diff --git a/ch-appendix/01-glossar.md b/ch-appendix/01-glossar.md index 5e55435..a8afa98 100644 --- a/ch-appendix/01-glossar.md +++ b/ch-appendix/01-glossar.md @@ -92,8 +92,8 @@ Tags Terminal Ein Terminal ist eine textbasierte Benutzerschnittstelle, die es ermöglicht, Befehle direkt an das Betriebssystem zu senden und Ergebnisse anzuzeigen. -Third-Party-Paket - Third-party-Pakete sind Softwarepakete oder Bibliotheken, die von externen Entwicklern erstellt und nicht Teil der Standardbibliothek der verwendeten Programmiersprache sind. +Third-Party-Packages + Third-Party-Packages sind Softwarepakete oder Bibliotheken, die von externen Entwicklern erstellt und nicht Teil der Standardbibliothek der verwendeten Programmiersprache sind. Token In Natural Language Processing (NLP) ist ein Token eine atomare Einheit, die während der Textverarbeitung gebildet wird und einem Wort, einer Zahl, einem Satzzeichen oder einer anderen Bedeutungseinheit entspricht, um den Text in kleinere Teile zu zerlegen und weiter zu analysieren. diff --git a/ch-daten/01-python-intermediate-daten.ipynb b/ch-daten/01-python-intermediate-daten.ipynb index a305a1c..dca39ab 100644 --- a/ch-daten/01-python-intermediate-daten.ipynb +++ b/ch-daten/01-python-intermediate-daten.ipynb @@ -11,41 +11,29 @@ "Bundestagswahlen: \\\n", "https://www.bundeswahlleiterin.de/bundestagswahlen/1949.html\n", "\n", + "---\n", + "\n", "correspSearch: \\\n", "Stefan Dumont, Sascha Grabsch, Jonas Müller-Laackman, Ruth Sander und Steven Sobkowski (Hg.): correspSearch – Briefeditionen vernetzen (2.3.0) [Webservice]. Berlin-Brandenburgische Akademie der Wissenschaften 2023. https://correspSearch.net\n", "\n", + "---\n", + "\n", "edition humboldt digital: \\\n", "edition humboldt digital, hg. v. Ottmar Ette. Berlin-Brandenburgische Akademie der Wissenschaften, Berlin. Version 9 vom 04.07.2023. URL: https://edition-humboldt.de/\n", "\n", + "---\n", + "\n", "German Political Speeches Corpus: \\ \n", "Adrien Barbaresi. (2019). German Political Speeches Corpus (Version v4.2019) [Data set]. Zenodo. https://doi.org/10.5281/zenodo.3611246\n", "\n", "Barbaresi, Adrien (2018). \"A corpus of German political speeches from the 21st century\", Proceedings of the Eleventh International Conference on Language Resources and Evaluation (LREC 2018), European Language Resources Association (ELRA), pp. 792–797. http://purl.org/corpus/german-speeches \n", - "\n", - "\n", - "The Proceedings of the Old Bailey: \\\n", - "Tim Hitchcock, Robert Shoemaker, Clive Emsley, Sharon Howard and Jamie McLaughlin, et al., The Old Bailey Proceedings Online, 1674-1913, version 9.0, Autumn 2023, [www.oldbaileyonline.org](https://www.oldbaileyonline.org/)\n", - "\n", - "\n", - "\n", - "" + "\n" ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [] } ], "metadata": { diff --git a/ch-loesungen/01-python-intermediate-loesungen.ipynb b/ch-loesungen/01-python-intermediate-loesungen.ipynb index 3ea6ad9..ab59d7b 100644 --- a/ch-loesungen/01-python-intermediate-loesungen.ipynb +++ b/ch-loesungen/01-python-intermediate-loesungen.ipynb @@ -4,7 +4,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "# Lösungen zu den Aufgaben aus Python Intermediat\n", + "# Lösungen zu den Aufgaben aus Python Intermediate\n", "\n", ":::{note}\n", "Bei den Lösungen handelt es sich um Vorschläge. \n", diff --git a/ch-loesungen/ch01-api-loesung.ipynb b/ch-loesungen/ch01-api-loesung.ipynb index b227f36..b3a67ee 100644 --- a/ch-loesungen/ch01-api-loesung.ipynb +++ b/ch-loesungen/ch01-api-loesung.ipynb @@ -30,6 +30,13 @@ "## Import" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, @@ -51,6 +58,13 @@ "## Helferfunktionen" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, @@ -190,6 +204,13 @@ "## Anfrage durchführen" ] }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [] + }, { "cell_type": "code", "execution_count": null, diff --git a/ch-loesungen/ch03-plotten-loesung.ipynb b/ch-loesungen/ch03-plotten-loesung.ipynb index c411f00..613a45e 100644 --- a/ch-loesungen/ch03-plotten-loesung.ipynb +++ b/ch-loesungen/ch03-plotten-loesung.ipynb @@ -268,7 +268,7 @@ "---\n", "\n", "Für die folgenden Aufgaben nutzen wir einen neuen Datensatz. Es handelt sich hier um Reden der Bundesregierung.\n", - "Die Textdaten f sind dem Projekt German Political Speeches Corpus entnommen. Adrien Barbaresi. (2019). German Political Speeches Corpus (Version v4.2019) [Data set]. Zenodo. https://doi.org/10.5281/zenodo.3611246. \n", + "Die Textdaten sind dem Projekt German Political Speeches Corpus entnommen. Adrien Barbaresi. (2019). German Political Speeches Corpus (Version v4.2019) [Data set]. Zenodo. https://doi.org/10.5281/zenodo.3611246. \n", "\n", "Barbaresi, Adrien (2018). \"A corpus of German political speeches from the 21st century\", Proceedings of the Eleventh International Conference on Language Resources and Evaluation (LREC 2018), European Language Resources Association (ELRA), pp. 792–797. http://purl.org/corpus/german-speeches (BibTeX entry)\n" ] @@ -512,11 +512,9 @@ "source": [ "## Aufgabe: Ergebnis von Datenabfragen visualisieren\n", "\n", - "Visualisieren Sie die *absoluten* und *relativen* Häufigkeiten des Ergebnisses der im Notebook `LC5_pandas-basics.ipynb` gestellten Aufgabe 3.4:\n", + "Visualisieren Sie die *absoluten* und *relativen* Häufigkeiten Suchen Sie nach Reden, die sich auf Umweltthemen beziehen. In Frage kommen hierfür Begriffe wie \"Umwelt\", \"Klima\", \"Nachhaltigkeit\" oder ähnliches. Formulieren Sie eine Abfrage, die mehrere dieser Begriffe berücksichtigt. Achten Sie ggf. darauf, wie die Bedingungen mit runden Klammern gruppiert werden müssen.\n", "\n", - "*Suchen Sie nach Reden, ~~die zwischen 2000 und 2010 gehalten wurden,~~ die sich auf Umweltthemen beziehen. In Frage kommen hierfür Begriffe wie \"Umwelt\", \"Klima\", \"Nachhaltigkeit\" oder ähnliches. Formulieren Sie eine Abfrage, die mehrere dieser Begriffe berücksichtigt. Achten Sie ggf. darauf, wie die Bedingungen mit runden Klammern gruppiert werden müssen.*\n", - "\n", - "Die Einschränkung auf den Zeitraum 2000-2010 fällt für diese Aufgabenstellung weg. Was fällt Ihnen bei der Visualisierung der relativen Häufigkeiten auf?\n" + "Was fällt Ihnen bei der Visualisierung der relativen Häufigkeiten auf?\n" ] }, { @@ -1035,13 +1033,11 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## **Optionale Zusatzaufgabe:** Aufgabe 4 - Funktion für Visualisierung erstellen\n", + "## **Optionale Zusatzaufgabe:** Funktion für Visualisierung erstellen\n", "\n", "Wie Sie sicherlich festgestellt haben, konnte der Code zur Visualisierung der Auswertungen im zweiten Teil dieses Notebook mit kleineren Anpassungen immer wieder verwendet werden, da die Art der zu visualisierenden Daten sich sehr ähneln. Das heißt, statt immer wieder den Code zu kopieren, könnte eigentlich, wie wir es gelernt haben, eine Funktion erstellt werden, die mit verschiedenen Parametern dann in unterschiedlichen Kontexten aufgerufen werden kann. \n", "\n", - "Probieren Sie gerne einmal aus, wie der Code zur Visualisierung verallgemeinert werden müsste, damit er für die verschiedenen Aufgaben in diesem Notebook verwendet werden kann.\n", - "\n", - "⏳ 20 Minuten" + "Probieren Sie gerne einmal aus, wie der Code zur Visualisierung verallgemeinert werden müsste, damit er für die verschiedenen Aufgaben in diesem Notebook verwendet werden kann.\n" ] }, { diff --git a/ch01-api/02-exkurs-third-party-packages.ipynb b/ch01-api/02-exkurs-third-party-packages.ipynb index ce29400..53fddc9 100644 --- a/ch01-api/02-exkurs-third-party-packages.ipynb +++ b/ch01-api/02-exkurs-third-party-packages.ipynb @@ -5,8 +5,8 @@ "metadata": {}, "source": [ "(third-party-packages)=\n", - "# Exkurs: Installation von Third-Party-Paketen\n", - "Für die Installation von {term}`Third-Party-Paketen` gibt es unterschiedliche Wege. Letztlich besteht jedes Paket einfach nur aus einer kleineren oder größeren Anzahl von Python-Modulen (= einzelnen .py-Dateien), die bestimmte Funktionen bereitstellen. Theoretisch könnten Sie also auch jedes Paket von Hand installieren. Einfacher und gebräuchlicher ist die Nutzung eines Paketverwaltungsprogramms. Dieses hat Zugriff auf das zentrale Repositorium [Python Package Index (PyPI)](https://pypi.org/). Sie können sich das wie einen AppStore für Third-Party-Pakete für Python vorstellen.\n", + "# Exkurs: Installation von Third-Party-Packages\n", + "Für die Installation von {term}`Third-Party-Packages` gibt es unterschiedliche Wege. Letztlich besteht jedes Paket einfach nur aus einer kleineren oder größeren Anzahl von Python-Modulen (= einzelnen .py-Dateien), die bestimmte Funktionen bereitstellen. Theoretisch könnten Sie also auch jedes Paket von Hand installieren. Einfacher und gebräuchlicher ist die Nutzung eines Paketverwaltungsprogramms. Dieses hat Zugriff auf das zentrale Repositorium [Python Package Index (PyPI)](https://pypi.org/). Sie können sich das wie einen AppStore für Third-Party-Packages für Python vorstellen.\n", "\n", "Üblicherweise steuern Sie Paketverwaltungsprogramme über die {term}`Kommandozeile` -- meist mit dem Paketverwaltungsprogramm [PIP (**P**ip **I**nstalls **P**ackages)](https://pip.pypa.io/en/stable/) oder, wenn Sie die {term}`Anaconda`-Distribution nutzen, dem [Conda-Paketverwaltungsprogramm](https://docs.conda.io/en/latest/).\n", "\n", diff --git a/ch01-api/03-intro-api.ipynb b/ch01-api/03-intro-api.ipynb index 9ef1eee..e69e9d8 100644 --- a/ch01-api/03-intro-api.ipynb +++ b/ch01-api/03-intro-api.ipynb @@ -43,7 +43,7 @@ "source": [ "### API Key von Europeana \n", "\n", - "**TEXT für Anfrage von API Key**" + "Einen API Key von Europeana erhalten Sie, wenn Sie die Angaben in dem Formular ausfüllen, das Sie über diesen [Link](https://pro.europeana.eu/pages/get-api) erreichen. Nachdem Sie den *terms of use* zugestimmt haben, erhalten den API Key in einer Email und können diesen bei Anfragen an die Europeana-APIs nutzen. Es entstehen keine Kosten für Sie und der Vorgang nimmt maximal nur 1 Minute in Anspruch." ] }, { diff --git a/ch02-pandas/03-api-correspsearch.ipynb b/ch02-pandas/03-api-correspsearch.ipynb index 48172d3..58c1fa1 100644 --- a/ch02-pandas/03-api-correspsearch.ipynb +++ b/ch02-pandas/03-api-correspsearch.ipynb @@ -21,7 +21,7 @@ "source": [ "## Install und Import\n", "\n", - "Für das hier gewählte Vorgehen können wir ein kleines Python-Paket sehr gut nutzen, dass uns bei der Arbeit mit {term}`JSON`-Objekten hilft. Zunächst installieren wir das Paket [`flatten-json`](https://pypi.org/project/flatten-json/) mit Hilfe von {term}`PIP`. Um den Befehl in einer Zelle des Jupyter Notebooks auszuführen, muss dem Befehl pip einfach ein '!' vorangestellt werden. Danach können wir dieses Paket mit den anderen erforderlichen Paketen importieren.\n", + "Für das hier gewählte Vorgehen können wir ein kleines Python-Paket sehr gut nutzen, dass uns bei der Arbeit mit {term}`JSON`-Objekten hilft. Zunächst installieren wir das Paket [`flatten-json`](https://pypi.org/project/flatten-json/) mit Hilfe von {term}`PIP`. Um den Befehl in einer Zelle des Jupyter Notebooks auszuführen, muss dem Befehl pip einfach ein '!' vorangestellt werden. Danach können wir dieses Paket mit den anderen erforderlichen Paketen importieren. Siehe dazu auch den [Exkurs zur Installation von Third-Party-Packages](third-party-packages)\n", "\n", "Wer nochmal einen Refresher zu JSON benötigt, erfährt dazu alles grundlegende im Jupyter Book 'Python Basics' im Kapitel [Dateien verarbeiten](https://digital-history-berlin.github.io/Python-fuer-Historiker-innen/ch04-dateien-verarbeiten/03-json.html).\n", "\n", @@ -191,9 +191,9 @@ "\n", "* Dann nutzen wir für die Variable `person` die GND-ID für Alexander von Humboldt.\n", "\n", - "* Da wir direkt bei der Anfrage einen ersten Filter einsetzen möchten, mit dem wir nur die Briefe aus der [edition humboldt digital](https://edition-humboldt.de/) zurückerhalten, wählen wir für den Parameter `e=` die ID für diese Edition aus und weisen diese der Variable `edition` zu.\n", + "* Da wir direkt bei der Anfrage einen ersten Filter einsetzen möchten, mit dem wir nur die Briefe aus der [edition humboldt digital](https://edition-humboldt.de/) zurückerhalten, wählen wir für den Parameter `c=` die entsprechende Info aus der CMIF-Datei für diese Edition aus und weisen diese der Variable `edition` zu.\n", "\n", - "Wo finden wir aber die ID, die für die Edition bzw. den Publikationsort der Briefe, die uns interessieren, steht? Bei einer allgemeine API-Anfrage nach Briefen von Alexander von Humboldt müssen wir uns die JSON-Datei genauer anschauen. Hier finden wir bei den entsprechenden Briefen und `sourceDesc` die Informationen zu dem entsprechenden Datengeber. Unter `sourceDesc`, `bibl` und dann `xml:id` finden wir einen langen String, der die ID für die entsprechende Edition darstellt. Diesen String können wir bei einer neuen Anfrage an die API nutzen, um nach Treffern, die nur von dieser Edition stammen, zu filtern." + "CMIF steht für Correspondence Metadata Interchange-Format. Nähere Infos hierzu finden sich in der [Dokumentation von CorrespSearch](https://correspsearch.net/de/dokumentation.html). Auch die [edition humboldt digital](https://edition-humboldt.de/) nutzt dieses Format und stellt die entsprechende Informationen der correspSearch-API zur Verfügung. Den richtigen Wert für den Parameter, um die Ergebnisse von nur dieser Edition zu filtern, können wir über die erweiterte [Suche bei correspSearch](https://correspsearch.net/de/suche.html) herausfinden. Wenn wir die erweiterte Suche aufrufen, gibt es dort das Feld `CMIF-Datei`. Hier können wir den String 'edition humboldt digital' eingeben und die Suche starten. Im URL-Feld des Browser können wir nun den Wert für den Parameter `c` sehen und für unsere API-Query herauskopieren. Dieser lautet: `https://edition-humboldt.de/api/v1.2/cmif.xql`" ] }, { @@ -208,8 +208,8 @@ "# GND-ID für Alexander von Humboldt\n", "person = 'http://d-nb.info/gnd/118554700'\n", "\n", - "# Parameter für Edition / Publikation\n", - "edition = 'd238c5bd-a978-475e-8784-58ce7ec82010'" + "# Parameter für Edition \n", + "edition = 'https://edition-humboldt.de/api/v1.2/cmif.xql'" ] }, { @@ -225,7 +225,7 @@ "metadata": {}, "outputs": [], "source": [ - "api_query = f'{api_base_url}s={person}&e={edition}'\n", + "api_query = f'{api_base_url}s={person}&c={edition}'\n", "print(api_query)" ] }, @@ -281,7 +281,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Mit der nächsten Code-Zelle legen wir einen `data`-Ordner an, um dort die JSON-Dateien zu speichern." + "Mit der nächsten Code-Zelle legen wir einen Ordner im `data`-Ordner an, um dort die JSON-Dateien zu speichern." ] }, { @@ -290,7 +290,7 @@ "metadata": {}, "outputs": [], "source": [ - "path = 'data'\n", + "path = 'data/correspSearch-api-tei-json'\n", "\n", "try:\n", " os.mkdir(path)\n", @@ -319,7 +319,7 @@ "\n", " print(response.json()['teiHeader']['fileDesc']['notesStmt']['note'])\n", "\n", - " with open(f'data/{str(page_nr).zfill(4)}_AvH_edi_hum_dig.json', 'w', encoding='utf-8') as f:\n", + " with open(f'{path}/{str(page_nr).zfill(4)}_AvH_edi_hum_dig.json', 'w', encoding='utf-8') as f:\n", " json.dump(response.json(), f, ensure_ascii=False, indent=4)\n", "\n", " time.sleep(5)" @@ -329,7 +329,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "Schauen wir uns den Inhalt des `data`-Ordners kurz an, ob alles passt." + "Schauen wir uns den Inhalt des `data\\correspSearch-api-tei-json`-Ordners kurz an, ob alles passt." ] }, { @@ -338,7 +338,7 @@ "metadata": {}, "outputs": [], "source": [ - "files = os.listdir('data')\n", + "files = os.listdir(path)\n", "print(len(files))\n", "print(sorted(files))" ] @@ -364,7 +364,7 @@ "\n", " if file.endswith('.json'):\n", "\n", - " with open(f'data/{file}', 'r', encoding='utf8') as f:\n", + " with open(f'{path}/{file}', 'r', encoding='utf8') as f:\n", "\n", " json_obj = json.load(f)\n", "\n", diff --git a/ch02-pandas/06-exkurs-regex.ipynb b/ch02-pandas/06-exkurs-regex.ipynb index 91ec584..85b0dc0 100644 --- a/ch02-pandas/06-exkurs-regex.ipynb +++ b/ch02-pandas/06-exkurs-regex.ipynb @@ -48,7 +48,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -57,7 +57,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -91,17 +91,9 @@ }, { "cell_type": "code", - "execution_count": 5, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "match_one = re.search(r\"ente\", text)\n", "print(match_one)" @@ -119,17 +111,9 @@ }, { "cell_type": "code", - "execution_count": 6, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['ein', 'ein', 'ein', 'ein']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "match_two = re.findall(r\"ein\", text)\n", "print(match_two)" @@ -144,17 +128,9 @@ }, { "cell_type": "code", - "execution_count": 7, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['eine', 'ein', 'einfacher', 'Vereinsmitglieder']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "# create empty list\n", "matches = []\n", @@ -224,17 +200,9 @@ }, { "cell_type": "code", - "execution_count": 8, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "{')', ']', '+', ':', '(', '\\n', ' ', ',', '[', '“', '.', '„', '–', '-'}\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "#example\n", "nonalpha_chars = re.findall(r\"\\W\", text)\n", @@ -243,7 +211,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -261,7 +229,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -277,7 +245,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -312,18 +280,9 @@ }, { "cell_type": "code", - "execution_count": 12, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['Das', 'von', 'des', 'das', 'des', 'des', 'von', 'bis', 'von', 'den', 'des', 'ein', 'den', 'Ein']\n", - "['Das', 'Ein']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "any_short_words = re.findall(r\"\\b\\w\\w[s|n]\\b\", text) \n", "print(any_short_words)\n", @@ -349,18 +308,9 @@ }, { "cell_type": "code", - "execution_count": 13, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['1864', '1899']\n", - "['1864', '1899']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "years_option_a = re.findall(r\"\\d\\d\\d\\d\", text) \n", "print(years_option_a)\n", @@ -381,17 +331,9 @@ }, { "cell_type": "code", - "execution_count": 14, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['1864', '1899']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "years = re.findall(r\"\\d{4}\", text) \n", "print(years)" @@ -409,17 +351,9 @@ }, { "cell_type": "code", - "execution_count": 15, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['150', '20', '186', '189', '21']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "numbers = re.findall(r\"\\d{2,3}\", text) \n", "print(numbers)" @@ -441,17 +375,9 @@ }, { "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['eine', 'ein']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "var = re.findall(r\"\\beine?\\b\", text)\n", "print(var)" @@ -466,17 +392,9 @@ }, { "cell_type": "code", - "execution_count": 17, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['150', '20', '1864', '1899', '21']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "numbers = re.findall(r\"\\d\\d*\", text)\n", "print(numbers)" @@ -491,19 +409,9 @@ }, { "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['Berg', 'Sourcing', 'Berg', 'Motivierung', 'Erfolg', 'sorgfältig']\n", - "['Berg', 'Correction', 'von', 'Voraussetzungen', 'Sourcing', 'Rahmen', 'Berg', 'digitalisierten', 'Schweizerischen', 'von', 'Motivierung', 'von', 'Freiwilligen', 'den', 'Erfolg', 'waren', 'sorgfältig', 'ein', 'kamen', 'Massnahmen', 'Motivation', 'Teilnehmenden', 'aufrechtzuerhalten', 'gehörten', 'Massnahmen', 'den', 'Teilnehmenden', 'Rückmeldungen', 'geleisteten', 'geben', 'Ein', 'potentiellen']\n", - "['Voraussetzungen', 'Vorhabens', 'Vorteil']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "word_ending = re.findall(r\"\\w+g\\b\", text)\n", "print(word_ending)\n", @@ -531,17 +439,9 @@ }, { "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "['Voraussetzungen für erfolgreiches Crowd Sourcing.', 'des Schweizerischen Alpenklubs (SAC) von 1864 bis 1899.', 'ine sorgfältig programmierte Benutzeroberfläche und ein einfacher Workflow.', 'begleitende Massnahmen, um die Motivation der Teilnehmenden aufrechtzuerhalten.', 'Rückmeldungen zum Datenzustand und zur geleisteten Arbeit geben.', 'interessierte Vereinsmitglieder mit hoher Sachkenntnis handelte.']\n" - ] - } - ], + "execution_count": null, + "metadata": {}, + "outputs": [], "source": [ "# extract all sentences\n", "sentences = re.findall(r\".+?\\.\", text)\n", @@ -581,7 +481,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -625,7 +525,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ diff --git a/ch02-pandas/data/0001_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0001_AvH_edi_hum_dig.json similarity index 98% rename from ch02-pandas/data/0001_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0001_AvH_edi_hum_dig.json index db7b3aa..ba6e8ff 100644 --- a/ch02-pandas/data/0001_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0001_AvH_edi_hum_dig.json @@ -27,16 +27,16 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=1", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=1", "date": { - "when": "2024-04-17T11:52:54.398+02:00" + "when": "2024-04-20T17:07:15.041+02:00" } }, "notesStmt": { "note": "1-10 of 523 hits", "relatedItem": { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=2" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=2" } }, "sourceDesc": { diff --git a/ch02-pandas/data/0002_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0002_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0002_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0002_AvH_edi_hum_dig.json index 8d4491b..aae104c 100644 --- a/ch02-pandas/data/0002_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0002_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=2", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=2", "date": { - "when": "2024-04-17T11:52:59.539+02:00" + "when": "2024-04-20T17:07:20.246+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=1" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=1" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=3" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=3" } ] }, diff --git a/ch02-pandas/data/0003_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0003_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0003_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0003_AvH_edi_hum_dig.json index a9c05b1..97bbf99 100644 --- a/ch02-pandas/data/0003_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0003_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=3", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=3", "date": { - "when": "2024-04-17T11:53:04.682+02:00" + "when": "2024-04-20T17:07:25.445+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=2" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=2" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=4" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=4" } ] }, diff --git a/ch02-pandas/data/0004_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0004_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0004_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0004_AvH_edi_hum_dig.json index ad33263..f4a3daf 100644 --- a/ch02-pandas/data/0004_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0004_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=4", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=4", "date": { - "when": "2024-04-17T11:53:09.809+02:00" + "when": "2024-04-20T17:07:30.619+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=3" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=3" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=5" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=5" } ] }, diff --git a/ch02-pandas/data/0005_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0005_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0005_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0005_AvH_edi_hum_dig.json index 25a8197..df1a168 100644 --- a/ch02-pandas/data/0005_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0005_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=5", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=5", "date": { - "when": "2024-04-17T11:53:14.945+02:00" + "when": "2024-04-20T17:07:35.81+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=4" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=4" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=6" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=6" } ] }, diff --git a/ch02-pandas/data/0006_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0006_AvH_edi_hum_dig.json similarity index 96% rename from ch02-pandas/data/0006_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0006_AvH_edi_hum_dig.json index 13f15e2..9b7384a 100644 --- a/ch02-pandas/data/0006_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0006_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=6", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=6", "date": { - "when": "2024-04-17T11:53:20.084+02:00" + "when": "2024-04-20T17:07:40.986+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=5" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=5" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=7" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=7" } ] }, @@ -385,26 +385,25 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016734", + "ref": "https://edition-humboldt.de/H0019721", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118750321", + "#text": "Johann Moritz Rugendas" } ], "placeName": [ { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://sws.geonames.org/3169070" } ], "date": [ { - "when": "1829-02-20", - "#text": "1829-02-20" + "when": "1829-02-20" } ] }, @@ -412,8 +411,8 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ] } diff --git a/ch02-pandas/data/0007_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0007_AvH_edi_hum_dig.json similarity index 96% rename from ch02-pandas/data/0007_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0007_AvH_edi_hum_dig.json index 2a7835a..098fd06 100644 --- a/ch02-pandas/data/0007_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0007_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=7", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=7", "date": { - "when": "2024-04-17T11:53:25.221+02:00" + "when": "2024-04-20T17:07:46.18+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=6" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=6" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=8" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=8" } ] }, @@ -62,25 +62,26 @@ "profileDesc": { "correspDesc": [ { - "ref": "https://edition-humboldt.de/H0019721", + "ref": "https://edition-humboldt.de/H0016734", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118750321", - "#text": "Johann Moritz Rugendas" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ { - "ref": "http://sws.geonames.org/3169070" + "ref": "http://sws.geonames.org/2950159" } ], "date": [ { - "when": "1829-02-20" + "when": "1829-02-20", + "#text": "1829-02-20" } ] }, @@ -88,8 +89,8 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } diff --git a/ch02-pandas/data/0008_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0008_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0008_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0008_AvH_edi_hum_dig.json index 9176f89..117c0b0 100644 --- a/ch02-pandas/data/0008_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0008_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=8", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=8", "date": { - "when": "2024-04-17T11:53:30.351+02:00" + "when": "2024-04-20T17:07:51.373+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=7" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=7" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=9" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=9" } ] }, diff --git a/ch02-pandas/data/0009_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0009_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0009_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0009_AvH_edi_hum_dig.json index d5d615f..e81ab27 100644 --- a/ch02-pandas/data/0009_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0009_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=9", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=9", "date": { - "when": "2024-04-17T11:53:35.483+02:00" + "when": "2024-04-20T17:07:56.565+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=8" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=8" }, { "type": "next", - "target": 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+ "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } diff --git a/ch02-pandas/data/0012_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0012_AvH_edi_hum_dig.json similarity index 94% rename from ch02-pandas/data/0012_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0012_AvH_edi_hum_dig.json index a44fc0d..0b55573 100644 --- a/ch02-pandas/data/0012_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0012_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=12", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=12", "date": { - "when": "2024-04-17T11:53:50.91+02:00" + "when": "2024-04-20T17:08:12.119+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": 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"notAfter": "1833", - "#text": "1833-00-00" + "from": "1833-01-01", + "to": "1833-12-31" } ] }, @@ -167,15 +156,15 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/115674667", + "#text": "Carl Sigismund Kunth" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016507", + "ref": "https://edition-humboldt.de/H0002241", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -193,9 +182,8 @@ ], "date": [ { - "notBefore": "1833", - "notAfter": "1833", - "#text": "1833-00-00" + "notBefore": "1833-01-01", + "notAfter": "1833-12-31" } ] }, @@ -203,35 +191,40 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/116962437", + "#text": "Franz Julius Ferdinand Meyen" + } + ], + "placeName": [ + { + "ref": "http://sws.geonames.org/2950159" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016525", + "ref": "https://edition-humboldt.de/H0016764", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ { - "ref": "http://sws.geonames.org/2950159" + "ref": "" } ], "date": [ { "notBefore": "1833", "notAfter": "1833", - "#text": "1833" + "#text": "1833-00-00" } ] }, @@ -239,35 +232,36 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016526", + "ref": "https://edition-humboldt.de/H0016772", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://sws.geonames.org/3064288", + "#text": "Teplitz" } ], "date": [ { "notBefore": "1833", "notAfter": "1833", - "#text": "1833" + "#text": "1833-00-00" } ] }, @@ -275,23 +269,23 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016422", + "ref": "https://edition-humboldt.de/H0016539", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/115674667", - "#text": "Carl Sigismund Kunth" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ], "placeName": [ @@ -301,7 +295,8 @@ ], "date": [ { - "when": "1833-03-26" + "when": "1833-03-26", + "#text": "1833-03-26" } ] }, @@ -317,15 +312,15 @@ ] }, { - "ref": "https://edition-humboldt.de/H0015274", + "ref": "https://edition-humboldt.de/H0016422", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/115674667", + "#text": "Carl Sigismund Kunth" } ], "placeName": [ @@ -343,28 +338,23 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/115674667", - "#text": "Carl Sigismund Kunth" - } - ], - "placeName": [ - { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016539", + "ref": "https://edition-humboldt.de/H0015274", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ @@ -374,8 +364,7 @@ ], "date": [ { - "when": "1833-03-26", - "#text": "1833-03-26" + "when": "1833-03-26" } ] }, @@ -383,8 +372,13 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/115674667", + "#text": "Carl Sigismund Kunth" + } + ], + "placeName": [ + { + "ref": "http://sws.geonames.org/2950159" } ] } diff --git a/ch02-pandas/data/0014_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0014_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0014_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0014_AvH_edi_hum_dig.json index da2df27..9b455dd 100644 --- a/ch02-pandas/data/0014_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0014_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=14", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=14", "date": { - "when": "2024-04-17T11:54:01.193+02:00" + "when": "2024-04-20T17:08:22.472+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=13" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=13" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=15" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=15" } ] }, diff --git a/ch02-pandas/data/0015_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0015_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0015_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0015_AvH_edi_hum_dig.json index 6c1e592..4733862 100644 --- a/ch02-pandas/data/0015_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0015_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=15", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=15", "date": { - "when": "2024-04-17T11:54:06.546+02:00" + "when": "2024-04-20T17:08:27.66+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=14" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=14" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=16" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=16" } ] }, @@ -97,15 +97,15 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016770", + "ref": "https://edition-humboldt.de/H0016528", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ], "placeName": [ @@ -125,23 +125,23 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016528", + "ref": "https://edition-humboldt.de/H0016770", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ @@ -161,8 +161,8 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } @@ -209,15 +209,15 @@ ] }, { - "ref": "https://edition-humboldt.de/H0002653", + "ref": "https://edition-humboldt.de/H0016540", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ], "placeName": [ @@ -227,8 +227,9 @@ ], "date": [ { - "notBefore": "1834-01-01", - "notAfter": "1834-12-31" + "notBefore": "1834", + "notAfter": "1834", + "#text": "1834-00-00" } ] }, @@ -236,20 +237,15 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/116962437", - "#text": "Franz Julius Ferdinand Meyen" - } - ], - "placeName": [ - { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016727", + "ref": "https://edition-humboldt.de/H0002653", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -267,14 +263,8 @@ ], "date": [ { - "notBefore": "1834", - "notAfter": "1834", - "#text": "1834-00-00" - }, - { - "notBefore": "1834", - "notAfter": "1834", - "#text": "1834-00-00|1838-00-00" + "notBefore": "1834-01-01", + "notAfter": "1834-12-31" } ] }, @@ -282,15 +272,20 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/116962437", + "#text": "Franz Julius Ferdinand Meyen" + } + ], + "placeName": [ + { + "ref": "http://sws.geonames.org/2950159" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016775", + "ref": "https://edition-humboldt.de/H0016727", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -311,6 +306,11 @@ "notBefore": "1834", "notAfter": "1834", "#text": "1834-00-00" + }, + { + "notBefore": "1834", + "notAfter": "1834", + "#text": "1834-00-00|1838-00-00" } ] }, @@ -326,7 +326,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016779", + "ref": "https://edition-humboldt.de/H0016775", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -362,7 +362,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016660", + "ref": "https://edition-humboldt.de/H0016779", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -398,15 +398,15 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016540", + "ref": "https://edition-humboldt.de/H0016660", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ @@ -426,8 +426,8 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } diff --git a/ch02-pandas/data/0016_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0016_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0016_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0016_AvH_edi_hum_dig.json index 1775ba2..dffe6e0 100644 --- a/ch02-pandas/data/0016_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0016_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=16", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=16", "date": { - "when": "2024-04-17T11:54:11.671+02:00" + "when": "2024-04-20T17:08:32.829+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=15" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=15" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=17" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=17" } ] }, diff --git a/ch02-pandas/data/0017_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0017_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0017_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0017_AvH_edi_hum_dig.json index 81e3e11..ad9748b 100644 --- a/ch02-pandas/data/0017_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0017_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=17", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=17", "date": { - "when": "2024-04-17T11:54:16.807+02:00" + "when": "2024-04-20T17:08:38+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=16" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=16" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=18" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=18" } ] }, diff --git a/ch02-pandas/data/0018_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0018_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0018_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0018_AvH_edi_hum_dig.json index 411adfa..49071d3 100644 --- a/ch02-pandas/data/0018_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0018_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=18", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=18", "date": { - "when": "2024-04-17T11:54:21.95+02:00" + "when": "2024-04-20T17:08:43.17+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=17" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=17" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=19" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=19" } ] }, diff --git a/ch02-pandas/data/0019_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0019_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0019_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0019_AvH_edi_hum_dig.json index 65ee99d..07be592 100644 --- a/ch02-pandas/data/0019_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0019_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=19", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=19", "date": { - "when": "2024-04-17T11:54:27.075+02:00" + "when": "2024-04-20T17:08:48.366+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=18" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=18" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=20" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=20" } ] }, diff --git a/ch02-pandas/data/0020_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0020_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0020_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0020_AvH_edi_hum_dig.json index 346f6a0..0a8c1ea 100644 --- a/ch02-pandas/data/0020_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0020_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=20", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=20", "date": { - "when": "2024-04-17T11:54:32.217+02:00" + "when": "2024-04-20T17:08:53.557+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=19" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=19" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=21" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=21" } ] }, @@ -170,7 +170,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0012104", + "ref": "https://edition-humboldt.de/H0016497", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -188,8 +188,9 @@ ], "date": [ { - "from": "1838-01-01", - "to": "1838-08-14" + "notBefore": "1838", + "notAfter": "1838", + "#text": "1838-00-00" } ] }, @@ -197,20 +198,15 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/115674667", - "#text": "Carl Sigismund Kunth" - } - ], - "placeName": [ - { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0006175", + "ref": "https://edition-humboldt.de/H0012104", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -228,8 +224,8 @@ ], "date": [ { - "notBefore": "1838-01-01", - "notAfter": "1838-12-31" + "from": "1838-01-01", + "to": "1838-08-14" } ] }, @@ -237,8 +233,8 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/116962437", - "#text": "Franz Julius Ferdinand Meyen" + "ref": "http://d-nb.info/gnd/115674667", + "#text": "Carl Sigismund Kunth" } ], "placeName": [ @@ -250,7 +246,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016629", + "ref": "https://edition-humboldt.de/H0006175", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -268,9 +264,8 @@ ], "date": [ { - "notBefore": "1838", - "notAfter": "1838", - "#text": "1838-00-00" + "notBefore": "1838-01-01", + "notAfter": "1838-12-31" } ] }, @@ -278,15 +273,20 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/116962437", + "#text": "Franz Julius Ferdinand Meyen" + } + ], + "placeName": [ + { + "ref": "http://sws.geonames.org/2950159" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016665", + "ref": "https://edition-humboldt.de/H0016629", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -322,7 +322,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016670", + "ref": "https://edition-humboldt.de/H0016665", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -358,7 +358,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016717", + "ref": "https://edition-humboldt.de/H0016670", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -394,7 +394,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016497", + "ref": "https://edition-humboldt.de/H0016717", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { diff --git a/ch02-pandas/data/0021_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0021_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0021_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0021_AvH_edi_hum_dig.json index 7720b63..307ceaf 100644 --- a/ch02-pandas/data/0021_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0021_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=21", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=21", "date": { - "when": "2024-04-17T11:54:37.336+02:00" + "when": "2024-04-20T17:08:58.738+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=20" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=20" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=22" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=22" } ] }, diff --git a/ch02-pandas/data/0022_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0022_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0022_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0022_AvH_edi_hum_dig.json index 2557c1c..758e0c5 100644 --- a/ch02-pandas/data/0022_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0022_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=22", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=22", "date": { - "when": "2024-04-17T11:54:42.471+02:00" + "when": "2024-04-20T17:09:03.918+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=21" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=21" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=23" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=23" } ] }, diff --git a/ch02-pandas/data/0023_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0023_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0023_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0023_AvH_edi_hum_dig.json index ab7cfd3..113df12 100644 --- a/ch02-pandas/data/0023_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0023_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=23", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=23", "date": { - "when": "2024-04-17T11:54:47.632+02:00" + "when": "2024-04-20T17:09:09.109+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=22" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=22" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=24" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=24" } ] }, diff --git a/ch02-pandas/data/0024_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0024_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0024_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0024_AvH_edi_hum_dig.json index a23a7ac..f4bb8c5 100644 --- a/ch02-pandas/data/0024_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0024_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=24", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=24", "date": { - "when": "2024-04-17T11:54:52.776+02:00" + "when": "2024-04-20T17:09:14.294+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=23" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=23" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=25" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=25" } ] }, diff --git a/ch02-pandas/data/0025_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0025_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0025_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0025_AvH_edi_hum_dig.json index 4b9d1cf..84d371c 100644 --- a/ch02-pandas/data/0025_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0025_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=25", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=25", "date": { - "when": "2024-04-17T11:54:57.923+02:00" + "when": "2024-04-20T17:09:19.483+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=24" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=24" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=26" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=26" } ] }, diff --git a/ch02-pandas/data/0026_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0026_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0026_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0026_AvH_edi_hum_dig.json index 948344d..f150b4a 100644 --- a/ch02-pandas/data/0026_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0026_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=26", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=26", "date": { - "when": "2024-04-17T11:55:03.037+02:00" + "when": "2024-04-20T17:09:24.645+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=25" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=25" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=27" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=27" } ] }, diff --git a/ch02-pandas/data/0027_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0027_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0027_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0027_AvH_edi_hum_dig.json index 4af19eb..28dbc96 100644 --- a/ch02-pandas/data/0027_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0027_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=27", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=27", "date": { - "when": "2024-04-17T11:55:08.166+02:00" + "when": "2024-04-20T17:09:29.848+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=26" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=26" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=28" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=28" } ] }, diff --git a/ch02-pandas/data/0028_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0028_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0028_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0028_AvH_edi_hum_dig.json index a172606..bb1b498 100644 --- a/ch02-pandas/data/0028_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0028_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=28", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=28", "date": { - "when": "2024-04-17T11:55:13.276+02:00" + "when": "2024-04-20T17:09:35.045+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=27" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=27" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=29" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=29" } ] }, diff --git a/ch02-pandas/data/0029_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0029_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0029_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0029_AvH_edi_hum_dig.json index 4b40e0e..f828e2f 100644 --- a/ch02-pandas/data/0029_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0029_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=29", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=29", "date": { - "when": "2024-04-17T11:55:18.403+02:00" + "when": "2024-04-20T17:09:40.235+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=28" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=28" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=30" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=30" } ] }, @@ -284,15 +284,15 @@ ] }, { - "ref": "https://edition-humboldt.de/H0002930", + "ref": "https://edition-humboldt.de/H0016534", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ], "placeName": [ @@ -302,8 +302,9 @@ ], "date": [ { - "notBefore": "1844-12-01", - "notAfter": "1844-12-28" + "notBefore": "1844-12", + "notAfter": "1844-12", + "#text": "1844-12-00" } ] }, @@ -311,28 +312,23 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/115674667", - "#text": "Carl Sigismund Kunth" - } - ], - "placeName": [ - { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016534", + "ref": "https://edition-humboldt.de/H0002930", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ @@ -342,9 +338,8 @@ ], "date": [ { - "notBefore": "1844-12", - "notAfter": "1844-12", - "#text": "1844-12-00" + "notBefore": "1844-12-01", + "notAfter": "1844-12-28" } ] }, @@ -352,8 +347,13 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/115674667", + "#text": "Carl Sigismund Kunth" + } + ], + "placeName": [ + { + "ref": "http://sws.geonames.org/2950159" } ] } diff --git a/ch02-pandas/data/0030_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0030_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0030_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0030_AvH_edi_hum_dig.json index 5a03ce6..ae3dcc7 100644 --- a/ch02-pandas/data/0030_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0030_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=30", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=30", "date": { - "when": "2024-04-17T11:55:23.519+02:00" + "when": "2024-04-20T17:09:45.418+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=29" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=29" }, { "type": "next", - "target": 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"https://edition-humboldt.de/H0016725", + "ref": "https://edition-humboldt.de/H0016512", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -138,7 +134,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016572", + "ref": "https://edition-humboldt.de/H0015183", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -156,9 +152,8 @@ ], "date": [ { - "notBefore": "1845", - "notAfter": "1845", - "#text": "1845-00-00" + "notBefore": "1845-01-01", + "notAfter": "1845-07-08" } ] }, @@ -166,15 +161,20 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/115674667", + "#text": "Carl Sigismund Kunth" + } + ], + "placeName": [ + { + "ref": "http://sws.geonames.org/2950159" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016591", + "ref": "https://edition-humboldt.de/H0016725", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -187,8 +187,7 @@ ], "placeName": [ { - "ref": "http://sws.geonames.org/2852458", - "#text": "Potsdam" + "ref": "http://sws.geonames.org/2950159" } ], "date": [ @@ -211,7 +210,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016509", + "ref": "https://edition-humboldt.de/H0016572", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -247,7 +246,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016512", + "ref": "https://edition-humboldt.de/H0016591", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -260,7 +259,8 @@ ], "placeName": [ { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://sws.geonames.org/2852458", + "#text": "Potsdam" } ], "date": [ diff --git a/ch02-pandas/data/0031_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0031_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0031_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0031_AvH_edi_hum_dig.json index 41d0a85..bfce75c 100644 --- a/ch02-pandas/data/0031_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0031_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=31", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=31", "date": { - "when": "2024-04-17T11:55:28.66+02:00" + "when": "2024-04-20T17:09:50.604+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=30" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=30" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=32" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=32" } ] }, diff --git a/ch02-pandas/data/0032_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0032_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0032_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0032_AvH_edi_hum_dig.json index 16bad9f..5cebdf7 100644 --- a/ch02-pandas/data/0032_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0032_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=32", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=32", "date": { - "when": "2024-04-17T11:55:33.79+02:00" + "when": "2024-04-20T17:09:55.794+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=31" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=31" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=33" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=33" } ] }, diff --git a/ch02-pandas/data/0033_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0033_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0033_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0033_AvH_edi_hum_dig.json index cf4770d..44acb71 100644 --- a/ch02-pandas/data/0033_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0033_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=33", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=33", "date": { - "when": "2024-04-17T11:55:38.923+02:00" + "when": "2024-04-20T17:10:00.99+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=32" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=32" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=34" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=34" } ] }, diff --git a/ch02-pandas/data/0034_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0034_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0034_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0034_AvH_edi_hum_dig.json index 74a70ab..62a5b7a 100644 --- a/ch02-pandas/data/0034_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0034_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=34", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=34", "date": { - "when": "2024-04-17T11:55:44.054+02:00" + "when": "2024-04-20T17:10:06.167+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=33" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=33" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=35" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=35" } ] }, diff --git a/ch02-pandas/data/0035_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0035_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0035_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0035_AvH_edi_hum_dig.json index 521a97a..17512c5 100644 --- a/ch02-pandas/data/0035_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0035_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=35", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=35", "date": { - "when": "2024-04-17T11:55:49.177+02:00" + "when": "2024-04-20T17:10:11.368+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=34" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=34" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=36" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=36" } ] }, @@ -206,15 +206,15 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016658", + "ref": "https://edition-humboldt.de/H0016556", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ], "placeName": [ @@ -224,9 +224,7 @@ ], "date": [ { - "notBefore": "1848-06", - "notAfter": "1848-06", - "#text": "1848-06-00" + "when": "1848-06-01" } ] }, @@ -234,23 +232,23 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ] } ] }, { - "ref": "https://edition-humboldt.de/H0016556", + "ref": "https://edition-humboldt.de/H0016658", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { "type": "sent", "persName": [ { - "ref": "http://d-nb.info/gnd/118529250", - "#text": "Christian Gottfried Ehrenberg" + "ref": "http://d-nb.info/gnd/118554700", + "#text": "Alexander von Humboldt" } ], "placeName": [ @@ -260,7 +258,9 @@ ], "date": [ { - "when": "1848-06-01" + "notBefore": "1848-06", + "notAfter": "1848-06", + "#text": "1848-06-00" } ] }, @@ -268,8 +268,8 @@ "type": "received", "persName": [ { - "ref": "http://d-nb.info/gnd/118554700", - "#text": "Alexander von Humboldt" + "ref": "http://d-nb.info/gnd/118529250", + "#text": "Christian Gottfried Ehrenberg" } ] } diff --git a/ch02-pandas/data/0036_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0036_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0036_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0036_AvH_edi_hum_dig.json index c371244..89e009d 100644 --- a/ch02-pandas/data/0036_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0036_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=36", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=36", "date": { - "when": "2024-04-17T11:55:54.325+02:00" + "when": "2024-04-20T17:10:16.537+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=35" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=35" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=37" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=37" } ] }, diff --git a/ch02-pandas/data/0037_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0037_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0037_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0037_AvH_edi_hum_dig.json index 6940bf8..d30b030 100644 --- a/ch02-pandas/data/0037_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0037_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=37", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=37", "date": { - "when": "2024-04-17T11:55:59.451+02:00" + "when": "2024-04-20T17:10:21.719+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=36" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=36" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=38" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=38" } ] }, diff --git a/ch02-pandas/data/0038_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0038_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0038_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0038_AvH_edi_hum_dig.json index 4e4241c..e2da6e1 100644 --- a/ch02-pandas/data/0038_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0038_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=38", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=38", "date": { - "when": "2024-04-17T11:56:04.564+02:00" + "when": "2024-04-20T17:10:26.902+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=37" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=37" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=39" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=39" } ] }, diff --git a/ch02-pandas/data/0039_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0039_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0039_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0039_AvH_edi_hum_dig.json index ba5c15f..d7ad158 100644 --- a/ch02-pandas/data/0039_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0039_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=39", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=39", "date": { - "when": "2024-04-17T11:56:09.694+02:00" + "when": "2024-04-20T17:10:32.113+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=38" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=38" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=40" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=40" } ] }, diff --git a/ch02-pandas/data/0040_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0040_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0040_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0040_AvH_edi_hum_dig.json index 99cc4e0..f90aeb7 100644 --- a/ch02-pandas/data/0040_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0040_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=40", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=40", "date": { - "when": "2024-04-17T11:56:14.818+02:00" + "when": "2024-04-20T17:10:37.288+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=39" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=39" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=41" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=41" } ] }, diff --git a/ch02-pandas/data/0041_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0041_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0041_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0041_AvH_edi_hum_dig.json index 2ac8591..562c1de 100644 --- a/ch02-pandas/data/0041_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0041_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=41", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=41", "date": { - "when": "2024-04-17T11:56:19.961+02:00" + "when": "2024-04-20T17:10:42.479+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=40" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=40" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=42" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=42" } ] }, diff --git a/ch02-pandas/data/0042_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0042_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0042_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0042_AvH_edi_hum_dig.json index 02acafc..d39e82a 100644 --- a/ch02-pandas/data/0042_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0042_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=42", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=42", "date": { - "when": "2024-04-17T11:56:25.088+02:00" + "when": "2024-04-20T17:10:47.72+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=41" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=41" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=43" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=43" } ] }, diff --git a/ch02-pandas/data/0043_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0043_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0043_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0043_AvH_edi_hum_dig.json index 299eec3..d4624c3 100644 --- a/ch02-pandas/data/0043_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0043_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=43", + "idno": 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"https://edition-humboldt.de/H0016505", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -381,7 +381,7 @@ ] }, { - "ref": "https://edition-humboldt.de/H0016613", + "ref": "https://edition-humboldt.de/H0016777", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -394,8 +394,7 @@ ], "placeName": [ { - "ref": "http://sws.geonames.org/2852458", - "#text": "Potsdam" + "ref": "http://sws.geonames.org/2950159" } ], "date": [ diff --git a/ch02-pandas/data/0044_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0044_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0044_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0044_AvH_edi_hum_dig.json index eb2c857..492eb76 100644 --- a/ch02-pandas/data/0044_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0044_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=44", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=44", "date": { - "when": "2024-04-17T11:56:35.316+02:00" + "when": "2024-04-20T17:10:58.084+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=43" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=43" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=45" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=45" } ] }, @@ -62,7 +62,7 @@ "profileDesc": { "correspDesc": [ { - "ref": "https://edition-humboldt.de/H0016505", + "ref": "https://edition-humboldt.de/H0016613", "source": "#d238c5bd-a978-475e-8784-58ce7ec82010", "correspAction": [ { @@ -75,7 +75,8 @@ ], "placeName": [ { - "ref": "http://sws.geonames.org/2950159" + "ref": "http://sws.geonames.org/2852458", + "#text": "Potsdam" } ], "date": [ diff --git a/ch02-pandas/data/0045_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0045_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0045_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0045_AvH_edi_hum_dig.json index 9ff30cb..6130cba 100644 --- a/ch02-pandas/data/0045_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0045_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=45", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=45", "date": { - "when": "2024-04-17T11:56:40.458+02:00" + "when": "2024-04-20T17:11:03.276+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=44" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=44" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=46" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=46" } ] }, diff --git a/ch02-pandas/data/0046_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0046_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0046_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0046_AvH_edi_hum_dig.json index 2ceedef..b54ebcc 100644 --- a/ch02-pandas/data/0046_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0046_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=46", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=46", "date": { - "when": "2024-04-17T11:56:45.6+02:00" + "when": "2024-04-20T17:11:08.581+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=45" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=45" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=47" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=47" } ] }, diff --git a/ch02-pandas/data/0047_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0047_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0047_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0047_AvH_edi_hum_dig.json index 57fe771..9dde942 100644 --- a/ch02-pandas/data/0047_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0047_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=47", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=47", "date": { - "when": "2024-04-17T11:56:50.737+02:00" + "when": "2024-04-20T17:11:13.758+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=46" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=46" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=48" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=48" } ] }, diff --git a/ch02-pandas/data/0048_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0048_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0048_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0048_AvH_edi_hum_dig.json index 90d8dc9..f66b106 100644 --- a/ch02-pandas/data/0048_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0048_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=48", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=48", "date": { - "when": "2024-04-17T11:56:55.875+02:00" + "when": "2024-04-20T17:11:18.944+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=47" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=47" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=49" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=49" } ] }, diff --git a/ch02-pandas/data/0049_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0049_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0049_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0049_AvH_edi_hum_dig.json index 74f213d..3c820a2 100644 --- a/ch02-pandas/data/0049_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0049_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=49", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=49", "date": { - "when": "2024-04-17T11:57:01.032+02:00" + "when": "2024-04-20T17:11:24.126+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=48" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=48" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=50" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=50" } ] }, diff --git a/ch02-pandas/data/0050_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0050_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0050_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0050_AvH_edi_hum_dig.json index 367df69..c156e36 100644 --- a/ch02-pandas/data/0050_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0050_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=50", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=50", "date": { - "when": "2024-04-17T11:57:06.152+02:00" + "when": "2024-04-20T17:11:29.298+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=49" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=49" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=51" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=51" } ] }, diff --git a/ch02-pandas/data/0051_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0051_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0051_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0051_AvH_edi_hum_dig.json index 7e5bd29..3dd63f2 100644 --- a/ch02-pandas/data/0051_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0051_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=51", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=51", "date": { - "when": "2024-04-17T11:57:11.289+02:00" + "when": "2024-04-20T17:11:34.521+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=50" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=50" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=52" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=52" } ] }, diff --git a/ch02-pandas/data/0052_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0052_AvH_edi_hum_dig.json similarity index 97% rename from ch02-pandas/data/0052_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0052_AvH_edi_hum_dig.json index 025d86f..ccc05fa 100644 --- a/ch02-pandas/data/0052_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0052_AvH_edi_hum_dig.json @@ -27,9 +27,9 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=52", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=52", "date": { - "when": "2024-04-17T11:57:16.425+02:00" + "when": "2024-04-20T17:11:39.687+02:00" } }, "notesStmt": { @@ -37,11 +37,11 @@ "relatedItem": [ { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=51" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=51" }, { "type": "next", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=53" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=53" } ] }, diff --git a/ch02-pandas/data/0053_AvH_edi_hum_dig.json b/ch02-pandas/data/correspSearch-api-tei-json/0053_AvH_edi_hum_dig.json similarity index 95% rename from ch02-pandas/data/0053_AvH_edi_hum_dig.json rename to ch02-pandas/data/correspSearch-api-tei-json/0053_AvH_edi_hum_dig.json index f84e70f..bea4aad 100644 --- a/ch02-pandas/data/0053_AvH_edi_hum_dig.json +++ b/ch02-pandas/data/correspSearch-api-tei-json/0053_AvH_edi_hum_dig.json @@ -27,16 +27,16 @@ } ] }, - "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=53", + "idno": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=53", "date": { - "when": "2024-04-17T11:57:21.557+02:00" + "when": "2024-04-20T17:11:44.884+02:00" } }, "notesStmt": { "note": "521-523 of 523 hits", "relatedItem": { "type": "prev", - "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&e=d238c5bd-a978-475e-8784-58ce7ec82010&x=52" + "target": "https://correspsearch.net/api/v2.0/tei-json.xql?s=http://d-nb.info/gnd/118554700&c=https://edition-humboldt.de/api/v1.2/cmif.xql&x=52" } }, "sourceDesc": { diff --git a/ch03-plotten/02-intro-matplotlib.ipynb b/ch03-plotten/02-intro-matplotlib.ipynb index b2c40af..abf0e9b 100644 --- a/ch03-plotten/02-intro-matplotlib.ipynb +++ b/ch03-plotten/02-intro-matplotlib.ipynb @@ -38,7 +38,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -79,22 +79,9 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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" - ], - "text/plain": [ - " Stimmen Prozent color\n", - "SPD 6934975 29.2 red\n", - "CDU 5978636 25.2 black\n", - "FDP 2829920 11.9 yellow\n", - "CSU 1380448 5.8 darkblue\n", - "KPD 1361706 5.7 darkred\n", - "Parteilose 1141647 4.8 orange\n", - "BP 986478 4.2 blue\n", - "DP 939934 4.0 grey\n", - "Zentrum 727505 3.1 darkgrey\n", - "Sonstige 1451149 6.1 darkorange" - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "# Erzeugung von Beispieldaten: Wahl zum 1. Deutschen Bundestag am 14. August 1949\n", "\n", @@ -300,22 +164,9 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots(figsize=(12,6))\n", "\n", diff --git a/ch03-plotten/03-plotten-matplotlib-pandas.ipynb b/ch03-plotten/03-plotten-matplotlib-pandas.ipynb index feceba1..e8b0387 100644 --- a/ch03-plotten/03-plotten-matplotlib-pandas.ipynb +++ b/ch03-plotten/03-plotten-matplotlib-pandas.ipynb @@ -26,7 +26,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -53,140 +53,11 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(296, 12)\n" - ] - }, - { - "data": { - "text/html": [ - "
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referenceedition_idsender_idsenderreceiver_idreceiverdateplace_idplacetexttokennr_token
0https://edition-humboldt.de/H0002655#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1793-12-05http://sws.geonames.org/6556797BergBerg , den 5 . Dez Dezember 1793 Ihr Brief, li...[berg, den, 5, dez, dezember, 1793, ihr, brief...252
1https://edition-humboldt.de/H0002730#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1794-02-06http://sws.geonames.org/2951825BayreuthDer Ueberbringer dieses Briefchens, lieber Soe...[der, ueberbringer, dieses, briefchens, lieber...143
2https://edition-humboldt.de/H0002729#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1795-06-07http://sws.geonames.org/2951825BayreuthVerehrungswerther Freund, Ich will Ihnen ein B...[verehrungswerther, freund, ich, will, ihnen, ...591
\n", - "
" - ], - "text/plain": [ - " reference edition_id \\\n", - "0 https://edition-humboldt.de/H0002655 #AVHR \n", - "1 https://edition-humboldt.de/H0002730 #AVHR \n", - "2 https://edition-humboldt.de/H0002729 #AVHR \n", - "\n", - " sender_id sender \\\n", - "0 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "1 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "2 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "\n", - " receiver_id receiver date \\\n", - "0 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1793-12-05 \n", - "1 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1794-02-06 \n", - "2 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1795-06-07 \n", - "\n", - " place_id place \\\n", - "0 http://sws.geonames.org/6556797 Berg \n", - "1 http://sws.geonames.org/2951825 Bayreuth \n", - "2 http://sws.geonames.org/2951825 Bayreuth \n", - "\n", - " text \\\n", - "0 Berg , den 5 . Dez Dezember 1793 Ihr Brief, li... \n", - "1 Der Ueberbringer dieses Briefchens, lieber Soe... \n", - "2 Verehrungswerther Freund, Ich will Ihnen ein B... \n", - "\n", - " token nr_token \n", - "0 [berg, den, 5, dez, dezember, 1793, ihr, brief... 252 \n", - "1 [der, ueberbringer, dieses, briefchens, lieber... 143 \n", - "2 [verehrungswerther, freund, ich, will, ihnen, ... 591 " - ] - }, - "execution_count": 8, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "df = pd.read_json('240301-AvH-letters-with-tokens.json')\n", + "df = pd.read_json('../data/AvH-letters-with-tokens.json')\n", "df.loc[:, 'date'] = pd.to_datetime(df.loc[:, 'date'], unit='ms')\n", "print(df.shape)\n", "df.head(3)" @@ -210,22 +81,9 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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418000.00.0
\n", - "
" - ], - "text/plain": [ - " year nr_token sender\n", - "0 1796 844.8 5.0\n", - "1 1797 0.0 0.0\n", - "2 1798 0.0 0.0\n", - "3 1799 0.0 0.0\n", - "4 1800 0.0 0.0" - ] - }, - "execution_count": 134, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ "print(df_all_years.shape)\n", "df_all_years.head()" @@ -620,22 +294,9 @@ }, { "cell_type": "code", - "execution_count": 130, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", - "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots(nrows=2, \n", " figsize=(16, 6),\n", @@ -673,13 +334,6 @@ "\n", "plt.show;" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/ch03-plotten/04-intro-seaborn.ipynb b/ch03-plotten/04-intro-seaborn.ipynb index e961de6..a313e8b 100644 --- a/ch03-plotten/04-intro-seaborn.ipynb +++ b/ch03-plotten/04-intro-seaborn.ipynb @@ -17,7 +17,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -30,22 +30,9 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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referenceedition_idsender_idsenderreceiver_idreceiverdateplace_idplacetexttokennr_token
0https://edition-humboldt.de/H0002655#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1793-12-05http://sws.geonames.org/6556797BergBerg , den 5 . Dez Dezember 1793 Ihr Brief, li...[berg, den, 5, dez, dezember, 1793, ihr, brief...252
1https://edition-humboldt.de/H0002730#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1794-02-06http://sws.geonames.org/2951825BayreuthDer Ueberbringer dieses Briefchens, lieber Soe...[der, ueberbringer, dieses, briefchens, lieber...143
2https://edition-humboldt.de/H0002729#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1795-06-07http://sws.geonames.org/2951825BayreuthVerehrungswerther Freund, Ich will Ihnen ein B...[verehrungswerther, freund, ich, will, ihnen, ...591
\n", - "
" - ], - "text/plain": [ - " reference edition_id \\\n", - "0 https://edition-humboldt.de/H0002655 #AVHR \n", - "1 https://edition-humboldt.de/H0002730 #AVHR \n", - "2 https://edition-humboldt.de/H0002729 #AVHR \n", - "\n", - " sender_id sender \\\n", - "0 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "1 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "2 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "\n", - " receiver_id receiver date \\\n", - "0 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1793-12-05 \n", - "1 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1794-02-06 \n", - "2 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1795-06-07 \n", - "\n", - " place_id place \\\n", - "0 http://sws.geonames.org/6556797 Berg \n", - "1 http://sws.geonames.org/2951825 Bayreuth \n", - "2 http://sws.geonames.org/2951825 Bayreuth \n", - "\n", - " text \\\n", - "0 Berg , den 5 . Dez Dezember 1793 Ihr Brief, li... \n", - "1 Der Ueberbringer dieses Briefchens, lieber Soe... \n", - "2 Verehrungswerther Freund, Ich will Ihnen ein B... \n", - "\n", - " token nr_token \n", - "0 [berg, den, 5, dez, dezember, 1793, ihr, brief... 252 \n", - "1 [der, ueberbringer, dieses, briefchens, lieber... 143 \n", - "2 [verehrungswerther, freund, ich, will, ihnen, ... 591 " - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "df = pd.read_json('240301-AvH-letters-with-tokens.json')\n", + "df = pd.read_json('../data/AvH-letters-with-tokens.json')\n", "df.loc[:, 'date'] = pd.to_datetime(df.loc[:, 'date'], unit='ms')\n", "print(df.shape)\n", "df.head(3)" @@ -214,22 +72,9 @@ }, { "cell_type": "code", - "execution_count": 112, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "fig, ax = plt.subplots(nrows=3, \n", " figsize=(12,8), \n", diff --git a/ch03-plotten/05-intro-wordclouds.ipynb b/ch03-plotten/05-intro-wordclouds.ipynb index 9b9b582..6a178e5 100644 --- a/ch03-plotten/05-intro-wordclouds.ipynb +++ b/ch03-plotten/05-intro-wordclouds.ipynb @@ -17,7 +17,7 @@ "source": [ "## Import\n", "\n", - "Bevor wir loslegen können, müssten die entsprechenden Bibliotheken importiert und die Datengrundlage eingelesen werden. Das Python-Pakete stopword-iso wird uns bei der Entfernung von Stoppwörtern helfen.\n", + "Bevor wir loslegen können, müssen die entsprechenden Bibliotheken importiert und die Datengrundlage eingelesen werden. Das Python-Pakete stopword-iso wird uns bei der Entfernung von Stoppwörtern helfen.\n", "\n", ":::{index} single: Bibliothek ; wordcloud\n", ":name: wordcloud_\n", @@ -30,7 +30,16 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "!pip install stopwordsiso" + ] + }, + { + "cell_type": "code", + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -52,140 +61,11 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "(296, 12)\n" - ] - }, - { - "data": { - "text/html": [ - "
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referenceedition_idsender_idsenderreceiver_idreceiverdateplace_idplacetexttokennr_token
0https://edition-humboldt.de/H0002655#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1793-12-05http://sws.geonames.org/6556797BergBerg , den 5 . Dez Dezember 1793 Ihr Brief, li...[berg, den, 5, dez, dezember, 1793, ihr, brief...252
1https://edition-humboldt.de/H0002730#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1794-02-06http://sws.geonames.org/2951825BayreuthDer Ueberbringer dieses Briefchens, lieber Soe...[der, ueberbringer, dieses, briefchens, lieber...143
2https://edition-humboldt.de/H0002729#AVHRhttp://d-nb.info/gnd/118554700Alexander von Humboldthttp://d-nb.info/gnd/118805193Samuel Thomas von Soemmerring1795-06-07http://sws.geonames.org/2951825BayreuthVerehrungswerther Freund, Ich will Ihnen ein B...[verehrungswerther, freund, ich, will, ihnen, ...591
\n", - "
" - ], - "text/plain": [ - " reference edition_id \\\n", - "0 https://edition-humboldt.de/H0002655 #AVHR \n", - "1 https://edition-humboldt.de/H0002730 #AVHR \n", - "2 https://edition-humboldt.de/H0002729 #AVHR \n", - "\n", - " sender_id sender \\\n", - "0 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "1 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "2 http://d-nb.info/gnd/118554700 Alexander von Humboldt \n", - "\n", - " receiver_id receiver date \\\n", - "0 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1793-12-05 \n", - "1 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1794-02-06 \n", - "2 http://d-nb.info/gnd/118805193 Samuel Thomas von Soemmerring 1795-06-07 \n", - "\n", - " place_id place \\\n", - "0 http://sws.geonames.org/6556797 Berg \n", - "1 http://sws.geonames.org/2951825 Bayreuth \n", - "2 http://sws.geonames.org/2951825 Bayreuth \n", - "\n", - " text \\\n", - "0 Berg , den 5 . Dez Dezember 1793 Ihr Brief, li... \n", - "1 Der Ueberbringer dieses Briefchens, lieber Soe... \n", - "2 Verehrungswerther Freund, Ich will Ihnen ein B... \n", - "\n", - " token nr_token \n", - "0 [berg, den, 5, dez, dezember, 1793, ihr, brief... 252 \n", - "1 [der, ueberbringer, dieses, briefchens, lieber... 143 \n", - "2 [verehrungswerther, freund, ich, will, ihnen, ... 591 " - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], + "outputs": [], "source": [ - "df = pd.read_json('240301-AvH-letters-with-tokens.json')\n", + "df = pd.read_json('../data/AvH-letters-with-tokens.json')\n", "df.loc[:, 'date'] = pd.to_datetime(df.loc[:, 'date'], unit='ms')\n", "print(df.shape)\n", "df.head(3)" @@ -206,7 +86,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -222,7 +102,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -238,7 +118,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -260,22 +140,9 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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", 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", 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", 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", 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", 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", 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BAOYkF6G9WXk43Rfnq3oiwUBfB4l4apaboqi4vdnkFZRTVl1Lbn4pLrcPi9V+vnflMP6+Lrraz9HZ3sBAb+ek7zMhBFk5hdgcrknt56qYMDw0wHCgf8p3PSViscTn5As3zSffnYxYGIbJia4BfnroHDvqO2n2DzMUSX4wu20WCtx25uR5WVqay/LSXJaV5jIYifHiida0ozMem4Vf37iQx1bMxqapmKZJJKHz2pl2njrSyNGOAdoHQ8QNHbfVwtx8H3fXlvHAokqqctwoQpDnsvN7ty/hRKefd851pp1KaFUVvnDTfHJcNkxgd1M3Tx1t4t2GLpr9QcLxBC6rxsKibLbWlvPh5bPIc9kQ52sPf+OWhZzs8rP9bMcVj+EPx/jHN46O2Uvxs+tq2DSneMQG4UBrH/+z6xSRcaKVw7E4nYH0vmTWVOTzF3evYE6eF0iK+ab+YX58oJ53znVxtmeQwUgcTREUuB2srsjjg0ur2TirCJdVQ1MUNs0p4qu3Leb3nttLIDL+F3NtYTKyuL+ll3968yh7m3rIdtr48s21fHrNXBwWDVUR3DmvlE2zizGB7+w7y9d2nqIjEGJunpd/fGAtq8vzEEKQ73awtjKf/S094y4G2DWVz6ytIc9lJxRL8EZdBz891MCR9gF6hsPEdIM8t52lJTl8cvVcNs8tGRHstYVZ/MHmpZzo9NMeCI17nm6rxpc3LOATq+ak3Lvbz3bw1NFGDrf1j9y7LquFufle7pxXxoOLK5mV60ERgmyHld+9fQknu/y8Wd8xoTTYYq+DLfNK+YPNS8lxWhmMxNjT1MPrZ9s52eXHH4oR1XWy7FbKsl0sLcnhlllFnO4epCON85RIJJLpxO5wMXv+Khav3ETVnCV4s/JQNQuKoiDERSFnGga6kUBPxOntauHUkZ0cO7iDjpY6EonMnWdzC8p44LHforh8Tsrj0UiI15/7NrvfehrDyMwX4QJCUVh/2we57d5PoqqpU7S2ptM88Y2/nJRYFELgcHmZPW8F8xffRHn1AnLyS9EuXDclNUvKNE1M08AwDAxDJxYN09/TRlvzGZrrj3Hu7GF6u1qZTKd6i8VGYekslqy6nXmL15GbX4pmsaIqGkIRXDB9ujAOPREnMNhLU91RDu19jYbTB6VovA4QQiEnr5iFK26lZuEayqsWYLM7UBQNoVwMcJimiWno6IZONBykqf4Yp4/u4vihtwn4eyYsGjfe8RHWbXpo5DgBfy8/+eZf0lR/7Pz4BL7sApatvZPaJTdTUj4Hi82OomjnA1cXx2cYOnoiQWjYz9mT+zm0dxuNZw8TjUxs7mOx2Lj30V9l/pL1E3p+OuiJBDte/RGvP/+dKd/3lIjFRUU5LCrOHnmBmv3DfPXZvbxV1zmqrmogHKPFH+S91j6eOtpEttNGbWEW5Vkujnakr4Zvn1vMJ1fPxX3e6GU4muAbu0/zz28dpTMQTvnY6g/FaPYH2dXYzRtnO/jnB9cyJ8+LEILyLBe/tnEBJ7v9aRuiCCEoz3ZjmiYvnWzl95/fx9me1PpHfzhG22CInY3dnOr281dbV41EpCqzPTy+poaDrX0MXKGuL5LQef1s+5h/u21uMZvmFI/83uof5udHGhmeIrMVn93Kb966iKWlOQghMEyTYx0D/MHz+3irrmNUWmf3cITjXQO8fradr25azOdumn++zk/h4SVVvHamjV8caRxX0LhtFiIJnb997TCvnm7FMJMmLP/85jHWVuazoixv5DUzgaePNvHX2w7RNph88/YMR/j6zlMse2Q9Vi1Z97eoOBuXVWNwHLGqKElxGYwl+K+dJ/n3t0/QPpj6oXDByGdvcy9/efcKHl1Wje38cdZXFfDAogr+e+epca/vrXOK+cyampF7NxhL8K09Z/jHN47SEQiNundbzt+7r59p518fXsfc8/duqc/Jr92ykJPdfjrSXAS4lNm5Xv74jmVU53qo7x3ib19PXvfOofCYbd7smkqJz4kiBH5p7S9532KSiMaIhyKoNmtyEnGFEgDJtUEIhZKKGm6+/REWLr8FlyfrimUaAEJVUVQVi8VGWVUtxWVzWLJmC/vefo7dbz5FKJh+HT9AR8tZ9ux4hoc+/lXsDvfI43aHm413foSWxpO0nDsxkROjctYi1m9+FJc79ZxCwQC73vgFA32dme/3PBaLjbkL17Bm4/3MmrcMp8t31euWHJIAFNTz1R42mwOPN4eKWYtYse4ujh3YwZPf/dsJRxk9vjzW3/5Blq+9g5z80lECOXUsKoqiomkW8u0V5BWUU7NwLccOvMXON56ko6VuQmOQTB6rzcH8xevZdM/HKS6bg8Vqu+K9JYQARUHFgtVqZ+HyW5i7YDWLV93O9he+S8Ppg+h65vNZi9WGw+lJEaV5hRU01R9DUVSq5i7hjvs+S3XNMjSL9arjUxQFTbNgsztYffO91Cxcy+F9r7H9he9OLHInBBabA4dz+vr3JhJxNIt1WvY9abGoKoI5+R4clou72tXYzbvnusY14IjpBl1D4YxqFCHZZ/ArGxaMRDITusH336vjr187dFVTlVA8wUsnW8h32/jPD96M/Xyd4aY5xdw5r5Qfvlef9hhM06SuN8Afvbifk13+K243HI3z7b1nqMn38YX180fExR3zSlldkc+rp9vSPuZMcce8Uu6pLRupO23qH+b3n9/Ha6fbrrh2aJrQPBDkr7YdYmFRNhtnF6EIQY7TxqdX1/BOQxed47zOpmlypL2fN+tSI2Vtg0G2nWlnRVkekHwj+0NRnjjYMCIUL7C/pYfeYIQSXzLUPyvHg90yvli8cPynjzbyj9uP0neJS+jlNA8M85evHqTI62BLTSmQTK/++Ko5/OTQuRSH0cvJclj5yoYFFHmT6RgJw+CJgw381bZDV31eOK6z7Uwbf73tEF979GYc59Nyb5lVxN3zy/n2BMxm8tx2cl02mv1BvvLznWw/e/U02khCp6FvKOPjSCQ3EkZCp/61nfScrEezWbG6nNh8bmweNzaPE7vXg82b/H+r24lqsaBY1PP/aiiahmrRUM6/R8ebjEsyQ9UsLFuzhS33fZb8wvJRqaDp7qOgqJK7HvoCZZXzeeXp/6Wr/RzpRsd0PcGhPdsoKa9hwx0fGhE4Qgjyiyq588Ff4Ylv/AXBIX9G48rNL+XOB3+FnMtSUKOREO++/jOOHXgr7TFeji87n9vv/TQr1t2Nw+WZ9H0phEBVLbS3nJmQUEwK/rlsfeQrzF2w+qoi8Wpj8GblsW7TQ8yat5znf/JvnD62C2MSzvqSzPHlFHDbPZ9k1fqtOFyZiyEhBDa7k5qFaygsqead137Czu0/JxIentS4rDYHBcWVKKrKsjV3cteDv0JuQVnG975QFLJyCti45cN4s/J45kf/zNBg36TGdqMxJZFF9bILb5rT1ylKAKvL81hdnj9iZtPsD/LtPWfGdd+E5Mfsq6fbOdY5wMqy3GQescPKlpoSnjnalHY7gLhu8PKp1qsKxQtEEwbf31/HPbVlI/V/PruVe2rL2HYVAXYtsKoKj62Yhf18HZ1hmjx5+Bw7z3WlNc7u4Qg/OdjA2soC7OedTFeUJ9ttdI4jjA0TjnUMjKrljBsGxzoGME1z5E3eMxzhcNvoN2sgEqdr6KJYzHXZsaQ5mRiOJvjxgYarirYLNPUP8/39decdWy/WU64oy+W1M2NHhAFWluWxrvLivdvmD/HtvWfSOibAa2faOdzWz9rK/OQXpd3CHfNKePLwuQm18QjGEnx95ynequ+4ru5DieRaEurzE+rzj/wuzkcXk+JPASX5/4qmYnU6sDjtWF1OrG4HFocDi8uB3eeh8uYVFC2uuXYn8j5Ds1hZunoLH/jQr+Hx5Y6a9BmGTjwWRU8k0PU4hqGjalZUVcNitaGqWspzNM3CopWbsDlcPPOjf6a7ozHtsSQSMXZs+zFlVfOprlmGcsn3zNza1ay55QHe2faTtIWUze5k4x0fZlbN8pQxGobB8YM72PnGzyeUMgtQUFzFnQ/+CotX3jbqGlwgmRpokNDjmIYx8n0rhIKqaijqaBM//0AXZ47tmcCIBNVzl7L1kS9TOWdJyrVLjsUgEY8Tj0cxdD0ZMdE0FFVDs1ixWKzAxYUYRVEoLKnmgY/+Nk/94B84e2LfhNOAJZnh8eWy9ZGvsHT1FjTNkvI30zTR9QSJePI9mUjEECIZsVMtViyaNSU9FZJ1h7ff+yk0zcobL36PeDy9udFYqKpGbkEZc2tXc8/DX0ypAzZNk0QiRiIWS/6biKNpVlRNw2KxjRl5VFSVxSs20dfdxvYXvpNhSqpJIh4jOgX1xoJk3eV0RRHHYtJi0TBMOofC6IY54rS5qjyP2sIsDrT2TfkE1KqpbJpTjNt2cejvtfRyqtuf9j66hkIc6+hneWkO6vkJwNKSXPLcdob701vJGI4leLOuM21jnIa+AHuaekbEoqYIlpXm4rVb0op6zRSz87wsLckZ+T0QifHamXaCGfTU29Pcw2Akht2SjJ55bBbWphFFNU2Txv7RkSvThN7hCAnDxKKeF4vBCN1jpA3HdCMlHddl1dJ2gG0aGOZ450Ba96xumuxq7KbVHxx5Tb12K0tLcthR3zmmw65FVdg0pxjPJT0yD7T2crxzIK3xAfQMhznc3s+qijy08/fu4uIc8t32CYnFs70Bnj7amJHBk0Tyy4ZpmDDSnCh1EhobHnvCoNmsOHN9UixOEUIIahas4c4HPoc3Ky/lb6ZpEPD3cub4Ps6dOUhXRyPhYADDMLBYbWTnFlE9dxmz56+gtKIG9ZJJrapqzK1dxeb7Huep7/9DRtEMf18X21/4Lg9m55FfWDEyTovVxk2bHqazpY6TR95Na1+1S29mxbq7sVhtKY93d5zjjZe+T2CgN+1xXYo3K587H/gci1feNmoyf4HhQD8drUnzn96uFoaHBkgkYmiaFafLS3ZuETkFpeQXlpOdW3zeqMSk4fRB+noyz47KzS/hng9+ico5i0cJxXAwQFP9MepPH6D53AmCgeRYVM2Cx5tDSXkNNYvWUjVnCfZLzEKEEOQVlnPng58nODxIa+PJjMclyYwLCxzLVm8ZJVz0RIK25tOcPbGP1saT9PW0EYtGkjWzTg/F5XOonL2YmoVryMopHHmeEAK7w82GLR+iq+McR/dvn3CkWAhBWeV88grKUoRiJByk5dxxzp7YT8u54+cNrxIomobXl0tp5XwWLNtARfXCUe9HzWJl5fp7aDh9gNPHdqc9lkQ8zt4dz3D2xL4JnculqIrKopW3UrNwbcrjhqETGh6c9P7HYtJi0SQZDWrxB6nMdiGEYHael3//4Hr+bcdxtp1uu2pKX6a4rRobZhWmKP63GzozaiFgmHCmZ5BowsBpTX5QVWS7KXA7aExTLPYFI5zIYJIfiMR5r7WXDy2fNWKMUp7lotTnYjDiT3s/04kAlhRnU+x1jlzftsEQJ7rSP0+A/lCUFn+QwvPOuHZNpbYoC1URVzUwMuGKqapRXSeuGyP9JTsCIRJjfIDohpEi1JTzzqjjYZomTQPDaRnUXKCpf5j6vqGR+ldFJBcAnFaN2BhRbqdFZeNl9+4757rGNSa6FMOEsz2DROM6mi15XuVZLgo9joxTRE3TZEd9J61+aVYjkUw1cvllaiksncVdD32B3IKylMdj0TCH9mxj15u/oK3pNLo+emGzvfkMxw+9jS8rnxU33c1tWz+RUq+nahaWrtpMc8Nxdr3xC4wx9jE2JmdP7OX157/DA4/9Ng7nxfrFnLxi7njgs/R2t9LT2XTVvRSVzmbLfZ9NcXI0TZNwaIhXnv5f2psn1tNWs1i5besnWLxqtFA0TRN/fxdH33uDg7tfpbvjHJHwlU1iVFXDm51Pbl4Js+avoGrOEo6+90bGZjsWq50t9yfrxlIjqDrNDcfZ9uw3aTx7ZEzR3kk9Z0/sY8+OZ5i3+CZu3/oJSivnjZgZCSGoqF7AHfd/lie++ZeEM6xFlaSPoqgsX3cX6297JEUomqZJf287O1//GQd2v0rAP7ZzelP9Ufa9/RwlFfO44/7PULNo3fmIcfJ1dHmyuOO+z9Lb1Upb0/heEFciv6jikrEZtLfUse3Zb1J3cv+Y90dXWwNnT+xj/7svsPrme9l452P4svNTtvFl57Py5q00nD6YduTTMPSMxOWVEIrCvEXrUs4LkqnxJw+9w5H92yd9jLGYkjTUs70BnjrSyBdvnj/iWLmqPI//fmQ9Oxq6eOZYE2/VddA2GEqrIf3VKPU5KfI4R343TBN/ODpSv5guhklKGwmrqoyIm3RoHwwxHEs/kmOSjFwNR+PkOJMrFXmuZM3Y9YJVU6kp8GE9L65M0yQYTaAKkdG1yXJYiV3yOovztYtOi3bV6JdpmgSuYJxiGGbK6+UPx8Y0zDEve10B0gks6qZJ88BwRr0SddPkTM8gd80rHXmsOtczksJ7OcVeJ0Xe0fdunsue0cTSPH/sC1gyvHcvkDBMTnX5CcfTjxpLJBLJTKNZrGzY/CGKy+ekCAw9Eefd13/G9he/N/6KumkyONDN29ueIBGPcecDn0sRZxarjXW3Pkj9yf10tjWkPTZdT3B472uUV9Vy020PoyjJz38hBGVVtWy652M886P/d0VR5fbmcNvWT1BUWp1ybrFohD1vPc3JQ++kPZZLEUIwZ/5KVq6/B1W9TCgaBk0Nx3j5F1/j3NkjJNKY8Op6goHeDgZ6O2g4cwirzU48nllarFAUapesZ/GKTaNSbetPH+SZH/4THa31jLfUEgkPc2T/6wz0dfCRz/4ZBcWVF1NSVZV5i9Yxf9E6Du55NaPxSdKnqHQWN29+FPslCyQA/T3tPP2jf+L0sd3jtqfR9QQt547z9I/+ia0f/ApL12weef8AFJRUsWbjfbzQ2TTpdjGmadDaeIqnfvCPNDUcY0wXv0sYDvTzzus/RdcT3PPIl7FaL2oMIRSq5ywlK7eQns7mSY0rUyqqF3LXg58nK6do5DHTNGk8e5htz36TwYHpaWs2JWIxrht8bedJZuV6uKe2DKumogiBx25la20ZG6oLOdc/xAsnWth2po2j7QMMTtBNscjrTGkOL4C/3rqKP8pwwuuzW1NMeYQgJbV1PPrD0TFTDa9GXzB6fmKeFIhOa7Lf5PWCTVMo87lSPsQXFWfzyhfvzmg/qqJQ7E0VL3ZNHRGhV8KEtKNskYQ+7psd0q+dNQwzbTfcS+kYTLqXXjhOrtM20jfxcgo9DlyX3bt/cfdKfu/2JRkd02u34rJe/PIXMOKsmgnRhM5AOCojIBKJ5LqmuGw2tUs3pEwkDcOg4cxh3t72k4xSrxLxGAd2v0xp5XxWrb8nxSAnv6iC+UtuprujKaOat1g0zNvbnqBy9qKUSJeiqCxZtZmzx/dyZP8bo/apqhrL197JwmW3pLb6ME3qTu5j5/afT7hmy+5ws2rDB0Y5npqmSXdnE8898S801R+bUJuCZC+6zFtVuD3ZrLr53jEERhvbn/8OHW3jC8ULmIZBS8MJdr7xJB/40K9hsVxceNcsVlbcdDfHDrw1qZo3ydgIIVi6ZgsFRZUp91Y8HuOd136SllC8lP6edna8+iPKZy0g75LMAVXVqF16M3vffpa2ptOTGnPA38cbL36P5objac0dAeKxKAd2v8KytXdSMWvhyLkKIfDlFJCTXzqjYtHjzWHzfY+f/4y5WHs5ONDNa899K6NFrkyZErEIUN83xK/+YiefXD2Xz62dR0W2C/V84arPYWVZaS5LS3L4wvr5nOzy87ND53jxRAutg8GM6qWyHTZs2sUP1QttLKYCLQNXtVAskVEUCpLOqPFLUySFwGuzILg+UpYsikKe+9LVE4HTqjGvIGvS+1YVMWLqcjXSbTBvGOaUXjMTJlTzd7mpklVVr7jokO2wpUQdhRCUZU1Ng1ZLmnWZlxLTDUIZ1KJKJBLJTKNpVpauuQNfdn5qK4lhP29v+zGDA90Z7zM45Gf/u88zb/E6vL7ckcctFhsLl23k4O6XM16h7+ls5uVffJ2HPv7VkVRZIQROl5ct932W/t5OmhuOpTxndu1Kbr37Y6McJDvb6nnlqa/T33tls7TxqJyzmDm1q0aZdAwN9vHKU/9DY90xZnrmMXfBaqrmLk2NKuo6+955noYzB9OexF/ANA2O7n+DFevuomLWopTJfPmshZRWzqOx7siUnoMEcvJKkmZJl6Q2m6ZJc/0x3tv1UkZC8QKtTac5+t4bbLr74yn3hy87n4XLb5mUWDRNg4N7XuHkkZ2YZmZBnuFAP8cPvkVZVS2qenH+pigqxWWzOX1014THlQlWm4PN932G+YvXp4wjFAzw6tP/y9kT+zM+t0zI3HP6KnQEwvzjG0f5yPfe4F92HOdUl59IPDGyciWEIM9lZ0N1If94/xp+9unN/O5tSyjLcqUdAbJpSor7arJh7FT8ZHauE+kZGjeMUSmSFlW5blp4KUKkiJmpu7bpC7vJfnVN9PmmyZg1kONxeXRZCEbqKi/HpikpZjszfW0vxzTNcXtfSiQSybXEm53PvEXrRkXHzp09PCkh0Np4iu72c6MeLyydRX5R5YT2efbEPt58+YeEQ6n1doWl1Wz+wKfwZl2sfcrKLeKO+z5LVk7ByGOmaRIKBnjtuW/R3nJ2QmMA0Cw25i1ah8udlfK4YRgcO/Amp47uYqaFosVqo3bJzSl95kzTxD/QxbEDb5HIMKX1AgF/L/WnD46K2rrdWVTMXogygZYckisjhKByzmLyCstTo4qxCIf3vZ5xu5gLGHqCU0d2jnIPVlUL1XOXYbU7r/DM8RkODHBk3/YJp7I21R8bs+9jdm7xGFtPPRarnTUb72f1hg+kCMVIOMi7r/+Mg3temVahCFMYWbyAbpi815p0J/3B/joeXlLFHfNKWVSUPZIqJ4TAqqksK82hpsDH2sp8/vTlAxzr6B938mqS+hEX0w1eP9M+aROduJ5ZDzlFERm3B1GF4PJnXS4eryWXX1uAc/1DvHsu85Xby6nrDaRXr3qNLocQpBX5vJyxnFaNK9zEY927b5ztoCc4sWbGF9ANg7pe2f9QIpG8/yipmIsvuyDlMcPQaao/NikDk3gsQmdbPXNqV6U8brXaKCmfS93J/RnvM5GIcXDPq1TNWcKKm+6+pLWDytwFa1i1fitvvvwDVE1j7cb7qZi9KCX9VE/EObTnVU4cemdC6aEXcLl9lFcvGOU0GgoOcuLQ20QjmaeQThaPN5eSippRY+rtaqG3u2XC+zVNg662BmLRcIoQFYpCSXkNVqt90v36JBdRNQuzapaP6osZCgZommQU19/fTcDfS15h+chjQgiyc4vw+vLojWSe8mmaJr3drZNK0RwODBAJBVPqFoGU+236EMxbtI5b7vwItksEs2EYHDv4Frve+Dmx6OTmkOkwbUsuwViCox0DHOsY4Gs7T7GgMItHllazuaaEiiwXVi3Zs8dl1bh3QTmFHge/9fQedjddXZiEYomUtNW4bvC3rx1m1zjPm2ocFhUlw9Q/h0VFuyyyFIwlJhSlnA4M0yR4WSrmkfZ+Hv/xjms0oplDAE5L5m8HtzX1ObphErpC3WUoniBxSSQyoRv8/fYj7GjozPi4EolE8n5HUVTKKuePmpSFgwHam89Mqvm6YRh0tTeOelzVLBSVzp7wfsPBANue/SaFJVUp9YtWm4ONd36EtubTuL3Z3HTbB1McSg3D4NSxXWx/8XuTNvPIyimgYIzoaG9XC031x8Z4xvSTk18yysn2QuriRKOKF+jtbh0lFgEKS6qx2qRYnErsDjflsxaMeryrrWFCKeGXEhz2ExjsSxGLkOy96PXl0ts1gfpA06S18dSkFkgSiRixaAjITXn88rYa00FZ1Xy2PvIVcvJLU+oUz505xMu/+BoB/8Ra6mTKlKahjoUJdA2FeaOug19/ahcPfnMbf/jCfo53Doyk/QkhWFGWx+/evnjEKfRK9AQjRC4xs3FYNLyOzM09JkuOwzauYcvlZDttI43qIRlZGozErot6RYBYQh/VuiLXZU8RuNc7Ex2pIgR5E3CmvdyFNBCNXbEOsHc4QvgSIemwaPgc14/BkUQikVxP2OxO8gsrRtXdRcIhBvq7JrXvCymflyOEgicrF0Ud26gsHXo6m3j1mW8w0NeZUobj8eXy4Md+h7se/Dxub3bKc7rbz7HtmW8y0Nsx4eNeoLCkesyJbEvDiQwbiU8dRWWzR0WjME26p8AgJBIaGrNlisuThc028fRFyWhy8opHpTcD9Pd2TLrhfCIWHXOhxGpzpDgXZ4JpmnS01k1qXKZhoCdG318iA5+TiZCVU8i9j34lxe3XNE262ht58cn/nJLPinSZ0WRu3TA51T1IQ98QOxu7+dsPrOLm6kI0JVnLtXFWETX5XnY3XbmwvM0fZDh68UVTFUFNvo/XTrentBOYbgo9DuwZRqKKPI4UF0t/OMbgGP34rhXRhM65viFM00Scb/ie67JT6HHQNnhj9OKb6B2gKIISnytjs6HKHHeKQG0fDBHTx44stg+GUkx0FEUwN8+LpoiMTJ4kEonklwGrzT7K2AbAYrVSs2AN5VW1E963EILSyvljPm612tE0KzF94pPfsyf2sXfHs2z+wKexnE9fE0KM1ENeek7RSJgd256gvWVi/RQvJyu3OMU59gJdHY2TisZOhtxLIiMjCCgun8PK9VsntW+PL2dUiiAk3TRtjqkxkZMk8WblY7ONbtXly85n6ZotGFeY/6SDoqh4vDmjHhdC4HC6EUJknJ5tYjI4yYWlC3uaSRxODxu2fIhZ81akvG+GA/289coPkq6uM8g1qfyN6QZ7m3v4P8/v59uPbRxx2/TaLCwvy7uqWOwejnCy209NwcVVhg2zCvnWnjMEZ9DZMddlY3auh3Np1jnaNJXawmwcl0QWOwMhOq7QhP5qTK0P6EXihsnxzgECkfhIxKvE62RhUfYNIxYniiAp/HKctrTrX7MdVmryU1e7TnT6CcXG/rDsDUY40TlAbWHWyGM3zyrkG7tPE5iAE6tEIpG8n9EsNtxjTB592QU89PGvTttxVVUbHQXLkFg0zLvbn6SguIrl6+5MaRx/KYl4jP07X+DgrpcnNdG+FF9W3qjIqGmaDPR1TLsRxhXHdFndKSTFwW33fGLajimEMtLoXTI1uD3ZI4sfl7Jg2UYWLNs4bce1WG1Jc4kMxaJh6AQzaK1zPaBpFm7e/CjrNj2Ukqoei4bZ/sJ3Obj71Yxa+0wF056GejXO9gxyqK1/5HchGDcVMBRP8Mqp1hTnypsqC1hZljfhFMSJ4LFZuXV2UdpOpkUeBxuqC0e+KC5EWbsnIBZjiVRXVaumpjjEToZDbf3U9QZGVm98dgsPLq7Edx31g7waE70KQghm5XqYX5h+qsPyslyqst0jr2kkrrO/tfeKTe4jCYOXT7Wl1C2urchnTWX+jN67EolEciOgaRbs1yAydCGzZrKEhgfZ9uw3aG+pGzMiYhgGZ47v5Y0XvkcsNnUmFXanJ8U4B5Ki9FqloAI4Xd4ZP6YQ058q+MuGzeFKaZkxUyiKOqF5kp6Ij5mifL0ihGDJ6s3cctdHsTsutgXUE3H2vfM8u996epRj7ExwTd9FqiJSIm0mpNR0jYVumLzT0EXzQHDkw7fQ4+CTq+eSO4Gas4li0xRun1tCkWd0OH4sbpldlCJEogmdt+o7JpR+GIjEU3o85rnsKc3eJ0NvMMKrp9tGfhdCsLW2nE1zit73gibHaePOeWUpfTyvhNuqsbW2nKzzNbamadIeCHGkvf+KcV/DNNnZ2MW5/uGRezffbedTq+em9LeUSCQSCSiKcsO3PujtaqXh9EGMMSasiUSM08d24R+YijS5i2hjTOZ1PTFlkcvMEWOOaaaOLZk6NE2bkoWUmcIwjIn1urtGFJXN4batn8Tp8o5cZ8MwaKw7yluv/GjS5lcTZdJiUVMEK8tyKfQ4yMQHRQCryvNZXpY38lhcNzjZ5R/3uae7B/nxgXqiiWSERlUUHllaxR/fsZyCDCbdQiSF5qryvIzNai6Y8nz55lqc4wi12sIsfm3jAryXROdOdft5/czEGu429AWIXCKqawuzWFY6OlVnIpjAD96r41T34IigKfE5+ct7VnLnvNKMzG7smsqiomwqst3jbzxFTOYjQRGCT6yaw9ba8quep6YIHlhUyYeXz0ppt/H62Xbqeq5u5V7XE+CH79WNLIqoisL9iyr50zuXjzLLuRqCi/duOuJWIpFIbjzG/hw2DYNEIk4iPj0/+hSKqtLKedQuWT+m6LVYbCxdvWVM59JJcZ3N5YW48J9UTNNEn8bXMZFIXLO02/cvV3gddX36Xsd4/JrV2s4keYXl3PvIlykum51iaNPWdJoXnvwP+rpbr9nYJr1k57Bo/L8H16Eogncauni3oZOjHQMEonHC8QSxhDFiPKMpyabvXruV2+cW8wdbllLqSzpVmabJ0Y4BDl+SlnoldNPkf3adYklJDvfUlqEpCm6bhS+sn8/8Qh/f3nuWfc09+MMxYrqOaSaFgKYmj++zW1laksvqijxuqipAEYL7vvEqvcH0atVMMxkl0hTBr21ciMdm5bv7zlLfFyAYS6AbJqoQeO0WlpXm8sd3LGN5ae7Iix+IxPj23jM0DkzMznl/Sy9dQ+GRukKf3cKf3Lmc/lCU451+grE4hpl8S6uKwKIqWFUVRcBgJDZuL8szPYP8w/Yj/NXWVZT4nChCsKAwi298ZCPf31/HM8eaaOofJhxPtjG5cByrquKwqJRnu1lTkc+aijzWVRbw99uP8N87T03oXGcK0zTRTZOKbDf/cP8aqnM8/OzwOfqCUSIJHcM0saoKWQ4rDy+p4g82Lx2JKpumSbM/yDd2nRrXZEk3Tb655zSLi3N4YFEFmqrgsmr8yrp5zCvw8Z19Z9nT2M1AOEZMNzBNM3nvXnjvOKwsLclhVXke66sKsWkq933j1VEuthKJRHKjYxg6hjE6ItfRVs/rz39n0i0XrkQoODglKZtZOYXc9dAXRrUCuMCFBud33P9Zfv69/0s4NDX9chPx0TXwqqZNyuF1MpimSSIxekyxaJiXf/E1+qfJ1TERj9HVfm5a9v3Liq7HR0wQL2AYOnvffo5TR3ZO23HbW86+rwWj25vDXQ9+npqFa1NSyAf6OnnhZ/9Oc/3MGtpczpTkd9g1leVluSwvzeXxNXNp9Qc52xugqX+YnmCEUCyBCXhsGuVZbhYWZbOoOJtsh3XE3WggHOP7+87SEUjvA7p9MMTfvX6YHKeN9VXJwmmLmkwNXVmWR3sgxIlOP32hCLGEgcOi4nNYKfY6Kc9ykeWw4rRqWBSFYx0DGZ/z/pYeyrPcFHsdfG7dPO6YV8rOc12c7Q0wHI3jtGgsKc3h5qoCyrJcI+dpAi+fauWpI00pqaSZ0Ng/zKun25iT50VRxPkoZy7f/MgtvFXfwZmeQcJxHYui4LZp5Djt5LttDIRi/H/bDjIQuvoXrGnC08eaKPI4+P0tS/HaLAghKPY6+fWNC/nYitmc6RmkaWCYoWgcRQjcVgt5bhvlWW4KPQ7cNg3HebfYmUxZmOiR+kNR9jb3sHluCZXZbv7kzuXcv6iCfS29dAyGiCR08t12VpYlFxiyLrl3h6JxvrXnDEfTvI86A2H+fvth8t12NswqRACaqrBpTjErynJpGwxxsstPXzBCNGFgtyQXOIq9TiqyXfjsVlxWDYuqcKr7xirclkgkknTR9QSxSBguK3eLRsKcOPT2NUvJSgerzcHaWx5g9vwVKY9f2koDkrVYC5ZtpO7Ue+zd8eyUGFdEI0FM00CIi+JQ06wpTb1nmkhorMVxQcPpg7Q2Xd+LyZKLxCJhDD2BolzMlBNC0N3RyLEDb167gd3AqKrG2lvuZ+GKW0fqQU3TJB6L8s62n1B/+sA1j5BPWTGAEAKbpmLTVHJddpaWXmxeefmH46VcEIr/sP0IPzpQn3b7CxPY19zDr/18J3/zgdXcNqcYm6aiCEG200a208bCouxx9zMRhEimHLYNhvizu5aT77Izr8DHvALf+dTosc/XME12NHTyFy8fpGsSkaChaJyv7TzJmsp8VpfnI0QynfHiGC5ew0vH8F5LL9Y0VxYDkTj/+e5Jwgmd371tCUVeB4oQ2C0qpVkuSrPSMx0wbpBc8f0tvfz+c/v46u2LeXRpNR67hQ2zitgwq+iqr2konuC/3z3J13eeJKan92Y2gQOtffz6L3bx1/euYvPcEuyW5L2b5bCR5Zi+e1cikUhuFOLxKMOBgVHN3O0OFzab87oVi0IIlqy6nZtuezilpYNpmnS0nEXVrCO904QQ2OxObrvnE3R3NHLuzKGM2wNcTsDfh2EYKe0zhBBk5xQhhHJNJp5jNWzXLJYJ98+TXBuGhwaIx6JolkvFooLLnYWiqtewLvbGRFFUFi6/hVvu/GjKZ8UFl+Tdbz11XVzTSRc7xXWD7XXtNA8k0xLH+pAby1lMN0x6gxHeqOvgs0/s4F93HGcwkln7AMOEIx0DfObHO/ijF/ezv6WX4Wg8rQ/auG7QF4ywr7mHb06g7YbTovHjA/V85cmdvNfSRzCWOB+aH32+hmHSEQjxjd1n+MJP3+V0z+Ckm1+c6h7kK0/u5OVTLfjD0VEC8fIxXEizzORLKBhL8F/vnORjP3iDH+yvo30wSOJ8auTVME2TYCxO88AwPznYwK7G0V8S1xNx3WB/Sy+nuwf5vWf38tfbDlPXGxg517Fe01hCp643wB++sJ+/ee1w2inMFzCBY50DfO6Jt/mD5/exr7mHoQzu3f5QlPdaevnG7tMpvRslEonk/UIsEqK/d3Rtv93hIiu38BqMKD1Kq2q54/7PprT9ME2Tgd4OfvGDf+Cln//XKPGUW1DGXQ9+fqQP42To624Z01CnpGIuyjVyB+3uaBz1/SaEoKC46pqMRzIxBvo6iUSCKY8JIcjJK8Fmu3aR6xsRIQRzaldy98NfxO3Nvmhoo+sc2f86rz37rWvqYHwpk44sRhI6f73tMM8eb2Z9VSELi7KozvGQ73bgs1twWjU0RUE3DEJxncFwjPZAiFNdft6o62BPcw/tg6FJRaC6hyP89zsnef54C3fOK+WmqgJm53kp8Trx2i0oQhDTDYLROL3BCK2DIU50DnCwrY99zb10DoVGzHLSxWNLhoqfPd7Mqe5B7plfxm1zi5lX4CPbYcOiKgRjCdoHQxxu7+Ppo028c64Lf3jqaiwOtfXx5Sd3srmmhC01pSwozCLfnXRGVYQgkkhe786hMC0Dw+xq7GY4Q1Gsm0n32aMdA6wuz+OOeaUsLMqmKsdNnsuOTVMxTJNw/MKxQjT0DXOkvY99Lb2c6PQzFB37nOO6wVv1HSN9IxOGSXsgOOa27YEQ//XuyREzlx31nWNGocNxnaeONnKiK5kSOhCKjZl2OxSN88TBBnY2dhGJG7xwogXdNOkNRvm3Hcd4u6GDDy6pZlV5HhXZbnx2KyYmgUic+r4AO8918+LJFt5r6U07ojgWPcEI/7PrFC+dbOHOeWWsq8pnTp6PUp8Tj92CJgRR3SAYi9MXjNLiD3Kyy8/htj72NPfQEUj/3u0NRvj2njNkO5MrgqFYgsb+qamRkbw/EELA+dR2hEimdV+60Hc+lR7DxDQNzAmm0ksk6RCNhOnpajkfJbsocpwuL/lFlbScO3ENRzc2LncWt9398VFN6OOxCLvefIqmuqNoFiv733mB27Z+EkVVRxYjK2cvZuMdH+a5n/zbpKKmPZ3NxONRrJc1Ty+pqMHmcBG6Bn3nutrPoetxFOWia70QCqWV82Z8LJKJM9DXSXDIT3ZuUcrjhSVVOJyeKau7/WUgr6Cc2+/9dMoCkWmatDadYvsL32Nw4Mo952eaKUlDHYrG2Xmum53nupO1gedrqmyaikVVRmq74oZBNK4zFI2fN5+ZulSIqG5Q1xugrjfAd/edJcthxWOzYNNUhEhGMmO6QSiWYCgaJxCJT0qgWs+nvOqGyckuP6e6/Xxn31lynTbslmTfw5huMByN0xOMjNsSZCKYQIs/yHf2nuXJw+fIddpxWjWsqoIgKb4iCZ1gLHm+F2pHJ3IcfzjGtjPtvFHXgc9hxWe34rRoaKrANCFhGETiOsOxBIPhGJHE+Ocb0w2eOdbMM8eax922oW+IP3xh/7jbheIJ/mfX6XG384dj/OuOsQuGQ3Gdd891s6+5l1yXDZ/dik1LpvNEEzoD4Rh9wciE2p6MRUw3qO8b4r93nuR7+y/eu8l7LHnvxnWDUDxBIDLxe7dzKMxfbTs0JWOWvD8QqoLd58GZm4UrLxt3UT7ughwcOVnYvW40uw3VakHRkulFiUiMeChMqHeAoY4eBts6GeroZbi7j9jQ2As9EslEMQyd1qZThEMBXO6skcetNgfVc5dy7MCb11UqqsVqY+2tD7Jg+caU/n66rnP84A72vv0MhqETi4Z5d/vPqJyziDnzV40syFisNlauv4em+uO8t/OFCaej+vu76O1qTblmkHRbrKhewKmjuyZ8jhOlr6eNvq5WispmpzxeVlWLNzufwHU0MZZcmUhomOaG45RVzU95PCevhNLKeWNmAkhG43B6uOOBzzFr3vKRhTDTNAn4e3j5F1+js63+Go8wlSlvYBSO64Tj1/bDOxhLZJxWOllMM2mS0h/KLB1xqhiOJhiOTsxdNRMShklfMEpfhmmXNyIx3aAjEKYjMHP387W4d6caoaq48rPRrNbxNz5PdDhIeCBwQ/VDAnDmZWN1pt/yRI/HGe7ux7yGNQgWpx13QR5FS+dRtLgGX3kx7sI87D53xm6Jhq4THggw2NJB55HTtL13nHD/9EYt9HicYHf/dVHHIZl+WhqO09PZjGtO1shjQgjmLV7HeztfpLHuyLUb3CUIobBk1e1svOPDo+oUWxtP8Nrz32Y4cNEELeDv5ZWn/5eszxSRV1g+EoW02V1suf9xeruaaao/OiHBOBwY4NyZQ5RX16bULbrcWSxfdxfNDccJBa/e5mmqCQz00HDmEPnFlajqRfO7/KJy5i9ez/53np8Scx/J9JJIxDl1dCerNtybcp/bHE5WrLuL08d2X1cLONcjNruTjXc+xtLVm0feCwDDgX5effp/OXNi7zUc3djc2N1uJRLJdYfVaWfNr3yY0lWL0n5O6/6j7PzX7xENTP+Cx1Sh2qzc/FufpmhRTdrP6T5Rxxt//d/Ehme4DkEIrC4HJcsXUHHTMoqWzE8Keps1mW46QcdiRVVx5WXjzM2icOFcFj50B8YUZoyMhb+5ne3/338R7O6b1uNIrg+CQ35OHHqbilmLUlJRs7ILWLPxftpb6ohFr31dT0FJFZvu+QQeX6q5XygY4M2Xf0h3e+Oo5zQ3HGfn9ie588FfweH0jDyem1/Gpns+wTM//mcGJtBWIpGIcfbEPlasvwfvJeMRQjB/8XrOLN3LgV0vTdpIJxN0PcGJw++waMWteLMu9tfWNCurb76Xprojss3FDYFJy7mTdLU1UFZVO/LdIYTC7NpVzKldxcnD715z987rFUXVWLzyNm7a9FCKSVAsGmH3m09xaO9rmNdhixApFiUSyZQSHQ7Re7aRqo2r0OzpRReLl84np7qMjsM3joV67qxyChfMwZHtHX9jQE8k6D3bOONC0eKwU7JyITV3baB4+QJsHteUt7MRQqBaLahWy5TudyzC/gBCuc66jkumDV1PcPTAm6za8AHyCytG7l1Vs7B0zRZam06yd8dzJBKT9wOYqFOo3eHm9ns/ldJMG8DQE7y380VOHHp7zKiZnojz3s6XKCqbzeoN942IYUVRmLd4HRt7P8xLT/438XjmmTxN9Uc5d/ogS9dsSXnc5cli8wceZ6Cvg4bTh2DSdnsZjKnuCKeP7WLVzR+4RGQIKmYv4vZ7P8XzP/13hgYnvwh0aUNzydQTGOzl4O5XKCypHqmLFULgcvvYct9nGBzopr35zJRc/2vl3jtdzJ63nM33PZ66qGQYHDvwJm+/9hMi4etzwfza2GJJJJL3L6ZJy57DDHf1pv0UR7aPivXLEeqN8ZGkWiyUrl6MIzt92/dIf4Cmdw9M46hSEapCzpwKNnz1M9z2R1+k+tY12L3uGe17KpFMBd0dTezc/vNRzoB2h4u7H/4St239RNJwYwL3ttVmJye/lOXr7ubeR7+C25NZ2yKL1c5Nmx5iyarbU5ppG4bB2ZP7eevlH5KIX1nIBof9vP78t2lrOpUyubZa7ay95UGWrN48ofdsODTMO6//jIC/d5RbemFJFY9++g9Zuf7uCbWuEIqC25tDxayF5BWWp/28UDDA29t+Sl93a8rjmmZh+do7eejjv0tx2ZyU1Lx0UVQNjy+P+Ytv4v7HfouyqtqM9yFJE9PkwJ5XOXN8L8ZlUbCKWQt49NN/yOKVt40yWEoHIRQcLi+llfO444HPsXrDvSmp1DcyBcVV3Pvor5J/Sdq5YRicO3uYl37xNYJD/ms7wKsgI4sSiWTKGe7spf3QSXwVxWlNdBRNpXjpfJw5WQR7+mdghJPDnuWhbM2StCNcpmnSeewMgbauaR5ZEtVmpeKmZSz/+P3kzK5IMduQSG44TJODu16mvGo+S9fcgaZdjGA7XV5uu/dTzJ6/kgO7Xqb+9AGGA/3oegLTMDABwYX2RwqKqmKzu8jOLaK4fA7lVbWUVdeSV1COv7+Ld177aQYDE8xfvI71mx/BYrno8mmaJr3dLbz50g/w94//nu/rbueNl77Pwx//XVye7EvqF53ctvUTtLecoaOlLoNxAZg01R9l79vPcstdqT3cAPKLKnngo7/NgmW3cGTfazTWHyMcDGDoetLpmAvXTUEoCqqq4c3KpaC4muKy2VTNXUpBUSXbnvsmvV0taY+qvfkMb2/7CVsf+QpWm33kXBVVY/GKTeQVlHHkvTc4fWwXPR3N6Ik4hmFgYo64MwshUBQVzWLFl11AUeksisvmUDF7IaXlNdjsTs4c253h9boyF+4dhEC9Ql23oqqoqoZ5vkXZTETDRlp6CSU5rjG+jhRFTTZ6TzAytqmIJg/5e3nrlR+SV1hOYUl1SjpqWdV8Hv7E73Fk/3aOHXiLjtY6IuEghqEn25ElN0QgEIqCpiX7beYXVVBWNZ+S8hoqqhfg8eXy7vafvS8WOD2+XDZ/4HFKK+ePLCqZpklfdwvbX/wuAX9PyufaRDFN0PWpb6cmxaJEIply4pEoLXsOM/fODVgctnG3F0KQXV1G7pzKG0Is5tfOJquiOO3t46EIbe8dm5EUVNVqofa+21jykXtx5ee8L75oJZLhoQFee+7bOF0+5i2+aSRlUwiBzeZgTu0qyqsXMDjQTX9POz1dLQSH/BhGAs1ixWZzYne4yM4rxpddgN3hwunyYrHauTQlMhPyCsu4/d5Pn292f2mbjCjvbPsJ584cSnNPJicPv8P+WQu5+fZHsVhtI+MpLKnmtns+yfM//XcC/swcQ/VEnHdff5Ls3GKWrtmSMhlNpg1msXT1ZmoWrmGwv5u+nlb6utsIBQMYho7FYsPmcOLx5ZKdW4zHm4PD5cXhSJphxWIRVCWzaaRpGux/93nyCstZs/E+bHbnyHiEqlJSUUNhSTXrbn2Qvu5WertaCAz2EY9GUDUNi9WO3eHCl12AL6cAp8uL0+XDZnemuEpmgqKoeLPysdkdaBYrmmZN/muxYrXasNnd2B1OrHYn5ZXzR90nQghql9yMzeEiFgkTjQSJhEPEYmES8VjyJxEnkYgRj0UZDvSn1T9PCIE3Kx+7w4WqWbCcH5OmWUeug83uxGZ3Ulw2J6UG7gJzF6xGURQi4SCRcJBoJEQsGiYej5FIxNATcRLxGPF4lOCQP6PWF411R3n16f/hwY99FY8vN0Uweny53HTbwyxZdTuDAz10tZ/D3995/rwFVpsdq82B25NNTkEpLpcXh9ODw+VFUdRLrvGN//2laVbWbLyPJatuG9XnNBoJU7NgLbPnrZySY4WCg+x9+9kUM62pQIpFiUQy9ZgmXcfO4m9sJW/+rLQmYZrNSvWtq2nZc+i67t+nWi1U3LQMu9ed9nMCbZ207T82jaNKojls1N6/mZWffhirK/MUIInkeqa7o5Ff/ODvue/Dv0ntkvUjogqSE2u7w4XdUU1hSTXTnYRoszu54/7PUV69ILVO0dA5vO819r/zQkZ1lLFohLdffYKcvFIWr7x1JPqgKCqLV9123j3168RjmdUvBvw9vPCz/yAcGmLNxvtSxDEkr1tScHkpLp+T0b4nSiQc5NWn/4ehwT5uueuxlNRfIQSaxUp2bhHZuUXMqV017ePx+HJ59PE/pKC4MikUNcuIKBOKMu73lxAK85esZ/6S9SOPXYji6edFYiKe/DccDPDqM9/g6HtvjDsuq83Bw5/4XUrKa1DPj8lisaJqlssE1ZWZc9505tJxgZkUr/E4eiJGPB4jGg7y7vYn2bn9yXH3eQFDT3D0vTcBwV0PfZ78osoUMaQoKh5fLh5f7qhWG79M2BxOKmcvHpWWK4SgrGr+lF6bvp42jh18S4pFiURyYxDxB2h77zi5NVWIdFoyCEHhwrm4i/IZau+e/gFOEHdhLkVL5qWd2mmaJq17jxLq80/ruBSLxpwt61n20fuwOu3jP+FyLkxu4gmMeAI9niAWDJGIxjBNM7mq77RjsdtQLBqqRUOo6U1YpgrTNJNOcdfvWoJkmunvaeeZH/0TvV0trFx/Nx5f3sV0vAlimiaYJol4LK2olGaxsnL9VhatvHXUfjpa6njz5R8QnYBDq7+/mzde/C4lFXPJzS8dOSeLxcaajffRfO44R/ZtJ9M3wOBAN6889T8MDfaybtND+LIKMm6TM9WEggF2vPpjAv4ebtv6SXILylBVbdKfJ6ZpkkjEMmrDoWoWcvJLyMkrmdSxL+XCPalYbSmLGk6XL8X59qr7UBSy84rJyZ/acYHAYrGlpE7HY9FRfTnTwTB0jh54g+FAP7fe/THmLliDxWqbktfR0BPoidj74+P+Bs/wkWJRIpFMG827DzH/vtuw+8b/chRC4CnOp6B2FkMdPddtz8XChXPxFOWNv+F5YsMhWvcfRY9NfR3BpRQvmc+Sj9yLPcuT8ReToesE2rrpP9dC9/E6+htaCPUNkIjEMPXz9UJCoFg0bG4X3tJC8udXk1dTRXZ1eUZR1kzQ4wliw0EigSDRwSEig0P01TURC8k+Xr/M+Pu7eO25b1J3aj833/4o1TVLcTg9E5qgGobB0GAvzQ0nOLjnFYLD/nGfM2vecm658yPY7a6Ux4cC/bz1yo/oaptoCwiTlsaTvPv6T7nn4S9jtSUXfYQQON0+bt/6SdqbTtN7mUFMOoSCg7z58o9oqj/Gqps/wLxFa3F7J56mHouGaW85S98kmrDHYxHe2/kSHa31rLr5XhYu20h2Xnp17mMRDg3R2nSauhP7aGs+M+FxSTLD0HXqTx+kp6uFlevvYfnaOyksqR4zLTYdEvEYPV3NnDm+l0N7X8PQb+ze0+8HpFhMk1Z/kMPtfSjnP8SaB4bRr+NUOYnkemDgXCtdx84mnU7TmACoVguVG1bSsufIzPciTAPFolF162oULb2PTtM06atrouf09PYPc+XnsPLxh/GVFmY00dJjcQaa2jj13Bu07jvKcHcfRnz8L+buE3XUbXsXm8dF9qxyau7aQMX65TiyfRkd39B1YsMhYqEwiXCUsD/AUEcPw119DHf2MNzTT2woSHQ4RGwoSCwYvi57UElmnmgkxOmju2g8e4SyqnnMnr+SuQvWkJVdgM3uxGqzo2qWEet9Q9fR9QTxWIRIJERoeJD25jPUnz5IZ2sdPV3NaaV4Ol1eFq+4jWgkTFvT6ZHHTeDg7pc5+t72SZmbmIbB3refIze/lKo5S0eljC5aeRvvvv4z4rFIxvtOxKOcPbGPxrNHKC6fw9za1VTPW05eQRkOpxuL1Y6mWZOphCIppA1dJ5GIE49FiEaC+Pu7aTl3gvpT79HecnbSrS4MQ6e18SQdLWfZ/eYvmLtwDXNrV5NfVIHD5cVqtaNZkmMyzeT2hq4Tj0eJRcOEQ0N0dzTSVH+MlobjdLY1ZFR3B6AnYnS3nyMezfyaZko8FiU4PJjWtqZh0N3RNCOZFIlEfJKvpUnA38ObL32fg3tepWLWQhYs3UBZ5Twc52tKLVbb+fRZMHQDw0jeW8k6yhD+/m7OnTlES+MJOlvr8fd3ZVR/OtjfTVvzacQldY6RSHBCrWcuJZGI09XRSCKRuuDb35PeQomh6/R3t6V8XkwXgwM9V3Vfnijiai+EEEKqofNYVQVNVUZuwbhuEJvm5tMSyfuBhQ/fyZrPfxhLmqmRQx09vP4X/073ifppHlnm5M6t5K6//Z20jWP0eIJ93/gpR378wrSNSVFVFj16N2s+/2EULf3UskhgmNMvvsWp598g0No1KRGm2W2UrlrEkg9vpXBRDUqaLVBioTAHvvMUrXuPEB4IEA+Fk86HxoV00xv3K0i1WVnz+Q+x+NF70n7OsV+8yt6vPUEiMrnJzS8jiqJitdnJzishK7sAtzcHm8OJqmjoRoJELEosFmE4MIC/v4uhQD+xaBhDT2RoiCKwWKxjvv8TehxDTz/98WqomgV1jJYBhmFMSU9JSF4zTbPgzc4nJ68ElycLh9ODZrEiSE6S4/EYkfAww4P9DPp7GB7sJ56ITVu0J+mOacXjyyG3oCxpquNwo1qsYJrE4zHisQih4CABfx/+/i4i4eER99sJHvWKr+lUY8J5h9f07hOLZfIpnelgkqxB1KfqdRUCTdVwun1k5xbjyynA5fahWWwoQiQNduIxIuEggwPdBAZ7CQ75ScQzSyG+FFW1jHKrNUkukkyu5+PY90cm78WRRZhpxiT5HpnId6dpmle80WRkMU1iUhxKJBOi/eAJhrv7yK4qTWt7R46PkuUL6T7ZcF2JBaEqFC6cizM3K+0v7/DAIG3vHZ/WcXlKC5h714aMhGIsGObIEy9w/KltxIOTT+lMRKI07zzAUGcP63/9kxSnWdOp2W3kzCrnxNOvSYEkmRSGoRMJB+loOUtHy9lpPJI56UhFOuiJODrTm7puGDqxmE5vV0tG7S+mE9MwiMci9Pe0px25mYKjzshrOhGu13GNi5k00Qn4ewn4e2EG1n51PT4tbSOm4v6YqgWea4VsviWRSKaVoY4eWvYeSXtlT7NZKVuzGEe2d5pHlhl2r5uqjavSNoYwDZOOQycJtHRO25gUTaN64yqyKtI3QIiHIhz7+Ssc/elLUyIUL2AaJv11zez81+/RfbIhrddbURSqb1lN1YaViDSjkRKJRCKRSGYO+e0skUimlUQkSsvuwxnVIObOrSR3TuU0jipz8mqqyZldnvb2seEgLXuOEA9PXx2MKz+bqo2r044qmoZB8+5DHP/Fq9NmuNPf0MKhHz5LqDc9627NYaP2gc248nOmZTwSiUQikUgmjhSLEolk2uk9e47Bls60o4sWh53ytUumeVTpI1SVkhULsHvTszwHCLR303Vseh358mqq8Zalb2oTHghw6oU3CQ+kZ7AwIUyTjoMnaNp5MK3XWwhB7uwKylYtnr4xSSQSiUQimRBSLEokkmknOjhM066DadcgCkWhZMXC6yba5C7IoXTlogwieCZNOw9Ma29FoSiUrVmM1eUYf+PztL13nK6jZ6bdXS8WDHP21XeIDATS2t7iclC5YSU2j2v8jSUSiUQikcwYUixKJJIZoWXXIcJpigchBL6yIgoWzL4umtkWLJiTUV1g2B+gdd/09la0+zzkzq5Iy0gGQI/Hadyxj0R0ZgwT+s420lffnHZ0sWDBbLxlRTMwMolEIpFIJOkixaJEIpkRAm1d9JxOz/gEkj0Xy1YvRrNZpnlkV0coCuVrl6Ja0++tONDYykBD5o2zM8Ge5cFdkJt2CmqwZ4CBxrYZ6dkFkIjE6D5el7advdXtJK+manoHJZFIJBKJJCOkWJRIJDNCLBiiedch4qH0HDiFEJQsX4C3pHCaR3Z1vKWFFC2uSVuUmbpB445902psA+AuzMOR40tvTKbJYGsnw1290zqmy+k8dgYjkV7PLEVRKFxUM80jkkgkEolEkgkT7rO4erGDLz6WN+bffvDMAG/uHb6eWqRJrgFWi+B3PpPPnErbqL+1d8f5x292Mzgke1f+MtG2/xiDrV3kz6tOa3tXQS6lqxfTf671mvRcFIpC8dL5uAvz0k6HHerqpW3/9PZWRAg8xflpp6CahkGgrYtEdGZ7PQ139REJDONOp/ZUCHylBWgOG4nwDdpbTCKRSCQoqsDu1LDYVFRVIBQBpolhmCTiBrGoTjxiYBg3nlBQVIHNoWK1a2gWAQgMwyQe1YmGE8Sj77957YTEohBQXWblMx8cewKw/2iIHfuG0W+8e0AyhWgq3LvJy80rRptWHK+L8J8/7JVi8ZeMUJ+f9gMnyKupSitSp1otFC+Zx5mXdhANDM/ACFOxOOyUrV6cUWuK7uNnGe7um9ZxCQGuvOy0tzcSOsFpHtNYJCIRIgOBtMSiEAKry4nN45ZiUSKRSG5AVIugosbHnKW5VC/KprDchctrxWpX0RMG0bCOvydMV3OQ9nNDtJwepPn0IJFQYtx9z1qUTdncZP9lQzdpOTtI08n0nb3La7xUL0x+b5oGtNUHaDiWXounCxSUu1i4roBZi7Ipne3Fm2NDUQWRUILetiDNpwc5sbeHs4f6MhaNc5bkUDI7fcf1K3Fybw89bem3KkuHCUcWJRKJJFOSPRcPMW/rLdh9438oCiEoXFRDdlUpnUdOz8AIU8mZVZY02UmT6FCIpp0HSUSmW+wInLlZaW9t6gah/mlsl3EFEtE40aH0Rb7FacfmcV4TYSuRSCSSiSEEFFd72PrpuSy9pYisPDuqdqXMl6RgM3SDIX+M9voh3njyHLteaEG/QpRJKHDTveXc+3iyVCEe1XnuG6fTFotCESy7tZjHfifZoklPGLz0vbq0xaIvz8ZNW8vZ/KFZFFa60Syjz62qNouVm0u446OzOfJuF6/+oJ76o/0YaUbONtxfwZ0fn5PWtlfj335rNz3toSn1J5BiUSKRzCjdJ+vpr2+heHltWtFFm8dJ1YaVdB49M6OpqEJVKFu7FEcGoqz/XMvMiFqRFFbpYpoGseGpXWlMByORIBFJP/VVtVrQbKPT1iUSyfSjqIKsfDvaFSf5SeIxHX9vBFMmBklICsX5q/L56O8tZtai7JHvddM00RMmesLANJL3l2oRKIqCEKCoCr5cO3anxsEdnddtSmpRlZvHfmcxy24twmJNZhmZpomhJ1NqTRNUTaBZFIQQeLJtrL+3nDlLcvjpvxxnzyutaQvG6xUpFiUSyYySiERp2XuY4uW1aW0vVJXCxfOw+zxE/Om13pgKHFleipfMQ1HTT0Ft23eUyODQNI8siWpN3yXWNJPCbaYxDRNDT8/gBpKvdbopvxKJZGrx5tj40t+tpqjSfdXtmk75+e8/2EdwcPpaA0luHLy5du79bA3VC5JC0TRNhv0xTh/oo60+wFB/lETCwO7U8ObYKShzUjbHS26xE82i0N8V5tjOruvS58Tts/LwVxawfFMxmkXBNE3CwwkaT/o5d3yAge4whm7iybZROd/H7CU5eHNsyXZQ5S4++GsL6G0PUne4f9zza6sPcPjtzozGp1kUqhdm4/Qk5wPJ71xzyl3PpViUSCQzTsveIyx+9J60UimFEORUl5E/r4qWPUemf3DnyZ1bRe6cyrRdUEP9g7TuO4oRnwlRJtIWsdcSIUj7+gFgmmm3VpFIJFOLoiQji7nFzqtu5++NoCjXvv+t5PpgwZo8alfnoagC04TGE35+9m/HObW/l0hw9Peh3anhy7NRVOlh+aYiBvuidDTOzCJrJlhsCrd/eBZr7yodSTttPjXIz//zBGcO9DE0EE0RgA63RvXCbD74awuYvzIPIQTFVW4e+lIt//un7zHQdXWH9LeeauLdF1rSHp+mKay9u4yqBVlAUijWHenn3InM6jDTOtaU71EikUjGIdDSScfhU8zatCYtR0+L007F+hW0HzqFPgOOnkJRqL51FZojvVRP0zTpOdVAX13zNI9s5Ihpt6SApGjLJBI5VQhVzei4RkKfIbEtkUgkkqlg7rJcrLbk4mU8qvPaEw0c3tF5xUhaJJQg0pygqznI4Xc6URRxXaZpzl2ay+YPVWOxqpimSXdLkG/+xQHqDvWPuX14OMGJPT0M+w/x6/+yjuIqN0IIatfks/bOMl75Yd1VU7djEZ1YJM3vdQFLbi7k7k/OweW1Ypom7eeGeOKfj9HTOvUlJ7LPokQimXES0Rht+48RC6Xfi7B46XxcGdQPTgZXfg4FtXOSdt9pYBoGzbsOzmiqZyzNfpWQFL9W92hX4ulGtWgZ1VYaiQR6XKa2SSQSyY2Cy2sd+a6MRXUGeyPpp5SaXJdC0WJVWLmlhJwiBwDxqMHO51toODp+1K71bIAD29tJxJPK0GpXWXxzIZ6sqavHzytx8sAX5lNYnkwZH/LHeOm7ZzlzcHrM4aRYlEgk14T2A8cJtKafn+8pyqd4WXp1jpNCCPJrZ+ErK0o7hXKoo4eOQ6emeWCXYJqE+vxpb66oakatNqYKzW7D7vOmvX08HCE6NPNGPBKJRCKZGKGhOOZ5cxq7U6N0thdVu7HTlHMKHSy6qWDE0XWgO5y2UY1hmBza0TmSgiuEoHph9ojwnCxOr4WHvljLvBXJ1N94VGfbD+vZ+UILenx6XKekWJRIJNeEYO8ATTsPYBrpfbhpDhvla5di80xvhMzisFG1cVXa6ZOGrtN+4ARDHT3TOq5LMU0ItHalvb2iqWRVFCfzUWcQe5YHZ15WWtuapkl0KER0hgyCJBKJRDJ56o/2E48lv8c1i8KWx2Zx2yPVuLOs13hkE6dsrpeCsotzjXMn/PR3pZ/N09seItB/sYWWw50U0ZPF7tS486OzWf+BchRVoCcM9r7axkvfOztmfehUIcWiRCK5JuixOB0HTxL2pycOhBAULJiNt7RwWsflLSmgoDb93oqxoRCte4/MrNuoaRJo60RPt75PCDzFBdi9V3c5nGpyZ1ekX7NowlBnD4kZqEmVSCQSydRw+kAfLWcGR8zJ8kqcfPi3FvHpP1nGqs0leHNtN5whUnmNL6VP5MB5oWi1q2n9KIpIEW+KIsgpTL8kYyyEAqu2lLDlI7Ox2lVMw6Th2ADP/u8pQoHpLd+QBjcSieSa0XOmkf6GFpw5vrS2d2T7KFuzhJ5TDdMzICEoWbEQV35O2k/pb2ih+0Td9IznKgx39RHs7ktLPAsh8JUX4S0tnLHWHkJVKF5Wi6Kk33qk5+Q0va4SiUQimRZ624O88O0zfOR3FlNUkTR1cfms3LS1nCUbimhvGGLftjaO7eyis2mYaDh9c7ZrRWGFG0W9KHDXbS2jdk1+2m7dmqaQf0lkUigCh3tyJnOzFmXz0JdqyS60I4Sgo3GIn//nCVrPTn9LMSkWJRLJNSMRjnDuzT2UrliQliuqYtEoX7uUk8+8Pi2ix5HlpWzNEjRbeukzRkKn8Z39hAdmrv/jBYZ7+ulraMFTUpBWbaXN66Zi3TJ6z5zLyEl1omRVlFC4cG7aJkGxYJjukzMvuiUSiUQycUwD9r/WTqAvykNfqmXu8lxsDhUhBG6flZrlucxdlsNA91zOHR9g90utHNvZRWAgelV30GuJN9eWUrWRne8gO39yNYeXRiozJb/UyUd+ZzHF1R5M02RoIMqT/36c4zu7Z6Q/pUxDlUgk15TOI6cJ9vSntWInhCC7upTs6rJpGUtWVQl5c6vS3j7UN0DH4VMZNZ6fKvRojM7Dp0hEouNvTPLaVW5Ygae4YJpHlmzTUbl+Ba6C9CK0pmnSV9dEoL17mkcmkUgkkqnG0E1Ov9fL1/9oPz/71+OcOdhHNJwY+V4XQpBT6GD5pmIe/9PlfP5vVrH+3gocnplv6TQeQkm6oV7ANJON7hNxY8I/esKYsOurJ9vK1sdrmLciD4BEzOCNJxvZ/3o7+gw5yU5LZNG4/lxwJdcb5vkfyS89gfZuuo6dZdZtOWkZsFhdTspWL6br2JmpjZAJqFi3DKvn6g2pL6Xn9DkGGtumbgwZ0rrvKPPvu43sytK0ts+qLGXePbdw4HtPpy0yJ0Lu3Erm3r0BRU0vBVWPxWk/cJxImvWrEolEIrm+ME3o7wzzyg/q2PNKK0s2FLLmzjIq5/vIyk+mTiqKwOmxsOyWImqW5VK7Jp+n/vMEfZ3pm8dMBEHm/m6XZuwcfbeL+mP9E563moY5obYWmkXh9g/NYsP9FWgWBT1hcPCtTl75/lni0ZkLy06PWDRMqQMkV8U0IU0TTMn7HD0Wp/Ht/ZSuXpyWAYsQgvJ1SznxzOsEu6eup5AzN5vSlYvSFjhGQqdh++5r2kQ+0NbFubf24ftYUVrjVi0a8z6wieHuPk49/8a0pKN6SwtZ+fgHySovTvs5/qY2zr21jxnJp5FIJBLJtGHoJv2dYd58spHdL7ZSXO1h2a1FrN5SQlGlG5tTG6lr3PRwFW6flR/83WF626evbZJQksIrHUwDYhEd0zQRQiCE4MTebl741lmMGYyGCZE0tLn3MzW4vFZM0+Tkvl5+9m/HGehOv0f1VDAtYjGeGPtiaiq4nArlRVbmVlkpLbDgcqpYLBCNmQSGdFq74pyqj9LVlyAUMa6ZoBAC7DaBz6NSXWalsthKfq6G065gtQhicZNQ2KCjN05ja4ym9hiBYYNobOpuJFUFl0NJcZGKxQ1C4dRjKAJyslRWLXYyt9KGx6UQDBs0tcU4fCpCa2eMq81nBeBxKyye52DBbBv52Rq6Af2DCU7WRzl2JkwgOLWvhWGaJMZ40wmS1z3bpzK3ykZVqZXcLA2HTWACobBBT3+C+pYY9U1RAsGpvebpoihgswicDoXyYgslBRaK8ixk+1TsVoGqChK6mbyvh3V6+hN09CRo6YjhH9KJRk30KbieQiTvEW2MnkamaTIcMpjuDEm7TWC3jf0hHI6k9/p0Ha/D39RO0eKatI7pLS6gaPFc6l+fIrEoIG9uJb6K4rTq/0zTZLC1k+6T9VNz/Amix+I07tjH7NvX4SsrSus5dp+HZR+/n1gwxLk396HHp8hFTQjcBTms+uwjlCxPrwYVQI8nqHttF0MdMgVVIpFI3k9EQgnOHR+g+cwg7z7XzOL1hWx6pIqqBVkoioKiCpZuLKTpZCXP/u8p9Cvoh8miakpGBjP+ngimAeL8Gqwn24ZmVYhFZqjkREDFvCwe+lItLq8F0zTpbg3yi/88QXvDzHskTItYjMXMlAViRYGqUitbb/Xwgdu8zKmwkeVVRya5igDdgHjcJBg26B1IcOR0hOe2D/LarmG6exMzFqkUAkoKLKxZ7GDrJi8rFjooyNFwO1XsNpEcr5KMiiUSJqGIwVDQoLMnzpt7g7y0I8DhUxH8gcnfUIvm2vmn3y+hIO/iy7R91zC/+TftI79bLYJNa9z8+ifzWL3YgdetYrEIEomkUGhuj/Odp/p54gU/3X2jFaOqwooFDn7jU/ncutpFtk/Dbk0Ks2jUZCCQYN/REN97eoCX3x4iEp2aV0LXk9fvUtxOhTVLnHzwLh9rlzopzrfgcSnYrAJNTY4pkTCJRJMCrKUzzpt7hnn29QCHToVnRDQ67YL5s+wsq3WwarGDFQucFOZpOB0KTpvAalVQ1aSAN8zkecbjJpGYQShsMBDQOXwqzFt7g+w+FOL0uQiTCe743Cp/+quFbFk/OiIXDBn8/j92sGNfcBJnfHWsFsFXP5PPh7ZmjfqbacKf/3snT78WGDdgFOr307rvKAUL5qCo44sMi8tByYqFNO86RDw0+RU21WKhfO1SLHZbWtubupGstezun/SxJ0v/uVbqX9/F8k88kJZAE0LgLshl7Rcfw5WfQ91rOyd9HoqmUrBwLks+vJXytUtRLel9tZimSe+ZRuq370q/DYhEIpFIbij0uEF3S5DtP2vg1P4eHvvqEpZuLETVFKx2lWW3FvHWLxqv3MvQTKZyjiBIa2H3AharQlZe+q0rOhuHMQxzxBG1qMqNzaHOmFjML3Xy0JfnUzrHixCC8HCc579xhjMH+q6JKdC0iMVw1BiZHBbla3zqwWw+dn82tbPtaOrYL66igEVLRmryczTmz7Lx4BYv+46G+MbP+nn6tUEGh6bvCgkBpYUWPnZfNo/c7WPhHDsO+5UnXooKmpqMqOT4oLLEypolLn7lQznJMf+0n5feHiIYmviYnXaFebNslBUlnRlNMymU3E6F4ZCB1SL44mO5/O5n8ykttKbkY6tWgc2qkJulUTu7mJuWOfnjf+mkvvliDzOrRfDYB7L4P18ooKbKNuqNpzkFLqeV0kILt65282/f7+Xvv9FNODJ5UZbQTWLx5H40FW5e6eILH87lro0ecnxXvi2T5wU+j0p5sZWbljl5/IM5PPPaIP/z034OnwpPeTTabhPMrrBy1wYvW9a7WTrfQWGehjqOy6MqQFWS19nlVMjNgvJiWDLPwWMfyKalI86z2wf59s/7OX52YqIxENQ5WR/hCx/JxXnZ/ZpImHzsvmzePRCctuhiaaGFR+/JYnHNaJewpvYYZ87F0sosNOIJWvceZv4HbsOdhimKEILSFQvxlhTSV9c0kaGn4C7Ko2TlwrS3jwSGaHx73zUxtrkcI57g1PNvULpqEQW1c9J2H3Xl57DqM49Qfesazrz0Nm37jxLq96ctvoWiYPO68JUVMfeuDVSuX4EzLzvtL3DTNIkMDnHoB89cF6JbIpFIJNOLaUBb/RBP/ttxCitclM5OiqGSag+ebOsVxaJpQiyqYxomQknWPjrc6UsYp8dCyWxP2tvXH+0nGk6gWZLz74p5WeSXuhgamP4+wC6vhYe+VMvyTcXJfo2hBK890cDbzzTNaBrspUy5WDRNk3DERAiYU2Hl//vNYu673YvDJjJaBRBCYLMKbl7hYsEcO6sXO/mbr3XR3j31q892q+DWNW5++/F8blntwmbNbKwXxww5Po071ntYtcjJD54d4OtP9HGqITolpThCCHJ8KiUFFs42Rbl7o4c//EIBBbnaVQt37TaFh+7wEQwb/OZftzMcMhDAXRs8/OWvF1FebLnq+QqRTAv9jU/l09gW40fP+a+YapwuiURSLNqsgo/cm8WffqWQyhIr6hUWE642tqI8jc8+ksv6FS7+7N86eeHNoUmPD5JR19WLnTx6dxb33e6lvMgy4XvjcjRVUF1m5csfzWPTGjf/+K0efvqif0RAp4thwPbdwzQ0x1hUk7pqpqpwy2oX1WVW6pqm5wPu5hUuqkpHt5nQdZNdB0PUt6RvotLf0ErfmXNpiUUAZ24WpasXTV4sCkHx0vm4C3LT2vxCNKz37ORF6lQx3NXHkR+/wE2/9nFcBblp36Oq1UL+/FnkzCpnqKOb3jNN9NU1MdjaSbh/kGhgmEQ0hmkYKKqK5rRj93pwF+aSXVVC7twq8mqqsfvcCEXJ6L0RC4Y5/vNXaN13dKKnLZFIJJIbkP6uMF0tQUpnewHQbAoW29Xr7sNDCRIJA4tVRVEFucVONItCIj5+hKCyNov8Ete4212gs2mY5tODzF+VhxCCrHw7q7aU0HjSP2FX03RQVcGmR6pZd085mkXB0A32vtLKy987O3MpsGMw5WIxkYBY3GROpY2/+52kULSMUU+VLkIIsr0an3s0B5tF8Bf/0UVr1xTV2AA2q+CTD2Xz1c8WMLvcmlIfOFEURZCbpfHFj+SycI6dP/6XTvYcnprC3SyvSkmhRmBY57c+nU9hXno52FaLwiN3ZfHUq4O8uGOIkgILv//5gnGF4gWSr4PKlx7LZdehEGfOTc5JMRw1sGqCR+7J4q9+s5iyoonbJwshsFhgcY2Df/z9ElS1g2dfD0xaMDrtCo8/nMPjD+dgsUz+vhgLiyZYMs/O3/52EZGowS9eHcw4MtrSEee1XUOjxKIQglnlNm5a5qKhJTblEVePS2HTWhce1+gIfDBs8NKOQEZpy4lojKadBylfvxwljXRK1WaldOUiTj6znXho4k5qVreTkuUL0NJMQTV0ndZ9R4kMDk/4mNNBy57DeEsLWf7JB7G60u8HJYRAs1nJriojq7KUWZvWEAuF0WNx9Fgc0zCSDnBCoGgqqkVDs9uwOO0ZC8QL6LE4Z195m5PPvoEem7rPc4lEIpFc/2hWBZf34rwvHjWIR68uhno7QkRDOhZrsodj6RwvuSVOupqu/l1sc6qsu6cMhyd9yTPYG+XQjk5mLcrG5tCwWBXW31vOge0d1B2ZnkwYoQgWrM3n7k/MGelT2XBigGf/9/SMG9pczpT3WYzEDPKyVf7mt4vGFIrJVMpkXWJ7d5z2rjg9/QkiUeOKfdaEAJtV4ZMPZfMXv1FEYe7UaFynXfClx3L5+98tYU7F1YViPG4yMJigsydOW1ecrt44g0M6um5ecdw2q8Lmm9z871+VsXGVizT9Hq5KlkdlbqWND2/N4qblSYt/wzAZHNJp747T50+M2XdFiGTq5uc+lEt+jsZnPpjDmiXOkYleQjfp8yfo6E6e15XOack8Bw9t8U76XEJhg4fu9PHXv1k0plDU9WRdYmdv8np39CTHlbjKio4QMLvCxj/8XgkPTsEYh4IGr+8aIjA8/mrOhfu63596jwwEEuOKViEEZUVW/uo3i1i7NP22DReIxU1+/sog/f7RUXerRfChrVl4xxB0k2VWuZXb1rrHFAsn6iLs2JehmDJN2g+dZCjNXntCiPNRscn1XMyqKKZ46fy0RU+wq4+2/ccwr4MU1EtJRGOceOY1jjzxAvFwJK2+lZcjhEC1WnBkeXEX5OIrKyKrooSsyhKyKorxlhTgys/B5nGhqOqEhGIiGuPks9vZ/80nCQ8MZvx8iUQikVwfuLOsrNxcQsksDzZHek7imlVh7V1llM/1jjzWcW6IwDgpns2nBxnsuyiaiirc3P5oNXbXlTWB3aVx18fnsPL2EtQ0/BAuYBgmu15o4fSBvhFX1IJyN5/8o6XUrs7Hah//XK12lYJyFys3l1BQPn5Uc/bibD7824vILU7OA3s7QjzxT0dpb7j2LaWmPLKoqoIvPZbH2mXOEaFomiahsMmxs2F27Aty+lyU9u44Q8GkQHQ7VSpKLCyd72DLeg+zyq1o6ujiVatF4cP3+Ghsi/F3X++6qsPneFxIf/zDLxbidatjpnFGYwYtHXF2Hgyy72h4xMkyfj59MtunMbvcyrplTlYtdlKSb0G9bNxCCBbNtfMPv1fMb/51O3uOhCaVkqoocP/tPsqLLVgtgs6eOM+8HuC1nUN09ibweRTuuNnDJx/MIcszetV/1SIHj9zl4yP3ZmHRBLph0tga44fPDbDncIihoEFhrsaj92Rxzy0ePK7UN4TdJti01s23ft5PT//EJ8tzKm388ZcKKS++KBQTuklXb4J33hvmwPEw51pj9A7oROMGFlWQl6Mxt9LGxlUublruwudRUMZ44apKLfzprxZyoj7K8bOTW415c2+QPUdC3HOLd+QeMc3kWENhg/buOEdORzjTGKWpLUZXX4KhoE48YWK3KnhcClWlVlYvcXLzChelhZYrRtrnVtr44kdyOd0QpX8ws2t75HSYPUdC3LXBM2rRY+UCBysXOXl919RGwu5Y76Eof7TQTyRMXnlnaEIp48OdPXQePo2nOD+tVhA2j4vS1YvpPlmPOUF72Yq1S7H70q9l6Dx6hsHWzgkda7qJhyIc/dlLIAQLH7oDe5ZnStKmpwLTNAn3D3L6xbc48pMXiQ1Pn026RCKRSKYfl9fCo7++EItVoe5IP2cP9dF0apD+jhCRcALTYERsWWwqBWVOVt9Ryi0PVY24k0bDCQ691Umg9+rztb6OEIff7qS4OjnPUVTB5g/PQrMo7Hy+ma6WIHrCQAiB1a5SOd/H6jvLWHd3GRarQmgojt2pjZjWjEdfZ4hnvn6Koko3+aXJ4MrsxTl84W9XcXhHJ0fe6aS1LkAklDxPVRO4vFZyi52UzPZQMddH9aJsHG6Nb/zJe3S3XNlsMKfQwQd/dQGVtVkAJGIGx3d1YxgmNSvSK5G5wPBgjI5zQ1NqhDPlYtFhEylRNMMwOVkf5Vs/7+epbYN09MSvmJrmcirUVPXzG5/M48EtPnye0ZNFp0PhMx/M4eUdAfYdnXjq2frlLr762QLyskcLRdM06R/U+d7TA/zw2QHqmqMEho0xRZ6iQLZXZf4sG1/4SB4P3eHD7UzdoRCClYuc/J8vFPDlv2ijbRJptEIItqx3Y9EEAwGdP/nXTp582Y//EvOfHfuChMIGv/mpfBz21LEU5Fr4vV8poOi8w+qRUxH++F86eH3XcIqb6O7DIYaDhXzq4ZwUI5ek+HVQmGuZlFisqbKN7A9gOKTz8o4h/uvHfRw6GSYwpI/ZWkJT4ds/19h6q4ff+FQ+i+baR9U5CiGonW3nyx/N5bf+pj3jOsBL6fMn+NnLfjbf5MZmVYjFDU7WR3n3QJAd+4IcOB6i168zHDSuGEG8ENVdOCd5jzxytw/HGK0mFEWwZb2HZbUOtu/OTNgFhg1efGuIW1a5cV12/+Xnamy+yc077wWnzDHW7VS4/SY3dtvoD92e/gRv7hme0HU3EjrNew5RdcsqbJ7xV+KEEJStWszxX7xKdAJpoTavm+JltShpunfq8QTNOw9e096K43FBMIb7/Sz+8Fayyooy70Y8xZimib+pncM/eo7Gt/cTC05vA2aJRCKRzAwWq0JxtYeiKjer7yglFIgTGo7j7wkTGkqgJwxsDpXsQgfeHBu+HBuaNTm/N02Tk3t72PlC85hZcZcSi+i8+1wzK29PRuqEEDg9FrY8NovVd5TS1TzMsD+WdD4tcJBb5MCdZUXVFJpPD3LgjXY2f2QWnqw0Xc8NOP1eL0/990k+9BsLycq3IxRBfqmL2z9Uzdq7ywgPx4lHdQzDxGJV0SxJd1e7W8NqS2bf+Hsiyb5wV6F6YRbzV+WNRD9Vi8KK24tZfHNhWmO9lCPvdPKdvzpELDx12U9TLhaFEFwICJimyfbdw/ze37dz5HRk3L5ywZDBwRNhfv2v2jhwIsyffLmQvOzUIQohqCyx8qXH8jjV0MZQMHPpXJir8YdfLKCmerQDqGGanG6I8qf/1smzrwfGnfAaBvT5dd49EOLQqVZ2Hwryu58roLIk1Z1UUwV3bfTwqx/P5U//tXNSUVG7TcEwTL731ADfe3pg1BiHggb/9aM+Vi92svkmT8o4rJbk9QPo7ovzZ//eyctvD42qZ2vtjPMfP+hj83rPyPYXyM1SmVdt49gkonYXol+maTI4ZPCX/9nJd58aGDeiltChqy/Bd54a4L3jYf7md4q5e6NnlDOpqoiRGs3Xdw9POJqr6/DK20O8tnOYoWGdp18PsPNgkLaueNo1gKYJ/kDyHjl6ppXWzhi/+vG8UVFbgLxsjftu9/LGnszH/PLbAR5/OJsVC1NTWTVVcO8mL995amDStaYXWDjXzqpFzjEju/uPhThwfOJioPv4WfrqmihZviCt7bMrSyhcVEPzuwcyPlbunApy51al3VvR39hG14mzGR9npokHw5x6/k26T9Yn21msWYrNN3bK8HRiGgahPj/Nuw9x9Gcv429qZ0rcviQSiURyzTF0k0TcGIke2p0adqdGDg7K5niv+DzTNImGdI6808kT/3yMrqtE3S6l8YSfJ/75GB/6zYUUVrhRFIHFqpJX4iSvZHQZj2GYNJ8Z5Af/9zD9HWHW3l2Wtli8cH7vPNPEYG+Eex+voWZFLppFQdUUvDk2vDlX35dpmklBGbn6hNFiU1PSZBVFZDTOS3Fn2aZ8fXhaWmdA8gKdaojye3/fzqFTkYzmB4Fhg//9SR9ZHpU/+lIBVktqFEYIuHujh7VLnby2M7NogiLg4bt83LLaPWbrg4bmGF/9v+288s5Qxu0GgiGDbz7Zjz+g88//p2SU+YzVIvjUgzk8/0aAnQdCk+od2dOf4IfPjRaKF2jvjvPCmwE2rHRdsWH6G3uG2b5rtFC8wPG6CCfqIqPEoqoK5s2a2E18OQkdvv5EL//9476MzFBME46ejvB7f99OWWElS+bZR02E83NUPv5ANu8dDzMwib6XHT0JvvAnrfQPJohc1kM0UwLDBv/87R4qS6x8+N6sUfegRUv2vcz2qhmnorZ0xHnhrQBL5jnQLkt1nV1u44717ikRi5oKm9e5ycseLXYTuslT2wYZDk88/yHUH6Blz2EKF9Wk1a/P6nFRtmoR7QeOkwinf36KpiZ7KzrT671kJHTaDhwn1DuQ9jGuJaZh0He2iXf+6VuULF/IvA9somLdMhQtvbqSCR/XNNHjCSL+AC27D3F22056TjWgR6ffclwikUgkM4e/N8LTXzvFqi0lVC/KxuOzolmTYkpRxcXyHQN03SARN4gEE9Qf6efAGx3se62N4GD62XamCfu2tTHQHebWh6pYsqEQl8+KZrl4PEM3iccMAv1Rju/qZtuP62k86cdmV2lvGMLu0ND1pIhLBz1hcnhHJ40n/Ky7p4w1d5ZSXOXB7tJGjnvhHA3dJB7XiUV0+jrCnDnYx8E3O2g86b/qMWIRnYGeMJo2eX+J4GCMqW5OP21iMRwx+c5T/Rw5nZlQHHl+1OQ7v+hn661e1ixxjBICBbkad23w8O57QcIZiIz8HI2PfiAL6xjultGYwdee6GP77uEJ96WLxkyeem2Q1Uuc/Pon81IiL0IICvM1PvqBbA6dDBMMT/zVPF4X4VzrlSdfhgGHTobpH9QpKRh98xmGyQtvDRG6Ss/ERMLk+NkI99ySujqkKkzKvfRSTtZH+OaT/RkJxQuYwKn6KF97oo9/+v0SnI7R6ai3rnEzf7aNXQcnVx/V1j11jo29Azo/em6AzevdFOamXkchBKWFFvKytYzFYjRmsu3dYT7zwVxKC1P367AL7t7o5btPDTA8id6fAF63yh03j10L19weY/fh0KScV01dp+PgScIDg2m1sxDnW1+4crMzqiW0ul0UZWBsExsK0rLnSGpj4BuARDRGsLcfI6FPazqqaZrEhkL0n2uh49BJWvYeob+hhbhMOZVIJJL3JfGowe6XWzjybhe+XBuls70UlLvw5dpweS0j7TCiYZ3gYIyetiAtZwJ0NA4RDMQn1IbC0E3OHOij5UyA0ic9VC/MpqDMhctnQVEF4eEEHY3DnD3YS1dzkNBQfGQM3/rzA1jtGmASCmQmUv09Ebb9qJ69r7ZRVOmmakGy96LDpSEUQTScIBSI09seoq0+QHdbiGF/lGho/LnciT09/M3jOxg3XzUNouHElLfZmDaxeOxshCdfHhw39fRqNHfE+fbP+1kwp3hUyp6qCu7c4OHrP+lLu4ecELD5JjfLakfbypumyb6jYb7/9MCEhMulhCMm//2jPu7a4GH+rNRUV0UI7r3Ny4+eH+DdAxMTMLpucqIuysA4YuJMY/S8WBwt7Lr6Ehw+Gb6qkDdNxry2igJFabbsuBqhsMFPX/JT3zzxiINhwtPbBnnkLh+3rxudZleUr3HvrV52H5qcsdBUs+tQiKOnIxSuH30dC3I1sr0Ti/4cPBHmnfeCfHhrVsrjiiJYt8zJknl2dk5SOK9Z4mTh3NHRuIRu8vZ7wSnp6dh/rpWuY2dx355eYbenpICSFQszEosFtbPxlaZfD9B1oo6+usa0t78e0OxWau6+hcUfugdvSQHiKhbBhq4T8Q+BEGh2K6qmJaOQ4sKqqYFpGBgJHT0WJxGJEQ9HiPgDDDS20XO6gf76FoY6eogEhqZ8ZVMi+WXH7tTILrCTV+KkeJaH4ioP3hwbdleyPioRN4iGEgQGonS3BOlsGqazaZiBrjChofi434GmObnMmWuBZk2mA/py7RRVuigodydr1bJt2B0qFpuKYZjEwjqRUIKB7jDdrUG6W4L0tocY7I2kdW0kV8Y0ktGs4GBsRp07w8Nx6g73U3c4/VYWk21BoSdM+jvD9HeGObGnZ1L7upRIKEGk+fr1QpgWsajrJtveHaK1c/LRmFffHeJzDTmsWjw6F7mq1MrKhc60J6dZXpWtm7y4HKMnTJGoyY+eG6C7f2perLrmKE9tG+S3H88fZQJSUmBh661e9h0NT8gEJBw1qG+OMl6AYyho0N0bhzEm9s3tcTp7r36uJtDZO/Zr6HUpqAqTWgzo7I3z0ltD457HeHT1JXj+jQDrlrpGmbvYLIKbljvJ8an0+a+fVgfBsMG+oyG2rB/twulyKLgn2OoieF6A37/ZO8pEJzdL5b7bvew/NrH7DpIRyi3r3eRmjRazQ8M6T28bnHR/S0hGw87t2EfVxlVppaJa7HbK1y3l7KvvkIiMn4qqWi0UL5uPzeNOezzNuw9NyETnWuHMzWLxh+6h9oHNWByj07QvYJomEf8Qddve5dyOfUDS+EezW9Gs1vMC08TQDYx4Aj0WJxoMEQ0ME/EPEfYHklFLOduSSKYczaKQV+Kkdk0+SzcWUlmbRU6hA1VTkjGIKwQiTPO8J0BvlJYzg9Qd7mf/a210Ng0TvYLxRSJuYEzmS32GsNgUsgsc1CzPZdFNBZTX+Cgod+FwWUCMk0BhJuc2hm7i74nQVheg7kg/x3d303x6kPCwFI4SyeVMi1gMBHUOnZz4hPRSunrj7D4cYuWi0amodptg1WIHP3nRn9a+ivI0Vo2xH4COnjhv70+vwDYdDANefWeIxz+YQ3F+6qTdoiWjPLlZKh09mYvTaMxM63n6efOdyzFNk96BBIND44unsQyEhBBYLMkffRJR2JP1UVo6Jx+FMk1490CQXn8ClzO1vlIIQU2VjYJc7boSi4mESVPb2EJcUcSYLqPpYJqw72iIM+eio+o4k066Hv7zh30TXsgpyrNwy2r3mD1JTzZEOXhiilIOTZPe0+cY6ugmq6Jk3M2FIsirqcJTnM/AudZxt7f7PBQurkFcpbfqpQR7+uk6cnpCvQuvBfYsL8s+dj81W2/B6hydSXEB0zQZ7u7j4Hefpn77buIhmTIqkVwveHNt3PyBCjY+UEFBuRuHW0s7bV6cV5I5hQ6yC+zUrsnnpq3lvPd6O+8+30zLmcFRoigW0dGnYLFvuhACCivdrL+3nBW3l1BY5sLhsVy1R/bonST1taII8kqc5BY7WLA2n9seqeL4nh52vdjC6f29hIPXb5RHIplppkUs9g3oHK+bXKj3AqGIyf5jIYLhbNzO1GiGRRMsnmvHaRdXrb27wOrFzlE1YnBhgh2muWNqDRhOn4ty7EyE4jF60S2ucVBdZp2QWIzFTbr7xp/sm6ZJIDhaIBlGMhqXThuF6P/P3nuHx3Gd59v3mZntFb0DBMDeKTYVqouyenOTLXfZjksS23GKnfZL4lR/cUlc494tW7KtavXeSIm9dxIgel9sLzPz/bEkRRIL7AJYVJ77uihQxOzO7OzMmfOe932fJ2GgG+ZQtVFVoKmC8dSabd0bGZOabSaOnUxw8Fh8iBgPpAOcxhob+4/mRwk0Hxgm9AWG/+7PF3UaDS0dSR5/cZBFDTas1nO/twX1Nq652M3PH+of0+rphtWuM7YnZ5NMmjz+0mBeezuD7d207diPt7IsJ1EWV3EhFSsW0n+iNWuWq3hBfU5B6Gnatu1jsLUz5+2nEovTzpp738H8Gy5Hsw29H05jGgZd+4+y5Qf307Z9P+Z4Gk0lEknesNpV1lxXyXV3N9K4vADNMtQzeTQIIbDaVCobPJTXzWfdDVU8e98xXvjdCUIDb817knGDWGR6BklltS6uvGsO666vprzOnbNXXjZO+/8VljvZcFstF11VwcFtPTz6w0Mc3dVHMiHHRYlk/LI7GejqS9E2Di/B8zlwLHN/nhCCyjILxYW5xbyrFjtwOYd+5GTKZPfBKIOh/A4KA0GdrXujGbMRbqfCRUuGX/EfiWTKzEnd0zTTk/jz0fV0ZjEXDIOMYiWKgBHan7KSTJkcPpEYd3/oaSIxg50HMmdFFAUWz8uPemu+ME2IjiClPJ7HoGnC754OZFyIcDsVbrvGS6Fv9D2Rdpvg1mu8eDKUyLZ0Jnjy5SCpPM4zTMPgxItvkgjllvEXiqBuw+oRA6T0dgo161eMmHE7m2QszvGXt6BPY2/F0ygWjYW3XMP8Gy5HtY7cV9x7pJlXvvoTWrftlYGiRDJN8BXZeNdnlvCR/3cRC1YXYbGqebW8UVRBabWLd35mCR/5p4toWFrwlmKlaaaVFKcRNqfK+rdV8edfu5jbPraQivr8BYrnI4TA6bWw6qoK/vzrF3PHJxdRWD62eZpEMpuYkGCxrStJIo+lDK2dyWEVHIv8Gn5P9omv3Zr2F8yUoAhHdI6NoCw6VmJxkxMt8YwTaIsmWNiQm2T/+eg6OStaZkqw6Ga6vyxXMpbejXOsjkQNuvPUHwqQSJgcb0lkPFYhoL5q5ABiKpjIYp8jJ+K8ui085HwIIVi3wjkm65O6SiurlziGlPyYZlpY52CePBzPpu94C73HTuZc/llQV4mvpmLEbRwFXornz0Go2Yc/0zQZaG6j72hzTvufagrrq1l461VoNuuIPYqJSJRd9z2W/lzTt+pMIrmgKCxzcMcnF3Ht3Q2jKjkdLUKkvenWXFvJB/52BXUL/Wd+F5pGwaLTY2Hjexp53xdXMGex/5Q1wsR6xQqR3oevyM4NH5jLe/96OaU1rgndp0Qy3ZmQMtS2ztS4pPPPJxDUhy3ZK/CqeN3Zg0WvW6W8OPPgG46aeRHjyURrV4pQRKfAd+6pVlWor7aiqozapiOVMnMqIR0O00hn4nLadsx7GZlw1BixDHO06Ea67zSZMjPaolSXT06waLcJHDYFm1VgtQg0LV2uq6qc91OwqHFsiwW5MBA0eOi5QW68wjPk2isr0rhro49NO3K3uFBEugQ1U5lvMmXy+6cC47bkyES0L8DJTTspXzo/a6YMwFlUQMXyBfQda8YcRqjBP6eKgvrqnCYdRipF65t7iPQOjPbQJx2L08HCW6/GVz1ysGyaJi1v7OLEq1tlRlEimSYUlju456+Xs+a6SizWifVCPY1mUZi3qoiP/NNF/Oift9F8IMBg3/Ro1/AV2XjX55Zy8Y3VaeGaSUYIcLgsXHxDNd4CKz//j520HB6U4jeSC5IJCRb7AimMPHqR6bpJd1/miMpuE3jc2TMELqdCwTCld/FEfrNcZ9M7kCISMynwnfvvQgj8HhWPS2VglIbx8aQxPh8708yL+NB4iCeMvPUrnmYwZBCJmWSKKQp9KppG3sok7TaBz6NSUaKxdF66/3ROtZXiAhWvS8XpUHDYBDarwGJRsGgCiwWs2ilxIC39ZyJ5YXOInQdjXLXuXMVPq0Xh+g0evvGLnmFFds7H6VC4c6MPVT0/q2hy6EScV7aF87pAdOb9DYOWN3ex6LZr8FWXZ91e0VSq1y3j6HObiPYHhvxeKAo1a5djseeWWY32D3LilS0zQumzYE4VtRevRMmSMU2Goxx95nVS0ekxKZRILnScHgvv+LPFrLu+CnUMptymaWLo6T+mCUIBVVUQClkXxYQQNC4v4P1fWMFP/30Hg71TPy4UlNp5918s5bJba1FzqAA5nyHnQ6TLb8eSmVQUwZL1pXzkny7il/+1a1Q2DRLJbGFCgsVwxMjr3MowYXCYskkhBF6XghAjz+dsVpHRMgPSmZHRlGWOhnDEIJHMPIt2OhScdsHA4OjeM52JHEdmkcx9iJNJMgWxeH4PIhozSGTIuAohsFoFdptCKDX2fQoBXrfC+hUurljrYu0yJ4sabHhcKjZrOjAclSrbBNMfSPHYC4NcscY15Ljmz7GxZqmT5rahiniZWNhgY+n8oZlQ3YDNO8ITlpkHGGzromvfEbxVZTk96Asba/FWlWYMFq0uB2XL5ue0X9M06d5/lMGWmSFsU758PnbfUCuW84kODNKXg2KsRCKZeDSLwmW31rL+huqce/FO+yHGwinaTwTpbArR1xklGkqhpww0q4rDreEtslFS6aJijhu333rm/c8fR4UQzF1ZyG0fW0hPa/5U4ceCy2fllnsXsP5t1TkFiqaZ9sLQ9bT/XUdTkP7uGIO9caLhJHrSRNUEDrcFt99KUbmTino3BaUOVC234FEogrnLC7nr04v5wT9spa9TqkZLLiwmJFiMJ838li+ajCiEYrNmH1A0VQxRhjxNKmXmtcfybGIJk9QwcajlVJZptOjGzDPOPR9dN8m3XkgyZZLSM58YVR1fJq+8ROOWq728+0Y/qxY7KPTlV3RgIkim4MmXg/zpPcXUndezabMqvPMGP398cZBoFiVhTYOr1rupLB2asg2GDX7/dGDUpdSjIRVLcOLlLTRctT6nUlS7z0PV6qV07jk85HdFc+vwVZflvN+Tm3cRG5z+3opCUShZ0JDT+Yn2DpCM5ketWiKRjI8Fq4u48YPzci61NAyT3vYI255rZ9PjJ+lujRAciJPMsPiqWRRcXgv+EjtzVxSx/oYqGpcVYncNbcmxWFXWXV9FPDp1Ql6aReH6exq56u1zsDmyT09N06S3I8q+TV3seLmDpn0DDPbHiYVTGS1AFDUdNPqKbNQu8LF2YxVLLi7FUzB8j/dpVE1h2aWl3P4nC/nV/7drWK9KiWQ2MiHBoq6beW12M0+/5zBYNEE2EwdFAW2YrM9E+knruok5TDJLVYc/phGZ4YEipM93PkuVIZ0tHe57VASMoZoFu01wxRoXX/xEGZeucmXshxwNp42ST2d2tQkuRT1wLM4Lb4R4320FQ0pIL7vIyfIFDjbvjIz4HmVFFm66wjsk2DZNk617ImzdO8GrrKZJ174j9J9opWheXfaHutVCxcqFWH/nJBF667MpFo3y5Qtyyr4BDLZ10rp174woQbU4bDgK/YjxSBRLJJJJpaDMwa0fXUBZDgIqpmkSj+q8/thJnrnvGCf29w87tzhNKmkQ6I0T6I3TdCDAa481s+Lycja+p5F5q4pQNeUcA3vNoqBZpkYMTgi46OoKbvzAPBzukQNn0zQJDSTY8mwbz/z6KM0HAiPOEU9j6Gm113AgQduxIFueaWPhmmI2vreR5RvKsgaoqqaw4bZaju7u49VHmqe1J6VEkk8mJFhUFDFutcyzETBkons2w2WTzsYw0yVzmZjI+ZWiwHBzW8NIK5NeiAhB3ks2xQjnOh2cju797DbBe27x84WPlzG31jrs8Z4uCdL1dHYzENLp7kvRH9AJRw0iUYNY3CCWSAsTnf77wnobb3+bf3QHNUqSKZOHnh3kjut8+M5TDS4rtnDNxW6274uO2MO6bL6dJfOGlqAmkibPbw7lbMMyHsI9A3TsOkhhQw0ii+eiEIKC+hrcZcX0hd5SMbV5XJQtm59TQGWaJu079hPp7R/3sU8GisWCasstM+EqLcLu8xDpmRmfTSKZray6spz5FxUjsjwLTdMkEdN5+ldHefSHBwn2j02xNBpK8cZTrTQdCPDOzyxhzXWVqJOgMJoLRZVObvjgPFy+7IFiT1uEh79/kM1PtJzjEzlaUkmDvZu6aD8R5IYPzOO6uxuw2keuGrK7NK57TyPH9w1w8uDQVgeJZDYyIcGi1SLyGSuCYNgSUkjbJmSLuXTdHLZ30KKJCcvwWC0K6jBz21TKJHWBrkwpishoYzIeLKfURjOhG8OXqGZCUeDum/382+cqhlXRhbQFyMHjcfYeibFpR5jdh2L09qcIRw2icZNk0kyXx6bS5ci6bmKY6Uzne28tmPBgEWDzzjDb90W5av25QjcWTXDzVV5+9Ug/TW2Zew5VBW6+ykuBd+iJbe1M8tQrwQktQT2DaXLi1a3M3XhpTplBR4GXkoUN51he+GsqKGyoyWl3qWiM5te2oycmrhczn5jmMIaoGXAW+Wm85mIGmtswZoB3pEQyG/GX2E+VW2Z/ECZiOs/df5wHv3uAaGh8Y5Khm7QfD/KL/9yJaZis3ViFNs6KmfFitatcddcc5i4rGDFQM810X+LP/n0nO15sz0tmzzShtz3K77+1D1UVXPPuBqy24b8TIQR1C31ceWcdv/7v3TK7KLkgmJBg0eNShs3wjAVFgG8YewzTNBkM61krxWJxc1hpf4uWFsnp6B7vkQ7F41SGLV2MxI0RjdlnM1YNHPb8pnQddiVj/6ppmiQSZtbevLO5aLGDf/x0+bCBYiis89qOCN//bS+vbg3T2ZMiz1W1eaOjJ8VDzwZYt9yJ8zyRp6Xz7Fx9sZuf/D5zlqm6wsJV610Ze2tffDPMgWOTp5zXd6SZzr2Hqb1kVU4KfzXrlnPo8ZfO2ENUrVmKzese8XVwauX6cBPdB4/n5bgnAz2WIBGJYZpm1nOj2awsvv06ov2DHH7qZeKDUytoIZFcaCiKYMWGMuYsHjk4gnRw98aTLTz8vfEHimfT1xHlt1/fi8OlseKK8inNLs6/qIgr7pqDlsUyJNAT4zdf28O259uyluCOlmgoxUP/dwB/iZ1111eNqCptsapccnMNrz5ykuN7ZYWGZPYzIQWYfm9+xT8URVDozzyIJJJmThYMkahBIJg5BWK1iiFedPnC51Wx2zIHMKGwMSHedDMBq1UZVp12rLhdabuKTAyGdJI5rgC6HAoffnshdZWWjNdxIKjzvz/v4WN/f5LfPxWgvXv6BoqQTjg9+3qIprah5Tpul8JNV3pxOjKft5ULHcyrG2ozEY0ZPP7iIJHo5F2/8cEQbVv35Zzt88+pwlGY9qyxuByULGxEtWS/z41kirbt+4jPAGGb06TiCcJdvZg5XohWj5PVH76LS//8AzRcvR5ncQGq1YKiqllL4iQSyfhweDTWXFeFZsn+DOxpj/DEL44S6Mn/wlxXS4gnf3GEYH8irSo6BVhsCpfeXENByci+w8mEzisPN7P12fwHiqcJ9MZ5+ldH6WkbuY8fwF9sZ/W1I3vaSiSzhQmJkMqLtTGJiQyH26lQOIxH4mAot4BrMKzT1ZvKuPLutCsZlR7zQVmRhsuZKVhMZ3ziGaweLgScjuF9L8eCokBpoTZsFrejJ/dyu0WNNt62wZOxR1HXTX78+z7+83td4/OJFGmV0cniaHOcp18LsrDBfk7WX1UEl13kYl6djZ0HzlXI1FS49RrvkGytaZocboqzaWdkUoNk0zRp3bqHRV3X4q/J/pB2FRdQMKeKSE8/7rIiChtrclrEig4McvL1HXk44smlc89hGq+5BMU58qQL0plXm8fF3I2XUXvJKkJdvfSfaGGwtYtwVy+xQAg9nsAYQ42xaZqYuoFhGOiJBKlonGQsTnwwRDIiVVglkvrFBTQsK8i6nWmavP7HkzTtH5iQ4zAN2Lupm92vdXLpzbmV6Oeb6nk+VlxentVf8uShQZ67/zjR8MSWzh/d3c+bz7Rx04fmjfi8EEKw6soKnvrl0WnhTSmRTCQTMl2tq7RitQiiI9hdjIaaCsuwZajdfSn6BrJPaKIxk8NNCZIphpi2e1wK8+ryrwBmtQgaa23YM/RbJlIme49cuBMnt1OhvDh/l5/NIphbl1n+2jTh8IncBnMBbFjtoqps6OKBaZrsOxrjf3/WM75AkXRptdeV56bNEYjETP7wVIB7bi2gyH/uea8o0bjxCi+7DsbOKeeur7Zy+ZqhZZu6Ds+8FppQb8XhCLR20rplD77q7GVTVreT4vn1tO88QMnCBpxF/qzvf1rYZqC5PU9HPHm079zPQHMbJQsbcn7N6aDR5nFR1Fibl+MwDQNDNzB1nVQiSTIaIxmJERsYJNzdx0BTG137jjDQ0kFsIIgeH7tAhUQy01A1weL1JXiLhlZsnE9fR5TXHmnGmEAlvFTS4IUHTrDqygqcnolZNB8OocDajVUUlDpG3E5PGTz322N0nZz4kvlETOeNJ1vYcFstvqKRF94q6j3MW1nE1mfbJvy4JJKpZEKCxeICjfISC4FQflZbGmpsQ5QcIT2x6+xN0RfIbaVp98EokZiB1XLue1ktgoWNdpwOQSSav0HZ41JYMs+WcVKbSJjsOXThBouaCo21NmxWkZfsqt2msKgx88BumnAox2DRbhfMr08f1/mkdHjpzXDGcs7RoqoiY0A6kWzfH2XH/ijXXOw+55oUQnDDFR6+++seBoLGqX+D9SucVJcPPcZASOexFwanxFFCTyQ5uXkn82+4HItj5Ae5EILieXVYnQ4qVy7KKauYjMRo3bKHRDh7GdJ0I9TZy5FnX8c/pwqLPftEdKIQioKqKGDR0Ow27Kf6RNPm2SZGSicVTxBo7aRrzyFatuyhY9chkpFIzmW0sxVZADz78RTYmLeyKKsauKGbHNjSQ0fzxJfDnzwUoPngAAtWF09q76LHb2PZJaUjbmOaJh3NIfZu6p7QoPlsWo4M0nY0iLcw8/ztNDaHyrwVhex+tZNEbOKU3lRVQ9UsCKFg6ClSqUxlwwLNYkFV09N6XU+RSiYZj9eaqmqoqpZWEBciPX4bBrqeHFPVyUgoioKqplsh0vtKC7fpegpdT024hZWiamgZPqtxev/jfG9V1VDOem/TOOuzzQAmJFgs9KssqLdx8Pj4g0WLJlg2347HNbREQTfSGaNcszxb90bp7U/hPy/wFEKwapGDsiILx1vyt8pdUWphxcLMK2atncm8nJ+ZihCC5QsduJ0K8cT4B53SIo1FDZmDh4GgzpGm3L5Xp12hojhzr2IsbrBjf3TUFhyZsFkFizPYUUwkgaDBw88NsmG1a0gwvKjBzspFDl54I71y63UpXLXePaQH1DRh294oew5P0UKHadJz8DgDze0Uz5+TdWJTUF+Np7KUwsa6nN4+2N5F+84D+TjSScdI6Rx95jXKly9gzobV00IO/2yEECAEqlVBtVooXdhAyfw5NF53KZ27D3P0udc5uXnnOd6Y0xXFoqFaNFSrBdVieevvVkvaxsSqYXU58VSMPBE+H09FCdVrl5EIRdCTSfRkCj2RRE8kMZKp9L8lTv17cuInUJL8U1ThoHqeN+v9GYuk2PN6J8n4xPeFB/vjHNreS+PyQixZRGbyScPSAsrnjCw6ZhpwdGcf3a2TJ8QVDaU4tqef+RcVoY6glC+EYP5FRTg9lnEHi5rFSvWcRdgdLhKxKM3H9pJKJSgoKmfthltomL8Kq91JV/sJ9u14mf27XiOZSD+HFVWjccEqVqy7jorqueipFO0tR9iz/SWOHdg66oDE5SmgqnYec+atoKpmPm5fIZpmJRGPEujvprX5IMcObqe95QiJ+Ph8llXNQkX1XGobFlNTv5iikmqsdgemYRAc7KOr/QRNR3bTdHQ3gwM9o35/TbNQ27AEq92ZXnhoPUqgr+vM7602B1V1C2hYsIqaOYvw+IrQNCvxeIRAXxedbcdpPr6XtqZDhIKjEzOy2Z1U1s6nYf4qKmrm4i8oxWK1k0omGBzspa3pIMcP76Kt+SCR8OCoP9tkMiHBot+rsn6FkydfCY47a1RWrHH5GlfGVbhozGDTjkjOz8uT7Ule2RqmoWZoueK8OhuXrnLmLVgUwA0bPFSUDM3MGIbJ69sjtHfNDFn+iWLlQjtzqqz0Dozf1P2KtS7KS4ZezqaZNqZvy/Fca5rI2GMKac/CzlH0Po7E3DobS+ZOfvbniZeCfOxdRSw9L1AtLlC55hIPm3ZGiMVNaiqsXLHGPeQ+icQMHn9pkO6+qVsNi/QO0PLGLooaa7N6LjoKvNRfsQZXcW79Qc2v7yA8g/0HI70DvPHd+7A6HVSsWIiSb3+aPCMUBYffy5zLV1O1Zglt2/ax81eP0nXg6KTZejgKfdg8LlSLBYvTnv7jcGB1Oc78v9XpwOJ86/81qzUdMJ4KENVz/v7Wv41WFrzm4pXUrF/xVpB4VoBonPm3t4LIZDROKhojGYmSCMdOlfxG0/9/qvw3GYmSiiUwkilCXb0zxg5mtlK/pACHK/vUq68zysFtvZNwROnn5MGtPVz19noshZMzZlhsyplAayQScZ0dL3dMWlbxNId39rIx1Yia5asqrXZTVOFkoHt8C6huTwF3vPfz1NQvore7lR9+/S9IxmO840NfZN7idemsFFDXuJRlF13Fi0/+imcf+wmYJqsvvYmb3vFp3N631HUbFqxi5frrefx33+bNVx5FT2W/7y1WG4tWbODy695NZe187A5Xxu1Wrt9IODTAkf1bee3Z+zl+eCeGMbpgWSgKZZX1bLju3SxZeTkeb2FGD+TFKzagp5K0Nh/ijZceYteW50YVWDlcXt7+wS9QXtWIrqd49Df/y0tP/RqEoLyynmtv+TALll6M0+0bdgEnFg3z4K++ypZXHslJCEpVNeYtXsvFV91Fw4JVuNy+jNstu+gqYtEwJ4/v46Unf8Xh/W+SSk7PtowJCRZVRXD1ejc/uL9v3MHXuuXOIRPb03T2pHhzd+6r0IGQzpMvB3n79T7c5/WLOeyCd97g5+HnBsfdjwbpTNdt13px2jOoaYYMnt0UvGCVUE9TVmxh42Uetu2LjmuB3O9R2XiZB3eGIC+lm2zdE6FnIMeJpzm8XZ0ANHX82RqLJrjh8swLCRNNU1uCZ14LsrDedo63qKIIrlrn4v/uU2ntTHHpKidlGXpKWzoSPPt6aMoTGs2bdrDg5qtwFmYehE9j87iYf8MV2LyZH3pnEw+GaXlz94z3HgycbOe1b/ycle+9lbrLVmFxOqZdljETmt1G7SUr8dWUs+eBJzn81KskI+NfSMrGirtvofG6S9BsVoSinMmACuXUz1N/0n8n/RNGHQjmwun9aDYrmm3kPvrTkxbTNMEwz5T5mua5f8cwMXSdaP8gz33pW/Qebsr7cUtyZ85iP2oOKqjNBwME+ydv4th6NMhgbxxv4eQsYjo9FhqXFWYdm4L9cVoOTX7WpaslTCKmY7WPHDzbnCqVDR6O7urL274dTg/llQ3U1C9i7qI1p8oxDRQl7TRgc7i45Oq7OHpgK4ZhcM0tH8LtLTgTsJ3ezuX2cdUN76Ot+RDNx/aOuE+ny8vFV93JFde/95yg0zTSYmUmJopQzoyRbk8By9dcTVXdfB67/1vs2/5SzhlMIRQWL7+Ma2/5MNX1i86UzpqmiWHoaSFKxCn7EoFmsVLbsISS8lrKq+fy9MM/IBwcGPV5FULg9ReDENTMWcSt7/5z6uevRIj0Zzo7EDz7ukwlEwz0duQUKGoWK2suvYnrbrsXX0HpmSD/nM8mxJnvyOF0M2/xGkrL63jm0R+z7fXHicemX3XNhOkxLpln520bPHz3vrGvjHlcCu+9xT9sv+Lr28Oc7Mh9MDXNtDfc3iNx1q9wnvM7RRFcsdbFNRe7eeT5wXGVGgoBN1/tZe0yZ8aBcN+RGC9vkd5mTrvg9mu9/OLh/nGJpaxb7uTKte6M2ef+gM6zm0I5G8cnUyahSOaNNU1QmgdRnkWNNt51oz+jpcpEE0+Y/PHFQd59o5+K8xSA582xsXiuna7eMJde5MqYYX3pzXBeS7XHykBTG90Hjmb1XFQ0LWdhm/7jLfQebc7jUU4d/cdOsulbv6Dn0HFW3nMbdr9n2geMpwMlX00Fa+59Jzavm92/fZxUbGLL9e1+D85CX8ZV7enM6e9TCJGTCZaipbOfkqnD5tQoq838rDob0zRpPjhALDx5WeBIMElHc4jqed5J2V9hmYOKek/W7TpOhAj2T37LTjSYZLAvjts/8qKNza5RXpvdv3c02B0ulq2+irq5y+hqb0qXkho685esp7yqASEEHl8RazbcgmaxUlhcQVvzIU4c2YWup1iw9BJKy2sRikJhSSULl11Ca9PBYYM5zWJjw8a7ufy6d+E8lQXT9RQ9Hc20tRwh0NdFKhnH6fZRXFZLZe083J4CFEWluLSGm9/xaRLxKIf2bMbMwddkzrzl3PLuz1BSVoNQlLSV3GAfbScP093RTCwaQtMsFJZUUVHdSFFJNYqq4nB6uPjKO4hHwzz72E9GXQIrhMDjL6akrIYb7vyTM4FiJBSgt6eN0GAfyUQcTbPg8hRQUFSGx1fEQH8XHa1Hsr6/qmqsWHsd19/xcXwFJQAYhkFfdysdrUfp624nHo9gd7goKqmiqm4hXn8xQij4Cku5/vaPgmmy+aWHRp2pnWgmLFj0uBQ+fU8Rr2wNj6m/SVPh7W/z8bbLPagZsjl9AZ0HnxkkEBxdVNfeneT7v+1l5SL7EEuAAp/G332ijJMdSbaPMdulKGlhkL++tyRjMBCLG/zw/t6cyyJnM0IIVi918rF3FfJv3+kikRz9CS8v1virj5ZQXJBpQQFe3xFm0/bcV2kiUYO2rmRGixWHXWHdMgc/vD8tdjMWSos0/uHTZSyZ5H7Fs9myO8or28K88wb/Of/u96hcsdbNoeNxLlriQD1vQhMM6zz0bGBaZMTjgyFObtpJ5crFWHKwisiGkUzR9No2EsEZvogjBHavm4I5VVSuXkLZ0nnTvhT1fIQQ2H1uVr7vNjBN9vzuSWm5IZkVeAqs+LKIpgDEozodTSH0HL2B80EiptN+PDhp+6ue58PhHnkKapomnc0hIqHJny8l4wahQPaFUdUi8JfaEYrIm0CXoqgsW3MN7SeP8NsffYm2k4cBmDN3Ofd84ksUFlcihGDF2usQAo4f2slvf/yv9Ha1AiaNC1dz90f/H4XFFaiqRl3jMhwuL6HBzNnP5auv5orr34PDmQ56+3vaef2F37N989P097SfEwDabE6q6xex8faP0jh/FYqqUlxWw9vu+Dj9vR10tR0f8bP5i8q5+R1/SmlFWkcgmUyw442n2fT872k7eficAFBRVYpKqllz2U1suO7d2OxOLFYbl137Dro6mti26QnMUWV2BCVltWy87aPMW7yWaDjIltf+yO4tz9HdeZJIKIBh6OmMn8uLv7CMqtr5qKpGKIdM5txFa7n+9o+dCRQj4UHeeOlhNr34IH09beeUAmualaq6+Vx+/XtZetEVWCw2PL4irrvtI7SePETz0T2j+FwTz4QtpQohWDzXzj/9edkpS4PcX2vRBFdf7OELHyvNaNyezipGeGnL6FXCTBMefm6Q5zeH0DPUwK9a4uA//qKCVYsdjHahWVXTtgv/8fkK5s0ZWsphGCYvbQnz2AuDOWe6ZjuaCp+4u5j33OLPWEY6EqVFGn/10VIuX+PKeH0Fwzq/fnSA3lxLUIFYwuTAsXhG2xdVgavWu8cU6AkBdZUW/unPyrj1am9efUhHSyCk84enA0Rj5w6yNqtgxQI7i+faaaw99/o1zfR5eXP3+EqG80nbtr0EO7rz8l7hnn5a35xeg/NoEKqCt6qMxXdcy1V/+wmu/7fPsep9t1G1eik2j2vaZxUzYbHbWPqOG2i85uIZF/BKJJnw+Ky4C7KXeUaDSfo6Jr4E+2ySCZ2etkhOpXb5oKLenbXE0zBM+jqjkyLycz6ppEE8kn3ukM5WWbFl+SyjRU8l2bbpCdpOvpXRaj6+j8P73jyjRGqzOzAMg1ee+Q29XS2cVj5tbT5I05HdZ15XVFqN3X5uNd1pvP5iNmx8N3aHC9M0CYcCPP677/Dik7+mr7t1SKYwHo9w9MBWHv7112hpOnBmYb2ydh5rLr0RIYaf3FgsNtZcehO1DYsBMAyd3Vue45H7vs6JI7uGZAoNXae7o4lnH/0Jb77yyJnMqN3pYf2Vd+AvKMvxbL5FVd0Clq+5htBgP4/d/00e/923OX54J6HBvjPZPNM0iYQCtDUfYsurj/HGy49kDUodLi8brnsXhSWVAMRiYV5+6j6eeuj7dHc0DekZTaUSNB3dw2P3f4MDu147cx59BaVcctWdqNr0qgKZ0CmroghuvdrLV79YybUXu4c1TD8bp13w7pv8/PffpAOuTJOcYNjgR7/ry8lfMRPdfSn+92c9nGgdumqkqYJrLnbz7f9XzS1XeXMOYLwuhXff5Oeb/1jFhosyC/K0d6f4xs966OqTkeJphBCUFKr862fL+dyHSzJaNWRifr2Nf/6zcj76zkJsViXjdfLa9ghPvRpEH+VzZsueKF29Qx8SQgjqqqz85b2lVGQQ0xkOiya4ap2br/1tFR+6c/jjnSwMA17dGuZoc2JIjX5dlZWrLx6qgqob8PymEN0ZzstUEerqo237vnG/j2madO45xGBbV/aNpyF2n4cFN13JNf/4adb/yXuouXgFNq8bRdNmZJB4Nna/h6VvfxsF9dVTfSgSybhxeq24cvAyjEVTDPZNbumlaaT7A1PJiQ/MVFVQWuVCy9K7mUoYU1KCCulANddz4XBbsFjzO52ORcOcOLyTs60vDD1Fa9NBksm3zklvdyutTQfPeW08GqG3u+XM893h9GBzDC2VFYrCvMXrqKyZd+ZZcXD36+za8hyp5Mjnvb3lCNtef+KMIqumWVmw9BK8/qJhX1NYUsmKtdeeCYQC/d289NSvs/YfJuJRNr/0MP09af9jIQSVNXOpn79ixNedjxACTbNgmgabXnzw1PGP/DlP9xpmo2bOIhoWrDrTo9h0ZDebX3ooa/9hf28Hm198iFg0fOYYGxdcRElZTY6fanLIexlqNGYQCOqUFmkoisBqUbj5Ki/rl7t45vUgjzw3yP6jMQYGdeIJE9MEi0Xg96osnWfnnTf4ue5SNx5X5gl1Imnw60cHePLlQcaT8X/m9RBf+nYnX/6rSkqLzj0NmiZYv8LJT/6zhk07Izz+UpDXt4fpHdCJJQwMPZ1FtNsUSgo1Nqx2cf0GD5esdOJ2Zj7u3v4UX/5BF0+9OnllHtOZzp4kLqeC25lu8q0ut/L3nyzljmu9PPTsIC9vCdPSmSASNUil0uW9DrtCZamFay52864b/SxosGUUnDFNk/buFP/xf530B0YfmO87EuPZ14N85O1Dm+9VRfCuG/2UF2v86IE+XtsepmdAJxozzvS5WjRwO1WKClQWNdi563ofN17hoaRIQzn1findZOeBKBUlFipLJ38F6WR7kj++OMjCxhLOTtrUVli5/ZqhPSv9AZ0HnwmMw7Ep/6RicZpe2868t12OzZ151TQXEqEIza/vmBQxlXyiWDSq1y5j6dvfRvnyBVkFUUbCNIxTf8bwDYvT/YYKQhF5DVCFEPjnVLHsnTfy8n//UCp5SmY0Lp8FLYegIh5JERyY/N7w0ECCeFSfcPsMm0vDW2TPOlZoFoW3vW8u6982+YtFqkWhqjG3/k3NqqCMYLExFkKDfRmtIvq620glE9hOZQp7OpoJhwLnbGOaBuFQAF1PoWmWU/1+Q4NFh9PDsjVXY7Gms92pZJw3X3n0nGB0OEzD4NDezWy47l0Ul9UghKCscg6l5XMI9Geu+Fm47FKKStNBkGHoHNyz6UyJbTZ6Ok9y7NCOM/uy2Z3MX7yO7ZueyqlP8mxamw7yxssP5/Q5c0EoCsvXXntGPVbXU2x7/YncrD5Mk6aje+jpbKZ6TtoP2ldYRk39Ejrajk8be6S8BoumabJtX5T//mEXX/psBYvn2lCEQBGC0iKNu2/yc9f1PgaD6b6wwZCOYYDLqVBVaqHQr2K1iGGbv3Xd5IXNYb76424isfGdwGTS5Ld/HKDQl+4h83uGBnkFPo23Xe7huks8BCM67V0pBoI6iaSJ7VSAW1lqweVU0FQyDnymaRIMG3ztJ9385Pd9Y+rLm20Ypsk/f7OTuXU2PvauQjynlGmtFoVVix0sX+AgljDo7EnR1ZciHjdRVSjya1SWWXA7FNRhzjdA74DOV37Uzeuj6FU8m3DU4Me/6+P6yzxUlw/1XLRa0tnnS1e5OHg8zsHjMXpPBYyqInC7FMqLNebX26gut2K3iXP6/3Td5OU3w/zVl9v4+0+Vcds13qyCB/nGBP7wTIAP3FlAefFbwarPo+D1DC1BfX17mAPHpp8vaM/BY/Qfb6Fs6bwxBykDze107D6YfcNphMVpZ+EtV7PiPbfgKBxe8vt8DF0nGYkRCwQZaGoj2N5NbGCQeDiCnkhhjqU+/pRyqKKqqBYLmt2K1e3E5nHhLCrAXVaEo8CLZrej2SyjFpIRikLN+uWULGiYcd+TRHIaRRF4/Nn7FQGi4RSJ6ORXccQiKVJ58D3Ohs2u4vJmXyRVNYXqeT6q542sej3VaBbllHJn/ggO9pHKYHcRi4UwTq1Mm6ZJcLCPRGLoQmcyET+VEbMgTimKnk9BYTlVNfPP/H9PVyvdHbmLvAUGugn0d1N8KgumWWyUVdZz5MDWIQGcxWqjrnEZVlu6jScei9B0ZHdOlh7pzxOjp7P5TAAshEJRWTUOl4fIecHySJimyYHdrxEcpn9zLDhdPmrrF5/5/2Cgl7bmQzkHsZFwgL6edqrnLALSQjlllfVYLLYzmdupJq/Bom7AnsMx/vhiEKdd4V8/W059zVsTT0UR2K0Ce5EyJJuXDdOErXujfOnbnRxpys+kNRo3+f5ve0+J8RRnPCZFCBQLFPo0Cn2jP12BkMF3f93LN3/Rw2Bo6oVBpgP9AZ1NOyM8+sIgBV6Ve27zYz1VjpIuEwC3puKuVYf0zmUjHDX43m96+ekf+kiOURzANOGN3VF++EAff3lvCW7n0FVWRRE4HYJVix2sWuw4JVd/Wk1fDNuja5omm3dF+Mf/7WD7/ig79ke56UoP1kkOFiHtP7lpR4Tbr33LIFqctgU4i3DU4LlNIQaC0698Oj4YpnXrHkoXNyLU0a+Gm6ZJ65bdxPqntyHu2VhdDhbfuZHl774Zuy83FT7TMAh19tCyZQ8tb+ym79hJ4sEQqVgcPZnCHG2t9ggIRUHR1DPqmxa7DUeRj9JFjVSsXETJwkZcJQU5B7hCCOx+L7WXrpxU/0WJJJ8IBVy+3LL/0VCSqSjjSMR0UpOwoG21q1n9FWcSqipGrXGRjXg0nLH8UU/pmJy2zTGIRcMZ++lMw3irzUSAkqGXsLRyDvazylMD/V1EI7lXvxm6Tjg0cOb/hRD4i8rSCqfnPVOcLh9FpVVnxv1EIkZPV0vO+4K0YIyeSp4KFgVOlw+73TWqYFFPJWlvOZpzkJoLhcUVuL1veTmHQwEGA6NzgggHB870LaZ7F0vQLNbZGSzG4gavbAmRSJr89okB+gd1/usvK1gyzz6uzEkiafLqtjCf/882duzPr8BGKGLw5R90sfdIjC98vJSVixx58dLTdZM9h2P8z0+7ue+PA0THmQmdTRw4GqelI0F3n85f/39tBMM6H3574bAlvLlgmiZ9Azr//aNuvvXLnnF7ZSaTJl//aTcWTfCJ9xRR5B/5VhFi+ADxNLF4Ouj66y+3s+9oDNOETTsixOImU6FoPzCYLi29ap0bv3f4QOtES5InXglOl2qIIez9/dO0btkz5munv6kNfYYEIKrNyor33sqSOzdizaH01jRNwl19HHryZY4++zoDzW15DQwz7tMw0BNG2jQ+EiUGBDu66dp7hAOPPI+vtiItXHP1xWj23CbPQghq1q1g34PPEurMobRnFGz/xUMcfOyFvL7ndMQwDPqPt071YVywCCGwZ1h4zEQkmJySkv9EXEdPTfyitsWmYnNOmBj/5DMBveGJRHwYUZWzehgNY9hgwjz/CspwiMWl1Vhsby3IV89ZyL2f/WrOGTGhqJSU157zbw6nN9OucDjdZ1RCIR083nb3Z0nEc68A8/iKsFjeOl6rzZExYzoSsWiY0GD/qF6TDV9B6TlBd1FJFR/80//CHIX9RVFpzTlzGLvDjapMH2G3vN6tvf06Ow6kL9xUCp54OUhnT4q/+HAJ12/wUORXcw4a002l0NqZ5LePD/CtX/ZmFKTJB7G4yR+eCrDrQJRPv6+Y26/xUVlmyUmQ53wSyXT55EPPDvKtX/Zw+ER81AIrs5lUymTXoSi9p8SJevp1/u5rHRw4FufedxayZK59VP6DpmkSiZls2R3hW7/s4eHnBokn8vOYDQQN/vN7XRxuivNX95Yyb44Viza6nizTNNF1aGpL8KtHBvjufT20db0VmBxpjtPamcTrnppB4blNIfYcjrFhdWbTetM0eeLlQU62T7234nDEBgbpGJg5mcExIwQNV61jyZ0bsbgcWTc3DYPeI01s/u59tO/YjzFWv5c8koon6D3cxOvf+DmJUISFt1yFxZGburCrtIji+XPyHiwGmtsJNLfn9T0lkkxkE3Q5TTIxNZMGPWVi5Mn+YSQUVeR8Li5UDCOVXZnWNEfdr3c2LrcfTX1rpdrtKcC9oGCEV2RH1bSMwbPFasfufMtX02KxUlO/aFz7UhRlRPXVTKRSibz1Kp7G4fKc6fuEtE9mw/yV43pPNd1rNc4jyx95DRYPHIudo5ZomrB9f5TP/Ucr11zs4Z5b/Vy80pU1aNR1k9bOJC9vDfPT3/exeWeEwXFmirJhmHC4KcE/fL2DPzwV4M7rfVx7sZu5dbaswYtpmsTiJgePx3lhc4hHnh/kzd2RcWe3ZiPhqMH2fVHOXjALRQx++EAfr2wN855b/NxylZd5c7Kf91DEYN+RGH94OsD9TwxwojWRd0uSUMTgV48MsPdwjPfdXsDV690sbLCfChpHfm08YXCiJcHLW8P87MF+tu2LEj7Po7AvoHPgWJxFjVPju9jVm+LxFwe5ZJVziK8iwGDI4NlNIaLRaZpWvIBwlxax9O1vyzmj2H+ilU3f+TXt2/flzf8rXyRCEfb87kkK5lRRvXZZTq+xuhz46yrhFTFtmv4lkpwRadGUXJiM7F4mTMNkHLFHziiKQM2zIMxsIx0oZh/nxjwSCoFmtU1aQKJqFlR1ArLJozx80zRG6c2YHYvFOuqgNSvTKFCEMQaLppnOSFz+3iPn/HtXb4qe/tSQbbv7dH7zxwH++OIgc2ttLJ5nY9UiBw01NnweBZtVIRY36B3QOdIUZ8ueKAeOxTjekiCWwe9uIgmGDV58M8wr28JUlVloqLGxfL6dRY1psRK3S8GqCaJxg8GQQXNbggPH4uw7GuPYyQRtXUnydR3uORzjrj89ge089bRQRKenP3tUlEiYfOXH3fzq0YFz/l03TE605JYp2ns4xjUfODokmxYM64SjI3/QWMLkU//Uck7WLJkyOXRi6KpOImmy+1CMvV/v4Lu/7mVunY3VSxwsnmunvFjDdcrCJBg2aO1MsudQjG37ohxpjtPZk5rQuWMyZbJlT5QdB6JUllhYPNfORUsczK21UVGq4XGqCMGZa6K9O8nR5gTb90Vpaktwsj05bP9kYFDnr7/cxld/fK562P6jk1OnHk+YPPN6iD99f4qKknNrYU3TZO+RGJt2RKaVCuqFiGqzMv/GKyiaV5fT9pHeAbb88IFpGSieJtjezcHHX6Rs6bycsouKpuKrqcDisJGMTI8+DokkVwTkXFll6ExJz6JhmJPis6goAnUqzYYliNN/Ts3tTNOks+04h/e9Oa73bT62J2P55flXfjQSZPfWF7JaS4xENBIcVb/iaYaU6I4bcc55DPR3sXvrC+N6x67249OmXxHGkVns6dd5ZWt4VK8Jhg2274+yfX+UXz0y8NbFIwDzrbFxOiwa6zo0tyVpbkvywuYQQjDkeDn1Y6KONxg2eHP32OX8DROONic42jz2EsJg2ODVbWO7mQ0Ddh0c3cVuGNDcnqS5Pcnzm0JpWX546+SbE3vORyKVeuvYnnw5mPHYTv/I9fgME440Jzgyju9oPAigwKfisA99cBsGPPLcIAODU1++eKHjr6lg7rWXoOQg4mMaBkeefpWTb+yatoEiAKZJx65DhDp7KZhTldNLXMUFaHYZLEpmHia5ZwxVVYw6Y5IXJmm4ME0TQzeAkccz00x7HU5GtnM8pBL6tJi3jgbTNEkmE5imcSYr1tZ8iEfu+zr6uEq0Mp+IVCqJoadQlHSPYTQc5LnHfjoq9dXR7G8ySSXjGIZxxmOxr6edR3/zvxnVbHNn6j/X2UxZh7F5VnA4zc5JRmba8c4GzFP/Mc/8z/RhOh/baHDYBddd4sbnHhos9gZSPLdJ+oJOBypXL8FVWpjTttGBQY6/9CZ6fPr2mZ4m2jcwqmDR5nWjWmaPiqLkAsIkZ6XRKSvRnKTdGrpJKge18kgwyWuPnWSga3ovDg30xNIKtjOMSCiAnkqhWaxnvAtVzYKu51/wLZmME4uGcZ8SpEl7P3qY0ROoU0QjIVLJOFabAyEEFosNi81OKjX9n8G5MovkqCQSyWiZU23lpiu9Q8qMDcPklS1h9h+dft6KFxoWp4PKlYvQ7NltZEzTpOdQE72HmybhyMaPaRgMtnXmvL1mt+Xdz0wimQxM08zZw9BqnxrBs7Rf4MRHjLpuoiezpwtj4RQvP9jEkZ3588STvEVPVwuJROyMomhBcQVOl5dEfOwVbcMRDQcJ9HedsZiw2pyUVtTRfGxP3vc12aQtR0JYbWnhObe3AF9BCdHw7BHek09dieQCRQi46QovdVVDpacHQwaPvRCUIk3TAGeRj8KG6pxUeI2UTufug+iJmbHKbZoQHwzlvL1q0RD5NjSTSCYB04RIjtknp9c6JfoWmkWZlF7CVMIgHs2evVJUgc0xfewDZhttJw+f0/NXVFJFcVnNhOwrHBygs+34GfVWu91JXePSiRG9mWS6O08SGHhLd8LjK6Syel7+RW+mkNnzSSQSyago9KlcfbEbp33orOREa4JXtuY+iZdMHHa/F0ehP6dtTV2n7/jojI6nGmMU/TGGrk+KAIdEkm9M0yQcyC1YdLi1MfvGjgerXUUdg2XYaInHUoSD2c+FZlFwemTZ+UQx2N9FS9PBM2Oq1eZg8crLJ+TaS6USNB3dTTyWzloKRaF+/koKisrzvq/JJhYN0Xx0z5nzqKoWFq64FLsjsyXZTEQGixLJBcqqxQ4uWenMWIL6yPMBTrbPjOzUbMdTXoxqyW31VU+mCHf1TvAR5ZdcymtPo8cTowouJZLpgmlAsD+e02KHw6XhcE9+xsXhtmCxTXwmLx7RCQ1k7+ey2lW8hVNjK3UhEI2E2PXmM+eUna5Yex0NCy6akIDxwO7X6Wo/AaRVWEsr5nDJ1W9H04ZWN80kTMNg55vPEI2kNR6EECxcegnL1lyDosyOzLgMFiWSCxC7VXDvOwrxec4dyEzTpK0ryUPPDhKdZNsaSWZyzSoCJCNRUrGZ01QvhMA5ms8XjWPKYFEyQwkPJolFspdf2pwansLcF1HyhctjwTYJ/ZKxSIpATyxr4GyxqRSWO5hF1XzTCtM0OLB7E4f3vYlpmggh8BeWcuu7P8OiFRuwWLJfg4qi4vYWUj9vJWWV9SNu29fTxmvPPXDGLkNVNS6+6g6uuP49eHxFZFNYOi3CU17VSP38lWd6LacDJ4/tY+ebz5xRQHV5/Fx/272svuTGM72MI6EoCk63j5r6xVTVLZjowx01M79YWCKRjAohYP1KJ1etc2fsi3lte4Q9h6a3+tyFhMVuI1eZQiOln+kJmQkoFg1vZWnO28cGBknFZcZbMjMJDyYIB5I4XCOXVtqdGr4iO21HJ0+NWgjwFNomJbNo6CadJ8MkEwbWEfYnhKCkyondoREN51+hUwLxWJiXnvwVlbXzKSgqRwhBVd0C7njv59m26UkO7H6Nns6TxCKhtM2GomCzO/H6iykoKqessoGGBasoLa/jmUd/TGfb8WH3Zeg6e7a/xPylF7Nq/fWngj8XV9/8AarmLGDnG8/ScmI/oWA/eioJQmCxWHG5/fiLyigpr6O6biGNCy/i+OFddLQcJZWcHoujyWSc1577HeVVjcyZuzwdeBeVc9M7P01F7TwO7H6NztbjhEMDmIaBEAKrzYHHV4SvoISK6rnUNS6jpmExrz33O9qaD02rlgsZLEokFxjVZRY++8ESyoqH9sUEwwY/fKCPeGL6DFIXOiJHI28AoaozqqneV12Oq7Qo5+1DXb2kYlKhVzIzCfYnCPbHKa50jrid02PJuk2+0SwKRRVOlFGMN+Oh5dAgiaieJViEinoPTq9FBosTyPHDO3n8gW9z/R0fo7isBkVRKCyp5NqbP8j6K24jEgqQSETP2GxoFis2uxOHw4PN4UJRFOKxSE5iNdHwIE/+/ru4XF7mLlqLqmk4XV5WrL2OhcsuYTDQSyIWIZmIo6gamsWK1WrH7nTjcHpQ1fS8pbX5EFOiAjUC7SeP8Nj93+SO936eqroFCCHw+ou5fOPdrL70JsLBfuKxCKlUEk2zpM+jzYnd4cLh8iCEghACTZt+fboyWJRILiBKizS++IlSbrjcMyRQTKVMHn5ukFe3hafo6CSZSMYSpL2osj8YrU4HmmPyy9fGgqKqVF60GFexP6ft9WSKYFv3jFF6lUjOJzQQp78rypzF/hF7wixWlapGL1abSiI+OWXXNodGVYNnUvYF0HIkQCiQwO0fuZSwvM5NeZ2b3vb82zlI0hiGzo43nqa/t4O33fUnzJm7DE2zoqgqXn8xXn/xiK83TZNkMk4ykVtFUk9XC/f/9D/YcO27WH3ZTbg9BQghsDvc2B3urK/X9RTxWATTmF5VNKZpcPzQDu774b9w412foHHhRdjs6WDa7fHj9vizvN4klUyQiEennfukDBYlkgsATYXqciufv7eE991WgM16bvbJNE1OtCb48e/6CEem1wB8oZMMR3LeVrWmyzp7Dg5fCjRdcJUWUn/5GoSaW9lbPBim/8TMUnqVSM5GT5m0HBlk+YZytCyqo3ULfTjc2qQFi3a3RkV99ol6vgj0xmnaP0BZrWvEwNlqV1m4poS9m7qH3WY2YGKSSiVInAq49FSSTFWIab/OOIlEDD2VHFbwyzB0kok4QgiSiXjWwMowdE4c2cn9P/pX1my4hYXLLqGsqgFNs6AI5ZwsnmmamKaBYRhEw4O0nDjAob2bOXpgW86ft7+nnace+gHNx/ey5rKbqalfjMPpQVHU864HE9M0MQyDZCJGT2cLRw9uZeebz+boB3kqADt1XpOJBBlPbB5pP3mE3/3sv1i6+ipWrLmWqroFWKy2M5nDtw7NxDh1LmOREO0tRzh+aAd7d7w84cc4WmSwKJHMcCpKNObV2QhFDCIxg2TKJKWbqIrAYROUl1i47CIXt1ztZcVCBxZNDKneiMVNvv/bXl7bLrOK041QV29afCCHbRWLRsWKhRx74Y1p97A5G0XTWHDTlRQvbMhZdS/S3UffsZMTfGQSycRybE8/qaSBZhm5XLx6rpfiKheB3skpu65u9OIvnjzl0UgwycGtPazZWImqDj8GaBaFpZeU8uQvjuSkoDpTCQX6+M0Pv4TVlv4OwsFAxmCoo/UYP/yfv0BVNUzTJDjQk/H99m5/idYTBxCKgmEY9Pe0ZT0G0zTp7W7l6Yd/yOYXH6SiupGahiUUFlficvtRFIVkMk40EqKvu5XujmY6248T6OsiEgmO+pkTj4XZ+cYzHN73JsWl1dTMWUR59Vw8vkIsVjt6KkU8FmYw0EN3RzMdrccY6O0gGOhF13MrSw6HAvzy//4RizVdcaOnkvR0tY7qOEePSaC/i9eevZ9dbz5LeVUj1XMWUlJWg9tbhKpppJIJYpEQ/X0d9Ha10HbyMIH+7jM9jdMNGSxKJDOcDatdfPefq0npEI4aJJIGyVQ6m+h0KJQWatisYthJuWGYPPhMgO/f30dMKqBOO8Ld/SRCEey+7CViQlGoWr0Ub1UZgy0dk3B0o0coCnOuWMPiO647Jd6THdM0ad26l/ig9P6UzGxaDg8y0BWlfM7I97OnwMaKy8s4uruPia5JEwIWrSvB6Zk8dUlDNzm4rZf+rhjFFcP3ZwohqFvkZ9GaYrY82zad18DGha6n6O5oyrpdMhGjo+Vo1u0ioQCRUGBMx2LoKQb6Ohno62T/rtfG9B6jIRIK0BwK0Hxsb97f29D1M3Ydk41pmgQDvQQDvRze98aUHEO+mDlKCBKJZFgsFkFpkUZ9tZUF9XaWzrOzsMFObYUVu00ZNlDUdZOte6P8+3e76A9IS4LpSGwgyGBbV07KaEIIvFVlNF5zMap1+jXJKxaNqtVLWPORt2Pz5l7yFg+Gad60Az0pRS4kM5uB7hjH9vTnYBuhsOTiUjxZevrygbfIxvyLilCzlMbmm9Yjgxzb3Zd1O5tDZcPtdbh808cqQSK5kJDBokRygaIbJpt3Rvir/2pj7xFplTFdiQ0M0nukKWcZbUVTWXTr1dReshKhTp8h3uJ0sPDmK7n0sx/EV1ORc/mpaZh07z9Kz+ETE3uAEskkEAklObS9l0Rs5MU5IQQNSwuYuzJ3teCxUr+kgLqFI4vuTASJuM7mJ1pIJUcuuxNCsHh9CWuuq0QZoWRVIpFMDNNnJiGRSCYF0zTpD6T46e/7+fAXm3lpS3jWlvbMBgxd5+TmncQDuXuuuUqLWP/J9zJ342VTnmHUHDZKl8zlir/+KOs/+V78owgUAWKBIPsefIZkWKohSmYBJuzd1EV3a3bhKptD4/p7GnH5Ju4etjlVrn13AzbHxPsrZmLv5m4O7+jFNEZ+CLm8Vm7+8HwWrhlZmVMikeQf2bMokcxwEkmTUNhAUwWqKlAVEMpbRgumCboOSd2kbyDFa9sjPPRsgD++GGRgUJaezgS69h6h59AJqtctzynQEkLgqShh/SfuxltRwqEnXyHU2Ys5jHJevhGqgsVup2RhPXOuWEvNxStwlxaPyjMSwEjpnHhlK+079k/QkUokk093a4Tdr3ZS1TjUwuh85q8qYv0N1bz0hyZSifwKX6ia4KKrKqY0ABvsjfPSH05QM9+HO0uZacUcD2//08X0d22j/URwwns5JRJJGhksSiQznBffCPO+v25mUYONqjILJYUaPo+K1SIwTQiGddq6Uhw6HmfbvghNrUkGgrrMJs4gov2DHH7yFcqXzcfidOT0GiEEzkI/K957K9XrlnPs+TdoeWMng62dE9L7JxQFu9+Dt6qM0oUNVF60hJKFDdj9XpQxlsP2HD7BvgefJiGzipJZRCKms+WZVjbcVounYGSRJ4fLwo0fmEd3S4Tdr3XmNUCqX1LATR+ej9NjnVJ/8x0vdbDiigrWX1814oKSogrmX1TE+/5mOfd9dTcthwcn/TmmaoKKeg92p8bR3X2Y00+4UiLJO2KkPhghhJxOSiQSyTRAc9i46gsfp/6q9WPqLTIMg3BnL33HTtJ98Djd+48S7OghFYuRiiXQk0mMlI5pGG+VhIm0iq5QBIqqomjpP6rVgmqzYvO48FSU4K+tpLC+Gnd5CZ6KEmyekb3TsmGaJuGuXl78r+/TunXvtLYBkUjGgsWmcO8/r2bDrbVZ+/BMw6T1WJAf/8t2DmzpHneAIgQ0Li/kA3+7goZlhSijzPgf3d3Hlz/+CsH+/FlZNCwt4JNfXktVgzfrtoZhcvJggD/+9DBbnmklGppY4SuLTaGg1EHdAh9rNlaxcHUxh3f28Z2/eQM9JccmyezANM1hBwKZWZRIJJIZQCoaZ+evH6Nwbh2+6vJRB2OKouCpKMFdXkz1uuUYqRTxYIRo3wDR/kHiwTCpWBw98ZbRs1AUFFVB0TQ0mxXNYcPisGPzurH7PdhcThRNRWgqiqqmS5/HmaIwTZNIbz/bfvYgbdv3yUBRMitJxg1eeOA4i9eVUFThGPF+FoqgqsHDh/9hJQ98Yx+7X+scc4Dk9FhYcnEpd31qETULfKMOFCeKE/sHeOKnh7nnb1Zgc5xvzH4uiiKoXejjA19cweJ1Jbz8YBNNBwaIhlIYWXofsyLS3o5Wm0pBmYM5i/3MX1nE/IuKKK1xYbNrCCXtlymRXCjIYFEikUhmCD2HTrDzV4+y5iNvx1VSOKb3EEKgWjRUi4bFYcddOrb3mSjC3X1s//lDHH7yFUxd1nhJZi/H9vTz6iPN3PiheVhtIwvMCEVQNdfLB/9+JVuebePlB5s4sX8g5z5Gp8dCw9ICLr2lhhVXlOMvtg8JyAzDxDBMNG3ytQ8N3eT1x1qYs7iAK+6ow5LtfAiBy2fl8tvrWHpJKUd397P9hXaaDgzQ1xkl2BfPaZ1JUQR2t4bbZ8VfbKewzEHVPC+Nywspr3XjKbTidFlG3W8tkcwmZLAokUgkMwTTMDjy1CsYyRRrP/4u3KUTL6s/WRi6Qe+RJt78/m9p27YXIyXFlySzm0RM5+lfH6VqrpfV12RXCRZCUFDq4Lq7G1h7XRVHd/dxeEcvJ/YN0N8VJZUwMAwTRRGomoLTY6F8jps5i/3MWVxAzVwvTq8l43503WDXK530tUe59u6GifrIIxIJJfndN/ehqoINt9WiWbMrtCqqoKjCSVGFkzXXVjLQEyPQE6OvM3omaIxFUqSSBkKIdNbQruL0WHD5rPiKbLi8FpweK95CG06PRdpzSCTnIYNFiUQimUHoyRRHn3sdI5Vizb3vwFtVhlBmrguSaZrEg2FObt7Jzl8+Qt/xFll6Krlg6O+M8uB39lNe585JHRXSQaO/xM5FV1ew4vJyDN0kFkkRj6RIpQxUTcFmV7E5NVRNoKgCRRHDvrdpmpzYN8Afvr0fT4GNa95VP2WZtIHuGL//9n6EIrjslhpUi5Jzyb2iCgrLHBSU2pmz2I9ppD/b+cOJEIBIn8f0W4spFfiRSKY7MliUSCSSGYaR0jn24hvEQxGW330zFSsWolpm3nBuGAa9h5vY+7snad60k9jA4FQfkkQyqZgmHN/Xzx++s5/3f2EF/hJ7zq9NZ8oEWMBqV6FwZGXV4ejvjPLQdw9wfG8/1fN8hIPJrDYWE0lPW4T7/3cviipY/7bq9GcbBaeDS6HCWyZSEolkrMy82YVEIpFIMHWDljd20XukiXnXb2DRbdfgKS9B0abGXDtXTNMkFYvTc7iJ4y++yYmX3yTU0TPVhyWRTBmmAW881YKiCt7+qcWU1Y1PTTjn/ZomA90xfvGfu9j2fDuGYRLsj9PbHpnSYBGgryPKz/9jJycPBbj+nrlZRYAkEsnEIYNFiUQimcFE+wLsvv9xWrfuof6KtdRfuQ5PeTGqzTptJlemaaInkkT7Bug6cIzmV7dz8s1dxAPBt2w6JJILGD1psunxk4T647znL5dTPdc7ob1zhm7SdHCAh79/kC3PtJ5REQ0FEvS2R6hd4Jvy8SM0kOCJnx2h6UCA2/9kIY3LCrDaR1ZKnQx03SARlz3VkgsHGSxKJBLJDMfU0+WcA83tHH1uE3WXrqJq9VIKG2ux+3Prg5oI9GSKYEc3gy0ddOw6SMubuwl29BAPhmVfokRyHnrSZPdrXUT+aRt3fXIRi9eXZFUFHdN+Ugb7Nnfzu2/t4+iuvnO8AhNRnZ62CIZuompTv9iUShrseb2TzuYQG26r5bJbaymvc0/JmGaaJn0dUfZs6uK1R5rRdTmGSS4MhDnCA1sIIe8EiUQimYHYPC7c5cWULGykYsUC/LWVOAq8WD0uNLsNJU+iOKezhqlonEQkSiwQZLC1k/7jLXQdOEawrYtI7wCpWDwv+5NILgR8xTZWXlnB9e9tpHqeF20UQi/DkUzotB8P8vKDzbzycBOB3sz35Mb3NnL355ficFky/v7o7j6+/PFXCPYnxnU8o0VRBeV1bta9rYq1G6sor3Njd2oTFjiapomeSpfqnjwcYPernex9vYv2plDOliUSyUzBNM1hbyQZLEokEsksRygKFocNT0Up7vJinIU+XKVFOIv82NwubF4XVpcT1WpB0VQULV3qZegGRkrH1HUMXScZjZOMREmEoyRCYWKDIaK9ASL9AWIDg0T6AoQ6e9HjCUzTlNlDiWQ8CCgqd6ZVT68op2FJAU6vBYs1t8DRNE1SSYNoMEV7U5BNfzzJjpc66G6JjGhev2B1ER/6h1XD9i02HQzwnb95g3AgOeaPNh6EgIJSB3NXFrL0klIWrC7GX2zH5tRyPjfnczowTMZ14rF0drVp/wDH9vRzbHcf7SdC6dJTOaRJZikyWJRIJBLJOahWC6pFQ6jp4FBR1bRcvjhXYv900GeaJqZuYOjGmeDRSOnoyZQMCiWSCURRBW6flZr5XhasLqZmvo+icif+EhsOtwWLTUXTFHTdIJkwiIWSBHrj9HfHaD4Y4OCWHk4eDhDoiZ1TcjocFquCr9g+bM9kMqEz0B3DnAbJNbtLw19sp6LeQ/0SP9VzvXiL7HgKrHj8Nqx2Fc2ioFkUEOleTT1lkIjpxKMpIsEUoUCCYH+c7tYwHSdCtB0L0tUSJhJMEo+k5PAmuSCQwaJEIpFIJBLJLMBiVXB6LDg9Fqx2FdWioKgCU09nxxJxnWgomQ52oheWEItmEdicGg6XBZtTQ7MoqGraa1IIMIy3AsZkQicR1YlF9bRHZXIaRL8SyRQhg0WJRCKRSCQSiUQikQxhpGAxPwoHEolEIpFIJBKJRCKZVchgUSKRSCQSiUQikUgkQ5DBokQikUgkEolEIpFIhiCDRYlEIpFIJBKJRCKRDEGb6gOQzH6sFsGKhXYc9pHXJgwDdh+MEghdmIpkqgLz5tgoLZrY2/J4S4KT7VPjjyWRSCQSiUQimTlINVTJhFNRovHCzxuZX28fcbt4wmDjh4/x8pbwJB3Z9MLtVPjel6p5zy0FE7qfL36ljf/6frf0jpJITuF1K6xY6ODKtS5qKqzYbYL+gM6uQzFe3RrmaHOc1IXlQCCRSCTjwmoRLGywcckqF0vn2fG6FWJxkyPNcZ7fHGL/0TjhyIWZHJiOjKSGKjOLEolEIrlgqSqz8NkPFvPum/wUF2hYLQKhgK5DJGZw+EScf/tOJ488P4guA0aJRCLJitUi+MAdBXz2g8XUVlpx2BQUFUwD4gmTj70rya8e6efrP+1hYFAOrNMdGSxKJBKJ5ILEYRN84eOl3PuOwiFl8ooGPrfKmqVOvvzXlfQO6Bds1YNEIpHkiqrAjVd4+LfPVVBSqCLEWQkrFZwOwbw6G395bynRmMmXf9AlK52mOVLgRjJJDJvdlkgkkilh5WIHd9/sz9pPPbfWyofvKsTnkY9MiUQiGYniAo1P31NMaZF2bqB4Hk674MNvL6ChxjqJRycZC/LJJ5FIJJILDlWB1UscFPnVrNsKIVi3wkmxXxbjSCQSyUg01lpZ2GDLup0QgpoKK4sas28rmVpksCiZJGSNgUQimT4oimBunW3Ele+zKfarE65ULJFIJDOduiorLmdu4YXDJqgpt6JmX7OTTCHyySeRTBMSSZMnXwkSi5sU+lUKfSpet4rDrmC1CCyawGoR5/xdVcl5siuRSN5CCPC4cp+hqKrIeQIkkUgkFypup4Km5jYvEULgdimoikDXZVJhuiKDRckkIQOabCSSJr9+dIAHngigKqCoAk1NT2h9HhWvW8HvGfp3j1ulwKty5ToX5cWWqf4YEsmMIRbLXbbdMEwio9heIpFILkRicRM9x6HSNE0iUQPDkIHidEYGi5JJQg4EuZBImiSS556rnv7hZaUVBayawONW+dVXamWwKJHkiG6YNHckc96+L6DT3ZuawCOSTBfsNkF5sYainLvIGYkadPak5NNMIhmB9u4ksbgBZK/ciCdMWjuTs9LH1u1UKC7UOG8YYWBQpy8wsz6wDBYlkhmMYUAsYUJYJ5mUUxiJJFd0Hd7YGWEwpON1jzypMQyTF98I0ymDxVmPAC5f4+KrX6gcUkr33OYQn/v3tiELehKJ5C32H41z7GSCipKRF69N0+RIc4KdB2KTdGSThyLg3Tf5+dyHSlDP61744QN9fP2n3TMqQJbBokQikUguSHbsj/Ls6yFuudqLRctcKn96QvOLh/sZDMky1NmO1Sq4fLWbJfPsQ/rBDzXFkS3iEsnIdPel+OUj/axcaMfpUDLqKpimSThq8PMH+zjRmpiCo5xYPG6FK9a6WDx3qIhayRlLkZmz6CS79SWThHzCSiSS6UX/oM5/fq+LFzaHSCSHBoK6bnLweJx/+Ho7m3dGpuAIJZONw65w8UqnFA6TSMZIImly32MD/OQP/QTDBqZ5blBkmtDRk+Lbv+zlhw/0Yc6cmClnivwaKxc5Zs04IjOLkkliFo4GEolkxvPGrggf+kIzGy/1cN1lHuoqLdisCm1dSV56M8QTLwc5cCw+Kyc0kqE01lqZP0f6vkkk46E/oPOF/27n8ZcGueZiN8sXOvC6VEJhna17ozz4TIBt+6LE4rNzYF02305NxezRkJDBokQikUguaNq6Uvz84X5+8/gAqiJApPsUE0kTfQb1lUjGz0WLHBQVSNM3iWS8hCIGf3wxyNOvhtC0tE2GaZqkUsz6vt9LV7lw2mdP8aYMFiUSiURywWMYnFrlnt2TGMnw2G2CFYscuByzZ5InkUwlpnla5R0ulLHV7VRYsciB1TI7SlBB9ixKJo3Zc9NIJBKJZPZRUqixZuns6TOSSCSTT22lhUUNQ4VtZjIyWJRIJBKJRHLBU19tZW6d7FeUSCRjQwAL6m1Uls2efkWQwaJk0rgwyg8kEolEMjNZu8wpS1AlEsmYUVVYv8I1xKN1piNHRYlEIpFIJBc0Fk1w2UWuWdVnJJFIJhenQ+Gyi1xTfRh5RwaLkklCPoAlEolEMj2pLrewoN7GLGozkkgkk8yCeht1lbOrBBVksCiRSCQSieQCp77aSk2FZVaJUkgkkslDAEvm2ikumH1GEzJYlEwSsmdRIpFIJNMPiwZrlztxO6W/okQiGRsup8La5U7sttkXWs2+TySRSCQSiUSSI3abwuWrXbIEVSKRjJkiv8q65c5ZOY7IYFEikUgkEskFS2WphXnSMkMikYyDxlobNRWzr18RYFoU1ioCCvwqxX6N0iKNhhordZVWyoo0igs0PG4Fm1VgtQhME5JJk1jCJBDSGRjU6epN0dKRpLUzSXt3iv5AioGgzmDIwJxF1Y8uh0JxgUppkUZ1uZXaCgvVFRbKijQ8LhWHTcFuE6gqJFOQSBiEIgb9gzo9/TodPUlOtqXP00BQp3cgxcCgTkqfjKPP71KLEFDgU6kotlBfY2VunZX6aivlxRbcTgWnXUFVIRY3icYNuvtStHYmaWpLcvBYnPbuJJ09KcJRI6/HJZl8NA2KfBqF/vS90Vhro7rcQkWJhdJCFZdDwW5LXw+pFCSSJpFo+r7oHUjR2pWkqTVBa0eS7n6dnv4UobAxowunlVP3R3qssDB/jo3qciuVpRqFPg27TWCzpsfT+KmxtKM7RVtXkr2HYxxrSdDZnaR3QMeYySdCMmpcDoXKUo2qMgtz62zMm2OjstSC163gdihYLIJkyiQaMxkY1GnvTtLUluDg8ThtnelraCCoz4hnrxDgcSlcsdZFWfG0mA5JZgiaBiWFGlWlFuoqrTTUpP8UFWi4HAouh4IQEI2ZhCI63X0pmtuTHDuZ4GhznM6eFJ29KRLJGXCjSEZEEeBxK2y8zI3XPTtL2adsdLRZBZWlFlYtcnDlehcrFzqoq7JSWWpBG8e5DgQNWjuTtHYlOXA0xta9UXYfjNHcniAQ0kml8vcZJhqbVVDgVVk6387V690snWensdZGXZUVp0OMOfyKxU26+1I0tSU4djLB/qMxNu+KcPhEgoFBfYICqNwGRH2EmakQ4PeoLJln5/Zrvaxe6mRhg42yIm1Uaf9E0uREa4J9R+K8ui3M4y8N0tSalIHjDMFqERT4VOqrraxb5mT1Ugfz6mzUVVopLdJQxzh+RGMmzW0Jjp5MsPtQjGdfC7LncIyegdSMGDc0FYoKNFYtdnDD5R5WLHAwvz59fyijqCExTejpT3HweJym1iSpPEaLsbjB/Y8HeG5TKG/v6feofOqeIubNmbjMUCJh8qPf9bF5Z2TC9jEWPvmeItatcGb8nWnCGzsjfPe+3qzv47QLGmttXHOJm6vWuVm+wE51uQWLlvvAqhvQ05diz+EYb+6O8OzrIbbtjU6LwFFV0pL2DruCz60yr87KvDk25tfbaKixsqjRjted/SZZtcjB9/+1ZsTn1HgIhQ2++YseDh6PZ93WYRP82QeKWdRoH3YbPWXytZ90s/dI9vfLBadD8IHbC1m/MvM1dzaGYfKVH3az72ie9m0XfPjthaxZNvy+e/tT/M/PejjZnszLPs/n9Lz1ynUuLl/tZtkCOwvqbbhdyqjmY4MhgxOtCXbsj/LcphCvbw/T3J4knpg+gaMQcNdGH7dc4524nZjw2vYw3/9t38TtI49oanoccToU/B6V+XNsLGq00VBjo77ayspFDuzW7FfCTVd4KC/WJmwhtrMnxVd/3E1Xb/4mLpMeLGoqLGiwc+dGL7dd46O+2orPo47qoTQSfq+K35sOKK5e7yYcMRgI6uzYH+XFN0O8uSvKjgNRwpHpGxioKixutHPTVV6uv8zD4rk2CrwqVovIi1Kbwy6orbRSW2nlsotMYnGTwbDO8ZMJ3tgV4eUtYTbtjNDRnUSfxNOk6ww7WNqsgqvXu3nPLX6uXOemokTDoo3tfNisggX1dubPsXH9ZR4+dFcBf3whyK8f62fXwRjG9L00Lmg8LoUVCx1cusrJdZd6WNRox+9JD9xCiHH3CTgdgoWNdhY02LjuUjcfurOAXQdjPPL8II88F6C5PTnlk97hKClQue1aH3dd7+OiJQ6K/BqaypjuDyGgtMhCaZGFy9fk9zgHQzq7DsTyGiw67IIbr/CyYfXEeVuFIjrPbw5Nu2DxynVu3n2TP+PvTNOkuszCT//QRzSe+cJVFZhbZ+MDdxZwx7U+aistpzIio79uNBXKSyyUFWtcvsbFB+8o5PnNIX7+UD+vbA0Rjk7OzSPEWwuLtZVWqsvS1ScLG2zMrU0Hhz6PisMusNuUUZln11RYef/t1gk79u6+FPc/MZBTsJhMmVy02Mk7b/ChKJk/g2maPLc5xL6j8byMXQVejffe6ufyNe6s25qmyctbwuw/lp99+70q77zRz5Vrh9/33sMxvvLj7vHv7DxUBRY12rn1Gi93Xe9jbq0Nj0tBHaPxus+jsmKhg6Xz7Nx+rY+mtgS/fXyAB58OcOhEfJKqvUZGEbBqiYMP3Vk4YfswDBNVFdMyWBQCFAUKvSp1Ven5cl2lhUUN6TlCdbkFr1vFaVew2QTqMPdgJpbOd7B0vmPCjv3wiTg/uL+XruzrhDkzacGiELC40cbH313ETVd6qa+2jvlGyxWLJs4Ej3OqrNx6tZfu/hQHjsb5/dMDvLA5zOETcWLTZDXHZhVctMTB+28r4IYrvNSUW9DyFEQPh6IInA6B06FQXmzhklUu7n1nIcdbEtz36ABf+XH3pK12ReMGyfNKMhQlHTh/6r1FvPNGP0V+NW/S5kIIXE7B0nkOFjXYeccNPr73m15++od+OnpmQCrpAsBuFTTUWrnmYg/vvMHHgnobxQXahI4dQqRLNMtLFMqKLVy13sW97yjk+7/t5Q9PB2jvnj7XhtelcN1lHj7zgWLWLnNit+VnQUky8xFCUFGSbu1oahuaaSkr1vjgnYV88I4CFtTb8nZPnb5/KssU3nurn+s3eHjmtSD/+b0udh+KTdiCS1mRxsbLPCybn57M1VVaKfKr+DwqbqcybEA1U0npsPdIjNuSXhy2zJ9NCMHiRjuami4dHi+VpVrOvZ1CCNYudfKLh/rzEvz4vSoN1SMH6ifaEnT35W98FgLmVFn5+LsLeccNfuoqrXlLbACo6uk5qoMlc+188M5CHnhigO//to8TrYm87UeSO3NrrWxY42L5AgeLG21UlFoo8msUeNMLTBfq83VSgkW/V+WujT7+6qMlp0xvp+Zkq6qgvNhCebGFK9a6ONaS4N6/PclLb4an5HjOHNep1d1P31PEO97mp7xEm9IL0u1UmVtrQ9PEpNbTR2LGOQ80m1Vw10YfX/xEGUvm2VAm8JyoqqChxsY//3k5l69x8y/f6uDN3dFpm0mazQiRXnm9aImDD9xewJXr3NRWWKZksicEWC0KKxc5+OoXK7n9Wh9///V2tu6NTnkGuqHGyt9/qow7N/rwe2Znn4RkfKQzfZZzgkVFgcVz7fz7X1Rww+WevE5+z0cIQUmhxntuKWDFQgf/7xsdPPbCINFY/gfWK9e5+el/1cy6oHAkdh6IEo0ZOEaQ6l8y146mpXUMxstFix24XbnXtK9Y5MBhVwiGxz9Y1ldbKfCNPM5t3xdFz1NWzudRuOM6H3/6vmIuWuyY8OtK0wTz59j4wsdLue5SD//1/S6efCU4ravgZiPvv72Av/9U2QU1juTChAeLxQUqf/mRUj50VwGlRVMbBJ2NEJBKmXmt6R0LNqtg42Ue/vIjJVy80pm3UtPx0tGT5KlXg5MaLEVj5plg0WIRvOcWP//y5+VUlVkmNFA8G5tV4foNHvxelT/9lxZ2Hpi4lXBJZvwelb/9RCl33+ynvMSCqoytnDLf2KwK117ixuep4rP/1sYbuyNTEjAKYH69jf/4fAU3XzWxk33JzKbAq1JZqiFId40LARevcPKlz5ZzxRr3hFf3nM2iRhv/+fkKfB6Vnz/YL4U98sDR5gTBkEGhb/ht6qqsuBwK0dj4o6jlCx3YrLkHi+XFGtVlFvYfG3/f4oJ6+4glw6ZpsidPmetCn8pf3lvCve8sotivTmrgoCiCNcvSi5P/d18v3/plD4MhGTBOGvJxmpEJtc4o8Kr82+cq+PMPFFNWbJkWE77T6Do8/VqI4y1Tl+r3uhW+8PFSvvcv1Vyx1oXNOrZekXxjmvD85hD7j8Ymdb/RU5lFq0Vw901+/vWzFdRUWCd9hceiCS5d5eSrX6xiQb2UU59sdMPE61ZPiV1Nj8WT06iqYO0yJ//z91WsH0ZYZKJZvtDO1/+uktuu8WK1TI8xQzI9UVXBwgY76qll4TVLHXz1i1Vcuc6Npo2/z3c0CCFoqLHy75+r4NZrvLPSi2yy6RtIcaR55ECs0KdSWzH+PkufW2FRo31UAoTFBVrehKeWzLOPuDA2GDI4muVc5EJjrZWvfKGSz32ohJICbUoyTIoQ1FZY+ftPlvFPf1aO3ysrRyRTy4RlFn0ehb/+WDqjaLVMPzvHjp4kDz4dmDL1qaoyC1/4eCkffWch9hFKSKaCYFjnwacHJ301KxI10HW44zof//rZdEZxqhBCcMUaF//y5+V89t9baeuaPn1qs53BkMF9jw1wy9VeKkunn2eRoghWL3HwH39Rwfv/unnClPcyUVNh4St/U8lV63PPCqVSJn2BtHT7oRNxWjqSBEI6iYSJxQIel5q216izUVKkUezX0LTxZXNN08Qw0n3I0ZhJLJ628Tl2Mq3AnE8MMy2cEwjqWCwCq5a2D5JBdJql8+1YNUFthYWvfrGKtcsmvqRuONJlqelF5BMtCbbtk6X+42EwZLDvSJxrLvYMG3z7PCoNNVa27YuOa19VZRYaqq2juq88LoXFc+388aXBcSlKu50KjbXWEVWdT7Qm6Byn1sDiuTa+8jeVXHeZZ1TCRxOBEGnlzU+9twi7TfBv3+mitXPynjUm6TnZwKCORUtXe6UXb+XYeiEyIcGiIuCmK7186M7cA0XTNDFNSOkm4YhBZ2+Krt4U/YM60ZhxpmTFoqUVzAq8KkV+lbJiDa9bRVXFqXK17BeyaZps2RNl18HxDZ5jpaxY4x8+Vco9t409UDRNExMwdDBOTcxME3TdJKWnFVU1VaCcKuFTFHIu5zvSFGfzrkieH+LZ9xtLpNX7/uLDJVSXjxwkmGb6c8YTBm2n/DX7AulrJaWbWDSB161SXqxRU2HB71XTK+nkPtCpquBtl3t4901+/udnPVPeo3YhsXVvhNe2h3n79b6cvi/z1MWq6+kxJBI1aOtK0dOfIhDSiUTTWWtFEdhtgkKfSnmxhaoyC06HMmrlUFUVXHqRi/fc7Oe/f9g9KV6EmgZ/8u4irlibPVA0TRPdgJaOJA8/G+CZ10PsOhAlEEyfB91Ij7dpxTeBRQOvS2VBg43rN3i4/Rov9TW2nM9LMmnSN5ges9u7UnT0JOnoSdHSnqSlM0FbV4q2zrQ9TSjPPTiBQZ2v/Kib3z0VoMCbFjTxuBR8HjXtDehU8bkVvG4Vt0vB61KxWQVCST+r0uPk7J38NNZaKSnU+MTdRaxf4Rzxs54O8hNJM+1B2pmkqzdFJGYQT6SVC532tN9vXWX6fa2Wt54zuSCEYG6dlU/fU8xf/39t9PTnp8nMMNNtDGOZx6oKOX0GwzDR9VyNoEZPMmWO6rkbiRkcaYqfeeZlwu1UqK20IgTjeqZXV1gpLxndlFFRBIsabbgdCgPBsd/3pUUapYXDtzGZpsnJ9iS9A2MPFitLNb70mQquvtidc6B4+n5J6Sa9AzrN7Ql6+3WCYZ1E8tTzxioo9KuUFVuoHsPzxmZVuOfWAoJhgy99qzPv4+dwGAY89OwgrZ1JvG4Vv0fF50mPox7XWT9dKl6Pkvb6titn5uGaKia1zD1f6DpjHkfS32v271bXzQl1GhjtOJILExIs1lZa+PQ9xTmb3CZTJkea4mzZE+H5zWF2HYie8fuLxdMPAMNIB0eqItA0sFvTnklul0JNuYVl8+0snW9nUaOdmgorxX512As1kTT5w9MB+gOTr0/scqZLT993eyEux+gDRdNMZwma25Mca46z61CMk+1J2jqT9AX0M+dKUQQOu6DYnw6W6muszK+zUVuZ9rIsGuH8/PGl4AT0cma/csuKNL74J6WsWTr8yrdppo2gt+6N8uzrITbvitDcliAUMYjF0xNh00g/pGxWgcupUOhTWbPUyW3Xelm3zElZce69sx6XwkffWcSjzw9yuEmqk00WwbDBLx7q58YrvLgcI01u01mlprYEx1sSbN0TZfv+KC0dCQJBg0g0Pck9HSApIh3oOewKbqdCWVFa5v/aSz2sWeKg0J/7kGjR0r5fDz83yIE89OSMhBBw6SoXH76rEIsl+7Ubihj8/qkA3/plD7sOxIiP2B+W/l0gaHCyI8mLb4T5xUP9fOiuQj58V2FOJVDPbgryz9/spKM7RSiiE4qkz/tkZI1iCXOIFUdamCg9Bpz+abMqWC0Cq1XgcaoUeFVqKix8/iMlNNbO3nLzOVVW/uHTZdx2jW/EMr5INB14PL85xDOvhzh+Ms7AqXsomTLRdROhpK97p13B7037jG28zMP1GzzUV1tznmSriuDWa7w8/0aInz/Yn5fPuX1flM/9e9uYJnnXXerm9mt9WV+793CMHzzQRyoPyqKZiMZHV0ppmnCkOc5gUKeoIPPYpWnp8l+HXSEyRi9hVYWVC+2j6lc8zZJ5drxudVzBYnmxNuJ8MpmCQyfiRMYonOT3qnzh46Xceo035x7weMLgwLE4L2wO8fKWMAeOxxk4K7mh6+mA4/TzxuVQKC3S2LDaxbWXuFm9xElJYW7q7l63yifuLuL4yQTf+03vpCxOQvp633v43HYki5YeQ23njK8KVqvAYRMU+tIKzHdu9HHnxhGaaacpj780SHd/akyti++/vSCn9pTnNoV45PlBdH1ivsiBoE5PHlWBYYKCxduv9bF6iSN7dG2YNLcl+e59PTzwRICm1kQO0fapiQ1vbbjnUIzHXwoCaUGdubU2Fs+1c80l7jPBgceV7u0xTZODx+M8vyk0qR6CkBaz+eR7ivj4u4pwjiJQNE2TYDj9IP/90wFefCPM4aY4Xb2pUU3GFAVKCzXmVFtZUG/jyrVu1i13Ulmq4fOkm7i7+1I89ExgDJ9u/Cyea2fx3OENhvsGUjzxcpCfPdjPq9vCWVbYTMJR6AvonGxPsvNAjF892s+aJU4+/b5ibrvGm5PNgBCChQ023nWTn//6Xte08D+6EDBNeGlLmE07wly93n1m8cA00+NGd1/qzIP61W1hDhyLj8IXNH0/dfXCsZMJXt8R4Tu/7uXSVS4+88Firlzrzvn+nFtn486NPr46wRYzxX6VT7+3mIrSkYds0zQZDBn867c7+f5vewmMoZQ8mTLZdTDG336lnX1HYvz7X1RQXDDypGbdcidz62y8uSsy6eNqJkwz7dma7Tsp8qu877aCWR0slhdbuPcdRcP+PpE0eGNXhP+7r48XNodo7UxmWdozCQQN2rtT7D8a55HnBlnQYOP9txfw/tsLqCrLTZ+gyK/y4bsKeerlIJ15WJw82pzgO81jMxZz2hVuuyb7xPZ4a4L/u693WpmnHz4RpzcwfLAIMK/Ohtc19mDRognWr8jsY2qaJqGIgcuR2Z6kujy9WN08xnL90/YVIyk+R2PGmCvFHDbBx99VyIfuKswpUIwnDN7YFeWXj/Tz2AuDtHRk+1zmGTXY4y0JNu+M8N1f97J6qYNPvqeIG67w4nNn7z33uNKJhh0Homzeme/Kr9xJptKLryN5CFgtgpoKy4wMFt/cHeXN3WO7ltYuc7JuuTProtP2/VG+++vevNjZTBZ5DxbdToWbrvJis2Yvk9q+N8o/f6uTp18N5m3w7enX6emP8ObuCPc/MUBtpZWLVzq59mI3V6x1U+hTeX5ziJZJrP2GtzIDn3pv7oHi6VKy3Qdj/OD+Xp58JcjJ9uSYVeQMAzp6UnT0pHhjV4TfPRmgvERjzVIn117i5sp1bvYcinHoxERkScZejmAYJk1tSf7ze538/qkAvQP6mAbKaMzkla3pQLu1M8lH3lGY0yCtKIJbr/byowf6ppXH3mynP6DzuycDrF/hPKXmZ3LoRDpAfOzFQXYeiBEI6nlRVQyGDZ56NciBYzE+88ESPvL2Qnw52FFoquDmq7z84qF+TmadNIyddSucXL7WlfVaTSRNfvpgH//3m95xy9XHEia/fKSfqrJ09s3jGv58FHhVPvqOQl7ZEuJE6+SOrZKxcbpK4zd/TPvpHj+Zy2LtUAwT9h+N8+/f7WLngRj/8fkK5lRlDxiFEKxZ6mDlYgdPvhwc46eQtHen6OhOMn8EIZk5VZa05UXP2PZR6FOZV5dZJCcUSfeY33NrAc4MVSBOu8LSeXZefGNsFmUWTbCgwTZi+XQ4arD/6NjmLZevcfGJ9xThdo48LzsdFP/swX6+/pNuTrQmxrx4HI4avPxmmP1HY7z/9iif+UAxNRUj3zNCpAOwz3ygmM/9e5v0gpZMKnkPFhtqrCxqyO6l2Nmb4h/+p4OnXw1OyEq0bqQngKfT6Pc/PsC8OhuXr3XxwqbQpK/K1JSnJ1x1lbmrkgWCBr97aoD//mE3h0/E83qeDCM9yB9pSnCkKcHDzwaoPXVs00mm2TBM9hyO8cWvtPPUK8FxZ/ZM0gHzv32nk1jC4HMfLMFhzx7ILqi3c8lKF79/emqyrhcqT7wc5JarvWia4NeP9vPSm2FaO5MTsrJvmtDUluRfv9NJMmnymQ8W51R2Na/OxvKF9gkLFq0Wwe3X+igpzJ5V3Lonyv/+rCcvvmaQXmD5/m97WbHQzh3XDd8/KoRg9VIHt1zt5Zu/GFt2RzK59A7o/Ot3OvnZH/rpHxx/yUQoYvDAkwMAfO2LlVTkIE7lcijcfq2Xp14OTlgf4GwnnjTZezjGFWvdw25TVKBRVWbhyBhbKebPsQ07/nR0p3j61fQ4nWkh3GFXWL7AgSIYU/mkRRMsbhy+4gjSvdnt3aMffwt9Kp/5YMmpns6R5wE9/Trf/EUPX/9pd17mSCbQ3afz7V/10NKR4Gt/W0VFFo9tRUnrKNx+nZfv/aZPikNJJo28y3DWV1upKMn+kHjkuUGeeW1iAsVMDIYMtu6N8vWf9LDjwORaQqgKfOiuQq652J2zkEJze4K//K82PvfvbRw4lt9AMRORmMmBY/EJ7L0a/ahmmrD7UIw//1Irj780/kDxbPoCOl/7cTePvTh4RhxlJHwehQ1rXDhzCCwl+aO5LcGf/GML7/zzE/zk9/0cO5mY8BKwvgGdL/+gi2deC2HkMLvxexWuWDP8RG28VJVZuOwiV9Z+sMGQwY9+15d3tdG2rhTf/21fViESl0Ph7df7sxpnS6YW00wrXv/TNzr4zq968xIonkbX4Q9PB/ifn/cQCmd/39MVN6VFE275PGvRdZPt+6MjPsds1uwB13AIkW4RydTPbZomrZ1Jdh+KcaQp89xBU9OZQf8YxwWPS8lqv7H3cIzB0OiuY1WFu2/2c+0lbtQs87KBQZ1/+04n/98Pu/K+mB6LmzzwZIB//mZHTm0Dfo/Kve8ooq5y+imFS2YveQ0WNRVqK62oWcYE0zTzkiWaKTTUWHnXTX7sttxUHbt6k/zT/3bw84f685YhmGmYpkl/IMV//F8Xr22fmPr83n6d7/66N6ey1tOZkwKfnNRMJqcVPSc72907oPOdX/XQO5B9kLJogvlzbGMSrMqFxlorDTXZKxKONMd5boKqJjbtjAwROjgfIQTL5ttHLIeTTD2JpMGvHx3g5w/256WEe+j7m/z60f6cFLWFEFSVWZgv/WzHjGGkxV2i8RGCRYsy5nPsdCinPA4z7/tEa4KWjiRHmhPDBqz1VVZKs1RGDEdtpYWCEUS2DCOtQxEepUpoVamF991ekLV6xDBMfvPHAX7y+z6iYxTQyYZhwG8fD/DQs4GsfWxCCJYvsHP9Bs+EHItEkom8zm4UJS0RnC2dH0+YY252nmmoCty50ceC+uyluZAunf3WL3v51aMDE/IgnykYBjz4zCCPPJd98BwrJrB5Z4TXt4dzyi7OrbHJFfALiNd3RHh1W/ZrQwiRdUIzHlYudGDNQQH19e0ROnsnZlwdDOm8tCWUdbsCv8ryBfYR/dAkU8vOAzG+8fMeBidwIbKtM8lv/jiQ09hd6FOZm8VDTzIyHaf6FodD09KL1rmMI+fjc6d7DjPNX5Ipk31HY4QjBkdOxEkO00ZXUWoZs29yfbUNr3v4sTUcPW0fkvt7qirceKWX5fNHzraapsnhpjjf+EXPmMTCRsPAoM4PftvHyfbslSFWi+Cujb4JW6CUSM4nr1eaEODIwTfQMMipvGs2UFFi4V03+XOSFE/pJvc9NsA3f9kzrdTW8sPoHlLHWxJ885c9Y5bCzpVQxOChZwdzUolzOhUWNsgV8AuFvoDO068GCedwbZQVW/C4J+bBvWKRI6u6mmGYbN4ZITZB94uuwxs7I1mlvhUhWLPMmbP8vGRyCYZ1/u++HvYfndhWjJQOz28O0dSafeKb9uKzZxXFkwxPR0+S5vbksAtbQgiqyywUF4x+QauqzMLcuszPvUQyrZxsAvuODl8KatHEKYX80e1bETC3zorHNfzY2tuvc3iYEtjhqCy18N5b/LicI5+PSMzkRw/0sf/I5LQubdsX4aFnsrfGpCudnKxe4piU45JI8j67SeQQ5NhtIqtYw2xACNiwxsW8YQba8zl0Is537+ulL4fSt9lMMmny8HOD7JukAfqNXRF6cjjnNovIqRxQMnvYti9KXw5+rH6vOio7nFxRFajOYUU+GDFo6UxOqP9We08qp/62eXW2rK0Ikqlh5/4of3xxcrQCTrQmOHginlPVRkONdUwefpI0gyGD4y0JjBG+1/ISC8Uj2GsMx/IFjmGVQvsCOs2nFgQOn4gTCA4/Ply0JC1yMxpcToXGGtuIWefu/tSoK9XWLnOyNEtWEeDQ8TgPPTs4ab6GkajJEy8PEsjBk7LIr3LxSueYssUSyWjJ6+is6yZ9gexyvooi2LDaNSbz3JmE16Ww8VL3iKtipzEMk18/OsCeLH1BM5fcR9uuvhSPvTA4adnV7r5UTiuTmiYoK5ZN5RcSTa2JnBZv7FYxISVBbpeCNwd7l1DYIJBHoZJh9zHCZPA0RT4Vp11O/KcbhplehOvunxzJ/VQKdh2I5hSYlhVrGXviJLlhmrDvSIz4CK0rxQUaZWNoo1ix0I5jmPv5REuCgVNjQkdPitYRLMnm1dnw5mBHdDYel0J9zchKpYdOxAlHch/7NBVuutKDdwQrIEj7+T71SpCmtvwKhmVj58EYze3D93+eRgjB5WtcWS0/JJJ8kNerLKWnywdz6VO463ofixtnd0lfRamFy1Zn90YzTZNjJxM88MQAyQu4T/E0W/ZE2LF/bKaoYyEYMTjWnEOwqEJpgTbrFzkkbxGJGbR05DBZEAw7oRoPTruCNYeMSzRu5FQuOx7iCYNILPs+rFYxoiejZGro7E7xzGsh9EksXNl3JDZitus0xQWazCyOk50HosTiw59sq+W0X2Hu7+nzpMVttAy3s2mmfW9PLyBFYwa7Dg6/2F1WbGFu7egqcwq8Ko1Zqnm27c1tQeI01RVWLlnpQstSKt/br/Pc5hCxEYSDJoKu3lRWMbHTLJ5rp7pcLmBLJp68j85NbQm6erOvXM6rs/HFT5TRWGsdh1379Gb1EgdlRdlvZF2HF98IDSs9PTvI7Vs2DJMXNocI5iC7ni9icYPO3lQO5VICp0PIfqwLCF0nJ0VUSGcX843FIjJO1M5H101SWfoJx4tukFOgoSryHplumGZaiOToycl9xrR2JnPSJ7BaxIQstlxInGhNZrW3WdRoz2oTcTblxRbqqzOL8yVTaQXm07oC8YTJ7oPDW3gU+VXm1o4uQVBfM7K4TTKV9pjMZUHiNHNrrdRXZw9aWzoS7DwweYvWpzFN2HUwt8/k86gsbBibJYpEMhryPjofb0lwpCl7n4KqptWcvvxXFaxYaJ91AaMQsH6FC1cOJQLhqMFTr4ZmuZVIbhPZwVB6dXI4VbWJQNfT+802OAuRLkWV/VgXDqaZXjHPhoBRTcJyRZDbMosQYtT9QKNFEeSUlTBME/0CETCbKaRS6QnoZFvQDIaNnCqNFEVgk71X4yIQ1DmapUJm/hwb2igqUavLLVSWZn5BMKxzrPmtqgvdgGMnE4SGsbCwWdOZzdEIGS2st43Yk9fdl6KtK/d+RVWBNUud2HMQYtx7JD7hpf3DcaQ5npMFktupMLdO6ihIJp68B4uBoMEjz+XWb+awK9y50cdv/2cOf/2xUhbU23JaRZ8JeFwKixptOamgnmhNsGVPZBKOavrT3p2c9NVvSGcXc5ngaqrI6TuVzA5MyH0RZwIui0TSJJlDxtBmETlNgMaDzZpb9iel5xZgSyaPWMJg6xQ8Y1IpMyfRO0UghTrGyWBQZ//RkRfqq8osOfsdKgqsXuoctjw4ENQ5dOLcZ3VTe4KO7swrvUIIVi1y5KThcJol8+wjXhfNbQk6enJfWdY0waUXOXNqJdm+L5rT2DsRtHYkc5qPWC2C2korFnnvSCaYCZldPPxcgL1HYjmpoAkhmFtn5Z//vIwH/ncOf/fJMhbPteF0zOyLv7hAo7rcknVQMk2THfuj9EyS6MB0xjRNOntTtHdN/rnQdXIq+1AUZM+iZNIYDBlEombWsdTjUvB5JzZY9LhUCnIQqAiF9WGzC5KpIRIz2H908hfhDIPcyqMFCFmFOi5iiXQPYWyE4NzvUamryi0TpSqCdcuGt2bo6B4qaNPWmaK9e3gLj4UNNor8uQWrHpfCnOrh/TcNw+R4SyInUcXT+L0qdZXZP7+umxw+EZvU/t6ziUQNwjmMoUIISgpUnHY5KZFMLBMyPB9vSfDzB/tznjAIIbBZFZbMs/GFj5fym6/V8c9/Vs4Va1w4ZuhNUORXqSzNoV/RgAPH4oQm0CB5pmCa6RW1xBSI/MiiOcl0JBI1cuoB97pVKootE1rOX1as4fdmDxZbu6bmHpYMT0+/fka1UjJ7OXYyzuAI37PXrVKToyBKgU8d1l8R4GCGwDQcNTjanBjWaqLApzEvx7LJkkKN8mJtWIHARNLk4PH4qAK66jIL/lwWvCJGzr3qE0FSN0cM+s+m0KdNeFWJRDIhYtUpHX75SD9L5tn58NsLcy7bE0JgtwmWznewZJ6dD95ZyJu7Izz83CAvvhHieEtixpjVl5dYciq3CIUNjp2MT5qPz3TGNNMLDRJJvhEibQytaad+qgJVFahKun9aVdMr6dp5/+ZyKpSOQW4+X5jAjgNRbrrSM2JGW9MEa5Y5efSFwQlR71NVWL/CmVVBEGD3gdiEi+1IRkdrZ3LC1XIlU8/hE3H6AvqwFk9Oh6ChNt23mMqyBrWg3jai1cauA1ESyaHX1PZ9Ue651Y+aoTfR7VRYtdjJoy8ER945UF6iUVEyfGAbjZujFqCprbTgyyFYjCcM5lRZp6wMdU6VNecedLdLkSXckglnwmZBPf06//rtTipLLVx/mWfUNdVCCEoKNW68wsPGyzw0tyV49vUQT78WZPPOCJ09qWm7ei0EVJZYslpmQLpJvLltdIaysxXDhM5eeS4ko0dVwG5TcDrStg2VpRZqKy2UFWkU+TUK/Spup4LdpuCwKdhtAotFYD39R0v/tFhP/10587vRCDJMBK9vD5NMmVmP4+r1br7zK42mCRhPCrwq117iybpdImnw5p5I1omoZHLp7U/NmIVWydjp7tM50ZJgUWNmhUwhBPPqrLgdCgMjGL8LkS4ZLRymZDSeMDh4PJ7xPt91MEo8aWLNkEC02wRL5tmxWcWI16MQ6YDJ6x5+wX1gUOfQ8dGVVhcXaDhz8MMtKdT46Zdrp67kSJCzfofVInUUJBPPhC6ZN7cn+eJX2tENk7dt8IzJR0kIgUWDxlobdVVW7rrex6ETcR56ZpDnNgXZczg26T442RCkS7ZyIRo3Zb/iaUzoC8hSKUluCKDQr7Jknp2F9TYWzbWzfL6dmgorLqeCwyawWhUsWnoMyWXxZjpy8Hic4y2JrBLp8+fYuHq9m58+2J+Tkl6uCAGXrnKxKAdf3BOtyVFP4CQTz2DIkB6+FwDJVNoi5cYrvcNuU19lxZklWHTYFRY12rEMM43p6deHFbJp707R2ZPKMxpgIwABAABJREFU6LUqhKC+2kqhT6V9mNdDOlBaUJ/ZsuM0x1vi9I9CrVRV0iWbuQRhp+edMwGrRYzKO1MiGQsTfjvsPhTjE//YwofuKuTT9xRTWTp8DXo2NFVQXKBRXKCxfrmTjp5idh6I8qtHB3h5S4i2zuS0sJ8QYhTBYswY1YA3mzExzxj8SiSZ0DSoKLFw8QonN17hZcUiO3WVVvxedUKsK6YDzW1JntsUorHWNqJ/oc+j8PG7i3htRySvAVtdpYVPvreIQt/Is6yUbvLKlpAsJZ+GhCJ6ThYWkplNKmWyY38MwzRRhpln1VVZKfRrtI0gJOdzK6xa7Bh2rtbenaR1GMuK3oEUh07Eh+13bKy1UlqkjRwsaoJl84cX1wHYdyQ+KisYq1VQUqjO2EXD4VDVibdNkkgmZe2kvTvFf32/i9e2h/nMB0q4cq2LAt/4blpVFVSWalSWeth4qYe9R2I8/WqQXz06wMHjMaKxKXwwinRtfi4MhvRpW06bX3L4rk1kqZQkIw57evLwzht8bLzMw+JG+xm/sNn28D+fZMrkN38c4MYrvCOaSQshWLvUyT98qozP/2dbTsI42Sj0qXzh42Vctd6d9Tx3dCf5+cP902LBTnIuiaSJkc90s2RaYphpj75A0KBgGDEqt0thXp2NPYdiw75PVZmFubWZxxrDMGluSwxbETUQTJeH3nC5iZIhiinwqixosLPzwPD797pVGmuGH+sSSZMDx2JERtGHq6kiY7ZTIpFkZ9IS7YYBL70Z5vCJODdd6eVj7yrioiUOVGXsk73Tr7NYYMVCO4sabdxytZf7nxjgD08H2HUwlpMdwkSQa8ltLG7mtWRs+pL9Q5ogV78l5yCAumor77+9gPfdVkBdpQWrRcz6APF8dh6I8sRLg/zJ3UUZJ2CnUVW4a6OPnr4UX/lxNy0dY+9fLPSpfPZDJdxzqz+rYbqumzz5SpAd+0YnOCGZHFI6mFLf5oKgqzdFZ09y2GDRZlGGDQRPs3iuHfcwgZWupw3rh5tb6TocbooTiRm4nZlKUWHFAju//ePw+68us+AbQXl5MKRzvCUxqpZCRZFenhLJWJnUqmzThLauFD+4v48nXg5yx3Ve3nmDn4uWODIOKqMhbb8hWNRo5+8+UcYH7yzkt38c4IcP9HGkeXTyyuNFAA5bboNSPHGhBIu5MVXBvWT64bAL3n1TAX96TxHLFzguaOPhQNDgu/f1cs0lbhbUD9+7KITA6RB86p4iVi918H+/6eWZ10J09aZyHmcK/SqXr3Zx7zsL2XipJydZ9r1HYnzj5z0j9kFJpg7DMKU90AVCR3eSlo7ksD1/NqtgYYMNIcg4JggBq5c6cA0jBJNIGryxKzLiMew6GCMQzBwsAqxe6kRV0tZhmWistY5ocdEX0Dl8YnSl9ooy9WJlEslMZcpaeFs6knzzF7388pEBNl7q5n23FbBmqZOSIm3cyk6qKqirtPL5j5Rw89VefvFQPz/5fd+INfL5JheJeUg/xC8M5CAtyZ3yEo3Pf7iEP7m7KG+lQ4Zhkkyl/6RSoBsmup7+aRinfurp3rtY3CQSM0imTObV2abUPuM0uw7G+MqPuvnaFytxZVlcs1oULl/jZt1yJ9v3RXl1W5ite6LsOxqjf1AnlUovUgmRtgzxuBTm1dtYudDBlevSr3PalRHtOgBM06S7T+dfvtU5YlmbRCKZHCIxk4PH4ly1zn2mVP9sVFVQV2XF41Iy9vz53ApL5tqH7Y/u7E1lDdSONsdp705SVTbU+kIIQV2lhcoyCyfbh1Y+KEpa0HAk67GT7YkRey4zoYjc52USieRcpnwG1B/QeeDJAC+8EWb1Egdvv97Pxg1uKkssqOr4+pEURbCowcbffqKMFQvt/Ou3u9h/NDbsalY+ybUPUdOEjKMkkrMoL9b44p+U8pG7CocthRoO89RSuWGm78HWziQd3Unau1N09aboC+j09qcIhHRCEYNwxCASM4jFTaKx9N/jCRNdTweQbqfC1/6ukluu8k3ERx01DzwR4NJVLu6+2Z9Txs9mVVi/wslFSxynPmtaROp0r7SmClxOhQKfisuh4HIo2Ky5lfmapkkwbPB/9/XyxxcGJ2VclUgk2dl3NEYiZQ4bHJUVaRR41YzBYnGhxpyq4ctUjzQl6M+iWh6OGuw/GmfNUmfG3xf5NeoqrRmDRaddSfsMjlBuv/9ofNQtK4aZFgDKBdNMj/8zYSnf0GXVgGTimfJgEdKlh129KR5/Kcjzm0PMrbNx9ToXt1/nY+VCBwV+dVhlr2wIIXA7Be+8wc+Cejv/+b0ufv90YEJlxE0gFs9t5mSzigskVpTDmSQ7HpfCP/1ZOe+/owCnPXc9cNM0icZNjp9MsONAlDd2Rti2L0JHT4pgyGAwrI9J9MrrVqaV6FL/oM7/+0YHhgH33ObPqTdaiFNekj6FAh8ZV/vHQu+Aztd/2sM3ft5NdJrZF0kkFzK7D8WIxY1hx9CKUgtF/syerFWlFmrKhxe32XckRv/gyFm9aMxg+74I77vNn3HhqdCnMm+Ojde2hTm/uMrjUphbN3ywapomO/ZHSemjDBYNk1iOY/neIzG+9K1OwqMQ0JkqwlGD9lFmWSWS0TItgsWzicVN9hyKsedQjB/9vp+1Sx1cfbGbGy73sqDehsetjClwVBTBykUO/vfvq/C5FX70+76JM442ydn70eNSpUeORAJYNLj3nYV84I4CHDkGioZp0tWT4pnXQjz8fIDXt0do7UzO6j7g5rYkf/PfbfQOpPj4u4vwupVJFfzRdZMjzXH++Zud/OHpwLTzuZVILnRaOpK0diQp9GWe4hV4VarLLWzLIEi1fKED6zC9faGIwa5DUZJZ5k7JVFoEJxwxMlaHqKpg+QI7DodCOHJuQObzqDSMoPocihgcPD68wM5wGEbui/ihsMFzm0L09EtpZ4mE/5+9sw6P6zrz/+fCMI9GjJZkmRnjMHPStIE2aVNm2MJu282W2227bbf9bdstbpnbNMzMsR0zS5bFDDOShuHe+/vjSopkjaSRLNuyM5/nyZPYkWbOnLn33POe932/X+ZhsDiWcETlue1htu6N8Jt/+rn8XAdXne/g3LU2fF4ZUZh5mWquV+LzH8ynviXB89tDJ6V0SkNX68qEkdKvmfgFnZm8MfKnWWbPkioz778lJ6NAUdP03sPt+6J8/ze9PLctxGBQmXBKfbbSF1D41s976OxN8r5bcqhZYDohZenp0INvjXBU49mtQf7n93288Fpo2k1jlixZTj1DIYVjrQlWLErvVSiKAlVlRkSBcWumIMCKmskFtAaDCkeOZSYs09qZoMefmrSVYGm1Gat5YrBYnG/AaZ+8/aCrT1d7nSmplEYonNk+y2gUs8qpWbKMYV4HiyPE4hpN7Ul++Xc/f390gCWVZt56rZsrz3dQVWqakUqiIAhUFBv48sfy+eCXkhxpmDvz6lE0fUHLBLNJwOue2qA2S5azHbtV5N1v8VKzIL2R8/FE4xq/vcfP93/dy7HWN6YJfGBI4Ud/7OOpV0K86yYPt1/vId8nz3nAqGkaoYjKroNR/u8ffp54KUiPP7teZckyXxkKKXr2TdMmrcRaVGlGEIEx59oWk8CyhZMHix09SRoyXG9bOpJ09qRYUGJMuyZVlRnJ88r0HreW1FSYJs1sappGW2cy4/3VWOJJje7+FJqmTbtGOqzipGqwWbK8ETkjgsWxDAZVtu6NsH1/hKo/GbnqAifvusnLkmoT5gyFGQRBYPNqKx+5PYfPfa9zVr1MU6Fp0N6d2cmX3SZSkm/g4NGzXUnwDZLyyTIrlteYufFSV0ZKyMmkxs//2s/Xf9I9rdDCiSLArPulTwWplO5p9sQrIa660EmeTz7hHL6maSSSGkMhlc7eJM+8GuKpV4O8ujuC/yTPd5YsWU6cZApqG+NEJikDBVhYZkQWBZQxvX9lRUYKfJNvC3cdjBKKZJadC0dVDhyNcc4aa1pVZbdDYnmNmYP14/c+NRUmTIb0gZqiQl1znGCGGcKxqCr0+lPEExrmaazN3E5pyuxmlixvNM64YHEEVYWjzQma/tLPky8HefsNHm67xk1lqREhg/JUgyxwwyUufndvgJ0H59ZIWgO6+pIoqoY0haIXgN2q9w5kyfJG5opzHVNuUkZQNY0dByL8z+97T3qgCK/7t85XPC6JO2/08C93+igvNqYNbJNJjca2BOGoQo5bxmbVS6xEQSCl6IFhOKriH9DVYls6k9Q3xzlUH2PP4Si9/hTReNYPNkuWM4ljzXEGQ5MHiz6vjMsp0dP/epaurMiIZ5I+R03T2FsbI5bIPFDbcySKopJWl8FmEVl0XCWJLEFpoSGt5QdAIqFx6AQO1nv9KcJRdVolaZdDJMedDRazZBnhjA0WR0imNI40xPn6T7p58NkhvvyxfC7b4sAwzScTBIGifAM3XOqa82ARoLsvhX9AIdc79UAsZoGFFSaMBiFju40sWc4mHDaRzaut0572AgTDujl9c/vMe1ZmgyjqJbLzkTyvzNc/WcCtV7txOydubDRNYzCk8pt/+vnNP/0MhRQsZhGDLCCJgCCgDntMJlMa0bhKLKYxFFayojVZspzhHGtN4B9MTap+7LJLFObKo8GiKEJliRGnPf16NxhUqW2IoczgjG5fbZRYXMUgT1yfTEZ972MyCqOK0y6HRIHPMOlhfyyhsv8E/Fyb2xMMDOmHZlNhNIhUl5t4+tWTo2uRJcuZxhkfLI4QT2hs2xvhvXe18s1PF2bkQyZLcOk5dr7/G5HB4NyuCL3+FC2diWmDRVEQWLPUgtclzaoO/8xh/mZnspxeCnMNLK40Z1RCvvtglKdeCZ2CUelYzCI+z/xbJvO8Mt/5bCF3XO9J66WmahrHmhN846fd/O2RgXll/5ElS5aTz2BQobYhzoqa9CI3Tode1bT3iB58Wc0iSxeaJ62Gau9O0tA2s/7wju4kjW0JVqYR2hEEgapSI16XNKrZ4HVL5E9RYdLZk6K5Y/Y96i2dSTp7k1SVTd8bv265FVn2o2TXzixZmJ9H5idAZ2+Kb/6sm2e2hkYNuidDEARKCwyUFU4u0zxb/IMKbV3JaccAsKTS9AYoRc0uuFnS43VNvUEYQVU1tu2L0Bc4dYcqhbl62eZ8wmET+fDtOdx8lTttoKhp0NKe5D9+0MlfH84GilmyvBFJJLUJ/YBjsVtFCnyv7zusacpCR9A0jdauBF0zFOLzDyoca0lMug/Sy15fzzp6nDI5UxzOHW2OZ6w0n454QuVQfWaihqsWm/GkqdjIkuWNyPzaBc0Rx1oS/PiPfRn1NPk8MoW5c585iMU19h6JZrRR83lkLt5kn/MxZMlyJpDvk7FkUIIaiellUKeyXLtmgQmnbX4tk5ef6+D9t+ZMqtYXi6t8/7e9PPDMULa0PUuWNyjJlMbBo7FxAjZjkSWBojwDhuEDJ7dzcn9DRYF9R2a+9gbDKrWNMVKTbMV8HomSMWWyuV4Z1yRlsJqmUdcUPyGbsZQCL+4Io2TgsVRaYGTl4vRZ2SxZ3mjMr13QHKFq8Pz2EPvrYtNm9ixmAZ9HTqvWdaI8tz3MYHD6gNVsErj2IifebEN1ljcgbqeUUQlqOKLS0XNqehVBF8Fat8wyr1TxfB6Jj96RM+kBl6bp2dc/PRDIZhSzZMmQTO8UgTOnoULToKk9MWklhiDoYjIWs/6JaspNuBzp17pkSl9XZjOGfbUxguH0+yBZEkbLZEURKkuNiJOUwUaiKkdO8LBQ02DXoUhGavU+j8QV59pH5ydLlunIVATuTLyizspgESAS0zKyoxAEAZtFZBrR0llxtCnO0ebp6+sFQWDtMgtb1thOStA6PzhrP1iWE0AALNP0Fo+QUiASPXUBUL5PZuNK26Sbl9PBihoLG1daJx1TMqnxxEvBrMVFliwzQFE0Mkg2IUlCWmXP+UpHT4quvtSkm9jifANmo/6BFlYYJw2M/IMKR5tm50l9qD7G0CSaEIIAi6v00ldRgIriyVuCBoIq9Rnsp6ajpSPJ/toY6jRfuCgKXH6u7uWdJUsmpJTMVMNl+cxaR+AsDhYB+geVjE4MVe3kdNT1+VM8uy00aRnIWBw2iXfe5MnWyGd5w5FJSdAIpzJXtn65hRU15nl1gLN5tRW7dfI1IqnAviNzr+6cJcvZTCKpZbQOWcwiRuOZs23q6U/R0Z1kspWzON+A2SQgCFBdbpr04K6+OU6vf3a94p29k4vSCAJUlZkwyAKiKEwZLAYGUzS0nniwGIqoPPrCEJHY9OWsC8tNvOVK1xm3sc9yeognMgsW7VYxrd7AfOasvgVsFnHafJam6R5jJ8NDLJbQeOT5ITp7Myudu/I8B7de4x7tITi7yJbEZZmIhm7enAkGWcBxivoHnTaRd7/Fe8reL1NW1Jin/P+aphHLlp9myTIjQhGVZAbljT6PNKm1xHwkmdI4cHSqnkEZj0v/TJWlRiQpjbKyqnGoPkb/wOyqFcIRlV2H0h9gCYJAfo5MQa6MyShQWji50F9dU5zA0NxUTDz2YpDDx6bPlJpNAu+8ycuqbO9ilgwYDCoZHToV5hmwms+cdQTO4mBRFKG6fHqV01hcY2BIOWmG0/trY7y6J5KRKqrdKvKxt/u4YMPZXI6aJct4+vwKagb3h9UiUJh78lWDJQmuvtDJRRvt8+o+FGCccmA6ZElgcWW2bCpLlpnQH0hl5C1akm8gP2f+WelMxf66GKlU+s9mMuoiNx6nRGlB+v1SJKZysD5GcpLXmI5oXOVA3eRCO163RFGuAZ9HnjIQ31c7+zEcT1tXkvueGiSemPqgUhAEyosNfOpdPnKymhJZpqGnP5XRNVpdZsTjPLPCrzNrtDOgvMg4qQz0WAaGlFmXV2RCJKbyxwcChCLTZ08EQWDxAhNf+Eg+1WVzb+dxeplHu+4s8wr/YIpwBveH1SyyqNKE0XByr6XFlWb+5U4fTntmwjunktQ0Je1Gg8DNV7pPisJzlixnK939qYzKEl1OiTVLLfPqEGk6jjTEiE7y2QyyfgDndkoU5aVfM4ZC6pQWHNOhqnCsJc7AJGJ/bqdEQa5Mvk+eVOFZGc5uThb0zpR4QuOeJwapbZg+uygKAm+6zMX7bvFOOr4sWUA/hMhEgKkw18DySfxP5ytzeuV7XdK8UPQ0mwRuvcZNZYlpys2epmm0dSdPyOR1OjQNnt0a4omXgxn1LkqSwAUbbPzvl0tYtdh8FtXKZ0vjsqSnL6DQ2jl9qbYoCly00U5x/snLLlaXG/nmpwvYsNJ60t5jtmhAe/fUB1uiKHDeOhs//UoJF2ywnVElc1mynC6ap1ANHYsoCNx6tRv3GaQt0NOfoqk9/R7HaBAozjdQXmScVPW5szdJXePsxG1GqG+J0z2J0I7JIFJebKS0wIDDln4M/YEUjW2JOa0AO9oc5+d/6582uwi6psS/vS+Pz74/97SvqS6HSF7OyVHwz3Ji1DXFCWZg7WK3itx6teuMUtqd06v+9us9/PZbpbznLV4WlEyurHUykSW4/mInH7wtB8M0GQhVhV0HI/QFTq5yYDCs8vO/9NPSMbk57VhEQeCSc+z84uul3Hyl65SeZpmMAiUFBtavsGAynjkXcpYzlx5/imMt8YzujWXVZm64xDnnhyiCAAvLjXz3s0Vcdb4DOU3vznxg18HItCW7sixw3SVO/vLf5fzfN0r59Lt9XHuRg3XLLFSWGinK00vp8jL8J9cr4/NIeId7m6xmAfnM2StnyTItoaheKpkJG1ZYefPlrpNe4TBXBIYUjjan33sYDQKFeTJLqiYX8tKtL2bvbQjQNSpyM3EMusiNkdJCI9ZJ9jodPamMtR8yRVHg7scHMxYh9LokPv2uXL72LwWUFxlO6UG+xazvy26/3s0vv1HKp9+Ve5ZqW5zZ9AVS1GZwsCKKcOk5Di7ZbD9jEkJzWqvkcUpce5GTCzbYqW+J89y2EI+9GGTvkRh9gcnlm+cKo0HghkudozfzdISjKo88Hzy5gxrm5V1hfndfgM99IC8jA3JJFFi/3ML//Ecxa5cF+M09fuqb4ygnIa4VBCjKlVm52MKmVVauOt9BQ2uCj3+9nXgiK8Gf5eQSiaps3x/lsi2OaQ+YrBaB993q5bntIfYemX1p1FhkCTatsnLXh/K5/FzHvH4Ib98Xobc/Rb5v6vVNEgWK8g3cfJWLay92EgqrxOIqiaSGqupVFZkux4mkRiKhMRRS6PGn6OzVg/ujzQkaW+O0dCazno5ZzmgSCY2XdoV5x42eaa1yHDaRj7/DR1N7gme2hk76vuZECUVUGlrjqKrejz0WUYRcj4zTJqUNFjVNY9+RKNH4iQWLiqr3Tl55niPt+ywsN6GqpD2E0jSN9u4kvf6534v09Kf4wW96WbTAxIKSqduWBEHAbpP44G05LCw38at/+Hn8pWDGAm0zRRKhINfAihozl5xj54L1dmoqjLidEr+/L3BS3jPLiREYUnhtf4TLttinXEcEQSDHLfFv782jqS3BwfoTy9yfCk5KY4vLIbFumZW1S6289+Yc6lvi7D4U5fGXghw8GqPXnyIwpKDO0T3mdkisqDHztuvd3Hq1G69r+l4jVdV4aWeYV/eE52YQ0xCJafzsr/2sXGTmTZe5MvJuE0WBglwDn3lPLjdd7uK5bSH+/ugAh4/F6AsoszKnFUX9Yaf3KBhYt8zCplU2Vi0yU1FixG4VEQSB/gFljk885u8GPMvp5/EXh3j3mz1UTuNpJQgCy6rN/PALxdz1/U6274uQnGXLsSxBRYmRd97k5R03eCgtMiDO89qew8fi3PPEIO+92ZuRhL8gCFjNwpwrr2kahCMKnb0p6priPPjsEM9uC9HUljgh0+wsWU4Higpbd0do7UxSPoV9A+j31IoaMz/9Sglf/J8uHn5uKCNNgtOFqurrRjCsTiifFQSBmgWmSauXgmGVg0djpOZA1uG1fRFULX0526rFFlyT9IgnU3DwaOykrSvPbQ/znV/28vVPFuDzTL8lNptErr7Awblrbby0M8yfHgiw81CU9q7krANHWQKnXcLjkijw6ZVdW9bYWFxpoqLYiMMmzrv++SwTiSc0nt0W4v235pA3jRCWIOgtIz//Winf+kUPT78azEhk63RxUlUQBEFvXl63zMLapRbufJOHrj49TXvoaIxDx2LUNydo7kgwFFJIpjRSCigp3SBX1XQDREHQJ1aSdLU/g0HAYRWpLjexeomFC9bb2LzaRo5HQhSEjGq5O3tT/OJv/SfltGoyuvtSfPF/uigpMLJ+uSVjs29ZElhYbqS6zMvbrnNz8GiMQ8fiHKqPcbQpTnd/il5/ilhcHQ3ABUEvKXXYJXLc+gJUmCuzoNREeaGBihIjC0qMmE0ikvj6HGc5/QiCfqooisLr/5Ze/7Mk6oauRqOA3Spis+glgj5vZrfzwnITF26wEQyrhCIqkZguG6+oetZJUUFVNP3f6vh/n6xT9CMNcR5+LshH7zBOe1+MLLK//mYZf3wgwF8fDtDRkyIaU6c01h65J+xWkaXVZq48z8F1FzlZutA8fA9MfN9QRGHb3ghrlljwuk+/aEw8ofGjP/ZRXW7iknPsSBmuIXONIIDdJlFtFakuN3L5uXaOtSR48JkhfnW3n4bW+KRy/SdzTGPvmxED9XH3jQQmg54hsFlEivLkjPrPZEkPENq7bYQiKqGIQjSmkUxp+r2ijb1nGHMvjWRyT8EEZDkh6priPLc9xB03eKYtQxdFgepyIz/9SjEPPOPg4eeG2Lo3wmBQP8RVFEbLPgVh5DrUr0FZ0tdz3QpIItcrkZcjU5RnYCikcN9Tcx981jbEGQopaa/15QtHSlAnfuau3rnxNoRh64tBhdw0z6nCXJkCX/r1NZnU2HsSvWMTSY0/3B8gxy3x7x/Kx2oWpt0LCYKAyyFxzYUOLj3HTmtXkp0HIhw4qu9pW7sS9PTpoklj92SiqNs/uYYDw6I8A4V5MiX5+p6sothIcb4Bi0lElPRv5HTvywSGr93h9XRk/zGyno6srbIsYLWIOKwiHpfEwvLpBSYFAYryZC7aaCMcVQlH9D1JIqWhKuPX0ZF9iKqCouj/noFF8ynjtf0RdhyIcM2Fzml/VpIEzllr5VffLOGfjw9y/1ODHDiql32P7Mk0DRjen4vDzzhJEpAkvR3EIAs47RL5Pr1tpMBnoK0rwcPPDc36ID0dp2T3IwwHcCajQHmRkfIiI5dutusXR1QlFFbp6EnS1ZuiN5CifyBFNKaRSKooqv6gNpsEXHaJHI9+g1UU6+l4l13CksHNPZZkSuOvDwd4bnvoJH7q9Bw+FucrP+riB3cVUVMxtQDPWEbm0GGT2LzaxqZVVqIx3SMyntDLy5IpvVxMQy/JNcj6DWyUBUxGAZNJxGISRl/r1DIP7+rTjEGGhRUmPE4Zi0nAYhYxD2eBnHYJh03EZnn9v+1WEYdNwmEXsVtELGbd2FWSwCAJ09oqjHDL1W6uusCJouiHMylFIzJ8H4aiCsGwSjCsL9zBsDLuv8NRlVhcIxpXR68/XW3vxL7fYFjlH48NcNPlTkomkXAfiygKLKww8vkP5PGWK108uy3EnkNRmjsSBIYUYnH9wMkg6yfBnuFM+sIKE5tWWlm20IzPI2E0iJPeC8mUxv1PD/Hd/+vh518rZWMGFQungtrGOF/6YRd2axGbV1tP65hG3tto0C07Kkt9nLvOxvd/3csjzw+dFM9Hk1HPhrjsEmaTfr+YTQI2i4jj+HvFJmK36v922kVsVv135DEPWo9r+segySjwkTt8vOvNXlKKhpLSSCoMP78UQhF1+L5Rhu8V/Z9QVCEUVkfvm1hcJRpTGQgqHG3KZmHnE4mkxl8fHuDK8xwUZGDRIwj6tXPHDR6uu8hJc2eCA3Ux2rqSBIYUEgkNQdTvDat5eC13SHiduhBgjlu3ijAZRYwGfY/z4o4wT74SmvNgsaVLF/ApK5q4tk52OKdpGh09Sdp75qZXsC+gC+2kCxan2pNEYip1TSe3TC8cVfnZX/upLDNx+/VuzBnqNQiC/r0tLDdRXWbkTQn9WRqNa8QTKskUJBIqGozux2RJwCDrfzabRExGAaNROO1VLZIIpYVGCnNlfS8yvCexWfT11G4Tcdok7DYRx/Caqv+3vu5ah/cjsqT3zTusmVWzbFlj48//XU5K1Q9ZUimNaFwjFNH3HmPX11BYff3vI/q6Go3p/8QSGuGISn1znMEMRGZOFsGwyp8fDHDxJjuWDCp6REEgP8fA+2/N4abLXbR2JjhQF6e1KzEaNIrS6+uIw6ZrB7idEj6PTI5L/05MRv1aMhkF/vbwAI+/FJwzqxk4RcFiOiRJj4addgly9U3zqUBRNB59YYjv/qqXweCpv6A0DZ54OchHv9rOt/+1kHXLLLPa7AmCgNUiTNoQnmX+4/PI/PALxaxcZMFo0B8YRlk/tTuZAYC+iZ6dQomiaiSTmt7HltTwDyrc/PEm9mcoDjEV2/ZG+L9/+LnrQ/kZiUeM3AOrFltYuciCqup9daGISjKln8hJkn5oYrfqDzxRzOygRFE0Hnh6kP/4fifNHUn2HImyfrllQs/P6UBVYeueCO/8fCufe38uN17qyqh86mQjCPqDassaGwu/auJXd/fzX7/omfMHd1mhgV9+vYSqMt1GZeSfk3kIJggCboeE2zHzC0DT9BPxRFIjMXygd6g+xjs/10Jzx9yKdmQ5MV7cEebPDwb46Nt9mDIo8wb9MDvHI5PjkVm79MRUlGVZOCkNG+GIXk66dlnm41M12HM4OmelcX0BhbrGOOuXz2zP09iWoLv/5NmbjdA/oPD573XSP5DiA7fm4JrhvT4SOJpNZ+aezG4T+cx7crn1avfoXsRo0DNYJ3NdtZiFjIKq49E0/UAjmXp9PzIwpPCRr7TxxMunPhE0dlwPPxfk0ReGuOFSV8ZieSM2NoW5BjautJ3QGCRp7teRM/OqniXxhMrjLwX5zLc76O47+YvPZCiKbqfxwS+28cJr4Yykm898Tn9GZr4hSQK5Xl1t0uWQsJjE4YV5/s6VJOoPQ6ddP9XKz5GnVR3OlERS4yd/7uOxF4ZIzjDjIgj6fHpcMqWFRipLTVSVmUbLelwOKeOHXjyh8vDzQ3zm2x2jm/lXdoXn9JTuRJAlyHFLFPpk+gIKwfD8EqESBMj1SnzyXbnc9eH8OZeal2WBvBx52MRbwmzK/BDgdDBybVrMevnZyD0vzVPF3Tcy4ajKj//UzzNbQ6jzscZtlsTiGntrYxkpTo+gKLBtX2TOxpBIahw4GiM6g+BT06C2McbA0KlZ43r9Kb7xk26++uMuOnqSM5qvMx1R0KuT8nJk3A4Jq0XPFM7ndVUUBUxGPduW49b3I/MhWB8IKnzr5z3sORQ9a9aR0z+rp4hEQuXuxwf53Hc7OdZy8nwVM0XVYPfhKB/9Wjt/fXiAUGR+bfiyZDkd9PoVvvaTbl7ZHT4ti2wiqfLQs0P8+/c6x2V9DhyNMXQaS1tGKMyTedebvfzyG6X86b/L+Jc7fVRMI8hxOhAEAYtJ5L03e/WT6jPEZiBLlub2BN/4STe1jZnZ+ZwJJFMa9c3xGZU9B8PKnJd/HqqPEZ5Bia2qajS0Jk6a4mg6hkIqP/tLP5/7bgeH6uNnzWY/y6llz+Eo3/x5T0Ye0mcCcxosJoeFaeYTqqrR2pngyz/q5uNfa+fA0di8ERvQNF3l65P/2cFHv9rO7kNREsnTvyE9OcyTSc8y79l1MMpHvtrGg8/OPMM4WzRNIzCY4nu/6uVjX2/n0LHxm6SO7iSHj82NVcdsKMiVef+tXh746QJ+/KVi3nSZi5ICXaBqPmeic9wyn3t/HlvWnFh5XpYspwpVg1d3R/jwl9vYuidCap5UFJwozR0Jev2ZV1QdbYrTNcfehoeOxegfyHwMQ2GFIw3xOVPOz5RoXOPPDw3w1k8385M/99HjT82LgwP9OaWrUM+H8WSZnJQCDz4zyMe+3s6RhtgZf+gwp40u9z45iMshcvOVborzDZhNp6+kTlE0uvpS3P/0IH+4P8Br+yIo8zQOGwgq/P6+AM9vD3HH9R5uudpNTYVpxsI9J8pI/XdnT4pXdodPWLQkS5bZoGlwqD7OB77Yxmfek8vt17kpyjNkrB48U6Ixld2Ho/y/3/bywNNDxNMEqH0DKfYeiXLeetspVSCVRNiy1sYXP5rP+ettmAxTrwmaposWhSMq0bjeHB9P6L1yWobrnyCCLOrlnmMFGYxGXSDLOM0YjmdBiZFP3JnLrkPReZGdzZJlOjTg+dfCvOvzrXz8HT7edq0br3t+CFzNltbOJJ29KYrzDdN+Dk3TONIQpy8wtxVPgUGFg0djLK40Z/TzA0O6gNrpQFXhQF2MT3+rg/ufHuKDt+Vw7jobeV75lJa9a5ouJNfTn+KZrSHufnyQ7XtnbxmV5dSRUuChZ4fo7kvymffkceV5DlyO+X3AOxlzGizWNsb5+k+6+efjg1x9gZMLNthYu9SC2/m64evJmqSRUxZF1ctIXtoZ5m+PDPDyrjDBkHpG5LWaO5J8/7e93PvkIDdd7uK6S5wsX2jGPqwqNddzNzJnGhAKq+w9EmXrngj3Pz3EvtrojMpFpufMuzmynF56+lP850+72bo7zHtuzuGSzXYsZv06OtF7QdN06e3GtgR/fXiAvzwcoK5xcruH1LDXVzii6qJcpwBZgos22fne54pYvtA8aY/byH0cDKvsq42x40CEPYejNLYl6OlPEYkOW4pkuggKr8ulm0wiLruI1yVTlCdTVW6ipsLEihoz1WUmJGn670KSBC7YYGNFjZmXd81dD1SWLCebuqY4X/yfLnYdjPLOmzxsWGGdszVohLEZIk3TTtpeJTCo0NaVZN1yy7RP41hco7ZxZmWrmRCOqhyqj/PmK7SM5q/Xn6K9+/SW8SVT8PSrIfYeibJhhZXbr/Nw0SY7+T4Zabg2by73ZmP3st19KXYdivDs1jAvvBbiaHM8e+B2BrLjQJRPfbOdN1/h5t1v9rBikRmDLABzd+gwdj9/MtaROZfQi0Q1dhyIsvNgFM+fJSqKjWxYYWHDCivLqs3k5ehiHi67lNFGYyo0TVdA6gsodPUlOVQf47EXg7y2XzfXnc8Gl5MRi2scbohT+4sefv1PP9XlJi7bYueijXaK8gzk5sg4beKssyyaphGJ6apRPf0p6pvjbNsX4eVdYRpaEvQNpOa85COR1Nh5MELPNCUwyZSuZnk66OpN8sruyLS9VQfqYqSUubmu4gmN3Wd4tiUcVU5qv+1QSOXep4Z4bnuYc9ZYuelyFxtXWikvMuK0z+yETtV0ae3uvhQHj8Z4/KUgz2wNcawlM0/AV/dEePrVUFrpd1XT6A/M3VGvKML1lzj59meKWFhhmvKBEoqoPPlyiJ/+pY99tTH6/KmT2g5gMemqbZdusfP+W3NYs8SCLE/9PeS4ZW641MWreyInvL5EYyo79kdp7z5zj9ab2hPE4id+39c2xHhpZ3jan2vpSJ6WToBwVGX7vsi09iQ9/UlC4fm5Dg4MKfz2Hj8PPz/E2qUWbr5KX4MKcw14XdKsnsWKqq9FA0MK/QMKTe0JduyP8NxrIQKDJ2c9VYeV2L0uaVpxpYGgwsu7pr+uZkosrvHSrjAvvBbOSODpqVeC8+K60DS9n/6R54M8ty1EZamJtcssXHuRc9SGKcclT7sOpn9t3TJiIKjQP5Ciuy/FzoNRXtkV5vAx3ULhVOwRUopGXWM8o/VkvhKNqfhP0v1zImia7u3+kz/38cDTg2xZa+X6i12sW26hMNeAY5Z7+pSiEQrrVky9fn0/v+tQlCdfDhKfY9sqYaq6Z0EQ5vTdbBaRkgID+T6ZwlwDxfkGcj0SeT590R3xcrGYXvdrEQWBlKIHhdGYvrj6hxQ6e5K0dCRp607S2JagqS3BQFCZN/2Ic43ZJFCUZ2BBiZGqMl3hsShP/8flkDAbhVHfPVXVSKU0YgmNYFifs75Aiu7+FK2dSdq7E3T2pmhqS8zLGytLlskQBCjwySxbaKamwsTCChPlRUbycmTsVhGzUUAQhVHvyMGgQl9AP1Gvb4nT3J7gaFOcpvbEKTeNnwmbVln53X+VTunFqmm6+MP3ft3LH+8PzLk3WybULDDxvc8Wcu1Fzmkfdq/tj3DVexuya06W04pBFCl0WjAMp4WC8SS9oVjmiXcB8n0yC8v09admgYnifAP5OTJel4TJJGKU9cxQIql7awbDKv0DCn3+FF19SVq79JLQzmEfw8Dg/Ny7pJ2r8PzRfTjdiKL+PCovMrKowsy5y9yUF5ooyjNgtmoEk3GMRr2cXxnex448lwJDCl19eua0o1u/Jtq69L3ZXG/0s8w/RBGK8w0sWmCissRIzQITJQVGfB4Jj1NX+ZYlSKkQj6vEkxpDIZXeft2LvqsvRXN7gq4+fU1p60qe8KGCpmmTPsRPabB4PAZZ74sxDPfFiKJesiQK+oI8sknSNN0zTdX0XsRUimG/KnVeb/hOFpIIBoPug2MY9sERBcb5842U2SmqPmfJ1Ot+NKe6WTxLlpOBJIF52IhWlgUkUb8HQHj9+ld08/REUiMeV+dt3/JYrBaBn3+1lLdd556y9NQ/oPCpb3Xwz8cHiJym/mJBgAs22PjL98sp8MlTZnpbOxO86aNN7DoYPYUjzJJlPJU5Dn77tgso89gBuHdfE//x6E4iiZlnqkUBTMN9vGP3MYIgjNu3qMPrUGrMc/hMCLgWeO389vYLKR+eq/v2N/Mfj+wgPIu5Otsp89j4050XsrTQhdEg8HR9B599cDuhRGL89aDqmeWUwqhn8XyxZcpyehBFMJvE4XVkbBwkTIh/kqnXr51kcm7LTacKFk+rk3MypZceRs+IjsL5g6KCEtemLbMVAK/VRKnbhs0oo2oag7EkHYNhBmPT9wEYJJFil5U8u36ymFJUAtE4nUNRgvGT20dgkkU8FhNuixGrUcYkS8iigKaBomnEUwrRhEIwnsAfiRNJnv5TA0kQ8FiNuMxG7CYDZoOELIqIgoCqaaQUlVhKIZxIEYwlGIgliKdOX/QiCgIeixGXxYgj3XhVlXhSIZRIEYonGYgmiJ3m0xmTLJJjNeOxGrEaDRhEQa8+UDViqRRDMT1LEIqnzshVRRDgwg12rr3YMWWZlqLA/93t52+PDMx5X9FM0IaVI5/fHuKWq91MVVnmcclUFBmzwWKW04osChQ4LZS4deNrj9U0a1l4VYNoTDtrxeBkUaTA8fpcea1GxDNQnONUIAoCLqMJl8ECQCoq0d2XYjCWDayzTI2qQiSqEpnHj8bTGixmmR3nV+Zz5/qFWI3616eoGj9/9QgvN3aP/kyu3cxbVlZw86oFLCvw4LIYUFWNnlCMQ10D3HegmX/ubSQQneg5KYsC60tzuX1tJRdVF1LmsWM2SCRSKl3BKLU9A9y7v5l79jUxkOb3Z4PNKJNrN7O8wMM5FfksynNS7LKRZ7fgNBuwGmUMkqirPaoakUSKYDyJPxKnYzDCoe4Btjb3sKOlj65ghNQpkil2mAxU+5xsKs9lc3kelTkOfHYzHosJu1HGIA8HX6pGXFGJJFIMRhP0R2J0B6PU9g6yp62f/Z0BOoYiDMUSJ7XfzG4ysMBrZ3N5HudU6OPNtZvxWk3YjAaMkl47r6oaieHxDsQSBCJxuoJR6noH2dfhZ097Px2DEQZjSdSTfEQ+MsdXLCpmXamPCq+dfIcFl9mISZYQBYGEohBJpOgNx2gNhKntGeSJ2jZ2tPbRH46jnAnH+IDTLnLH9R48zsmXZk3TOHQsxv/9vf+0BoojJJIaz2wNceOlrlHxj3RYzQL5PhlB4IzIqmTJkiXLmUKO1USOzUwkmaJ9IHxGHpZmmb9kg8UzkAqPg5tWluO2mABIKir7u/yjwaLPZuYrV67l1tULcFuMr5eGSVDmsVPitrG5IpfFeS6+/fQ++sKvS1OLAlyzpJSvX7OOhblOjNLryo+yUaQyx0GF187mijxWFHr43rP7aR+cncKhJAi4LUa2LMjn8kXFnFOeR7nXjs0oY5QmES8R9HJDkyzhsZoo89hZVeTlspoi3ruphgNdAf6+p4GHDrbSdhIXTLMssbbUx9vXVnH5omJy7WasBnnSvi1REpAlcTQorsaJpmlcpahEkgr94Rjbmnt5/lgnLzd2U983NKcBr1ESWVOSwx3rqrm8pogCp1Ufr5BeZGpkvFajjM+uy5xrmkZSLSaaVPCH42xv6eXFhi5ebOiitmdwzgN0oySyuSKP21Yv4PJFJRQ6LaPB4fFYRBmLQSbHZmZRrouLqgt565pKtrX08M+9TTxwsGXODjZOJuVFRjaumtqTMKXAs9tCNHfMn89T2xAnmdKwTPEzoijgtItIkq4umyVLlixZ5oZPXLCMOzcsZFtzD3f+6XkSZ0LPRZYzhmyweBYgiQJL890A2I0yn7loOe/auBCTnF7iXxQE3BYTH9yymGhS4TvP7CMYTyIKAhdVF/DdGzZSmeOYtP9IL1808f7Ni5FFkS88spPBWOYbVwGo8jm5cXkZ1y0rY3mBZ3xQO0MEQcAoSxhlifMrC1hX4uOWVZV85bFdvNjQNecBY4nLxsfPX8otqxdQ4rbNuixn7LjdFiOVOfohQNtAmH97YDsPH2qdk7EXOa184JxF3LG+mnKP/cTGK0kYJQmX2UiF186NK/Tx3vXwDu7b3zxnWcYip5X3n7OI92yqodBhnZFSmCAIGCQBn93MNUtKuaCykGuXlfHNJ/dwoDMwr7OM65ZbyUujtjqWwaDCC6+F55XPln9QyUiUwWIWkUSBM7NIOEuWLFnmH06zgXMq8ihxWTlqNWWNyrLMOdlg8SxAACpznDhMBq5bVsr7Ni+aNFAci8Ug69m4Tj9/29PI0gI3X7t6HVU+Z0bvazZI3L62itdaevn9jvoZjfkzFy3nvZsWnRSjdatR5oKqAn5523n8y71bebKuHWUOsl4CsDDXyfdv3Mxli4qQxdl2ukzy+oKAxSDjMhvpCs5NJ29ljoP/vmETVy4pwSjN/XjNw4FudzA6J4GiIMCmsly+eMUaLllYNKrCdyJjdJgNvHlFOYvzXPzX0/u4e2/jvDx1FUVYWmXCbpv6Mw8GFQ4cPT1G1ZOhqlpGljKKki1BzZIlS5a5pNxjZ1Ge64w0e89yZjC3u8cspwVBEMixmVhV5OWdGxbithh1D8qU3scVTaZIKirplG9zbGZuW1NJrt3MO9cvZHVRDjBccjjcsxZJpEiklLS/7zAbuGX1AuwmQ8bj1YAXG7pJTiHLqmka6vAY4imFaDI1OpZoMkU8paCoWtoxjbAgx8Fdl61ieYEn47FNRZHLyhcuX8Nli4qQhPS3zsiYY0lldLyRRIpoIkUsqZBUVFRt8nGrmsb21l5qewZPeLw+m5nPX7qKq5eUYJgksJ1svJEMx6tpGnvb/Rzo9J/weAVgVZGX/75xE5dOEihqmoaiajO+JgRBYEm+m69dvZYblpfNmRHuXGI2CRT4DNNmfvsHUqfNj3QyZFnANI1HKUA0rs7JwU2WLFmyZNGfmzW5LvIdUzUBZMlyYmQzi2cJeXYL7ztnERvKclE0jZ2t/dy3v4k97f3Iksj5lQW8dU3lqFz4CJIocE5FHtcvK+PNqyowGyQUVWN/p5+HDrawtbmHlKqxotDLnRuqWV7gGXd6JQoCa4pzWJTrYmdbX8bjfa6+k70dfjaU+sa9nqZpBCJxWgbCNPpDHOwK0OwP0hWMEhoulXWYDZR7HKwu9rKuxMfiPBcGSZoQAIiCwPpSH+/bvIh/e2D7CSl5yqLA7WuruGF5WdqMYkpVaegPsrutn4NdARr9QfpCcWKpFJqmC8vk2s2Ue+wsyXezwOugxG0j32FGGvN64XiKBw+0nLDarCwK3LyqgptXVSCnCboUVaXRH2Jvh58DHX6O9QfpC8eIJvXx2kwyPquZCq8+3nKvgzKPjXyHZdznj6UUHjzYkpG67nQsyHHwnes3sqEsN23AFE2mqOsZZHd7Pztb+2gZCDMUS6Bp4DQbKXFbWVfiY1N5HlU+BxbD+OVNFATKPXa+etU62gbCbGvpnVdZLpNRxOUQpw1kB4IqSgZZvFNJvk/GME2wqKq672vWuifLfEIb/ifL9GTnaf4hSyLnVOTNeaVTlixjyQaLZwkei5Hb11ahahoPHWzlU/dtpXUgPPr/n6ht55XGbn52y7nkOyzjAjSfzcyXrlhDscuKpmk8XtvGp+7dSkN/cPTh8FRdB680dvO7Oy6k6rh+xjyHhVVFXna392dcitg5FOFvuxtYku/GapDpCUU50j3A48PjbPQH6Q7Gpnw9QdD7B9+ysoKPnr80bT+eUZZ404pyfrWtlj3ts89+VXgdvH199YQMqqZB22CYX2+r4y+7jtHQPzStmqmALtde7rGzutjLRdWFbCjNpcRt42BXgKePdsx6nCMUu2zcuWEhTrNxwni7gxF+u/0ov99Rz7H+oWkzPQLgship8NhZVezl/MoCNpfnUeqx0dAX5PEjbSc83nyHhS9dsYYLqgomfIdJRWV/p58fvnCQZ+s76RiKTBrkCdRS4rZxWU0xn7xwGUvy3eNeTxAEFuW5+MqVa/nw3a/Q6A+e8NjnihH/1OlQ1fnn0bZmiQXjNGMPR1Q6e5LzbuxZ3tgkh0vSRUFfNzeU5bKh1Eepx45BFBiIJtjX6eelhm6O9g4RmWWzsCQI5DssrC31sa4kh3KPHbvJQDyl0BWMsrO1j9dae2kbCM/aUslikKjwOthcnseyAjcFTitGSWQolqDRH+KVxm4OdAboi8RmdR8mFb1yY2Su1pf62FCWS5nHjkEUGYjG2d/p56XGbup6Zj5XAvrBX6HTwtJ8N8sLvRS7rDjNRiRRIBRP0h2McqAzwO72fpoDoRPyfBQAn91MVY5DP/TOc+OzmTDJEnFFZSiaoGMowpGeAQ53D9IdjOKPxDJSLB+pcBHQ1elXFXmHDzKdWI0ysaRC11CEPR397Gztp9EfHL0Wp0MWBRwmA06zkSKXlYurC0f/n80os6TATWKKaygYT47bH47FIIqUeWyjrUzBeJL2wUhGezuLQaLMbUcabi/qC8foCU1smRj7HilVpSUQJpZSRudqZaGXTRV5VB83V3s7/Oxs66OhP/O5GmHESm5ZoYdNZbksyHHgMhtRVI3OoQjbWnqp6xmc9HMOxhJ0DUWn1TwQBX0/s7bEx9qSHCq8DhwmAwlFoWsoyq62fna09tIcCBPPIIFhEAXKPPZJ52pFoZfN5XlU5zqwGg3EkgrdQX2udrTObq7SkQ0WzxIEQUAAGvuDfPeZfRMWAkXVeKK2nYcPtfLOjQuRj9tAl7htaJpG20CYbz65h2P9EzfRO9r6uG9/Mx8/f+m4nkhREFhR5MEoiRln7zTg4UOtnLcgn46hCA8eaGFPRz+DsWTGF7amQetAmJ++cpiWgRDfvHbDhEAW9Kzr+ZUFJxQsri72UpnjmPD3wXiC/3xyD3/ZdSzjh5YG+CNx/JE4+zr8/GNPI6UeO5cuLKI3FKNzluqyY1lR6KEm1zXh70OJJN9/7gC/3FqbcfZSAwaiCfZE/ezrDHD33iZKXDYurSkinEhN+tDJFFGAW1cv4LplE7O2iZTCY0fa+OrjuzMSp9HQr4nf7zjK0d5B/t9Nm1lZ6J3QG7tlQT53rKviv57ZNycL6VygqpmphDps0pQejKcai1ngvHU2DPLUYxoMq3T2nlx/1ixZZko8pWCSpdEDppWFXixG3XNWQC/VT6RU2oci3Luvif996RBtM1yjPRYjNywv5x3rq1ldnINl1NNWX7MUVSOWUjjWN8S9+5v59bZaOocyN10TBVic7+Yd66q5YXk5JW4rRklCEoXhz6BXvwTjSV5u7OYPO+p5/Egb0Rn6E8dTCkZZ4pKaIj51wXJWFqWZK0WlYzDCvfub+fFLh2jL4PkwsvG9rKaYa5aUsK7UR4HDgnHYX3nkwE/VQNFUEimVzqEIT9S2878vHeJo79CMs55us5ErF5dwx7oq1pb6cJoMGCRxdM604c+jDNtIBSJx9rT3c9fDOziSQZtILKUgiwIXVBXw6QuXs6kiD4fJkPZ7b/IH+fW2Ov6wo35K1e4yj42rFpdQ7rFT5XNS7XNS7LLisZpGf2ZtiY8nPnT1lGN7+FAr7/vbi2kPigucFn57+wUsynMD8OjhVj5xz9aMRAyX5nv449svJMemK6j/+MVDfOPJPRMCsHyHhd/cfgGL89wEInHe+ecX2NHay5aKfD590XI2l+fhMKefq2Z/iF9vq+UPO+rTWr+lwyCJXLqwiHdtXMgFVQU4TUZk6fXrauS1p9oL3LOvic8/9NqU34/bYuTqJSW8a2MN60p8ae/z+PD3fc/+Zn61tZaOwciU126ew8Kv33YBS/LdDETjvOvPL7C9pZdzKvL49EUr2Fyeh3OSuWoJhEavK38kntFcTUY2WDyLUFSNp+s62DdJ/1hCUbl3fzO3rF4wIeMEkFI1Hj3Sxq62/slf/2gH706jtFrtcyLPUKymsT/Ix+55laFYYsYPrbHEUyoPH2qlyGnjv67fMGFsogDnLcjnxy8emnUZzaoib9q+v4NdA9y9t3HWp5uKphFKpDjcPcCRngGkYYP5E2VFoRdzGpGjup5B/rq7YdZlrqqmEU6kqO0dpK53UFe2PMHxLvA6eO+mRbjME7O2LzR0ZfxwHouiarzS1M1XHtvFD960mQXHBfoWg8Rtayr5575GDnefeH/oXJBSNCKx6QPXfJ+Mx6kbPs8H1iyxsGHl9Iq1PX1JGtvmj91HliygrxVvW1vJZy5aQanbNuGwURIELEaRap+TT1ywjHKvnc8+sD3jgDHPbubLV67lltUL8KRR/RbQrYoMksiqIi+L81ysKPRw18M7aEhzaHs8ggDnLsjnv67fyOpi7zi7q9c/A0iihEmWuH5ZGZvL8/j+cwf4+auHCcUzX0cUVeW2NZX828VTzJUoUuVz8onhap/PPrh92gNFq1Hm4+cv48PnLsFlNkwq1CIJIKErci/MdbHA66Am18XH73mV+r6hjD9HVY6DT1+0nJtXLcBrNact/RfQD8LlYasuh8kwo37reErh8kXFfOHy1WnFZ8Z+7ysKvXz1qrUUOKx895l9DEwSmJ1Tkc9/37gJsyxNOkcGScQ7JnhMh900+dZfFARcZuPoa9iNhox7/GVRV9of+V2LUUqrzCqKjL6H06z7KOfYTHz7ug0snmaulhd6+MpVayly2fj203untcQSBYG3rKzgW9eup3hYvV7VNAaiCQaiCSRRIMeq+2JPNqeapmE1yFOqzPpsJr54xRpuXV2Jz2aa8jMsK/BQnavf5198ZCe1PYOT7k1FQcBpNoyZKxdOs5HvXL+BJfnuad/nK1fqVYPfempvxsF1OrLB4lnEUCzBiw1dUwZeR3oGaPSHWFXknfD/BqIJHjrYOqVSZEPfEH3h2OjJ0QhFLr2kIDSDoEnRNLqDmZ+eTkU8pfKPvY3cub6aNSU5E26gyhwnLotx1l57hU5r2oWktmeAwTny79M0SM1RjV6h05I2eK/rHTzhE6YRNDjhQFEU4JbVC1ha4J7Qu9oxFOHrT+yZtdiPqunl07/ZXscXr1gzTjBHEASqfU5uXF7O4e59J/QZ5opIVKW7L4WmaVOq2uW4ZTavsnKkYW6+xxMhzyvziTtzyc+ZXuDqtf0R/IPzS5gnS5ZzK/O5bc0CcqxmmgMhtjb1sK8zwEA0jtdqYn1pLhdUFuCxGjHJEm9eUUEwnuQLj+ykN02J3VhyrCb+85r1vGN9NbIkklJVmvuDbG3uYX9ngIFoAqfZwNJ8DxdWFVDmsWM2yNy0ogKTJPGvD2xLW+UzgijA+ZUF/OjN57C0wIOm6dUYtT2DvNLUTV3vELGUQr7dwrpSH5vKc8mxmobL/ldjMUj88MWDDGXYc75lQT43r1qAz2amJRBma3MPezv8DETjeCwm1pf5uKCyAK/VhFGWuGlFOeFEkrse3pG2HHGESDLFvg6/ntHTIBCJ0z4UZn+Hn7pefc+hahrFLhuby/PYWJ6L3SgjSyKXLCzkMxet4N8fnjrrM0JljoMfv2ULF1cXjvbzJxWVrqEIdb1DNPmDDMaSGGWREpeVBV4HhcOlsM8c7eBYX2atC0vzPVxQVUhljoPBWIL9HX5ebeqhJRBCAyq8di6tKWJpvgeTLOE0G/nAlkW0D4b56cuH0wYPg9EEO1vHH+YbJZFlhR5sRn07PxCNc6hrYMpS2SPdg/OmHUAWRW5fV0WF105NrovBWIIDnQFebeqm2a/PVbnHzmU1RSwp8GAenqv3bV5E60CYn7w0eRJAADZX5PL1q9dR6rGjaRrN/hA/e+UwLzd244/EkUSBAoeVG5aX8Y711ThM+mGFPxLn0cOt1PcN0dgfYl+nf9JDdqfZwNeuXse7N9ZgkEQUVaXZH2L78P0RiCZwmAwszXdzQVUB5V47ZlnihmXl2IwGPnnvq9T1Tn/YIYsib1ura48synMxNDxXrzR10+wPo6FR7nn9ujIbJBxmI+/dvIi2gQg/evHgrBMm2WDxLGIolpg2AzMYTdDUH0wbLHYORTjcHZjy9yNJhc6h6GiJwggWg34D989RIDIbuoNRXmvtZXVxzriTsBH7hBybac6N2Y2SLkgyXxbe6RgZ73wh12bhTSsqJvQpqprG40fa2d7Se0KiCrGUwkOHWnnvphrKveOzi7IocHlNMf/70uETFhSaC1IKNLcniMU1LObJvySXXeTai53c+9Qgg8HTV0LrtIt84DYvV1/gmPaaiidUnngpdNaK2wiAzWpGGt58appGOBJHOVs/8DzGYjZiHBG30jRiiSTxKQ4xVxZ60TSNFxu7+OKju9jX3k88paBq+qm+xShx04oKvnD5aiq8dmRJ5E3Ly9ne3Muvt9VNuj6ZJJE71lVx86oFyJI4WlL/zaf2crh7gHhKQdP0zKBBEllb4uM/Ll/NxdWFetlcTREf3LKYLz6yk/gkB7hlHjufvWQli/PdaBqEE0n+tPMY/+/5A7QNhodV0HUhO4tB4srFJXzukpWsKPJiNcp86NzFtARC/GFHfUbr7IpCLxoaLzd284VHd7K3vZ94SlfMHpmrN60o5wuXr2aB14EsidywvJytzT38auvkc6Vp8NyxTh453EogEue5+k52tPbRF46RVDXU4chHEgWcZiPv2VjDv168Ao/VhCSKXLm4mD/urOflxu4px28zynzyguVcvLAQWRTRhg+s/7q7gX/saeRIzwCJYQVwAWH4/QysLPKytsTHSw1dU6q4j2VtaQ6iINA2EObbT+/lvv3NBCJx/UBYA1kS+NW2Oj578UreurYSi0HGbTZyy+oF/GNPI73hicH103XtEz5jnsPMfe+5nCXDXtt7O/zc9rtnpux7TanqnHkizwWXLCxEFATaB8N8++l93Le/CX8krh9Ga/qz+tfb6vjXi1dw+7qqYYsxA7esWsDf9zRMemjjMBm4fW0V5V5d2NEfifOlx3by9z2N40pOD3YNsL2ll2hSGW2zUlSNu/c28fiRtuH5Sj92oyRy6+pK3rqmEoMkklRUnqht5z+f3MOhrsDoWjJyn68qyuFzl67kysW6ndkFlQV85NylfO6h1zLqYbx4eK46BiOj11V/JDZurn61rY5PX7Sct6+rxmqUcZoM3Ly6gr/uPjbloc1UZIPFs4iBWJLOoalLYyKJVNpFCOBo39C0J4wJRSEQnRgQGkRxytKGU8Wedr/+4DquYMAsS9iNmdt7HI8/EkdDg+Ned0m+h1ybhe7Q3GRI5wp/JIGiaRNu8EV5bgodVhrmibDL+jIfC9P4eoYSKe7Z1zQn/YS13QMc6RmcECwKgkB1rpMqn+OE+lnnkr21UQaCChbz5Mp2oihw6Tl2rjrfyd8eGTh1gxuD3Sry0Tt8fOLOXJz2qT1dNU3jYH2M7ftOvBd3vmKzmvn+XXdQVZYPQGAwzBd+8HeONHSe5pG98fjI7ZdxzUWrAUgkU/zx/pf40wOvTPrzkihwuHuQ/3h4J1ube8b9P0XTSMZU/rzrGA6Tga9etRaXxYjHauK2NZXDG7X0B6Q1eS7evakGh9mAqmm80tTD5x/aQV3vcQe6GqRUhVcau/nSozv52S3njvY13rK6kj/sqGd/58RDXAG4dXUl5y7IRxQEkorK3Xub+OrjuyZsCBVF77v7594mgvEk/+9Nm6nyOcmzW/jQuUt4+mgH7RmU1UqiQG3PEHc9soNXm9LP1V92NWAzGPj6NetwW4y4LUbeuqaK+/Y30xee/DC5LxTjM/dvIxRPTSqMoygafeEYP33lMFU+x7D+gkiO1cSGUt+UwaKAnoV9y6qK0UCxPxLnC4/u5O69TYQmOTAMJ1J0DrXzdF3HjA6FZVEkGEvynWf28attdROeZUpK42jvEP/1zD5q8lycuyAfQRBYWeilwmtPu09LqhrJ48ZpNUrjAj9F1QjGkpMeMMxHZFEkFE/y3Wf28X9bayfOlaJxtE+fq0V5Ls6rLEAY1sqo9DomDRYLnBYurNKDK03TeLGhm4cPtqbdVwTjSX7/2lGuW1rK4nw3OTYTly8q5tmjHVNW21X5nLx/8yKcZt2ybmdrH59/6DUOdw+M/8Hh+3xbcw9fenQnhU4r60t9mGSRN68s53evHWV3e/oWsOPnKpxI8t1n9/HLSeaqvm+I7zyzj8V5eiZTEASWF3io8jlnHSxmtXbPIjqHItMKzMQVlUA0ntaLrskfnLZ3MKVohNP0OMiigNkw9abxVNA5FCHdbS2LAsY0PXyZsr8zkLZfYUmBmw+du3jaHoFTzcGuQFo1tIW5Tj5y3hJy7eY0v3VqsRokzq8swGmeGMQf7hpg/xx4N4Leq/taS3pbl3yHhYU+15S9CKeS/XWxjMpL3Q6Jr/9LAZeeY59WWGYuMRoE1i618OMvFfOFD+eT653+gCgUUfnzgwO095z+7O3JQhQFKopzWVxZxOLKIqrK8jGbJvaFZzn5FPhco99DTUUhOe6JwmRjSaQU/rGnkR2tvZP+TFJR+fueBl5s6AL0jOPm8jyWFab38BUEuG1N5ajIWH84zo9fPDQxUByDhp4V+uOOehRVL0UvcVm5anFJ2p8vclm5ZdWC0fLDut5B/ueFA1NuBhVN45m6Dn61rY6UqiIKAmtLcrh6SemkvzOWRErh7r2NvNYy9VzdvbeRF47pByWiILCxLJflhROrmcaiAT2hWEYKqsF4kvsPNOMfDj7NBr2HcSrcFiNvW1tJ3vCzL6Go/PyVI/xxR/2kgeJYUqo2rcDaWFRN48m6dv6y69iUh57N/iD37Gsa3ZM5zUa9xzHjdzrzUTVdD+NPO6eeq5ZAiH+OnSvT1HO1KM89uteJpRS2N/dM2g8KurL9SMAmCgKbynKn3NsJwM2rKlha4AYgEEnwvy8dmhgojkEDDncP8LvtR0fv80KnlWuWlCJlUPalahrPHu3kTzvrp5yrtoEwd+9tHJ0rx8hczfLCygaLZxG9oVhGDdgjZSNj0TToCUZJKFMHiyNqZ8cjCMK88PkJxpNpa0IFQeBEBCR3tfWnzdqaJJGPn7+U/7xmHUvz3WmN5E8Hezv6aR0ITfh7oyTy3s2L+PZ1G1hR6MEkn77xuixGNpblTujP0zSNQ90D9E9xCj0TNOBYf/p+AEkQqMlzzZvvzT+Q4t4nB0mmprEzEQSqy4386IvFvP9WLz7PRJ/RuUIQwGYRWVFj5ksfzeeP3yvjjhs8WC3Tz5mqaby0M8zfHx04Y0q1s7yx6I/Eebmpe9r+a38kzuNH2kafsRaDxDkVeWl/1mc1c0FlAcbhdaW2Z4BXmqYukQQ90NrR2sfAcPWOIOhqmlKa/vOl+Z5RgQtN03iqrp1jGYi8xBWVx4+0jT7PZFHk+mWlo2OdCn80zsuNGcxVNP1czeUSVd83NNo+IAoCLothytcv99jZUpE/+rw51j/En3cdmxNBuXSE4kkeO9I2rahIUtWo7RkYPagXBChwWo8vYjqryXSuUqpGbc/ghLmarMffZzONChMmUuq0WbVYUhmn6ZBnN08QTByLx2riwqrCUTHBo32DowdK032OnW199Ediw59D4PyqfIwZ7MfC8RSPHWnDH5n5XBU6rBOq7jJlfuyQsswJg7FERidfSWVi/bWGxmAsmdHCqab5GUEgrZH6qeZk1eE3+oM8WdtO6rhAWRB09a93bljIH95+ER87bynLCz0zVoada1oHwjx6uG3CyZMgCKN1/H+440I+deEKVhfnnJbx5totVAz3Eowlqao0B4IZ27BkwmRlKoIgUOyyjgodnG6SKXj0hSHqGtNn/8ciCAKLK03856cK+elXS7juIieFufKcBY0Ws/76t1zl4jufLeQf/1POv743l8WVJuQMT146ulP86A99tHefvVnFLGc2g9EE9RmIS6RU/RBrxEJAEIS0vf+gZ/2qc52jm9g97ZOLYxxPdzA6btNc7LLhsYzPUosCrC3JGa3mUVSNrU29GauKH+0dpCUQHl1jFvpcFLms0/7eYDTB0SmyoyMoI3M1JuhdVeSd0wOtUDw1ul8RBAGDKE6pyLyyyDuaJdI0ja3DYjMni0A0we5JlOWPJxRPjXveOUxTB75nGwPRxKQq/McTiieJjsk+TzVXsnicRkMGkzr2R6bbDhc4LOPUW/d2+BnIUCyqNxQbF5gWOa0ZVagNxDKfq3Bi/FzZTZkr2x7P6W8yyzJnhOLJtIHc8aTbhKYUlUjGPoGnNkUgiQJmWcIsSxgkEVkUkETdD0kS9CZ0adiLqdrnnPSU6USIJFL87JUjrC7OYX2pb8J7GGWJVUVell23no8MLOH5+i7+vqeB/Z0BuoPRU95MHk0q/GpbHZsr8thSkTdhvLoEtZev5nv44DmLeO5YF//Y28i+dj+dQ5EZldvMlppcZ9o+0qSiYpIl1hTnzNl7lbhsk/6/PLtlnO/o6aa+OcFP/tzHf/1bIXbr1KXTgiDgdkrcfKWbK89zcKwlwZ7DUbbuCXOkIU5vIEUkppFIaCjKsFCEoP+eKIJBEpBlAbNRwG4TyfXK1FSYWFJlpqbCRGmhgZICA0aDMKP7StM0QhGVb/28m6deCZ61wjZZzny6Q9GMPORAb3MIROKjm7ryYbPs44UpSt02fGMUw5OqyvJCDyll+nU1z24et2G1GWU8VtO4fj9REFg+pgQ2EE3QMhDK+MkcSSrU9w2NZvtybCYWeB00+acOnnpCsYznqmsoij+awDs8DyPG4jOxyTLLEnaTAYtBwiiJupfc8PM+326ZUWXM0gI3luHgOppU2NcZOCHLrunoC8fomEZDYoSUqo2rCtMrXUbcHs9++sNx2gcz82tWVG3cfmqqg8uOochoO47ZIFHqsk05q3aTgeIxe4XuUHTKQ+sSt41cu2X0z0lFZWm+OyOtBZ/NhDDmTrcaZXKspml7h/3hWEbepaDP1fjravb7nGyweBYRSyqzDuR049nTK2svoN/QTrOBUrcuo7wgx0GBw4LXasJtMWIxyFgMul+UQRIxSuK4/zYbpJOWJTvYFeCrj+/mf27SffvSZVJlUaTCY6dsfTU3rSxnf0eAZ4528NiRNup6BxmKJU9Z4FjfN8RXH9/Fj968hYU+Z9pTV0kUKPXYuWNtFW9aUc6hrgBP1nXw+OE2ansHGYxmlq2eDSUuW9qyC6tB5l8vXsGnLlw+Z+81Vdbbapzcs+p08ZeHBli33Mrt17kxmzLbEDlsEqsWm1m5yMzt13tIpTQGQwp9gRShsEosoZEaLm+VJDDIAhaTiMUi4rKLuJ0SsjR88CLp2YvZzIumafgHFX70hz5+f1+ADFqQsmQ5bfgj8Yz98wajyXGHqlajjMNkGBcsCoKeDRy75nzsvKV8aMvijN5DQBi3LsqSiOk470RBEMZlAoPx5IwtnNoHhjOLgoDNaJhgh5WOGc1VLEF4TDbVatBVGacK0AQBvBYTSwvcbC7PY0m+myKXFY/FhMNkwCRLGGURoyRhkkWsxsy2sAJQ4Hi9giScSNEayGzDPVsCkficCLS9EQhE4ySnUG+dLUe6B2gbDOOzmzFKIudW5pPvsNA1iWXbojwXa0r0Q2pV09jV2pdW0HEE/T5//c8fOGcx79lUk9HYBBinoyGL4pQlryMEookpBXdOFtlg8SwiMSyTPRtUOK2n/wUOC2tKcrigqoDzKwsoclpxmAzYjDIGSZwXm/mUqveF/OsD2/niFatZWehNW7440h/pMhs5d0EeG8p83Lmhmu3NvTx0qJXn6jvpHIqc9DNDVdN44VgXn7l/G/9+2So2luVO2psninp56sayXFYX5/CO9dXsbuvn/gPNPHu0k/ah8Jz3nPns5rTjEQRBN5Y+RXpJhnlmJwIQGFL47v/1kOOWuO5iZ9qepXQIgoAggFHUxWisFpHC3NmrAM+GXn+K//e7Pn7+135CkexmKcv8ZiaHrHFFGWedYBBFzMcdeAkIuI4rGzVI4qz7onVz+PF/JwnCqLANQFJRprRKSEcokRr91EZZxJqBQF0sqUxbmjdCQlFJHpfVME3xHkZJ5IKqAj60ZTHrS3PJsZmmNJ+fCZIoYDPJo5mclKpmJGpzIkSTyryyp5jPRJOpkzJXnUMRHj3cNtwaJHJOeR7v3VTDD188NKEsvNRt418uWEaRUz+E8YfjPHqkLa2g4wguy/hn64nc55BZK1c0mZq2ReVkkA0WzyJU7UQKRLVTXl4qCnqd9i2rK3nr2koW+pyjhqjzlZSq8dDBFg51BXjb2iru3LCQco990s28IAiYZIkKr4Nyj50blpdzpGeARw+3cs++Zl219CSeEqVUjcePtI2O992banSvsEnEiEbGW+6xU+a2cfWSEmp7Bnmqrp2/7W7kQJd/xpuSyXCbjfNCFEmYp90hRxri/Ms32kkkNG641InJePrnaiqSSY39R6N85UfdPPFSkHgiu1HKMv/Rhn3vMv3Zsfs0YZLsu+G450FLIMRQhuWbx9M5NLEUThDGr1uqNvN+/bEeoHpAmpkSY6aomnbcplaYVFzDZTbwwS1L+JcLlpHvsIz+fn8kTncwSsdghPbBMP5InGA8STiRwmKQ+ei5S8hzWNK+5lhEQW9ZGfmIqqad9KyfompvPFGvWT5KM81Wz5RIUuHX22o5vzKfcxfkYzXKfO7SVZxfVcArjT20DISQRZGaXCcXVxexokgPKmNJhZ+/eoRnj3ZMuTQYjtu/tA6ER/t0Z0p3MDMlYEU91Tt1nWyweBZxJp1imWWJG5aX8eFzl7BpOOM1kyBR1bThf3TBnZEHkzjc33gyA05dXTPIt57eyyOHW3n7umquWlxCudc+ZRmBIOj2IquKvCwv9PD2ddX8Y28jf9p5jMPdAyctaNSAloEw33t2P48daeO2NZVcv6yMBTkOTFPM+0jguKLQw7ICD7etqeSfe5v46+5j7O048aDRZJAmnJhnGU9zR5KPfb2dhrYEd1zvoShPnlLE4VSjaRqKCm1dSf7yUIDf3Rugrin+xtskTeD4jXKW+YpxBs8LoySN65FKqemCDm1CcPdfT+/j3v1Ns7ovFE2b0CeoqNq40leDKGakZjoWq1Ee3dunVI14Bm0oJjlz1WV9rl4fk6KpJNKUL4mCwJ0bFvJvF6/AbdG96vyROPfub+buvY0c6Azo5a/DQf3IVrnc4+Dt66oyChaV4e9J07RR5XaL8fRbfZ1tSIIw757pTf4Qn3lgO9+5bgMbynKxGmUuXVjExdVFw2XY+sGLKOj3WttAmN/vOMr/e/4AkWl6Wo+/z3/w3AH+tvtYxtn3sSiaNusDpVNBNljMcsqRRYG3r6/ii1esodBpnfJEU9M0okmF7mBUFyKIJggNnyyGEymiyRTRhEIkmSKaUliU6+J9m2sy8qs5URRVY1dbP3U9g/xxZz23rl7AtUtLqfZNbcUgCAKyoPcKfvS8pVyysIhfbavjjzvqM1bMm9V4NY29HX6O9g3x190N3Lp6AVcvKWVJnmtKD8qRstpil40PbVnMZTVF/N+2On63/WjGYgfpmA/quWcCPf0pvvmzbl7dHeaT78plyxorRsPpzzJqmkZnb4qnXgny23sCvLY/ckaUnbocVorzPfg8DmwWE0aDjKKqRKIJ+geCtHcH6B8InVCwpx4nwiCJIkX5HsoKc3A7rUiSSDSWoKNngKa2XsKzPI1Oh8tuoaIkl1yvA4vZBGiEI3F6/UEa23oITWIiP1skUaS4wENJQQ5uhxVZFonFkwRDUZo7+ujqG8xIeG0qBEGgMNdFeXEuHqcNWRaJRBP0+oc41tI97jNpMBoUZILTbMh4g2sxyuP6BxMplfBxwnCapttxjEUSBfyR+JzZNKiabk4/gtkgZdy/N4Iu0qN/8HhKIZiBiqPDZMh43bYapFFLARieqzQlfYVOC3esq8ZtMSIIAkOxBD94/gC/eLV2nFrk8RyfXZ0KfSOeRNVAEvRyQbdlfnkjnw0YZWnGhxYnGw3Y3dbH15/YzXdv2MSakhxUDRKKglGShkuSE3QMRtjZ1sc/9zXxUkN3Rnux4+29JFHAH02clb2q2WAxyynFIIncsmoB37hmPTlWU9oHekJRaBsI81pLH0/XdXC4e4C+SIzBaIJIQpeYnuyhe8PyMt6zqeZUtbsBeu/HrrZ+9rb7+fkrtWws8/GWVQvYWJZLvsMyZeBoGlZR/a/rNrCxLJevP7Gbxv7gSS0ziCRS7Ovwc6AzwC9ePcL6Uh+3rq5kY1kuBU6L3i84CUZZYkm+m/+8Zh0by3L55pN7ONw9MKvxJhUVjYmVK/5wnO88u4897ZnJQ58ogUj8pPevnChDIZX7nx5i654IV1/o4Jar3KxbZiHXe2ozjcmURn8gRV1TnAefGeLprSEOH4sRi8/fLJooChTleli3fAHnrqthRU0pPq8Dh82MyWhAliRUTSWRSBEMx+gfCHKgro1/PLaN3QebiM7i2lBUjVRKRZZEViwq486bzmft0nJyvU5sFhOCKJBMpggMhjnW0sNDz+7mwWd2MRDMTD3xeCRRYGFFIddetJqLNi2hON+L027BaJRBg3giyWAoSmtnP0+8tJ/HXthLU3tfRgFxeZGPL3/8zbidNoLhKD/7y9O8uvsoJqPMumULuPnqTWxYUUmO247VYkISBRJJhWhcD+Z2HmjividfY9u+YyRnqD4piSKLKgu59epNXLhxCXk5TmxWM5IoEE+kGApFaWjt4d4nd/Dky/vp6R8inkjOKFjMd1gxG2QGMwiW8uzmcf2IfeEY4cT439OAZn+IREoZPYSryXVhlERS6tyIyGka1I2xsPBaTaPlm5kgClDlc44GyYPRREbKnfkOCxaDxEB6fZBx+OxmXOap5wp0v8iVhZ7R7+uZo538amvdlIEi6MqVmVr4ADQFQiQUBYsoYzcZWOhzvoH0RmfGuOLhGRzqei3GGR9anAqqfU4+d+kqlha48Ufi/PCFgzx9tAMB/SBhxF+xOxidUYVXUyBIPKWOWtjU5Doxy1I2WMyS5UTZVJbLXZetShsoappGcyDEL16t5cGDLRztHTxphrknA0XTaPQHafQHuXd/M8sLPZxfWcC1S0tZU5yD02xM29soCAJWo8zb1laSYzXxbw9up7Znei+rE0XVNFoCYVoCYR482MqSfDfnVuRz44oy1pb4cJkNSGl6CgVBwGKQuWVVBYVOC5+4ZysHuwIzfv9wIoWiaojHPfBTqsrh7gGequuY9Wc7W+nuT/HbewL8/ZEB1i6zcvEmO+essbKs2ozTIWE1CxjkmdlcpENVNZIpjVhcIxxV6elPsXvYkmN/XYwDdTGC4fn/QLRbzbz9xnN5y5UbqakoQBo+uDl+fkQkZIuE1WIiL8fJkqpiLjt3OX+87yV++Y/n8A/MzI8tlVIwGiTeet05fPwdV1Kc75nwvpLJSGGekYJcNxtXVnHOmmq+96tHaGzrmVG5os1i4k2Xr+cjd1xGaWEOojDx+7daTFgtJgp8LtYuq+AtV27g+795lKdePkBimj4Zq8XImqXl5OW4iMWTvLLrKPtqW3j/rRfzzpvOJ9c70a7IbBIxmwy4HVYWlhdw5Xkr+N8/Pcnv7nkh4+DbIEvcdPl6Pvr2K6gszZvQH2gxG7GYjeTlOFm7rIKrzl/JN356H0OhKClFxZhhP7TXaqTCa6d7EoXEEQSg0usY54V2sCuQtuSsdSBMcyDMwlwnABvKfHisJiLTyOJniqJpbG/uJaWqekmlQWJlkZdn6zsz2qgWu2xUeByjf+4MRmnsD077e16rbrHROTT9XC3wOsixjZ2rgQnK2gJQmeMYd6D6cmM3Axkouy7w2rGlsV6ajL3t/USGex0NosCGMh9eq2lCFvhMQ9OY07L/lKqO2k0A2ExyRpVaRklkcb573lUMWQwSd12+mstqikipGv/70iG+88y+OWn76RiM0OgPsiTfDcC6Uh85NtNJrRA7XWSDxSynDLMs8ba1lVSl8ULUNI2G/iCff+g1HjncNsG36kwjoajsautnf0eAf+xt5KKqQm5cXsZF1YWTSpTLosglCwv52HlL+eyD20+qB9TxJBWVfR1+DnUFuO9AM+dX5nP9sjIurynGZ08/XmlYXeyTFyzjk/dtnVCONR3+cIyUqk7IvBokcdyJdJaJRGIaL+0M89r+CC67REmBgVWLzSypMlNWZKTAJ5PjlnDYJRxWEbNJRJZf96RSVFAUPSCMJ3RPxHBEJRRR6B9Q6O5L0dWXpL45zqH6OB09SQZDCsGwekZ5JoqiwOLKIpZUFY1bczRNG85MRYjFkxiNBrwuG0aDPPpzXpedO2+6gMFQlF/+7dlxgiDToagqF29eyu3Xn0tRnhtB0DOJg6Eo0VgSm8WIy6GXowqCgNEoc82Fq1FUjW/+9H46ewcyeh+LycDbrt/Cx95+OT6PY3TsqqoyFIoRikQRRRG3w4rFrJf5yZLE4soivvDhN6GpGk++vJ9Uhhsnk1FmQYmPt1yxgfffdgkuuwVBEFBUlaFglHA0hizLeJ02jMYxc+m286G3XUpbl59HX9iLMs37iYLA+esX85n3Xktx/utZJ/17SxIYjKCh4bRZsFlNmIwGLty4hGRKobm9bzhYz2x747GYWFXkZVtz75Q/ZzHIbCzPHS2zUzWNHa19aX+2fTDMgS4/VT7dYqnK52RzeR7/3NeU0Zgy4VD3AG0DYSq8+vd+UVUhv9t+lN4x5anpEIDVxV5K3bbRed3R0ptRS4HbYmRVcQ6vNPVM+XNmg8Sm4+ZqZ2tv2qDGKI/vmx/IwK5JFgXWl+biMmceLB4enq8cmxlBEFhX6mN5oYfnj3Vl/BrzkaSiHlfyrvtQM8tgKJ5Sxgmt5NstWI3ytEG1zSizqXyip/PpZoHXwZbhccVTKR470jZn+hBdQ1H2dvRTk+tCEgUWeB2cv6CAJn/9nLz+fCIbLGY5ZVTmOLh6SWnasszuYJQvPbaLBw60nJCv3/HqVKebpKrSMRjhz7uO8cCBZlYV5/DBLYu5YlFx2uyq2SDztrVV3H+g+bRk1lKqRudQhL/vaeShgy2sLMrhA+cs4srFJbpZ9HHjNcoSb1lVwf0Hmnn4UOuMSnraBiPEUyrHqU9jMcgUj/EQyzI58YRGjz9Fjz/FrkP6ab/BIOC0idgsepBoMunZRklktGRVVTVUVbfLSSp6wBhPqMQTGuGISjg6exue+UQwHOXBZ3Zx+XkrkEWR1q5+dh9q5tXddTS19RGMxEilFCRJxOdxcNX5K7n+krXk+1wIgoDLYeHOm87n2a2HqG3szPh9C3PdfOC2S3DYLPT0D3H/0zt5btshOnsHSaYUzEaZ6vICbr9+CxtXVmE2GTAY9ICxLxDkWz97YNqMnySK3HbtOXzizivIcTtGP+9LO+u494kdNLb1EIsnEQRw2a2sXb6A267ZzKLKQiRRpLzYx10fvpFwNM4Lrx3J6HMJgsAV563kmovW4LJbGAxGeXHHEe57aifN7b3EE0lEUSQ/x8VlW5bzlqs24nXpQUmu18mH33YZh+rbaGidOjCrrsjn395/LSUF3tG/a+/2c9+TO3n61YP0BYKAhs1iYt3ySt58xQZW1JRwyTnLCIVjmGaQcbIZZW5cXs5DB1unLMVcWeThuqVlo2tgY39w0mAxmlT4x55Gzq8swGcz47Wa+Mh5S9jfGRhXPnoiHOsP8nhtO+/ZWINBEtlckcuNy8v4zWtHp1SXLHJZec+mRdhN+vZvIJrgH3sbMxLlsBllblxWxgMHmqc0D19e6OX6Za/PVZM/yGuTzFXguCAk32FGFgUSyuQDWl2cw00ry6fstT+e9sEIDx5qYVmBB1kSybNb+OwlK6ntGZzUd+9MIJ5SxmWyfDYzuXYzzYGZVUOMMBhL0j4QRtU0REGg0Glhc3kerQONk/6OKMAlC4vYUOab1XueTOwmw2iZqEHSD7iP9Q0xEE2ccOVaLKVw954mLqoqpMBpxWUx8qFzF7OjrY/D3QNzMPr5QzZYzHLKWFviG/WwGYumaTx0qJVHD7WesAG8x2qap0YIem/jy43d7Gzt4+olJfzH5atZVeSdEIC5LUbetqaK5491ndba90hSYWtzD7vb+7i4uoivXLWWtSU5E8pMnGYjb11TybP1nTPKLtb1DhJJpHAf50lmkkWqfU5MsjhnNh1vJJJJjf4BPUP4RkfT4NU9R/nh7x6nsa2H3Yea6fUPpf3Z+uZuduxvYNveY3zlE2+mpCAHQRAoK8xhy7oajjZ3ZSzUYjEbMZsMNLb18tUf3cMzWw9O+N3Dxzp4ZfdRPv3uq3nrtZsxm/TfufnKjTz2wl627T025XssW1jMh2+/DK/LDkBX3wA//N3j/P3RbUTTZIl2HWri2a0H+dLH3szFm5YiSSIVxbl85I7LOHC0LeNS23yfC4D27gA/+M0j3PvkDmLHlV3VN3ezdU89h4618+WPvRmPywbAwgUFXLZlBb/42zOTvr7VbOT2689lWXUJoD8fWrv83PXff+OF7UcmZHj31bby1Mv7+cQ7r+KWqzeNvlemCILAhVWFfPqi5Xzrqb0TMigCUOVz8O+XraIiR5/reErhgYMtNPknL918orad+/c3884NC5ElkfMW5PPfN27iS4/u5HD3wAQlxRFMsl5ZsSjPTYXXzv0HmhlK00+ZVFT+79VaNpfnsrLQi9ti4t8uWUlfJM6jh1vTrp3FLiufv3QVl9XomfaEonDv/qZJA7l0c3V+VQGfuWgF//nknrTZpqocB3ddupIFOY7X5+pAC01pylw14FhfkGAsgWO4muSKRSX8fU8jDWl+XhYFFuW5+Na1G6gZvg4zJZZS+MuuBq5bWsbqYv05dunCIv7fTZv53rP7OdgVmLSax2KQ8FhNFDqt1PUMzqsyw5Sqsa/Dz7kL8gGoynFyxaJifr/j6Kyen0lFZVtLL9csLcVuMuCxmvjAlsXs6/RT1zM44UDYIImcX5nPXZevIneSqqnTSZM/SMtAmCKXDaMk8tWr1/KmFeVjLGle/0QJRWUolqQ5EGJbUw+1vYMEY8kpD8Gfqe/g7r1NfGjLYmRJZENZLt9/0ya+8MhODk1xTRklEZfFyEKfk2qfkwcOtmRUfn26yAaLWU4ZSwvS17MnFJXn6jvnZAEucdnmncH68cRSCg8dbCWeUvj5redR4LBMCBhXF3vxWIz0hKYuKToVxFMqT9a2k1JUfvnW8ylxWSeMd2WRl1y7mbA/89PM9sEw3aEoRcdlEQVB3xB4raZpe2OyZJmOSDTBb+95nkQyNW22NKWoPP/aYR5+bg8fuO0ShOH+v5U1pUiiiDoDgZJINM4f73+Z57cfnjTI7A8E+eXfn2VJZREbV1UhCAIel40rz1/Jjv2Nk5a+ypLITVdsoChPL9FMKQp/fWgr/3x8e9pAcYSGlh5+9penqakooKzIhygKrFteyeol5Tzz6sGMP1sypfCH+17k/qd2TggUR1BUlcde2MvFm5dy/cVrEEURi9nIikWlyLJEapJgqazINxrMAiSSKf760Cu8+NrEQHGE1i4///unJ1m1uIyl1cUZl8JpmsZgLInDJPPezYtwWYzcu6+Zul49ILAbZZbku/nAOYu5tKYIWRTRNI1D3QP8ddexKTMTA9EEP33lMKuKvawr8SGJIpfXFFHisvLgwRZ2tvXRNRQlPqzK6DAbKHRYqMxxsLE8jxWFHhr6gzxR2542WAS9Z/KnLx/mW9duwG0xsiDHwXev38iSPBfPH+uibTBMIqXishhZnOfm7euruGJRMWZZQtO0YVG2I0QyOOQbmSu7Sebdm2pwmg3cu7+Z2p7xc/X+cxZx6cLi0bk60jPIX3c3kJxkrhr8Q+zvDHBOhV4quL7Ux+cvXcXPXjnMoS7dUsogiZR77JxXmc871lezuTyPUCJJPKWSO0mbRDqO9Q3xk5cP870bNuIwGZAlkRuWl7Mkz83Dh1vZ1txDTyhGNKnom3mzkXynheUFHjYOW3y968/Pz6tgMamqvNjQxbs31mCSRUyyxKcuXI4sCjx/rIveUAwEvQ3IZTbithgJROMc7BqY9DWfOdrBuzfWsGx4z7alIo/v3rCRX7xay5HuAEOxJObhCqDN5Xm8Z1MNNblOAtEERknEbso8s3+y6QvH+NnLh1ngdZBnN2MzGjivsiDtz6qaNmpL0xeO8cihVv5vay37OifXZBiKJfn5q4dZX+ZjU1kuoiBwcXUhv37r+Tx8qJXtzb10BiPEUwoGScRpMpI/fJ9vKs9leaGHtoEwT9V1ZIPFLFlg8kBuIJqgYQ4UQCVRYGWRd941WKcjqao8UdvO3Xsa+dC5SzAcJ/LitZkoddvmRbAIuqDCs8c6+cvOY3ziwmXjJNFBz+iWe+w0zSBYDEQSbGvuYXVRzoTrYlmBh0V57mywmGVOiM8g4x2JJnh++xHe8abzsQ5nO8qKcmasOlvf0s3Dz+0mOU3/dWtHP397ZCtrllWM9kyev34xud5n6OpLX7JYUZLLZVuWI4oCmqbR1NbL3x/ZOq0thgbsPdLMc9sOc+dN5wN6Ju+qC1by3NZDGXn1aprGkWMd/OOx7USm6XMLhmM8t/UQF21cgsuh2ySVFeoWG3op6UTOW19D0bAgEEBtYyf3P71r2r7KprZe7n9qJ4urijK2ToqnFL711B4urCrkikXFvHPDQm5aUU5fOE48pWCSpGFVT8NoANo+GOEbT+xmb4d/2tff2+7nU/dt4wc36pL9siSyYthnN5RIEYonSakqkiBiNkjYjfI4z+GpSj1BP2j9864GXGYjd122GqfZwIIcB1++ai19YV1BPKVqWAwyPpsJh0n/HNqwjdLnHnqN3W2ZqU7HUyrffmov51Xmc9XiEu7csJA3raigLxwjntKDq1y7ZcJc/eeTu6dUtu4Jxvjl1loW5DgodFqxGmXu3FDN5TVFdAxFiCYVrEaZnOHMnsUg0R+O893n9pNnM/Ppi1ZkfECcUjX+vOsYPpuZj5+/lAKHBaMksqzQw9ICN+Hh7yQ5/J1YDBI2o4xB0v0lG/qG5t3+QtP04O6Zox1cubgYSRSoyXPxnRs20h2MDit9Cxgk3YPaKEv8bXcD//rA9klfs7ZnkB+/eJBvX78Bt8WESZa4enEJWyry6QvHiCWVYW0BAzk2MwZJpH0wzHee3scd66vZUOqbN72LbouJSFJX2PfZTFOuDaIgIEoChuGA94NbFrOhLJcP/P0l9k8RMB7uHuTT923lB2/azLoSH7IksqzAw9J8/ZoKjrnPTbL+2sYx93lfaP6LLJ2UYNFqNmK3mbGY9SZ+m8WELA0bcM/y+vEPhNlf1zqn48xyapnMBDeWUtJKas+Uap+T5YXuebNITUdK1XjqaAfv2VQzoY/TJEs455nIi6JqPFPfwfs2L5oQLI6cws6EUDzJc/WdvGNdNbbjTiKdZgO3rl7ASw1dZ5Qibpazg75AkMFgZDRYtFnNyJJEnMyDzm17j9E/SUA0FkVVeW1/A+3dARaU5AJQmOdmcVVR2mBREAQ2rKikJF/v51M1jdf2N9LSkVkpYTSWYPu+Y9xxw7mj2buVi8pw2i0ZWXcoispLO2vpylCEp765m3A0jsuhVxA47RbMk2QeDLLExhVVo/9fVTW27q6no3v6wAzgpZ21fCR0GW5nZqWozYEQ9+5v5t79zfz7pat488qK4ezLRA++eEqhtmeQrz6+iwcPtmYWWAOvNvXwzr+8wIe2LOZNy8spdFmRBAGHyYBjknmIpxR6QzF2tfURnaZ3NZJI8eOXDtEdjPLR85ayvNCDxSBT4LBS4BhftaFqGv3hGC8c6+IbT+yeMmNyPC0DIe490MQ/9zXRc1mMt6yswGU2TGgjGBl/Xe8gX31sNw8eapmyh1ID/rGnEVkU+fylK6nw2pFFkVKPnVKPfdzPJhSF2t5BvvXkXu7e18gl1UV86Nwl2GZg1xBLKvy/5w+wv9PPJ85fxsby3FH/SLvJkDYrpg3bK/SEY3MmjjKX9IXj3PXwDuKKwmU1xdiNMhaDTIXXMeFnU+rrVg+TkVBU/rTrGCaDxGcuWkGR04osibgtxnHft6ZppFSNve39fOvpvTx4oIWN5bmsL/Wd9nYgUYDzFhTwyQuXcfmiYgySSNdQlEPdAzQHQsRTymiCQkBPNjhMBkpcNqp8TgqcFmRRLyv93CUr+eA/Xp6yzWZ7Sx/v/PMLvH/zIm5evYBipxVJnPyaAv0+6Q/r93lkmvv8dDOnwaLdambjykou3LiEpdXFFOd7sVqMaaW8Z8pLO+v48Jd/PUcjzXI6mOxkWBYEDFN4+2WCQRS5pLqQkhn2q5xuhmJJ0s2KpnHC/Zsng6FYMu24ZjNeDdjW3EtDf5AVRd5x/08UBK5YVMyKQi+7T5HfYpYsIySSqXGegKIgjAZWmaBpGkebuohnuAFo7w7Q1TtARbF+Iu+0WSgt1DPux99WFpOBJVXFGIY3fIqicqAuc3EpTYPeQJBILIFjuMfIZbeSl+PMKFhMphR2H2rK8N100Z3UmN4pk9GAPIkwicthpSjfM5q9icTi1DV1kshQGbovEKS9OzBlsDgQTfDHHcfw2Uw09AdpGwiTUFT+/eEdeq/WkhKWFnjIt5uRRJFQPMmx/iAvHOvknn1N7O3wZxQojqW2Z5AvPbqLBw+2cP2yclYVeSnz2PBaTRgkkaSiEown6Q5GaR0Is6e9n+ePdXGgM0AwA//HeErlb7sb2NXWz43Ly7h4YRFVOQ68NjOSIBBOpOgKRtjX4eexw208U99JTwaiLgOxBH/aWY/PZqbRH6ItECauqNz18Gtsa+7hmiWlLC1wU+CwjM5VQ3+QFxu6+Oe+Jva0908ZKI4QSyn8edcxmvxBbl9XxeqiHErcNmxGGUXTGIomaPSH2N7Sw737m9nR0kdSVdnfGeB/XjiA22xkT4c/I99Q0IOhJ460s6/Dz1WLSzi/soDF+W6KXVYcJoPuFZpSCSWS9IZiNPQH2d3ez7NHO2gfDKd9zaFYkr/ubqBg2O9yX0eAhJLZddsdjPCb7XXYh4PeV5t6Mv4sIxzsDvCZ+7fxpuXlXLm4hGqfE6/NhFmWSCmafn2FojT5g7zU0D3t60WTCr/aWkdtzyA3LCtjXamPMo8du8mAJAgMROM0+UNsa+nlTzvrOdg1QFJRuXtvE4FIAlHQP4eaZmUKDs9V4fBc7e8MTNrDezzdwSi/2XZ0VKDp1aYetDTvUe1z8e3rN7C2JAcBgceOtPGjFw6yp8NPPKVMuIcFdAE4syyxKM/FN69dz6byPERB4JyKPBbludg1TRa+vm+Irz+xm0cOt3Lj8nJWFnmp8NrH3eeheJLuYIy2Qf0+f7Ghi70dfgYnKUENxZP8bXcDLw6r9h7oChDLcD3sDsX4zfa60UOpVxp7MhKySsecBYtFeW4+cedVXHvxajxO25xndxzzsHE2y8zoC8fTmrA7zAZybRNPcmfC0gI379m0aEbqaPOBco89bVlELKVMunicTso8trRqtvGUMqt6+/bBMPfub2ZZoWdceY8gCJR57HzqouV89oHtZ7RaXZb5hyyJ2G1m7FYzFpMRg0FCkkRkSUSSJMqLfJhOwFw6nkjR3TeYsSBOPJGkvTswaiYvSSLFeR6MBnlCCa3VYqK6PH/cM9Zpt3DOmoUZj29hecG4zajFbMCVRnwsHbF4kub2zLKYAMmUOu69RFGYtJTP7bSSM8b/LxKN09qVWVYR9LLXnv4hlk0xFT2hGF97YveEv+8Lx/jV1lr+saeRXLsZm1FGHBaB8Ufi9IZiJ1TlEIwneeZoJy8c68JrNeG2GLEYZCRRGO2TCiVSDMUS04pqpCOp6r2UR3oG+OXWOrxWE1aDpNu2DAejvaEokRlYMvWGYnztiT0T/r4vHOfX2+q4e28jPrsZu9FwwnMVTyk8W9/J1uYefDYzTrMRoySioWf1AtEE/nBsXO9j22CYLz26a0bvM4KiabQPRvjVtjr+vOsYOVYzTrMBoywiCq9/J5FEikA0MW2foj8S55tP7Z3VWBr9Ie56eMesfncETYOWQJgfvXiIP+48Nvz9y8iS/lkSw4HKYCwxXJo6PbGUwlN1HbxwrAufzYzbYtStThCIpRQGonH6QnGSY3qJHzzYwoMHW6Z83UA0wbdmOVdNgRB3PTL1XAnA+zbXjGY4D3cP8NkM/auHSNITivHDFw/x6+IcLAaZXLuFmtzpg0XQhQyfP9bFy43deKwmPMfd5yOHEIMZ3ueBaIJvP71v2vdNR0sgxH88snNWv3s8cxIsGg0yH337Fbz1unMwHLdZV1SV1EgUfwKJkulkxLPMf+p6B/VNw3EbBYfJwKbyPF5o6J6Vv2KF185XrlrLiiLP9D88CywGCbvRgD8Sn9Nsn90kc+OKMkxpAty+UIzWgfQnmNNhlnWxhEAkPqclnCMS8yMnemPpj8RpnkG/4giqBn/cWc9NK8pZXugZtwEWBYE3r6ggHE/yn0/upW2SE93Z4DAZMMki/ZH4WWERkWVqBAE8ThuVZflsXlXN8poS8nKcuJ02bBYTJqOMQZYwyBKyLOltEzPsURxLLJ6Ytn/weLr7BnW5+uE/e912DPLEYNFsMlCQ6x79s9Eg87kPXD/rsQLIkpSxL2EwHJ22V3G2WC0mnGMOhmPx5KS9jemIxZMMhmZvfK8Bg7FERp6DsyWlavSEYietH13V9MC3bxq/xRNFn6skgxlkPmdCNKkMP/vmbr3P5D3bBsMwN64mpxUNPXD1z3D9mYqEotIxFJnSWmY+kWMzcWlNMaIgoGoaz9Z3ZhQojqW2Z5BoUsFikDEbJFxpyq2nIqVq9IZiusDQWcCcBIslBV4u2KDLxoIe2B1r6eZQfTudvQMEQ1GSKSWjcoTJaOvKlqKd6ezv1GWE7abxmSlBEHSfq0Mt7GnP/BRZFKDMbeerV63l8hpdfe1ksLooh09euIznjnXxUkMXR3uHSCjKrNP5oAdeb19XzcXVRRy/J9U0jR2tvQzNcsOyJN/Nv1+2ipcbu3lueJE80fGaZYlbV1dy5eKSCZlQTdPY1daHPzK7RbHJH+JX2+r48pVr8FjHZ5hNssTt66qxGQ381zP7qOsZHHeKmSkCusR3js3ExrI8rl5SQk8oyree2juptHWWswOjQWLL2hpuv34La5ctwOO0YjIaxh1MjGS+9DPNEz89SKVUkqmZHXBGYolxB6oWszFt6assi9itJ1aJMQGBjKuB4okUyknq2zLKEsYxHomKqk6qtpqOlKLMSMzobEYQBERRQhDEMQe0GpqmoanqjJR907++iChJw9eNgKapc/K6p4rjxw+vz8tMS0CzzC9GhJZAX9sbp7C4mQyDKCKN+BJrGqlZ7DvOJuYkWMz3uSjM1YVFVFXj749u4+d/eZrO3oEpZbyzvLGo6xnkYFeAjWW5EzYmyws9fOXKtfzHIzs52DV9032O1cTFCwv58LlL2FKRP1oaqWn6Vm8uFcvMBokrFpdw7dJSOoeivNbSy5N17RzoGqAlEKIvFMs442gzyiwr8HD7uipuW12ZVhxgKJbknn3Ns84KmmSJSxcWDY83wo7WPp452sHedj/NgRB94cxLhKwGmaUFbt6yqoI71y/Em2aTGoqnuHdf86yDLlXT+MuuY9TkOnnf5vGlxIKgz9ltaxawujiHu/c28kRtO0f7BglE4pMGwAL67/nsZnw2M4vz3FxYVcCakhzKvXbcZiN/3tVwxoghZZkdLruF26/fwvtuu4T8HOfo962qGkOhCL3+IQaCEaLRBOFonEg0TiSexGYxcfm5y7FbZ9f+oGpaxiWoI6TGCC4ASKKYViRCz3q+HkSqmoZ/IDSpFUUmDIaiJDIMslLKxH6fuUIUhdENGujf03RqsmPRVO2kBbJnCqIokVtQRlnVckorlpCTV4LZYkMQROKxCMHBPvp62mlrOkxPRxMBfxdKKn1AbrW7KC5bBGgE+jrp62lDEARycktYvPIcKqpX4s4pQBBEgoP9tDUd5vC+V+hqq0dRpr6e8osrcbp0E/dwMEBXe8O0gabJbKWodCGywYSqKvR0NhEcTJ9IMJoslJQvRpINREIDtLfUAXqQmFdYTtXitVRUr8LjK0SSZOKxCH3drbQ1Haapfh/dHZOb0GeZ3xy/bhpmkUhYV5ozKuQXiqfoCZ4dGcLZMifBot7noX8ZA8Ewf33oFRpae+bipbOcRXQFI9y9t5Gl+R4c5vHqUAZJ5JqlpVT5nPxtTwPP13fSPhAhPrwxkQQRi1GixGVjU3kuVywqYW1JzjiVqYSics++Jt2nqix3zsdvNsgsyHGwIMfBzasXEIjEafQHaewP0egP0tAfpHMowlAsQTSpoGnDBssWI8UuG9U+JysKPawuziHXbk4b0MZTCv/Y28irTdM3oE+HSZao8Dqo8Dp4y8oKAtEEjf1BmgMhGvqHhscbZTCaIDLsQWccNoQudlmpzHGwqiiHVcVe8h2WtONNKSr3H2jmuWOdJ5SP6R/u9/BYTdy8asGEvkhJFFla4OaL+av56HlLqOsdpNkfon0ogj8SJ6moyKIude61mvDZzOTazRQ4LBQ4rbiHhbayvHEwGCTec8tFfPCtl472vCdTCoePtXPfkzvYe6SFju4A/YMhotHEuABoaXUxm1dVzzpYlMSZCeIAmEyGcZucZBoRBtAFbbQxgWgikeJr/3svtQ0dsxrryGu2dJ7+6h3luGBPFIUJrS1TIgjz3mf3ZGJ3ejnn4jez8bzrcecUjDtUOB4llaK/t529O57m6Qd/TTIxsWyxdMFSPvCZH6KqKjtffph7/vAdVm64lIuufjsFRZUIx73+8rUXcs7Fb2bb8/fz6nP3TBrIAVxy7TtZv+UaAA7sep6//uprRMNDU36+3IIybv/g1/H6ColFw9zzh++w85VH0v6s11fIOz76LRxOLw11u/nZf30ESTaw9pyruPjqd5CTVzJhfmqWbSSVSvLSU3/jwb/+z5RjyTJ/6QvHRoWhRgRqrEY5Iz9RQYCl+W7eu2kRxuE1vG0gxP7OzKvezkbmJFjsCwTp9Q/pBsGcuPJplrMTVYN79jVzUVUhVy8tnbB5FwWBxXkuPn/JKj5+3lJ6QjECw4GA2SCRazfjsZiwGGRMsjjuOounFJ6obec/Ht7BJy9cxtqSnJNWljoy1hybmRybmbUlPlKKSlJVSSka6nB2c6Q9UxIE5GHvHoMoTnp/KKrGiw1d/PCFgzMSIcgEQRDwWk14rSbWlOS8Pl5Vz4Do4x0W1xAEZHF4vNLU432ttY8fPH9gSknpTOkKRvnyY7uwGGSuXKwbRx//3sLwvG+2mtlUnkdKVUfHD8M+SYKencgGh29sFpYX8NZrzxkt2UwmUzyz9RDf/sWDNLT2TJmJEwRh1jZPAAaDPGOBHLvFNO56D0fjaU3okymFcHT8xr6nf4gDdW2zG+w8IplMEU+ksA5bV0iiiGUGBt+yJGI0zB9D8FOJxebk0uvexaYLbsRosqBpKvF4lGgkSCIWQRQlLFYHBpMZSZIRJQlvbhEG2UgqOXWpryAI+ArK2HD+9Vxy7Ttxun0kEjGikRDJRAyzxYbZ6kCWDbg8eVx41R2YrXYev/fnxGOnt89NEATMZhsOVw5LVp3HVTd9ALvDg6Loiseaqo6W7EqyTCqZoK3pyGkdc5YToy8cZ3d7P8sLdR2L86sKeN+mRfxl97G0Wg6ioK81DpOBCyoL+PC5S1hd7EUYFjp66FAr7bPUkDhbmJNgsaG1h2e3HuK2a8/B6bBw/vrFHKpvn1GvQZY3Bq0DIb751F4qchwszZ/oiSgIAmaDhNkgkZOhAm4ipXDf/ma+9vhumgMh9rb7CcdTM25Ini2iIOi9NsxeiVVRVZ6t7+TfH9rBkZ6BuRtcGuZmvBovNXTxxUd3zumJW0N/kH+9fxvNgWXcub56Qg/jCPpeXsAoSZzAx8hyFnPeukX6AebwGlPf0s0PfvModY2d0/7uiNjNbDGbDDhslhn9TkGua9x66B8IjbPvGCGeSNLVN8jCigJAz76VjDGxP5OJxBIEwzE8wxZIJpOBHLd9mt96HZNRfsMqpy9atol151yNyWwlEY9xcPfz7N72BL3drSipJIIgYDRZyM0vpXTBUioWrsJssXFw9wto2tSlu4IgUFhaTW5BGQaDmQO7XmDHyw/R192KoqQwmixULVrLxgtuoLCkGrPFxqYLbqTp6B727XiOE1I3nANMZitrNl3BuZfdgsls5ciBrdQd3EZn61Ei4SEMBjM5+cVULVqL3eGhtfHQaR1vlhND1TR+u/0oVywuJt9uwWMx8aUr13DNkhKerOugtmdg9IDbLEvkOSwszHWyZUE+S/PceG2mYUVclZcau/nV1rpxKrxvROYkWIwnUvzw949jkGWuuWg1H7jtYhx2M/c/tZP2Lj/haJxEInWal4ss8wFVg20tvXz07ld0D5zinFnbXWiaRn84zi9ePcKPXzo0qi6ni63E5yxYDCdS9ASjWIflj+cSRdXoGIrwz72N/OD5A7QPnvgpbDSZojsUxWaS5zy7qqoaPaEo/9zXxH8/t5/WQHjO7+umQIgvPLKDF4518amLlrO6yIvNKM9JxYKmaSQVlbbBCAc6/ZN6f2Y581m7rGJcSeIzWw9R39yV0e+6HFZsaYzZM8UgS5QWeJElMaNrzG41UZTvGR1vMpmitas/rQp4OBqnrrGT89bV6JUAosiqxeX89eFXz3hl38BQmL7AEGVFOQDYLWbKinywsy6j33fYLOT7XCdziPOWJavOxWJzAnBo74vc+6fvEQ4OTPi5jpY69r72NBabE5fbR193Zhlps9lGUpR5+el/8OQDvyIWHa9+3dl6lMaje3jb+75CfnElZouN86+4nca6vQSHTm8Jn8ubx6XXvxslleKRf/6E7S88SDw2PlPUVL+XXa88htliO+3Z0CwnzqtNPdz10A4+d+lKqn0u3BYjly0q5rJFxbpgjaKCIGAQJ1ZDapqGPxLnwYMt/Pez+2clkHO2MWc+i+3dAb75s/s5cLSVd950Pu9+84Vcf/FaDtW309rZT2AoTDgSI5lSmI2LRnu3n6dePjBXw81ymnmlqZsP/f1l3rGhmltXV5LvsKS9aY9H0zQUTSMUT7GtuYffv1bPQ4daxpVBdg5Fqe8bYkGOY4pXypw97f189J+vcP2yMs6rzKfS68RkEJFFcValjrrnkUJvKMaTte38Y28jW5t6CM2Rit+h7gE+cvcrXLe0lAurCqjyOTHLErI0u/Gqw+PtC8d5qq6de/c388Kxrml9p06EaFLhwYMt7O3o57qlZdywvIy1JTnYjAbkDK6TETRNQ9UgoSgMxhIc6hrg+fouHq9t43D3AIlssHjW4nWNN2Zv7ewnnoEFkyxJLFpQiHkG5Y/HIwgCy2tKMZuMhDJQCS4vzh2XBR0IRib1MozGEuyvayWeSGI2GRFFgdVLysnLcdHdd2Zr/w8ORWjp7Gf1knJEUcRiNrKkqhiTcaKFSDp8HgclBd5TMNL5hSQbsNlfr9TpamsgFpm6bC4aHpq2R/B4ujsa2Pr8fRMCRdDX2vbmWrY+fx/X3vpxDAYjhcVVlFUt5+DuF2b0PnONwWBCU1VeeeZutj1/P4l4et9eTVOJRrKBwdlAUlX5254GGvqDvG/zIi5eWIjHYsIg6Sqno6KI6JVdqqofJPsjcXa29fPPvY08XttOYA4tSM5k5ixYBH3C+wdCBMMxjAaJkgLv6MKtDUfy6izlZ5/ffiQbLA7TNhjmidp2bMbxm5mG/mBGKnX1fUM8crh1XNYpllIyMj5PqSr7OwM8fKh13N/3h2MzuqlUDQ50BfjqY7u4Z18TNy4vZ32pj1K3DZ9NN0SWJRF1OBMUSaTwRxJ0ByMc7hnkkUOtvNbSS08oOkERMxhPcu/+pnGBwEA0TmCWJvcJReWpug5ebuwm32FhRaGXjWW5LMpzUeS04rGasJtkbEYZkyxhEMVRjzZV1YgrCuFEisFokv5wjPq+Iba19PJqUzf1fUOE4nMr9Z5UVJ6r72RrUw/5DgvLCz2sL/WxNN9NkcuGx2rEYTKMjlc+TiI6kVIJJ5IMxZL0hWMc6wuyo61v1DbkZAaJY1E1jSZ/iJ++fJi79zayqtjLRVWFrCjyUuqy4bGadL/E4cBd0/TrM5pUCCeSDEQT9ASjtAyE2dnax/aWXtoGwvSGYydk45PlzCBxfAlnhl95jtvOpVuWnXAme83SckoKPBxpmLrsVZZENqyoJM/rHP27ju4AR5vSZ0E1DXYeaKCty091eQGCIFBdns/Fm5Zw92Pbz+hseUpR2XWgkSvOW4HVbEIUBTaurKQ435uRaN7GlVW4HdZTMNL5haoqJBKvH0oUllRhttrSZhZPhPrDOxnonzw7r2kadQe3ca7/VnLzSzFb7ZRXr6TuwDaSydO76e7tamHHy49MGihmOfuIp/Qy0v2dAap9DlYUeVmS56bAacFqlJEEkVgqxWA0QcdQhCPdgxzpGaB9MEIgEs9WQ45hzoLFheX5/Nv7r+eSzUuxmCeW/wnCiKrZ7EoOT6R/5Gzj2fpOnq2fvu9mMv6+p5G/75mdLHQ0qfCTlw/zk5cPz/r9xxJJKmxr7mVbcy92o0yh00qOzYzVqAcxermARiSZIhCJ0xOKMRRLTHkTx1IKv3i1ll+8WjsnYxwhmlRo8odo8od48GALoiDgthjxWIzYTAZsBhmb2UBFkW9UVOP14CvFUCxBfyRObVsvff7gSV+IYimF5kCI5kCIhw+1IgrgMhv14NZowGrUhYIMkjjqnahoGonh4Hwopge3/ujpNa5XNI2uYJSuI+08fqQdkyyS77DisehBrx7wCmjogXIsNRKcJ+gLx+ZEfCfLmUdn78C4P9csKMBsMhKJTr5ptVpM3HHj/2fvv+Pjuu4D7/9zy/SG3isJ9t5JUZXqvViW5SLX2HGceNfJPtlsNrt59vk92c3uJtn0PI7juNuRZRWrWaK6RLF3EqwA0XvHYPrc8vtjQEoUCRK4GAAz5Hm/XrIpCnNxgJlbvud8z/e7lbXLaqf9/avKCvjsg1v53997+ZKCNBePq5QnH9iCOn6PMwyTN3fVMxyceGWotXOQF98+yHe+dC+KklqB++bn7qC7f5QPD56ZdPsIWZZwOx1EYvEpt/qYKR8cOMPnu4dYVFsKwMKaUj597yb++oevXTYt97zK0nwev2fjhYm664lpGDSfPcLilTfgcLhYsupGHohH2f3u83R3NJJMTL/sv2EYtLecIpm88qTr6HA/3e0NFBZXpvY6ls/H4XTPebDYePogo0PTrzIuZJ/RWIKDHYMc7Jj7is/ZKi3Bostp41ufv5O7ti7HZksd8vxKYiKZauA73SanV7rZCteGUEKjYSBIw8DUUmPmijGe1z70sRXVonw/X/3tR674sPm3P36d7z/z7pT6h6WDYcJwNGF5hTVTxDWDtuEQbVdvxylcxw6fbOEz92++MBFyy8YlvL7jGLsPN1wSGMmSRI7fzRceupEvPXoTLoftQnVgq2yqwuN3b6BvYJRfvLyL0VDkou+rKDLzKov4g6/cy+J5ZUDqvtneM8jrHxy9YvCmGwbPvr6P27csZ+WiKmRZYn5lMf/t24/xvV++wxsfHmcsHL2w7eM8VZFRVQWnw8a8iiI2r1lAXo6H/+/nbzE4cmlq4Vxo7xrktfePUFtRiN2mYrMpfO6BG2jtHODV9w4TisQu+plsqkJNRSG/+/k7WVpXDjDt9y4bnTjyAUtWbmXBsg3Y7A7W3XAvC5au5+TRnZw6upP25pNEwqMYurX7TiIeJRQc4mpL9PF4hJGhvgvvQW5BKTa79f2/6WCaJv3dLVcNdAVBuLy0BIvV5YXcuG7RhUAxmdQ4ea6LA8ebONnYQf/QGNFYAs1iCiqk9jIIQjZQFBmPyz5hjyu7TaySC8JM23+siY7uIarLU42/a8oL+ZPfeZh//dX7HDvTRigSQ5Flcvxu6qqKue/W1dy6cQkul4P27kHsNpXigsCUgw7TNAmGosQTGoV5Pr79xbtYvrCSd/ecoLVrgFg8ictpZ2FtKY/fs5EVCysvZM5EYwl+9dreCVNQP669e4i/+8l2/uvvPkJtRRGyLLGgpoT/+ruP8uC2tew/1kRzRx9jkRiyJOFy2CkuCFBTXsjC2hKqywvJz/XS0NzD93/57tR/wTMklkjywhsHuHnDkvEiRRL5uV7+6BsPsmZZNe/tPUVv/yiGaeJ1O1mxqJL7b13NsroKkppOW/cglSV5F55HrhfDA928/sJ3MUydBUs3oqo2cvNL2XLro6xct43e7maOH3iHsyf2MdDbjmFMLWjUkonL9mL8JNMwiEaCGIaOoqg4XR4UZa7bmZhEo6GrVn0VBOHy0nI1Lcz1UZiXKiZiGAa/eGUX//CzN+nuG8766myCMBXDo2H+n79/nsI8HwGfm4DPTXlxHk/cu+m6rdInCHOhqaOPHzz3Hv/+i/eQl+NFUWRWLqriL/7oc/QOjBKJxZFlCb/HRX6OF5tNxTBMzjR18d//6UVuv2EZTz1yI6oytckd04R3dp/gzZ31/MdvPEB1WQEP3b6W+29dTTgaJ55I4rDb8LodF00oxeJJnn51Dz95Ycek9h2apsnbu+pJJDT+6BsPsmxBObIsE/C5uWXjEm7ZuCRVEMwwkaXUVpBsWW07197H//zeS/yvP/ws1eUFyJJEUb6fzz+4lSfu3cxYOIZpmLicdtwuO5IkkUhq/PI3ezhyspU//b1HyZtCy41rgWmatDWd4N/+5b+xasMdrNtyLyUVqRRQXyAPXyCPeQtXM9TfxZn6Pex+73l6O5snHTQaho6uTy6lP5mIYxgGigKKomBzzPHKomFaXlEVBCFNwWJS00nqOjabyuhYlOe276erV+SICdefpKZzsrETGO8FKEkUFwS4ZeMSESwKwizSdYNfvroHWZL4xme2UVQQQJYkHHb1QmuG80zTJBpPsPfIOf7uJ9s5cLwJn9fJk/dvmXKwqBsGHx46y2sfHCUSi/Pvv3QPyxZUYFMV/F4X4Lrk60dGw/zilV18/5n3ppQOqukG7+8/Re/gKN988nZu3riYXL/nwv5HSZJQlUsDRNM0SSQ1hkbDHDrRTCSWWel5pmmy+3ADf/q3z/J7X7iTVYurcYy3z7Hb1It6LxqGQf/QGC+9c5C//8kb5OV4CUVi112weF54bITd7z1P/aH3qVuyjuVrb6WmbiUeXw6KopJfVMGW2x5j/uJ1vP3Kjzh+8N3J7WmcwmSDLCsXvtY0sVzY8NIhyFkz4SEI15K0BIsdPUO0dg6k9l1IZMxGeUGYS6Y53upDNxBL7IIw+8bCMX7ywoc0tvbx6Xs3smheGaWFAdwuBxISsXiSwZEx2roH2bH/NL9+6yCdvcOYpsmRU6289PZBPG4nHT1DV9xjnNR0Pth/muaOfuKJJPuOniOR1Hhn90laOwf49L2b2Ly6jsrSfHJ8bmRZJhZP0jMwQv3ZDl597zDv7T1laW++YZicbOzkT//uWdYsreGurStYubiKkoIAAZ8bu13FNFLBYTAcY3B4jO6+EQ6famHnwbM0tvUyFpq4QmQwFOWtnfX4x6uMdvYOEY1NfpzhaJx395ykYDz7aHAkNKl2IoZh8t7ek7R29vPgtrVs27ws9fvzu1EUmVgsSf9QkPqGDl548wC7Dp0lGErt03z5ncNUlxeQ1DQaJtlb81piGgbBkX4O7d7O6eO7KSmbx9LVN7Jszc0UFFchywrFZbXc+6lvomkJju1/+6rHVBQVRZ1cOqnN7kCWUqvmuq6hpWmvoGqzI0np7R0sCMLVpSVY7Owd5p+ffoc/+vqDFBX4ufumlTS29jAWnn4FLkEQBEGwKpZI8s6eE+w8dIaiPD95OV6cDjuSBImExmgoSv9QkOAnAqa2rkH+4M9/PqnvEY0l+LN/+vUlf68bBmdbevjz775EXo6Xonw/XrcTWZZIJDQGR0L0DIwST0y/Hc1IMMK7e07y/r5T5Od4ycvx4nU7sakKpmmS1HQi0QSjYxGGg2Fik2yB09k7zB/+73+zPK7+oSB/8tfPWHqtYZica+vjb3/8Oj998UOK8wMX/f6GxyJ09w4T+9jvb3Qswv/47ouWx3ttMYmERmk6e5jmhqPsef/XrN96P5tufhh/TgG5+aXcdOdnaDpziFDwytlgdocLl+vqq7WKasPnz0MaT7EOjQ1fPlg0P1aIaJKrhW6PH9U21/sfBeH6k5Zg0TRNXnr7IGOhKF95/BaevH8zeQEP23cc43RTF5FoAl030I1UVVQrayz6eGXV2WZzO7G5nFN+nWlCIhRGT8NDgCAIwqRJEk6/F9lCuyFDN4gHQ5hpShvLJPGERnvPEO09Q7P+vQ3TZGB4jIHhmW/4bRgm/UNj9A9dO83FTRMGh0MMDs9exVZJlnH4vchK5qxkGZpGbNTa78A0DQZ623n7lR8SjYxx3+O/i6raKKtcSE5u8VWDRVW1kVdYhiwrV9zn6HJ7ySssv5AuOtDbRiJx6cq1ridJVVaVsNnsk0ovzSssx+G4NvpoKnYbDp/H0muT0TjJiOgXKcyetJULc9httHUP8tLbB/mtJ27j0/du4u6bVjI0PnM6HAwTCseIJzQMw5hyVl5jaw8/e2lnuoY7OZLE0kfuYPH9t035pYaus+vvf0rn/uMzMDBBEITLc/o93PR/fY28eZVTfm2of5D3/+f3CPUMzMDIBCF7eIvyufmPfgtvUcFcD+WCwaY23v1//2lak9DJRJymM4eJhEbx5xTgcLqxOa4+IS5JElXzlnNg56vEYxNXp8/JK6G4LNU6yjAMejubScQuDWzisch4ERwZrz8Pm+3KRXAcTjflVQtRbZf28c5GJSsXcePvf2XKrzNNk4btOzj8U7F6LsyetAWLf/j1B7hr63Jy/Z7UfhBJoiDXR0Guj4XjzXWn4909J2c/WAScAR+BypIpv87QdGyuua0AJlx7PG4HFSV5LKotZfmCCqrLC/F5Ujf6sXCM7r5hTjZ2cqC+mY6eoSmtxksS5Pg9LJ1fzoaV86gpLyQ/x4vdphJLJBkaDdHc3s/ppi7OtfXS2Ts86VQ2RZapLM1nzdJqltaVU11egM+TKvQRjsbp7humuaOf+rMdtHb2MzASmnRj8dSx81i1pJqNK+ZRUZqP02EjEk3Q0tnPkVOtHDjeTFff8FX7vdZWFOL3udA0g6a2PqLxBHabyqLaUrauW8jSunIK8/zousFIMMzJxk52HW6goaUnY3rBSrKCtzjf0nVLUmRk9fpqOSAIlyPbFHwlhfjLi+d6KBfEQ+HLpmymVuWkSbeGcLo8F4KuRDw6qZYYAPMXr6V6/grOntjH5fotKorK2i334PXnATA2Okjj6QOXraI60NuOloyjKCo5uUVUz1/BsQMT752smr+chUs3XjMFbmwup6VrtGmYOHN8MzAiQZhY2p4KqkryqSjJv/oXCoIwZW6Xnds2L+WhbetYt7yWglwfinxpdTrTBMM0aO8e4tdvHuCnv95B72Dwqse32xRu37Kczz54A5tX1+Fy2C57Uz5fsKe7f4S3d5/gH3/+Jt19I1c8dmGej8fv3siTD2yhprwQWZYved45Xwwonkhy6lwXv3p9L798dc9Vg92Az81n7t/Mk/dvobaiEFVRLjq2aYKu65xq6uKHz77P6zuOXbI37eP+y7ce4Y4blhOKxPjyH/0zbV2DPPXIVj734FYKcn3I8sUDf+iOdQwOh3jjw2P8/U/foGMOUhwFQbi+BXKLWbf1PjpbTtPV3kA0MoaWTFwSPKqqnYLiCjbf+igutw/TNOnrbiE4MrlMgpzcIu565OskEjE6Wk5dtBfR6fayYu2trL/hPmRZTq2AndxPV+vZyx6rrekEoeAwDqcHt8fPjXc+QX9vG72dTReludrtTkqrFnDvo9/El5P/0T5HQRBmTdqCxe7+Ec619abrcJc9viBcr/JzfHzt8VvZsGL+RQFLPJEkEk1gmiY+rwtVkVFlhZryAr7+mdtwOe38xfdfueoK4LYty/jT33uUipK8Czf6RFIjFImDmepn5nLakWUZWZapKitg6fxyNO3KM9k+j5Pfe+ounrh3Ez6PC0mSME2TcCRONJ5AVRS8bsd4A20Jt8vBikWVvL/v1FVXFvMCHr752Tv44iM34vU4kSQJwzAYC8dJJDXc42O22VRWLKzkj7/5MGXFufzz0+8QnaBVgKLIqKqC3+dmyfwyHrhtDU/evwWvx4lhmKk+efEkbpcDp8OGIssU5ft54r7NKIrM//23z2XMCqMgCNcHp8vD5psfxnbHEwz2ddJy7jj9Pa2ERodIJGJIkoTD6aa4fB5LVm6lrGphqjdlPEr9ofcIBQev+j2ikRBaMkHVvGV8+sv/maP736Kn4xzxWASXx8f8RWtZtuYW3N5Ui6ix0UH2vP8CiQnacvT3tnH2xD42FZQhyzI1dSt5/Et/zOG92xnq60TXNdweP+XVi1m6+iYKiyvp72nD48vF68tJ569PEISrSFuw+Fc/eJV/+sXM5ZJHY6JQjHD96hsc5b29p1i+oJK27kGOn21j9+FGzrX1EhkPTvJzvNy2eRmP3rme4oJU1cDPPrCF9/ae5MMDZyYsLFVWlMO/++I9VJamMgNONHTwi5d3Ud/QQWi8orHDrlJWlMu65bWsWVpNTUURL797mOGrFFu468aVqWDL7SQaS/DGh8d5/YOjNHf0k0hqyLKEz+NkQU0pa5fVsGpxFZjw5q569CsUWXG77Hzr83fy5cduxuW0MxKMsOPAaV586yDt3YNouo7TYWf1kmoevn0da5fVUJTv55ufvZ3+oTF+8fKuK6akypLE73zuDgrz/ABs33GMF98+SHN7P4lkEo/LyZql1Tz16E3MryzCblN5+PZ17DhwhpffOSTaBwmCMKtkRcEXyMcXyKdmwUpM00BLJscLyUioNjuKol5YlYtGxtj9znPsfveFSfVBDI4M8OFbv+SGbY9TUlbLXQ9/HV1LomnJi45tmiYjQ728+dL3aW2cuGZDLBLi/e2/oLisltoFq1AUlZq6FVTPW0YyGccwDGw2O7KSekztaD3N6899l023PMzK9dvS8jsTBGFy0hYsXkuV1wQh08QTGs+/sZ+zzd0cPtVK/2AQ4zLBzp4j5zh1rpP/9zufxu914fe62LZ5GXvH+75dzvKFlSyqLUWSJLr7hvlPf/k0h060XPJ1R0+38doHR3G77CyoLqGjdwjtKqt/d9+0As/43t3tHx7jP/3F05dtqbPvWBO/eHknRfkByopyOHWu84rH3bZ5GU8+sAWnw8bgSIi/+P4rPPv6vktWDI+cauX1Hcf4H3/wBHfduAKv28nXP3Mbuw6dpbmj/4rfo7I0n3Akzg+efZ9//PkbqVXWjzl4opkTjR389Z88RUVxHi6nnQduXcP7e08xMjZxAQhBEIR0Gh3uY/e7z7Nszc3k5pdgd7hQVBuKqo7vTTQxDINEPEosGqan4xx7P/g1J4/uJDnByt8n2Wx2ms8eoa3pBDff9VkWLtuI0+XF7nAhSaBrSeLxCK3nTrDjjX/j3OmDV6yaCtDf08ozP/wzbr3nKRYu24jHl4Nqs2OzOzFNEy0ZZ2xsmHOnDvLub35Cf28bRWU1VNQsJh6LkohPvKVA1zRGh3rRxgPPK32tIAhXJioZCEKW6OwZuuqeOE3XeXNnPZ+5bzNb1ixAkiQWzStFVZXLBovyeCEqhz11KWjvHqKl88r7VyLRBEdPt111vHabSmGu/8K/HznZesVm3KYJvQOj9A6MXvG4LqedR+/aQMCbKqH+1s56Xnhj/4SppT39I/zwuffZsmYBfq+LmvJCtq5dSFv34FVTXXcdbuAnv95xSaB43sH6Fj7Yd5rP3L8ZVVFYWFtCwO8WwaIgCLMmGhnj/e0/58DO31BYUkVRaQ3+nHycLi+qascwdeKxCCODPXS3N9LX00pobHhKLXIUVUVWFDpaTvPrn/8VlfOWUlmzBH9uIbIkEwoO0dl2ltbG44wFhyZdbKe/p41Xnvk7CkuqqZq3lLyCMuxOF7qmMTzYQ3vzSbrbG4mEU/eFfR+8yPED72KaBpHwxPvxBwe6+OHf/SGyrAAmobGRSf+sgiBcbMaDRbtNxaYqlxSGmCpNNyZ8GBSE68FkExtHxyIcPd3GhhXzsNlU8nO8qBP0CjMxiSe0C0UDigoCFOf7GRqZfj8zw7i4N+qCmhIcdtukK6hOZFFtKeuW1SDLEuFonOfe2DdhMHfeiYYOTp/rYuOq+dhUha3rFvHi2wcvu8p53lg4xotvH6TnCvulE0mNA/VNPLhtLX6vC6/HSXF+gNarBNyCIAjplEzEGRnqYWSoh4aT+9L/DaTzBdVMIuFRzhzfzZnju9Ny6GhkjLametqa6q/6tbFomFg0fNWvM3SN0eG+dAxPEK57aQ0WFVkmP8fL8kWVrFhQQUVpPrkBD067DUWRmU64eOR0K//zn19O21gF4VrWPxREN0xsgKoqqBM0aDdNaGjppncwSElBgOqyfP7kW4/wdz/ezqlznVcMpq5G0w0O1DexeXUdqqrw4La19A0F+fWbB2jtGiCZvHKK0uUosszyhZUU5KZKh7d3DdLScfXAbCQYudA64/xqq8fluOLP1z8U5PCJlqsG6f2DYxeC4vMFewRBEARBEK4FaQsW7TaVWzYu4UuP3sjKxdV4XHbsNhVZvvyKxlRdbW+UIFyPJEm60CpC4sIfMAwT82NhzpUmas409/De3lM8cd8mZEni5vWLmV9ZxI4DZ9i+4xj7jzcxFo5dtUfh5bz2wVEeuG0t86uK8Hmc/PZntnHHlmW8/O5h3tl9kqb2XuKJyfeCtKkKddXFF4o0OJ02Hrht9SQqkEpUlORd+Denw4bX44QrpLwOjYQYHLn6Xuykpl/43UikKqoKgpDdDN0gFgzhys9BUdXxi+hH19uP9+gRrRwEQbiWpSVYlID7b1vDn3zzIUoKc8SFUxBmUG7AQ3lxLrUVhdRVlZCf6yXgc+NxOXDYbTjsKhUleThskzu944kkf/uj13A6VG7fshy/10VVWQGfezCf+29dw5nmLt7be4p3dp/gbEvPVXsfftypxi7+7J9e4N998W5WLq4ab41RxZK6cp56+EZONHTwyruH2X2kkb6B0csW7fk4RZUpK8q98O815YX86e89NunxnKcqMm7nlas3D42GxSSVIFynwn1DvPtn/4TN5cTuceHwe3H4PDgCPpzn/+z34fB5UB02FLsdxWFDsdtQ7TYUhx3FZkNWFfFMJAhCVktLsFiQ5+erj99yIVA0zVQ/stGxKMFQhGAoSjKpo09yw/PlHD/bno6hCkJWkoC8XC8PbVvLA7etZWFNCbkBzyUPIedXuEyuvJr4Se09Q/zxX/6Sm9Yf5YuP3MiqJdV43U5y/G42rapj48r5fPmxm3lrV6qYzKGTrcQTV997qBsGb+2q52RjJ5+5bwsP37GO8pJcnHYblaX5VJbmc/sNyznZ2MkbO47x/Jv7ae8emnAVU5ZSrTYuHF83iE8heD0vFk9eNb00Gk9MfqOoIAjXFEPTGG3vufoXShKqw47N5UB1ObE5x//fnfqzze1MBZpeDw6fB19pIRUbV6JMcjJPEARhrqXlalVZkkdtReGFQPHUuS5+8fIuDhxvondwFE03Ug9/03jwSmpTfyAUhGvFvKpifu8Ld3LfLavxuB2YpNpp9PSP0N0/wtBoiHAkTjyhEU8kWbaggg0r56Eql9+reDlj4Riv7zjKwRPN3LppCbduXMqW1XXk5XiRZYniggCfuW8zW9ct5CcvfMjPXvxwUg3oTRM6e4f5x5+/yRs7j3HrpqXcecNyli2owGFXURWZlYsqWVhTwg1rF/KX//oqB080X7VSKUBTex9Pv7obTZvaRFQoGqO7b+TK4zZMESsKgnBlpokWi6PF4jB8meqcEkiygqzISLJM3vwqSlYtEsGiIHzSlWa4xc14TqXlauX1OPG5U7P9sXiS//PD37D9g2NXTSkTBOHq/F4Xf/CVe7n/tjXYVIVINM6uQw388rU9nGpMFaGJxRMkkjqarmMYJt/6/B2sWVozpWARUnsdewdG+eWre3j13SPMryrm3ltWcuvGpSysLcVhV6kuK+A/fO0+wOSHz30w6bTUeCJJ/dkOTjZ08qvX9rJ2WQ13bV3BjesWUVqUg8tp54a1C/jvgSf4L3/9DHuPnrvkGKZpEvlYgNo3OMrPXtx5xZYcgiAIc8YEU9fR9VRBLy0aEw++gvAxqstJ+bpl2D3uCb9mrKuX3hONU2r3IqRPWoLFcDROOBon4HMTisRo7x4SgaIgpMn65bXcfdNKbKqCpun85Ncf8o8/e4Oh0YnLh9tUlelukwlFYhw93cqxM6386LkPuPumlfz2k9uoLC3A43Lwpcdu5sDxZg6eaJ7ScQ0zFZC+9v5R3vzwOEvqyvnyozdz7y2rCPjcLJ5Xxlcfv4XT57oYDV3cSFnTDTr7hi/8e16Ol4DPJYJFQRCENEvEo/R2tQAQGhsmmRTty4T0K6ir4qb/8FXc+TkTfk3DGx/Sf7YFPS4+g3MhLcFiS2c/Jxs72bSqDr/XRXVZAScbOkTAKAhpsHZ5LQ67DYC+wSAvvLH/ioEipIIoJU2ViE0TegZG+fnLuwiGovzf336Mwjw/xfkBVi+tnnKw+HGabnD8TDv/47svEokl+OKjN6IqCquXVFOY578kWEwmdc4292CYJrIkUVqYS2lhDp29wxN8B0EQBMGKtnP1/OOffwMA0zSIRabff1cQPqlwyTxsbtdcD0O4grQ8TQ4Oh/jeL9+htWsAu03l65+5jXUrarHZppYCJwjCpYrzAxdWCUfGIlcNjLxuJ4tqS9LewkHTdHYdOsuZ5m4AHHb1Qr/D6RocCfH2rnqC48Fhjt+D23VptVLdMKhvaGdwONXSIuBzccumJaiiXYUgCEJa6bpGeGyY8NgwkdAohjH13riCcCWyqlC4ZD6qwzbXQxGuIG07rN/efYJgKMpvP3k7W9bU8U//7SvsPXqOfUcbOdfex+BIiERCwzAMS+n60ViCvsHLbB4XhGtcPP5R1VFVVXA4Jj5tZVni5g2LWb2ketLl2mVZwjAmd1babCrO8VVOTTeumP6Z+v4mk00wcDntF4K+aCwxYZXT0+e62H2kkQduXY0syzx+90b2HG5k95GGSf0csiRhTmFcgiAIgiCknzs/l7zaSqQ0ZUIJMyNtwaKuGxysb+avf/gaTsdDbF27kIduX8vdN60kmdTQNJ1ILHFRA+up2Hv0HH/4v36RruEKwoySpFSwJEkS6if6bMmyjKoqGIaJaY7/c4VjnWvvxTBNFEmipCDA+uXzeH3HMTTt4lleh93G+hW1fPuLd+F1OzFN86oBo9Nh464bVzA6FuHY6XbC0Tiapl+SQi5JEm6XnXtvWcXC2lIARsciNLRMXFq+vDiXG9ct4ujpVtq6B4nHk5ftW6goMpWl+Ty4bS1etwvTNDnX1sfIaOSyx43Fkzz9yi7WL6ultCiHipJ8/ugbD/KPP3uDDw+eJRZPoI8HjZIEsiSjKDJul5266hLqqorZvuMYw8Erp/IKgiAIgjBzvMX5+EqL5noYwlWkLVh0Omzcf+sannrkRhbPK0OWUw/Kbqcdxptf50/j+G1dg+kZqCDMkFy/h2ULK3DabXjcDnxuJx63g6I8P8UF/gtft3XtQgCCoSihcIxwNE4kGmc0FOVUYyeR2MUbuPcda6JvMEhpYQ4+j5PvfPkecgMeDp1oIRKNY7MpFOb6uXXTEu6/dQ1lxbmcPtfFvKqiC3sdJ+Kw23jgtrVsWjWf5vY+jp5po/5MB119w8QSSQzDwGm3UVKYwy0bl3Dn1uX4PKlAdP/xJg6daJnw2IV5fv7gq/eiaQaNbT3sP9ZEQ2sPI8EI8YSGLEm4XQ4WzyvlgW1rWLGwElmWCEVivPbBUQbGU00vZ8+RRv712ff4vafuItfvYc3SGv7Xf/wsuw6dZe/Rc/QOjpJM6rhdDgpyfcyrLGLl4irKi3IZHYvw4cEzIlgUBEEQhLkiSRQunofNeemWEyGzpCVYlGWJLzy0le98+V5yA550HFIQss7qpdX84M+/ge0TK4mftGXNArasWXDh31Ori9Dc0cfX/8v3OdPUfdHXn23u5gfPvsc3P3sH+Tlelswv58++82kGRsaIRBPYbQq5AS8el4NYPMlrHxzlB796j//+B0+wbEHFVcctSVCQ66Mg18eGlfMxTfNCv0bDMHHYVZwOO7Kc+pmSms6hE838xfdfYXBk4oDONE3sNpXyYj/V5QXcvmU5hmEQiydTwaIs4XTYsduUCz1ag6EoP3ruA559fS/6FUpkxxMaP3lhB2PhKN9+6m7Ki/MozPPz8B3refiO9RdlL3z8vTBNk7Fw1FJ2gyAIgiAI6SGrCqVrljDt0u3CjEtLsFhamMMT920mx5/qkWKM90Lr6BniXFsvw6NhYokkum79Ae1c28TpboKQCQzj4h6AUxWLJy8bxCQ1nZ+9uJNwNM5XPnULlSV52FSV4vzAhe+b1HRauwZ4+Z1D/Pj5HQRDUQ6eaKa8OJdQODZhZeJYPMHbu+qpKM6jpqIQu01FVWTsNgWHPXV5ME0T3TCIxTW6+0d4Z/cJfvHyLhpae66476+7f4TXPzjKbZuWkhvwYFNVFEXG6bDjGp9JNAyTRFIjGk/S0NLDs6/t5cW3DzIWvnorjEgswS9/s5e2rkGefGALm1bVkev3YFOVC4GtaZpoupFKg4/GaWjt5bX3jzAcvHyKazgSZ2R8xTG1wnv1a5am6QRDUWyqwmgoSlITRSAEQRAE4Uo8BXnkVJbO9TCESUhLsFhRkkdNeeGFGfwzTd1875fvsO/YOUaCYeIJDV03pjWbL9pwCJnuQH0Tj/3u31h+fVLT6ewduux/C4ai/OKlXew50sjWtYtYWFNCXk5qFX94NEJDaw97Djdwrr2PaCyBBPz1D1/jR899QDypERyLXva48YTGs9v38+HBs9RVFbOgpoSK0jzyAl4cdhuylOqj2j80xpnmbo6cbKWzd+iSVNnL6R0Y5b//fy/yo+c/YEFNKXXVxZQW5uBxO3DYbWiaPt6XdZCjp9toaOmhp3/0iiuKn6RpOjsOnOHYmXZqKgpZv7yWBTUl5Po9KLJMJBZnaCRMc0cfx8+209U7zMDw2GX3TgL8j+++yN/9ZPuF33ligiI7H3fsTBtf/U/fQ1FkdMOgp39k0uMXBEEQhOtRbk05rrycuR6GMAlpCRbtNhX7+CpEJBbnL//1FbbvOC5SvYTrSjgSv9BWYiYkNZ0zTd2XpKlejkmqJ+NkKghrmk5HzxAdPUO8t+9UGkb6kbFwjNNN3ZyexJinY3QswtFTrRw91Tqt41jp1xiJJWhs653W9xUEQRCE64VsUylcXIvdI/orZoP09FkcCTEwFMQ0TcKROJ29wyJQFARBEARBEAThIg6vm8Il8yfd4kuYW2kJFpva+3h37yk03cDvdVFdViA+AIIgCIIgCIIgXMSdn0tudflcD0OYpLSkocbiSf7mR69hGAb337qGbz91N/FEkoP1zYwEI2K/oSAIgiAIgiAIFC2rw+H3zvUwhElKW5/F3oFR/vqHr3HsTDu//eQ2/uo/fZ7jZzs409xFT/8II8EI4WicRFJLNcyeYgA5OBLi6Om2dA1XEARBEARBEIRZJCkyRUvrUF2OuR6KMElpCxbvvmklN65bxIKaEoryA3jdDm7dtISbNywintBIajqarmMYJphgTqIk/cftPHSW3/1vP0rXcAVBEARBEARBmEXOgI/cmnJkOS074YRZkLZg8Yl7N3PH1uWX/L0sy7icdqZb7yjgdU/zCIIgCIIgCIIgzBVvcQE5VWVzPQxhCtIWLMYSScLTaEh+NfFEcsaOLQiCIAiCIAjCzCpcPA+b2znXwxCmIG3B4nPb97Hv2Ll0He4SHT2Xb1YuCIIgpJMoSCYIgiDMAEmiePkC0TEhy6QtWHzjw+PpOpQgCIIwB0zTFLGiIAiCMCNceQHy51fN9TCEKRK7SwVBEIQUC5WqBUEQBGEy8mor8BTkzvUwhCkSwaIgCIIAgGkYqdVFQRAEQUgjSVHIranALgpWZh0RLAqCIAgAGCJYFARBEGaA3eOiZMUCJNEyI+ukbc+iMHNUpx2by4nN7cRTlI+3MB9njg+Hz4Pd40a2q8iKAqaJntTQE0n0RJL4WIjocJDI4AiRoVHiwRDJaAwtlsDU9bn+sQThEqrTgTs/h5zqcnKqS/EU5mFzphr3JmNxYiNjhHoHGW7pINw3SHwsgqFpMzIWSZaxe914CnPJm1+Nv6wIZ44P1WHH0HS0eIJ4MMRYTz9j3QOMdfcRHwujxxMzMp7ZYGg6pm5M7yCSlLpmOZ04/F58JQW4C3Jx5QVweN2oTgeKTUWSZQxdR48nSYQjxINhwoPDjHX3Ex0aIRmJkYjExLVqiiRZRnU5UB0O7B4X3uJ83Pk5OAN+HD4PNo8T1WZDUhUkSfroPYhESYQiRIZGCPcNERkYJhGOkIzG0eIJkZ4sZD3FbsPmcmL3uvEW5eEpysedn4vD58bmdl16XYqMX5f6hwn1DhAZHCEZiablumSaJqZpXheFXiRZRnXayakqpWBh7VwPR7BgRoNFSQIJCUWRURQZCesnhW4YJJIz81CYiRS7jZyqUnJrKihYWENeXRW+4gJsHjeKTUVWFWRFQVLk1MVm/IJjju85Mk0DQzcwklrqwTaRINI/zHBLJyOtnQw1dzDY2Ep0OJhVDwGK3UbVltXYvZ4pvzY+FqZj79HUg08WkGSZvLoqChbUTPm1hqbRW99AsLM3beNRHHYqNqzAGfBd9WsHG1sZONsy6c+WYrdTuHgeNTeto2LDClx5OahO+4WbN6RSJA1NR08mSYZjDLd00HX4JG27jzDS2oVpTDPIOU+ScOcFqNy8mqrNq8hfUIPD50Fx2JAVFUmWUueYYaYeKsYnZ4JdffQcO03XkdP0Hj9LMhJNz3hmkanrllcWFbsNf3kxhYtqyV9YQ15tJf6yIlSXA0VVkW0qsiKn3s/zD0gmmKaBqRsYuo6R1NASSWKjY4y0dNJ/uonBxjaGmtqIjgRF8Z0JSLKEKy+HnKoycmvKya+rIlA5PtniciCrauofRb7knnHRe2Ck7hl6UkOLxhjr6WewsY3hlk6GzrUx3NqJFouL90HIGpIs4ynKo3DRPPLmV1KwsIacqrILwaFiU5EUBUmWU9d2uOS6dH4SPjYaYri5g/4zTQw3tTNwtoVYcMzS+WDqOqZhIClKen/guSaBJKUmWn0lBXiLC/CWpPoqFiyoxlOUb+mw/vJiFt17M3oGxAGmYTDU1M7Amea5HsqsSXuwKMsSVWUFbFw5jzVLa6itKMLrdqAo01t2PnC8mf/6N79K0yhnnmkaqcBtChSbir+ylNKVi6i5aT05VaW4cgModtukjyEp5wNyBcUGjK/KAPiKCyhevgDTMEmEI4T6Bhk43Uz73iP01DcQGRzJ+MDR7nGx/quPk1tbMeXXDp5ro+9EQ9YEi7KqULN1Leu+8qkpvzYRjrDzb36c1mDR7nGx5osPU7R4/lW/9tRLb7PnH39BMhq78hdKEnnzK1n15P2Ur1uOKy8w4UyrpKQmSFSHHYfXg7c4n/L1y1ny4Daa3t/H2dc+YKSte1qfYUfAS+3NG1h8/63k1VWh2GyXH48kIcmp90h12AFw5+dQvHwBSx7cRv/ZFk48t53uI6dIhLMnaJzqyqKkyHiLC6hYv5zqrevIrSnHXZCLPL5qdfUDgIQCioKCDVzgADwFueTPr2LebZuIhyKEegfo2H+ctt1HGDrXRiIUsf5DXiMkRcZXUkjBwhoqN62icMl83HkBHD7P1NK8LnoP+Ng9I4C/vJjytcswdJ3oyBjBrl66D5+iY/9xhpraxfsgZCxXXoCSFQup3Lya4uUL8Rblozrtlq5LNlfqr1PXpUrmb9tEIhQh2N1Px75jdOw7xkBjK8kpXOv1hIaR1FJZYVlKUmTsHjfOgA9njg9/WRH586vIqUkVsXH4vTh8nsn/3q+geNkCipctSNPIp0dPJDn2y9+IYNEqr9vBQ7ev4xtPbmN+ZRFyGvOSB4dDaTvWbDC01IrDZNhcTvIX1rDwnpuo2LACT0HujOZ0S7KEw+fB4fOQP7+Kuru2MnSujdZdh2jZcYCR1i4MTaR+Cdb5y0uwuZ1XDBZVl5OaG9ey9kuPkVNVaun7yIqCv7yYlU/eT/WWNRz84fO07jo06XPvPEmWyK2tZP1XP0XFxpUXAsCpkiQJh99LxfrlFC2ZR+vOQxz52UsMt3ZmxWqMoWkYxtXPfVlVyZtXwfxtW6jaupacypIZuWZJsozT78Xp91JQV82SB7fRe6KRs699QNehE5Zn9bOZffy6Pe+2TZSvX46/tAhZncEHTklCVlU8Bbl4CnIpWbGI5Y/fQ2/9WVp3HaZ9zxFCfYPTT18WhGmSZBlvcT5VW1ZTd8dWChbVotjSn0AnyTIOv5dCv5eChTUse/ROuo+e5sxr79Nz9Ayx0bGrHkNLJNCTSdSPTehnKllVUJ0ObC4nzhwfgYoScmsr8JcV4y3Kx1ucjys/J7VKex2k1V6P0nYW2W0qn7p7I9/58j0U5vnT8oFJ5XSnii7EpvjwN9cmFSxKErm1FSy692Zqb96ApygvlQoxyyebYlMpWFRLbm0FtTdv4PQr73HunT3ERoKzOg7h2uEtzsfmck743xW7jcX338rKz9yHpyhv2t9PlmVyasrZ9K3PobocnHtnz6T3DkqyRNHSBWz8xhMUr1iYtpleu8fNvNs24ynIZfc//JzBc20Zv3Kva9pVH/pduQHmb9vMkoe24S8vRp6tBwQpNclVuXElhYtr6dxfz+lX36Xn2JnrYnJLtqkUL1vAovtuoWzNUtz5OTMbJE5AkiTsHhcVG1dSvHwhdXfewJlX36dt12GiI6PXXfAuZAbVaadqyxqWPXoX+Quqsbmds3JdkiQJu9dN1ZbVFC6ZT+eBek69+Ba9JxqvuDVCjyenPKk5W86ntftLC/GVFeErKSRQUUKguhRPfm5q37nDLoLD60jagsVlC8r5xpPbKMoPXPT3sXiSsXCURFLHpioU5vmQJIlILMHY+JK9TVFwOe04HR+lfJmmydBoiDc+PM7+400cOJ5dy72pHPeJH1btXjc1N29g1ZP3EagsnfNUBEmSUB128uuq2fQ7n6Vy00qO/+p1uo+cui4exIT0cvi9eIryGe3oueS/SYrMwntvZt1XH8PucaftZiNJEr6SAjZ8/QlUp4PTL79z9c+uBGVrlrLpW58jf35V2lfHFJtK6Zql3PCdL7HnH35G/+mmtB4/3YzkxMGipCiUrV3Cyk/fR+maJZZXX6dLkiVcOX7m376F0jVLOP3yO5x6+V0iA8NzMp6ZJiky+XXVLLovNanoysvJiAe080FjyfKF5M+vZsGdWzn10tu07j6MFo3P9fCE68T5rJBlj97JvNs2Yfem754ytXHIuPMC1N15AyUrF3Hqxbc4u/3DCa9LWjyOFs/MYNGVn8Mtf/QN8udX4fB5Zm9CUMhYaQkWJQkevmM95cWpFQLTNBkYDvHmzmO8tesEvQOjxBMaC2tK+Os/+QIOu40P9p/m736yHUwTm00l4HNTV1XEHTcsZ/XSGlwOG9FYgt+8f5QP9p9Gy7KAxUhqE14IcqrLWfW5B5h368Yrrr7MFdVhp3LzagoW1XLiuTeof+6NrCzWIcwdxaaSW1NG16ETF/29pMhUbV7Duq98Kq2B4sd5CnJZ95XHCPcN0rrz0BW/tnDRPG74d18kp6Z8xm6GkiRRsnwBm7/1Od7/398neJkAOlPoCQ3jMlX+7B43i+6/hVWfewBX7sT7SmeTJEt4CnJZ89QjFK9YyNGfv0zXkVPXVDqkM+Bj0f23svSRO/COZ55kIpvLQemaJRQumUfze/s4/qvXGWpuv6beCyHzKHYb827dxJqnHiYwQ6nwU3V+0nLdVx+nbO0yDv3oBXpPNFyyyqjF4mjxzJxUUVQVX2kR7vycuR6KkCHSEiz6vW5WLapCHS9iMxIM8zc/eo0X3jzA6NhHG+AVWSKR1HHYbUSicY6dbr0oK+uDfQovvXOILzx8I59/8AbKivP4499+iERCY+ehM5mewXURQ9PQk58IFiWJvHmVbP7dz1G6cvGUCtfMNkmScOUGWPnZB5BtKieef1OkpQqTpthU/OXFl/x9bm3FeMCRnlT1iTgDPlZ99gEGGloI9w1d9mvcBbmsfuphcqrLZjz4kWSZoqV1LHvkDvZ975cZm36kJ5OXBIuu3ADLH7+bJQ/fjtPn+aiKZoaQVYWyNcvwFuax73vP0LrrUPYHKZJEfl0VKz59DzU3b8Dmmp2UuumQJAmby0ndnTeQU13G8Wdep2XHgUvvg4KQBjaPi4X33MTqzz+EOz8zVts/TrGplK1dhivXz97vPk3XoRMXZbposQR6hq4sCsInpWUapijfT2nRRyfr6zuO8+zr+y4KFCHV/iI5XvbW5bw0hSmp6XT3jfCPP32Df/jpG0QicRbPK+P3v3IvVaUF6RjqrNE1/eILgSRRuHgeN/7BVyhfuyyjA8XzJEnC4XWz8on72PC1x3HmXL1lgiBAKmXRX1aE/LHiAjaXkxWfvoeiJfNmPjiTJAqXzmfxfbdeNl1SdTpY+vDtVG5aNWuz0bJNZcHdN1K6anHGBVyQygjRk8mLAi1njo8NX3+C5Y/fjdPvzchxA8iKTE51OTf8u6eou3NrVlxfJyIpMtU3rOGW//QN6u7cit3tyrgH4SuRVZXCJfO54TtfZMUT92D3uud6SMI1xuHzsOYLD7PuK59KFQTM0PNDVmTy5lex9TtfZv62LRfdD1M9rzNzZVEQPiktT0k5Pjc5/tQNIanpbN9xjFDk0iqIum6QGJ9Z8bgmrgAViSV4+jd7eHt3PbIssXZZDZ+6e8M0ujTOPiOZvKhFQ8mKhdz4+1+mePmCjEiVmAqb28nC+25mzVMPZ0XlLmHuSZKEpyAvFWCMq9yymtpbNiKrM9re9QJFVVl4700ULr201UfV5tUsfuA21FkMKiRJwhnwsfTROy/6vWQK0zTRYh9dsxx+Lxu/8RkW3nNTRqbLX463uIBN33ySZY/dmZUBo83tYvH9t3LTH36N/LrqOd/LbpUkpfaVrv3yY2z6nc9dNstAEKyw+zys/61PfzSBleEkSSJQUcymb32WRffdcqEolZ5IkojELPe1FYTZlJaoxemw4RyfvQ+GovQNjl726z6+suh22q/YWiMcifHKu0dIaqnCODeuX4zf50rHcGfF+ebhAL6yItZ/7dPkL6jO2Bmwq5FVlYX33EzdnTdcNDsmCBNx5QVwjN/MHT4Pix+4ddaDDk9hPvO3bbkocHDlBljyyO24cv2zOpbzipctoHjFwjn53ldiGsaFmW6b28XyT93F/Nu3zEnFzelw5QZY9dkHqL1lQ1Zdb21uJ0sfvp11X/1UxuwLnS7VYWfBXVvZ9Dufw1dSONfDEbKcze1k2aN3svCem7JuMsiVG2DNUw9TtWUN0vgkUDwYyvgK2YIAaQoWFUVGkVM3tkRSIzEeEH6SphnExlMzXU473iusLpomNLb20Dc4iiRJVJbkUVaUm47hzgpD09DjSexeN2u+8BAlKxdl7SwxjKek+jysfPJ+ipfVzfVwhCzgzPGnHnplibJ1yyhetmDWH4BlVaFy08qPVjYkieqtaylZvnDOVvidAS9VW9agXuH6NxfOB4uSIrPgrq0sfeSOrFlR/Ljz+63XfeVTlKxchCRnftCl2G0se/ROVn/hoWsmUDxPddip3rqGzb/7OTxF+XM9HCFLpdL4b2L543dnxR7eT5IkCW9RPut/63FKViwASSI2OiZWFoWskJYloqSmk9R0HHYZu03FPsHKUzyRvJCe6vU4Kcz3MxqauMpmMBxleDRCeXEeOX43uQFPOoY740zTRIsnkWSJxfffyvw7bkBWrD+YGrpOIhxFiyXQYnESkSh6LI4WT6BrGoqqojjsOHye8capDuweN4rdlvYLaqC8mNWff4jRjt5rtlS9kB6KTSWnsoSR1k4W3XvLhIGHaZokQhHiwRDRkTESY2FMTJwBL+78XFw5/mnNInuL8qnctIrh5g48hXkseWjbVY9nGgbxsTDxYIjYaIhEKAykUjPd+Tm4cgOWy4lLskz5umX4S4sYamq39DPNBFM3SUbjlCxfyJqnHsaZY23l1dB1kpHUfpzU9Wr8z/EERlJDVhVsLid2jwvV7Uz92etGVpS0Xq8C5cVs/OaT7PzrHzNwNnNbL6lOB4sfuJXVX3gYu9uZ1n2hqXtRIvV+xOMkI7HxPyfQ4wkkRUa121L3DY8L1ZG6f9g8rrS+H7KiUH3jOkzDZN+/PJPRFYGFDCRB9Q1rWfOFh3BZvC5NJJV+HycRjpKMxEiEI2jROMlYHAlQHHZUpz11vXI4UMefr2TV2vmRW1PBxm88yY6/+ldiI2OYhgkZto5gGibJSJT4WDitx5UVBdXpsDSBpye1VPXYDIitU90OJtfH+VqRlmAxFk8Siydx2G143Q58nsuni0ZiCYZGUx++XL+HypJ8Glt7JzyurpvoRmqPo8Nuw5FFaQdGUqNk5SIWP7Rtyv3ITNNETyQJ9w8x1NTOYGMbwy0dRAaGCQ8MkwhFUrNRppk6cSRAklBsKg6fF29xPjnV5eTPq6RwyXz8FcWodntaZtglWaZ01WLm3bKR+ue2T/t4wrUtd14liWiMwsW1l/w30zCIBcN07DtK267DDDa1ExkcwRyvximrKoHKEio2rGT+7ZvJqSy1thooSVRuWsmpl96havMqcmsqJvxSQ9cJ9w3Rvu8YHfuOMdTUnpr9HS97Lqsq/rIiKjetovbWjeTVVoAkTfmhwZ0XoGhZXUYFi6m9NSVUbFiBewpFI85fryJDIww2tDJ0ro3h1i7CfUNEBlPXK8MwLrpeSZKEYrfhzA3gKykgb34VBQuqKVw8/0Kz+WkHKpJEwaJaVn32fj786x+lUr4yjKwo1N6ygVWffQBbGgJF0zQxDYNkJMpIazeDTW0MNrQy1tVHeHCY6NAoRlL/6P4xfu84X8nUlRvAU5RHbnU5uTXl5C+swV9amJp4nOZKvKwoVN2wBj2ZZPc//IzYyNi0jidcPwLlJaz+/IO4C9KTXWYaJlo8zmhHD731DQw2tDLa0UOoZ4B4KPzR+QGAhCRLqE47rpzU+ZFTVUZOdRmFi+fhLy9GncL5IY1flzZ/6/OYhpGRmQ+x0TEO/OuzqcmrNMqbX8XSR+/EYaHoVf+pc5x6+R2MCTIXZ5Npmoy0ds31MGZVWoLFkWCY4WCYgM+N3aZSU1HArsNnMYyLpwDC0TjdfcMYhonX7WT1kip2HT5LPHH5N9/ttOPJwjQogKJlddz8H38LT2H+lB564mNh+s800/rhAboOnyIyOEIiFE7NPl1FEoiNjDHa3k3ngXpUpwNXXoCytUuZd8tGipcvxD5BID8VisNO3V1baXpvL5HBkWkfT7h21d2+hZqb1uMMXFxJ1zAM+uobOP6r1+k8cJxE+PIZBn0nGhk400LHvmNs/OaTlKxYNOVVekmSCFSWUrZ6CbW3bES9TCVmSLWNaN15iPpntzNwtmXCSnX9wRCDja207T7Cpt95krK1y6Y0HkilHZauWsyZV9+/pP/WXFEcNuruvAHFNvmMhGQkSt/pJlo+OED30dOE+4cmfb0iHCU6HGS4qZ223Uewe934SwupvXXThaB+uvslFVWleutauo+e5uSv35rWsWZC8YoFrHnq4SkF5xMxdIOxnn66D5+i+f19DDV3EB8dm/QMeCIUIdw/xMDZZlp3HkoFj3kBSlctonLjKkpWLpp23zXVYaf21k2MdvZy5GcvZcSDn5DZbG4nyx67Ky01H86vInYfPU3z+/vpPnyS8OAI+iTOkUQoQmRgJHXt33UY1eXAnZdDyYqFVG5aRdnapbhyA5Mah2JTqdiwYlo/y0zSYnHa9xxJ+3FjwRCL7r/V0mvHevppem/fpN4rIf3SEiz2DQbp6R+huqwASZLYuLKOZ1/fd2F/4nm6bnCysZNILI7X7eT+29bwzp6THD3ddskxJQmW1JVRUZKaSYrGE0Rj2fEhOb+/z+GbXNqsaZokIzHa9x3l7G8+oLf+7IQPz1OhxeKMdfVxpquP5vf2UbZ2GauevJ/CxbXTqkgpSRL5ddXU3LSeUy+/e2ElSBA+yeH38smdeaZh0L77CLv+7ieM9fRfNa3E0DT6Tjby4f/5IVv//RcpW7N0yqsc7vwcNv/e5/FOsGcqEY5y6uV3OPLTFyeVemNoOgNnm9n5Nz/mlj/+bYoWz5vSmCRZJre2EldeIGPSuc+vLl3N+ZXEzgP1nHntfboPn5p+upJpkhgLMzAWZqChldMvvU3dXTey+MHb8BbmT2v2XXHYWfHpe+g5fpahc5fea+aKr7SQDb/1BIGK0mk9BJuGwVh3P2e3f0jze3sZaeue/gSEmUpDS0aiBDt6aHxzFwULa1j84DYqN67ElWd9X6ViU1nx+D0EO3poenfvRb3nBOHjJFmmeus66u7aOu2aD3pSY+BsC/XPbadt1yGSl6nYPxVaNE6ws5dgZy/n3t5D4ZJ5LHnodio3rsQR8GbdnkpBuJK0VHgYC8c40dCJPt6fa+WiSkoKci77tYdPtjAwnEo/qasu4T989T4WzyvFblORx9Nh7DaVJfPL+cqnbsFht2GaJoPDIQaGrr20FUM3GG7uYN/3fsmHf/kD2vcdS0ug+EmJUISWHQd4/39+j4Y3dpKITO97KDaV2ls24vRnxz5SITOYpslAYyv7/vlpxrqvHih+3EhrJ4d/9hJjPQNT/r6yohCoKLnsXkUtnqBh+4cc+flLUw56Rtq6qH/mNWKjU782eYvy8BblTfl1c8k0TcL9Qxz5+Ut88Bffp2XHwbTva8E0GesZ4Oi/vcKOv/hXuo+dxtCsr0BJkoS/vJglD96G3ZMZPf/Or5YULauzHAibpkkyGqN15yHe/e/f5cjPXmS4pXNGVqr1RJLe+gZ2/e2P2fFXP6D3+FkMTbdUnEOSJOxeN6s+9yBFSy5tayMI5/lKC1n68O2Tnni/nPPnyZlX3+P9P/8uTe/snnag+El6MknPsTPs/Jsfsfsff8ZQU3vGZIwIQjqkrQfCrkNneeK+TfhUF2VFOWxaNZ/WroFLbiYtnQPsPXqO6rICbKrCLRuXUFKYw5s762nt7Ec3DBbUlHDrpqUsmVeGJEkYpkljWw+dfZkxA58upmHQebCeQz98nv4zTTM/w2qajLR1se9fniE+FmbpI3dMeT/lx+XVVlCweB7tu4+kb4zCNS02HOT4L3/DsJV8fxN66xs49/ZuVn/+wbRVM+2tb+D4r14jPmphT5sJnQdP0HXoJPNv3zKllzp8HnwlhfSdasqa8ukjbV0c+tELtHx4cMbTgYykRuf+44T7h1j/tcepvnHdFdstXYkky9TctJ72fcdo23U4zSOd6mAkKjaupO6OGyyvlpimSTIc5dgzr3Hm1XcJ98/OvTEZSQWno23drP3yo9TctN7SPUSSJHJrylnxxL0Mt3Zl5H5SYY5JEvNv30zBwppprdJpsTj1z27n2NOvpn9i6xMSoQiNb+1itL2bzb/7BYqW1k2ruKEgZIq0BYtHTrdSf7aDzavrME2YX1WMy2kjEr34gWIsFOXfXt7FzesXU1IYQFUVli2oYNmCiYtOjAYj/Oq1fVmThjoZeiJJy44D7P3uvxHqHZzV7x0dHOHgD5/H5nGl+hVZTEl15vio2rSKrkMnRR65cFWmYdC8Y3/qYd1icKTHEzS+tYv5t2/BV1o47VSfWDDEsadfIdjVN61jNH+wn6ob1kyp1YQky+TOq0T+YH/Gp+KZpslwSycf/tUP6K1vmLVZc9M0GW7uYNff/QRJlqjavMbyPkZ3fg6LH7iN3uNnZ/yh8Ur8ZUWsfOJeXHmT29/0SaZpEh0OcuhHz3Pm1fcv9POdNeOTjrv+7ieEegZY8sgdlgpWyIpC5ebVLLznJo7/6vWsmTARZkegsoQFd92IMo0J7fhYmBMvvMmRn7004R70dDN1g76T59jxF99n/W89QfXWNVndNk0QIE1pqAD9g2O88u5h3tpVz5/89TP8yzPvXBIoQirr7PDJFn743PuEo/GrprGMhaM8/epu3t1zMl1DnXOGptGy8yB7v/v0rAeK5yUjUY787CX66hsmV4ziMiRZpmhpXdpLWQvXpuhIkHNv7Z52mvVIWzc9x89M++HSNAy6Dp+k++jp6R3LNOk/00zYwt7DQGVJxj9ImKZJZGCYg//6LD3Hz85JelW4b4h9//wMPcfPWP7+kixTtnoJxSsWpnl0UxvDwntvpmBhreWJjuhwkEM/foEzv5mDQPFjYiNjHPnFy5x4bjtaPGEpJVWx21jy4DZyqstmYIRCtpIVhdqbNxCoKLF8nuhJjdOvvMvxZ16btUDx44ZbOtn//WfoPd4geikKWS9twaJuGDy7fR//4c9/zvPb99N/hf2Fmm7wsxc/5J+ffoeOnqHLnkimadLTP8L3nn6Hf3767Qv9Ga8FPfUNHP7xrwn1Tn3vVTqNdfdz4tdvER0JWj6Gv6wIX2lBGkclXKuGmzvpP9sy7eOYuk7H/uPo06ykqMWTNL+3Dy0NGQvhvkHGLKxOeosKplVsajZosTgnX3ybtj1H5nT1Z6Sti6P/9gpj07hu2twu5m/bPO0qq1YFKkuYd9sm5Al6EV+NFk9w6sW3aHxjJ3pi7gLF8xKhCPXPvUHrzoOWgnhJkvBXlLDgzq3TWkESri3u/Bxqb95geauBaZr0nTrHieffmNMU55HWLg795IVUSygRMApZLK1PKaFwjMmelqOhKH//k+28/sFRbtu8lLVLa8jP8aLpBj0Do9SfbWfnobOcPtdFMsNTtCbLNE3CfUMc+P6vGGrumOvhgGnSsfcorR8eYPGD2yzN4KkuByUrF9N95PQMDFC4lrTvPZq2Gd6B081EBofxlxVbPsZwc3tqhTINDE1n4EwzlZtWTel1Dp8HZ8BLIhxJyzjSzTRN2nYf4fQr7859cGKadB6op/5X29n0O0+i2Kbed1eSJcrWLCVvfhUDZ5pnYJATk20qC+++iUC5tdUS0zRp/fAgx375GslpFihLp9hIkAP/+myqjcCqxVP+2WRFpu6OG+g8WE/XoWsng0iwRpIkKjevIrem3PIxYqNjHPzhc3OWuXWBadJ16CT1z21n7RcfmdI2BUHIJHM6pZ3UdE42dnK6qQtFli/cZEzTRDeMS/o0Zjs9keTUS2/TW9+QMfszEuEojW/uoubmDZbSSWVVpWBBdarXSYb8TELm0WJx+k42pu0zEh0JMtzcaTlYNHSD3hMNRIdG0zIegKHmTkzTnNLDsuq048zxT2vP5EwxTZPYSJCTL75NdDh9v6fpMDSdc+/spvbm9ZYCEwB3fi6VG1cy1NQ+q33+cqrKqLl5vaXqp6ZpEuzs5ejTr2ZUoHjeaEcvx375G/zlxXgKp17h11OUx4I7b6Tv5Lk5SRkUMoczx0fVljWWV5r1ZJKmd/fSe/xsmkdmjWkYNL6xk7I1S6nYsEK01BCyUkaUaTIMk6Smk0hqJJIaSU2/5gJF0zQZONtC41u7Mq6k8sDZFobHH3StcBfkWipwIFw/Qn1Dlvb0TSQRjhDs7LX8mU1GovSfbk5rYZlw38CUj6fYbDgyuP1Mz/Gz9J1smFKLk5kWHRrlzGsfWA4qJDlVjdTp96Z5ZBNLFXNZha+k0NLrtXiCs9t3MNiYOX0iL2KadB0+SdO7ey2dk7KiUL5h+bRWk4RrQ6CqjMLF8ywHVWPd/TRs3zH3mRAfExkY5tzbuzNyokcQJiMjgsXrQSIU4fQr71rqETfTktEYbXusVaiUJAl3XgBXfk76ByZcE0zTZKy7j1gaV6dM3WC0o8dywBALhhhoaEnbeADiociUq2wqdtu0eojNJC2e4OxrO9DjmfPQdV7HvmP0nTpnebIgp7qMwlns8ecpyqP2pvWX7fM5GQOnm2h8YyemnrlbMpKRGKd/8z5j3f2W3hd3fi7z79iSylIRrk8SVN+wBofFiRzTMGh6dy+D59rTPLDpMU2T9j1HGDjTMtdDEQRLRLA4S3pPNNC+52jGpmr2HDtLMmrtwdsZ8OPK8aV5RMK1wjQMxnoGLH++JhLqG7RcnCbY0UN0cCSt49FicRJTDRZtasY0iv840zQZbGyl//S5uR7KZUWGRml+bx/JqLXCZw6fl7I1S2et0E3pqsXkWFw102Jxzr72AaG+Od5/NQkjLR00v78PU7dQ7EaWqNy4Cl+JKJh2vXIGfJSsWGj5vAz3D81KD1grYqMhzr27B8PCuSEIc00Ei7PA0HRadx4iFpy4QuxciwwOM9bTb+m1qtOOLQMfeIXMYCQ1y5+tK4kOjaInrD0UjLR3p73tgJ5IkphimpGsKqhOR1rHkQ6mrtN3opHosPVKyTNqvHBEuG/I0stlRaZgQQ0O/8xPcsmqQvn65agOa+9zsKuPjoMnLAVgs800TJo/2E9sdOr3OkmS8JUWUrh4nlhdvE75SgrxV5RaTkFNbanJgOKBl2EaBn0nGogMpm87hiDMFhEszjDTNAl29dF5oD6jb/ax0ZCl0v+Q6h3mzvVbKtwgXPv0pMZY9wwEiyNBNAv7UkzTZLStGz2R3uImeiI55bRYSZJSwWKGPRzHx8J0HqzPuP3VHxfqG6TrsPXqmXnzKmZlFctXWkjR0jpkxdrttm3PEcL91oLiuTDc3EnX4ZOWUlFVh53qretE1cjrkSRRuHgezoD1FNSWDw9m1F7FTxpp62awoVW00RCyTkYHi36vi0/dvYEvP3YTd96wfK6HY41p0nuiISOrHX6cFo0x1jtgOUXClRew3BNJuLYZmkZ4BlLotGicpIX+q3oiyVjvQNoDIT2pTX0PpSShOmyWA4mZMtYzwFCG7fv5JC0Wp2PfMcv7VlWXk6KlM7xvUZLIr6vGV2qtsE18LEzrhwczdvvC5SQjUdp2HyERstYOpnhZneXfl5C9ZFWhZKW1CseQKqLWe6IhzaNKLz2RpPvIqbRntQjCTMusJ5RPKM738+2n7uaPv/kwn7l/81wPxxJDN+g5ejorbvbRoVEMzdpqi93jFiWhhcvSE0liM9AY2TQMS9XlktHYlPcWToah6+gWWjHIqppx587QuTYS4cyv3DfS3m254bWsyBQsrJ2BUV38PYqXL0RWpr4HyzRNRtq7CXZm9kTj5fSfOkfE4p5gZ46fwkUz+74ImcfucZNTXWbptaZpMtLaSaQ/81M8+043oVvcay8IcyWjg0WHw05ewIPX7cRpsefOXIsMjdB3KjOLRHxSdDhoue+YYrdnXCqdkBlio6EZKThgmiaahaI5yUiU+EwEr7pu6fyRVRUyaFXeNAwGzrZkRb+7se5+gp291l4sSQQqS7HPYNsfm9tJ8bI6S681dYP+001ERzJ03+gVRIZGUn1VLbC5nRQtq7NcOVbIToHKEly5U+/1DKl98QMNrZYLXs2mUE9/xmeaCcInZc4TymU4bCoOR3bfMIabOoiksb/cTEqEwhgWS7MrdlUEi8JlxYMhSytuV2OaJpqFIDQZiU25xcWkxmOYGLo+5VUuWZEz6tRJhKOMtvdk9H7F84ykRu/Jc5bGKkkSnoIcvEX5MzCylJyqMktN6iE1qdF95FRWZKV8khaN03X4pKX7iSRJFCyosRw4CNkpUFFiufdpMhqjL8NTUM+LB8MMt1jvay0IcyGjg0WbTcFuU+d6GJaZhkGwq3fKFRLnip7QMA1rFzDFZiODnneFDJIIRyxPQlyRydSPa5po8WTa23h8dHgL548kQQadPYlQhPBANhVUabcc2Dr8Plx5gTSP6CP+8hLLfTTjoQgjLZ1pHtHsME2TYGev5UkZX2khrryc9A5KyFiyquArKUS2+LyXCEUYbe9J86hmRjIWZ6y7z/KzliDMhYwOFp0OG7ZZ6oM1E5LROMPNHRldBfXj9KSGaVobq6wqmfS8K2SQRDiKqc1EM3FzykGCCejxuKUVyUkd38IDgCRJGXPumKZJfCxMZGBkrocyaaMdvSQjFovcOO14iwtmpJKzbFPJqSpFsbiFYrSjx1ILikwx1jNAdGjU0mtVl5P8eZVpHpGQqVSXE395seW928GuPuKh9GeLzIjxCvlaLPNTZgXhvIwNFiXA63ZmXOGHqUhGY4y0ds31MCbNNIzU07QgpFEyEp2xRsRWVpTiocjMpfZdA6lFkaEREmFrlSznQjwYItQ7YOm1kiQRqChO7RtNM5vbSU51meV72FBTu6Vqv5kiOjRKqHfAcvGh/IU16R+UkJFsTgf+siLLrx9t786K/YrnhXoGZiy7RRBmwlXvkLIsIc3BtLcsS/g82d1rSYsnCIsGrMJ1ToslMmf/m0lWPVTMhWzq6QeQjEYtV94E8BTmIysKOuktZ686HHiLre2HNA2Dse5+S31EM4VpGIx29FJpmlPezy7JMv6yIiRFwZyJFHYho6hOu+V0cNM0GesZQI9nz7kSGRrNigJignDeFYNFSYIvPXoz5SW5szWej743Ekvrymf9+6ZTdGiURCg79isKwkzR4okMSsU20UTZ8ivKvmAxnqoYaiEoAfAW5yPNwHYHh8+NO9/avTMZixMZHM76lerze7OkKeYwSZKEKzeAM+C1nMoqZA9XbgCby9rigJ5IEhkayZwJyUmIjY5lRWsiQTjvKsGixGN3bWDtsppZGs61JdQ7YLkVhSBcK7R4AiODbuRiRvfKprNKNxeMpEZ0aATDMCz1M3QGfKgOe9p7b3oK81Ettn9IRmJEBrM/SAp29Y3vg5/6++Lwe3AGfCJYvA64C3JTdQ8s0GJxYiPZtbfX0HSiw+JzLWSPjN2zeC2IB0MzUwVSELKEaZqpCZMMWSExzdRMtDCx+Gj6e1DOtOjIdHrE2ixXLL0Sd36O5RVLLRonloX9FT8pMjRquW2O3e2a0R6YQuZw5finESwmsq4QlGkYWRfgCtc3ESzOoHgwlFWpEYKQdqaZcRMmmTaejGJCbAZ6UM60+FgEw2LFXVlVZyQocecFLK10AmiJBIlQ9hQZmogWjVtOt7O5XThEsHhdcAZ8SIq1x1EtkUh7VsBMMw2DeDD7JuWE69ekS8DpusELbx2g/mz7TI7nAkmSWL+slvtvWzMr328mxILhGasCKQjZ4Hyj+swx9XYb1xND09CysABQchq9PBWbgt2T/qDEGfAhW3wA1uOJa6IQk55MkgxHoXDqr5VVBYffm9qHmiGZCcLMsPvcyLK1iRUjqWXduWIapuUepIIwFyYdLBqGwW/eO8Lbu+pncjwXyLJMMBTN6mAxGY2JB1PhumaaZgYVt0nJtPFkEj2RzLDgfnISkZjlcUuKgs3lSPOIwO71IMnWgsVEOHpN3Dum+yDv8HuRZAlTF8HitczudlnudWoktawrWmaaZtYFuML1bfLBomkyNBpCm60HLd0gOJbd1aKMZFLMiArXN9O01GdtJmXYcDKKntSyMljUojHLkwCyLKPY7ekdkEQqALXYYzEeilwTn1M9qU2rV6Td7UKSZEyyP3AWJqY67ZbPlWQ8ga5lWSFB0xSF1oSsMulpz3hCIxyZ3Q93KBLLuAfNyTJN0/IeGkG4lphGdp7D1yND17Jy5VVPapY/Z5IiozqsVS2diKyoKHYbksUHYD2eALL/vDENfVoVwW0up+UVJyE7yKqCYrN+rmixWNadKqZpZnUPVeH6M+lgMRSJkZzlNhDxRJJElraeSO3Vyr6HLkFIJxOTrLuTX8dM3cjK4N7UdcsTi5IkWa7EOOExFXlaxzSybaVkAtPds6w4bJZXnITsIMmy5UJQwPikfLZds0zRVk3IKpMOFsOROInk7K6UJZI68USWnlAZmH4nCLNOnAJZJRUoZt+bZuiG9fxiSbK8t3DCQ8rTO6ah6dn4NlxiusHidIIIITtIsgTTPVeyjSmqcgvZ5Yp7Fk3D5O9/up2CHB9DwRD9w7Pb9ymR1IgnkoBrVr9v+lwDd3tBEK4bpmlm5WXL1I3xVWwLZiJYlKRprYhdMyuL0yxwJSkyYl3xGidJ00o1ztagKxszOITr15WDReDNnfUXKlfP9kpZLJ6gbzCIosiMhUXlKEEQhJmUrRl/kiwhWQ0rZiILxGRalZTSHbzOFUliensORXbOtW+a5wrZGnSJz7aQRa5aDdU0zTn7TLd3D/LNP/0BNlUhHBWVo4TrUZY+vQvZSZKzMmKUFGVa4053mwrTnF4/T1lVrolTX5Kk1HtjkaEb2bjQLUyBaRjTXH0WqcqCMNMm3TpjLiSSOk3tfXM9DEGYM6ISoDCbZEXOys+crCqWY8WZ6AVq6tN7AJbVjL41T950i5ckNbECc40zDWN6+1rTXJxKEIRLXRu5LoJwLZIkJEWcosLskRQlK1MgUytx1sZt6gZ6msvYG7qGnkxaTm9VbNdGsCjJEvI0rmHJWFwUirvGpYJF6xMriqqQjcvw2TgpJ1y/su+pQBCuE5IkoVwrKwxCVlDU7AwWVYfdclBiGukPFk3DRIsnLL9edTmt78HMILKioDjsll+vxeJiZfEaZxrmtFrfyHZb9sWKkoRiS29vV0GYSdn3VCAI1wlJkqb1oCUIU6U47FmZ1mX3uCyvwhu6TjKW/j3x8VDEciqqw+/Nyr2jn6TYbNjd1quZJ0IRUTXyOqDFE5YnBWxuJ3KWTXBJEqhOx1wPQxAmLbvOMEG4jkiyhM3lnOthCNcRxaaiZuEEhc3tsrw3ztB0kpFomkcEsZExDItFbmxOB4o9+1ceFLuKzWKwaJomsdGxtBcfEjJPfCxsORVVsdmyL/CSpKy8zgrXLxEsCkKGkmRZBIvC7JIk7B73XI9iyuxul+UVUUPTScxEsDg6hmmxcIdiU7G5s//cl202bG5rD/KGppEIp/99ETJPPBiyPCmgqGrWBYuSJKG6smvMwvVtRjdEKYpMwOvG6bBhU5VpbeiNxhL0DoymcXSCkNkkRUmlownCLHLm+OZ6CFPmzPVbLgpjJJPER0NpHhGE+wcxNGvBoupy4Az4iAwMp3lUs8vh81heWUyEoyRCkTSPSMhEsdExyxVRFYcNh89NqDfNg5pBkizjDGTfdVa4fqU9WJRlibLCXG7csIi1S2uorSjE73XhdNhRplEVbe+RRv7D//x5GkcqCJlNVhWcAREsCrPLnZ8z10OYEkmRceUFLPdbS0RiM7KyGO4bQk9aK5xjczlx5wUYOpfmQc0yX3GB5b2kiVCE+Fj6g3gh88RGQ5b396pOB86AP80jmlmSLGflpJxw/UprsKiqCjeuW8i3n7qbpXXleN2OtG08bunoT8txBCFbOLxukYYqzDp3XmCuhzAlqsOO0+9DslgQJjo8iqmlf19cfCxMbDSEOy9nyq9VXU6cOdn1AHw5nqJ8y+9LIhQhHgyneURCJoqNBC2vLKoOO44sm1SVZBmnyBoSskjagkVVkXn0zvX84W/dT3lxXroOKwjXLXdB7jVR5ELILt6SwrkewpTYXE7c+dYD3FDPAIaupXFEKclojLGuXvJqK6b8WsWm4i3OR1IUy/seM0GgssRSsGiaJpHBEbGyeJ2IDI6QDEdxWZggUR321ASXJGVNmxXFpuLKsgwO4fqWtmBx5eIq/v2X7qGsKPfC3xmmSSQaJxJNoE2jjw7A4MhYOoYpXMeyrRC9t7hAVEwTZp2nIBfV6Uj1uMsCDp8Hb7H1ADfY1Wd5b+GVJCMxRtp6qLrBnHLAJEkSuTUV2FxOEqHsXF1TnQ4CFSWWWoCYusFIW5dom3GdSEZjjPUO4C8vnvqLJQl/WTGqw5411yxXbgCH1zPXwxCESUtLsChJEg/cuoaK4lwkScI0TaKxBHuONvLWznrOtvQwGoyQ0KzP3kai1hscC9cO0wSrjw+SomRV7zJvcb7osyjMKkmSsHtcuHL9jHVnR+q/MzeA02/twcvQDUK9AzMSLOqJJKOdPRiaZqkBd6CyBJvLkbXBorsgB1eu39LKoqHrDLd0zsCohEykxROE+4YsvVaSJHxlRVk1weXOzxETwUJWSUuwmJ/jZdPqOtTx0uXBUJS//fHrPPObvQyLPQdCGpm6brnEtqwqSFnSvFex2/CXF2dlg3Qhuzn8XrzFBVkTLObVViBZPE8SobDlh9TJGGntIhYM4cnPvfoXf4K3KB9vcQHh/pkb30zylRTisrj/VYvFGW7uSPOIhEylxeKM9fRjmlNfhQcIVBRj97iIjQRnYHTp5y0pEPUIhKySlifn0qIcysdXFQFefe8IP31xpwgUhbQzTRMjaW2FWlYUVGd2zOY5Az4CFdb2+wjCdNi9nlQ6WDZ89iSJoqV1lgupRQZHCM1gMDbS0kmk31r7C5vHRfGKhWke0eyQbSqFi+dZfiAeaesinOVtQ4TJMzSdYEcPetxaBpkzx09uTXmaRzUzZEUhp6pU9FkUskpagkWPy4FnvIFwUtN5Z/cJolmSDiBkH91isCipCg5fduwTcOb48JVmV6ER4dogKzK5NeVZkSbl8HkIVJVa2xc3XkQlOjxz/XsTkSiDjW2WXqva7RQuqs3KIleq00HxsgWWi9sMt3QRD4riNteT0c5e4mPWFhhUp4OCRbVpHtHMsHlc+MuLxUSwkFXSEiw67DYc4w2Rg2MROnuHs6UolZBlTNO0vC9BUdWsKUdfsKBGbIAX5kzh4nnYPdaaqc+mQEUJvmJr7RlMw2DwXJvlTIXJMDSdzoP1ltoCSLJE/oJqPAVTT2Gda/6yIvLmVVp6bTISo//UOfSEtR6VQnYabe8hMmRt4kaxqRQsrEV1Zv5qnTPgzZpVUEE4Ly3Boq4b6OP7yDTdQMviUt9CZjN1w/K+BNVhx1dSkOYRpZ8kS5SvX265mbUgTFegooSc6rK5HsYVyapC8bIFOAPWmlsbSY3e42fSPKpPME0GGloI9Q5Yerm/rIji5QvSPKiZJckSFRtWWN6vGB0aobf+bJpHJWS6ZCTK0Dlrq/CSJJFfV5UV2Tj5ddV4Cq/P9nKp6sbWVpKypd7EtSotv/1QJEYoEgPA6bDhyoL0JSE7mYZB1GIbFcVhw1dSmPE9NDyFeeTNr5rrYQjXMbvXTfHyzN4vZ3M5KVu31PJDRHQ4yEhbd5pHdalQzwCDDa2WCnPJikL11nXItrR1uZpxzoCfsrXLLKXPmqZJ/5nmrC3qI1hn6Ab9p89ZbrHmKcilMAtSUUtWLLRUHflaYGgaWGyHo9jUTH90u6alJVjsHRilpz+VPuDzOKmpKEQW+djCDDANg6jFVBVZlglUlmB3u9M8qjQaL9jhLysSexqEOaPYbZSuWozD753roUwod14l+XXVll5rmiYDZ1uIDI6kd1CXoSeStO05ihazVryjaFkdebXWUjrnQsGiGgoX11prmaHptO85SjIam4GRCRnNNOk/3Uxs1NpksCTLVG9di5LBEyuu3ABFyxZct1lDeiJpeTLA7nGDLJ6J5kp6gsXBUfYdO4em6ciyzP23rSbgz+AHciFrne+LZumCI0nk1VbgLshJ+7jSxeHzMO+2zVlRXES4dkmSRNGS+RQssBaMzTTFbmPeLRtx5+dYer0eT9Bz/AyJUCS9A5tA16ETDLda6xvoKchlwV1bs6LUvup0sPiB27C7p77f1TRNRjt66Dl+ZjxdTbjejLZ3M9TYZjmgKF6+gILF89I8qjSRoGjp/FSrn+t0IliLJyyf286A77pdkc0EaQkWDcPkpbcP0tk3jGmabF5VxyN3rMeVJW0KhCximoQHhklGrM08u/NzMzrFs2jJ/KzboyRcm2xuJzW3bMzIvSL+siLKN6yw3DIjOhyk59gM71f8mPDAMO17j6bSsKZIkmWqtq4hvy5zr1vAhYfhkpWLrVWnNUy6j5wm1GNtf6eQ/RLhKL0nGy0XnXLlBqjeujYjC92oDjtVW9agXMcTwcloDM1iexSb24nb4j5oYfrS9hRw+GQr//rMewwHw/i9Lv7dF+/im0/eTklhjsgzFtIqMjRiuciNrKpU37AmIx+A7R4XC+66UVwQhcwgSVRuWkVubcVcj+Qikiwxb9tm/GVFlntB9p06x2hHT5pHNjEjqdG68xBjPYOWXu8rLmTxg9syenXRGfCz5MFtOANeSysn8bEQTe/ttbyqJFwbOg/WW26hIckyNTeuJ29+5qVt5y+ooWLjiut2VRHASGiWn93sXneq/68wJ66a3F2Q68M+iRxw0zR5c9dxbDaF3/38nRTm+fnOl+/hrhtXsPPQWQ6eaKa5o59oNIFuGBhTXIqOJ5IMjoi+S0KqkXZ4cASfhX19kixRumoJefMrGWxonaERWlN1w1oqt6zOyEBWuP5IkoSvuIAlD97G/n95hkQ4OtdDAlLVBBfecxOyqlh6vRZP0Pz+vln/eYaa2ml+fx+rPnv/lM9xWVWovWUDXYdPcva1D2ZohNbJqsLCu2+k6oY1ltuYdOw9xsDpphkYnZBNhs610X30FPNu22zps+QvL2L54/ewo/n7ljOQ0s3ucbPo3pvxFuXP9VDmlJ5MEh4YtvRau9dDwcJa2vYcxRQdF2bdFaNAWZL4z998iEXzrl5CXdN1YrEkSU0nqaXeSFVVWLGokiXzy3jqkRuJRBMEQ1FiiSSaNrU3+2B9M3/6t89O6TXCtSkZjjLc3JFq+qxM/WbiKcyl9paNjLZ3Wy46kW6+siKWf+rurOhtJ1w/JFmi9uYNdB05RfP7+5nrBrp2r4fFD27DW2Sxt6JpMtreTW99w6z/LEZS49w7u5m/bTPekoIpj191Oljx6XvoP3WO4RZr+x9nSvGKRSx+8DbL6X+RwVHOvb1bFLYRiI9FaN11mMpNqy3dDyVZpnLTKio2rEhdszJAxcYVqYmU63wiWE8kGevpxzTNKV//ZEWmeMUCXDm+WSlMJlzsykuGEiyoKWX1EutFDiRJwmZTsdlUvG4nRfnWmqIPj1pLSxCuTb3Hz6ZWF5Sp5/9Lskzd7VvoOniCrsMnZ2B0U+PM8bPyM/dRsKjmuk5RETKTKy+HVU/ez0hbF8NNHXM2DllVmL9tE/Nu22T5ocs0TFp3HbY8uz1dQ00dNL23j+WP3z3lqo2SJJFbW8naLz/G3u/+W8bs7fOVFrHuK48RqCixHMC37TlMj+itKACYJt2HTzHS1kXRkvlTfrkkSdg9LlZ97kEGG9sIdvbOwCAnz1tcwPJP34MrR2wv0RJJRtt7MA0DSZl6ZkjBghoKF82jddehGRidcCXX9zSHkLX6zzZPa3bJV1rI6i88lOq7OIecAR9rv/gwi+67BdnCxVMQZpokSxQunsem335yzppJS+P7J1d9/kGc02jnMdbdx7m3d8/ZCqmp65x++R0GzjRb2psnKzI1N61n49efwJMBKW3+8mI2/c6TlK5cZCmAN02Tse5+Tv76rVmrTCtkvsjQCI1v7cKYYgbaeZIkUbiolvVfe3xO7/GuXD/rv/Y4RUvqkETbBzBNgh09xMesnesOn4clD23D7hXdFmbbVac2w5EYoxbf2HQKR+NzPQQhg4T7h+g72YivtNDSbLYky5SuXszKz96f2o81Bw8qzlw/qz/3IAvvu8VSA2tBmDWSRPn6Faz/2uMc/smvCXb1zd63lmWKltax4RtP4Cu2/uCnJ5K07Dgwq4VtLifY1cfJl94mUFmCM+Cb8utlVaH21k2YwP7v/ZJQ3yDMduwrSeTWlLP+a49TNY191oam07B9B0Pn2tM8QCGbmbpB64cHWXjPTeTXVVu+x9fcuA5D09n3z0/PeuqiKy/Aqs8+QO0tG5Gv076KlzPS3k10cBhXztSvfZIkUbpmCbU3b+Ds9g/F3sVZdMVg0TBM/svf/Ap3BpQhHsuQ4gpCZkiGo3QeqKdqy+pUs1YLZFVl4T03ERsNceK57ZabAU+ZJJFTWcrKz95P3R03oNhtIv1UyGiSJKHYVOruuAGbx8WhH73A0Lm2mf++ikLZmiVs+K1Pk1szvf5kI+3dqdUKi2X508U0DFp3HqJk+QIWP3DblAOt8+/FvFs3odrtHH36FfpPNWEaxgyN+BPfX5EpXraA9V97nJIVC5FVa03QTcOk72QjZ177YNbGLmSPsZ4BGt/YSaCyFJvFZ1DV6WDets0Yms7BHz5HuH8ozaO8PE9RHuu/9ji1t2zE5pr75+dMEhsJMtDYaq2FmSRhczlZ+eT9BDt76Tl2RlRPniVXvco3ts5tvrcgTKTz0AlG2rot7WuA8f20LiernryfQGUJR3/+MkNN7TP64OLM8THv1k0sefh2cmvKReqpkFUUu43am9aTW13OkZ+9RNueI8SDM1Ol2hnwsfCem1j2qbvxFlsraHOeFk9w4vk3GW6euz2XH5cYC3P0F6+QX1dN4ZL5ln42xaZSc9N68hfWcPL5N2h8axeRodGZS7GVJHwlBcy/fQtLHr4dX3HBtA4X7Orl8E9/nTF7L4UMY5qce2cPFRtXUr5+ueXzX7XbWHjvTfhKCzj6b6/SffQ0usVef1djc7soW7OElZ99gOJlC8SK4mWYhkn7nqPU3XGD5eefnOoybvjOlzj4g+do233YcrqyMHnWpgQFIQNEBkY49/ZuChZUW57dBlCddubdupHcmnJOvvAmbbsOExkOpi3FQVZVXDk+ytYuY962TZStXorqcojVRCErSbKculn/+y9SfeM6Gt/cSfeRUyTC0elPtIwXpyhcNI+lj9xOxaZVqA77tM4V0zTpOnSS5vf3ZdRDRbCrj0M//jVbf//LloNhSU4FcOt/69NUblpF41u76Nh/jOhwMG0/q2JTceb4qdy8isX33UpeXdW00uZN0yQZiXLsl7+h+8jptIxRuDaFB4Y58fyb5NaUT2u/tKwolK1ZSk5VGefe3s3pV95jrKcfPZGc9hglWUJ1OilcVMuCe26ictNKXLkBcX+/gr6TjYy2dZNTU27tuidJ5M2r5IZ//0X85UU0vrmL6HBw9rIrZPm6y4YQwaKQtQwt1eh68f23Wr7onCcrCvnzKtn0zc8y//YtNH9wgO4jJxnt6LU0CynJEq68HALlxRSvWEjVljXk1pRj97onPU4tnmCwoZWc6jIcPs+UxyAIM0WSJBw+D7U3r6d01WJ668/StvsI/afPMdrZizbFPeaSLOMuyKFgQQ3zt22mZNViPAW5aSk1Hx0OcvzZ12dsBXQ6Og/WU//s66z90qOWz3FJklAddsrWLaNgcS0jLbfRsuMAPcfPMtrRQ2w0OOU9jZIk4czxEagspXzdcio2rCC3thy72wXTfQg2TZre3Uvjm7vS8rCeyRSbimK3ozhsKHYbqt1GoKrU8udadTrIq60gEY6gJ5Jo8SR6MomeSM55evWMME06D9XT8MZOVj5537QycVLXmFyWfepuyjesoH33Edr3HmWoqZ342NSr7St2G77SQoqW1FG2bhlla5bgLshFnsR7axoGwc5eVKcDd0HudRdYhvoG6Tx0An9FyZSrQp8nSRLeonzWfflTlK9fQdO7e+k6fJJQz0DaAjlZVbC5nNh9HhxeN3avG2fAh2K30/LhAZLX0fY4ESwKWS3Y2cuZ1z5g/Vc/ZbnH1wWShN3rpmzNUkpWLiIyMMxoRy/DLR0MNrQy1tNPPBhGTyYxDQPTBFmWkBQFWVVwBvx4i/PxlhSQP78KX2khnsI8HD7PlG8GpmHQ8sF+9v7zL7nlj74+rTQcQZiMYGcvJ55/k3nbNlO0dHKpkZIs48r1U3PTeqq2rCEyNMJYdz/DzR2MtHUx1tVPeHAYPZHE1A0Mw0CSJGRFRnHa8RTkkVNVSuHieeRUleErLcTmcqbtZ4qHItT/6nW6M6BFzuXoiSSnX34X1WFnzVMPo0xjFVWSJBxeD8XLF1C0dD6xYIhw3xDDLZ0MN7cz1jPAWM8AWjSGoeuYugFS6j2UFQWbx4WnMA9/eTH5dVUEyovxFhfg8HvTdu0xNJ32fUc58IPnSEYy7EFLkpBVBXn8ei6r6if+PfWPYrNhc7uwuZ3Y3S5sHlfqgdLjwj7+5/N/p9htqYDRZkO2qSg2FdXlsLyPLVBRwp1/9p0LwaE+/o+haejxBMlojEQkRjISJTn+/x//98T4/+vJJIamY2g6pqZj6NqFfzd0/aP/lgGrJ1o0Tv1z2ylaVme56u555/f75s+vIm9eJYsfvI3Rjl6GmtoZbmpPFV8ZHkVPaqnMIjN1fkiKjOqw48oL4C0uIK+2gkBVKb6SQrxF+cjq5INY0zQJdvbxwV/+gOqta1j+2N1IU3j9tcDUDRre2En5+hXkVl+9j/uV2NxOKjeupGzNUsa6+hhqamewsZWhpnbC/cNoiQSmrmMaJkgS0vg1T5JlZFVBdTqwe9w4fKlA0OH34gz4cOcFcPi9qC4ndrczdc67nNhcDoJdfXQfPSWCRUHIJg1vfEjp6sVUbbZele+TZEXBW1yApyif0jVLMHUD0zDQk0m0aDx1MzFNlPGHB8We+gdJQpKl1MXI6gOWaTLc3MHRp39DuG+Q4ZZOytcvT8vPJQgT6T56mjOvf8DguVZu+U+/PeXUSFlV8Bbl4ynMo2TFwtSEimGiaxr6+AqIkdSQZBnFYUd12lFU9cLDGJDWCRFD02h8cyenX3k3o9JPPykZjVH//Bs4Az6WPLQN1WGf9uqdJMu4cvw4Az7y66owjc2YpoGhG+jxBHoiiT6+EnV+9Ut12JAUGUmaofdDN2jbe4T933uGyBz1ubwcf3kxC+7amnowdDpS/zjs2Mb/rFz4sz31ubXbQJaRIPU+SSAx/v/nf1/j/5/uCT7FpuKdoGXKhUIfpplaSDZNMMFM/c9Ff68nNfRYnGQsgZ5IkIzF0WJx9HgCLZZAi8XR4gm0eJyOA/V0HTiBMYeVJyMDwxz+ya9x//6XLffz/CRJki4EB0VL5mEaqcksPZEKvLVEAkwTWR0P8p2O1MqmLKVWDyXJ0jhioyGOPv0qvcfP4CstwDB0ZK6vYBFg6FwbDW98yLovP2Z5dfHjFJtKTlUpgapSam5an3pe0zS0aAxtfLLy/POZoqrINhXVbh+/5kkXAskL7+sMncPZSgSLQtaLDo1y4rk3ya2pwF9WlNZjS+cvHONBqOqw4/DObEpoIhzl6NOvXqg2OdLambrxi4uWMEMMXaf/TDPJcJSeY2c4/sxvWPPFRy2XN0/dlFPnjGK3gduV7iFfVc+xMxx7+tXZq3I8DclwlKP/9gqqy8GCu25MBYxp8NF7AaCg2LBcWXJaTJPe42c48P1fMdzSOfvf/wp8pYUs+9TdljJAMsnHA9Wr/RSqww5X6VV3Pvg0dTO1t3SO2xR0HznN8WdeY/3XHseV40/bcT9+vZIB1X71341VhqbRsP0Dmt7Zg6HpjLb3pNKH7ek537OJnkjS9M4eam5cZ7lI4SXGP/uplVoFxW5Lpc4L05a2Uk0Br4u1y2ooyPWm5Zk24HNRXV5AdXkBFSV52K6zZXpharoOn+DQj14gFgxldSnl+FiYY798laZ3915IARpu6czolREh+8VGxxhsaEnNrms6p195jyM/e5F4aOp7eeaaaRj0n25i9z/8nLHu/rkezqRFBkfY/y/PcOzp35CMRLP6OvZxelKj40A9O/7qB6l+ihn2c0nns0GyOFCcCecnSiX56sHnbDA0jYbXd3Doxy+QCEey7vzQkxrn3tnD4Z+9RCKc6uscHRolMjAytwObQ8HO3tRz28hY1r2f15u0rSzevHEJ/+3bj9HU3scbO+t59b3DdPVaTzXZum4Rv//le3HYVUKROH/6N7/iQH1zuoYrXA1keIoAAQAASURBVGMMTafx7V14i/JY9fkHUZ3ZV200EYpQ/9x26p9946LCD9HhIJGhEXwl1huSC8KVpPa2dV34dy0W59SLb6PYbaz+/EPY3M6sOJ9Mw6Dn2Bn2/cszDDa2zvVwpiw2MsaRn79EIhJh5Wfux5Xrz4rf+0SS0RiNb+3i6C9eIdgp2nAJ06PFE5x+5T1sLhernrwPe5asBmuJJC0f7Gf/vzxDfPSjQluJUIRgdx8509y3l806Dhyn/rnXWfHEfaKQXwZLW7C4eXUdBXk+igsCLKgpoaN7cFrBYmfPEAGfi/LiPJJJjds2LxXBonBFRlLj5Itv48zxsfC+W7Iq/UCLxTn10jvUP7v9wqzjeYlQmHDfkAgWhRkzeK6NZOTiz50WT3DyhbdQnQ6WPXIHDr93jkY3SaZJ74lG9v7z0/Sfaprr0VimxeKcfOEtEqEIKz9zHzmVpdmXgm6aJCJRTrzwFvXPvk50aHSuRyRcI/R4gpO/fhNZkVn++N04A1NPlZ9NhqbT8sF+Dvzrs4R6By/6b4lIlFDvAKZpZkXQOxNSz23vYPd5Wfrw7WlLwRfSKy3BotftZNG8UpTxoh4jwQgnG6e3L6GxtZfWrgHKi/NQVYV1y+fhdNiIxa/tUtvC9MRGxzjwg+cY6xlkzVMPpbWS30wwTZPIwAj1z23nxAtvXLblQHwszFhPP8UrFmb0zyJkJ9M06Tp8MlUt7hMS4QhHfvYSwc5e1nzxEfxlRRn5GdTiCTr2H2Pfd3/JSFvX1V+Q4bRYnDOvvs/AmWbWfeUxyjesSO2lygKGpjPQ0EL9r16n+YP913x7DGH2JUIRjj39KsGuXtZ/9XF8mXhdGp8wObv9Qw796HliI5funTaSGsGOXvRE8roOkmIjQQ7/+AVMTWfpo3dkZWbYtS4twWJhvo/i/I+akJ5o7KB3cHozifGkxvEz7dywJvWAXFaUQ3FBgNbOgXQMWbiGJUIRTjy/nfDAEGu+8DC5NeVTKm09G0zTxNR1+k41ceRnL9Fx4PiEfbIMTWe0owc9mcyaB0Yhe0SHgww1tk3437VYnLOv7yDY2cu6r36K4mULMubBJjXZMszJX7/F6VfeJTocnOshpY1pGAycbeG9P/8ei++/lYX33ESgqnRaveZmkmkYREeCNLyxk1O/fptgd1/G7U8Urh1aPEHjW7sI9Q6y9kuPUrxi4dwUb7oM0zAYbe+h/rntNGz/kGQ0NuHXjnb0kIzGMuaaOlfiY2EO/uh5IkMjLH/8brxF+Wmrbi9MX1qCRb/HRcD7UcrfqcYutGkW5DAMg5aOjwJDv9dFjs9N9u1CEeaCoek0v7+PcO8gyx67k+qb1mfMjQRS1Q9bdh7k2L+9ynBL51X7WQU7+9BjCREsCmkX7OghMjhy5S8yTXqOn+XD//NDljy0jQV33ogrN30VCa0wdJ2Bsy0c/cUrtO89iha7dFX+WhAPhqh/bjvdR0+z7LG7qN66NuP2kGqxBN1HT3H6N+/TsfcoycjED8eCkDYmF65Li+6/hcX334Yzxzen54auaXQfPsXhn75I38nGq66sj3X3pzKKcmZnfJns/HacYFcfKz9zH8UrFqbalAhzLi3BosflwONOPYibpklTRx+6Pr1mroZh0tk3dCGX2+t24nWnr1mzcO0zdYPeEw0MNXfQ9N4+ln/qLgoW1WJzu+bkZmKaJslwlO4jpzj18rt0Hzl1xRnHjxtp7SQZi2f+vjEhq5xPGYwFQ1f/YtNktK2b/d97hpYdB1nx+N2Url4y66nehqYz0tZFw/YdnHtnL6Heaz/bRE8k6TvZyFBTO41v7qTuzq2Ur1uGKy8wZw/GpmkSD4boO9XE6VdS17P4ZD5HgpBOpkmws5eDP3ie9r3HWP7YXZSuWoxzFotDmaaJoWkMNrZx9rUPaH5/36SzHCKDI4QHhvGVipoEkAoYWz88SP/pJhbddwvzt20mUFmall6MgnVp+e3bbCo2NXUo3TAZC0VJR/JJNJpANwxURcFmU7GLD4tgQTISpWXHAbqPnKJk5SJqbl5P+dplOHP8KHbbjN5QTNPESGpEhkboOXaGpnf30nnoxGX3Jl5JZHCEcP/whA2ZBcGKZDRGz/GzU0oX1BNJeo6eZuBME8XLFzLvtk1UbFyJOzeAbFNn5HwyDYNEOMpwayctHxyg+b29jPVc+0HiJ2mxOO17j9J5sJ6ChbXU3LyeivUr8JUVYXc7ZzxtyzQMkpEYof4h2ncfpn3fMfpOnrtmV3WF7GFoGj1HT9N/uonCxfNYcOcNVGxciSs3MGP3edMwiI+FGWntovGtXbTsOHD1LI1P0BIJhls6KVmxMO3jy2aRgWEO//RFGt/cSfXWdReCRrvXjazM8mqjaWIYBlosQSIcYbCxFf06q5+Svujro36w6Vs2/ti5LUsSsjzLM6imSd/Jc5x6+Z2pv9QwsqrHF6ROzoY3d2L3TL2KaP+pcxja9FaTZ1p8LEzrrsN0HzlN3vxKSlcvoWjpfAoW1ODKDSDJ0oWqg1ZvLBcaGRsmseAYw80d9NY30LbrMKPt3cRDEUv7eBKRKA3bdzDUNPHeso/T40lGO3qm/H2uRIsnaNlxkMGGySeDn288PBMMTafryCn0CfZ6Xo5pmAw2tszIeAC6j5xK9cScwsen59iZtPbRTL1PBxhoaLnq1yZCEfpONFr7PrEEnQfq6Tt1jrzXd1C5cRXFyxeQv6Aau9d90Tk0lfPpQr8tEwxdY6xngIEzzbTtOULPsbNEBocn3N97vTA0PbXSeK6N0y+/S8nKRZSvW0be/CoC5cUodtu0rmUX9TwzTbR4kmBnDwNnW+g5fpbe42cI9Q2ixRLp+pHmTKh/iLOv77ju94xNpPdkI4aePX1+9XiCnqOnGWxoJe+1HZStW0bZ6iXj1yVP6j7P+CXa6nVJ0wj1DtJ7ooG2PUfoO9FAZGDE0u9JT2i07TqUOvCkBgK99dau2VnHNBnr7ufkr9+kZcd+ipcvpGztMgoX1RKoKEF12qf9zPbRt7r4mmeaJslIjMjgMMGuPoIdvYy0dTHQ0MJYd/91l0UhXakRpiRJk/r03rBmAT/9y9/BOX6x/dZ/+yEvvX1w2nvb775pJf/6P76OJEkkkhpf/o/f5f39p6d3UEH4GJvHhbcoH395MXnzKsifX423OB+b24XqcmBzOlBsNiRFRlaUCwGlaRiYuoGe1NDiCbRYnGQkSmRwhJH2bvpPnWPoXDuRwZFUip8o9CBc6yQJh9+Dr7iQ/LoqChbVkltbgSvgw+Z2orqcqHYbsqqmVsAkUjO2uo6e0NATCZKRGPFQmHD/MIMNrfSeaCDY2Ut4YBg9nv2ByUxS7DZcuQG8xfkULKwlv64Kf3kxTr839ft3OlDGf/+yIqceskwwTQND0zGSGloiiRaLkQjHiAfHGG3vYeBsM8MtXYT7BokMj173gbqQZSRw+Lz4SgrIra2gaMl8cmsrcAZ82DwubE4nit2GYlPGr0vS+HXJQE8k0RNJEpEoiVCE8MAQA2da6DvRQLCrj3D/kKj2O8tkVcGVF8BbXED+/Cry5leRU1mCI+DD5nKiOu2odnsqy0WWP3atM8cLC45f7zQNPZlEiydTz3DRGNGRMUK9A4z19DPa1k2ob5BEKEJsNEQyGp10PJ+tTNOcMOJOy8riWDhGMBS7ECwumV/Ob947QnIas+WKLLOgpuTCbEE4EmdMbJoX0iwZjjLc3MFwcwetHx4EQHU6cPg82H0eHF536iHLpiKryoVKhIaRuuCkgsTY+AUlSCwYFoGhBZIELoeE2yXjdMioioQip67NhgGabhJPmERjBpGYwVXqAaWd0yHhcck47BJ2WyrLQSKVdq/rqfFF46nxJRLmrN1TnPbzvzMJm01CuTCu1Ng0zSQWN4nGDeIJc2Y/mqZJfDREfDTEYEMzHe/twO+zkVMcwJPrw+H3oDic6JJKPCkxFjVJJlJBSnL8PIqPhYgOjZIIR2dwoJfndkp4PQpOu4SiSEhS6neYTJpEYyahqEEymbnntp5IEuodINQ7QM+xM0DqwcqZ48fp92L3uLG5nSgO2/jEl3whvUpPJNHjCZLROPGxMLHRMRKhyFULb802WZYoKczBriqYJoyGIowEI1d/oXD9MlNFouLBEANnW2jY/iGSouAMeFPnhs+D6nKg2O3IqoI0PhlsaPpH16XRMaIjwVQP5My9BFwXDE0n3DdEuG+I3uNnAZAUGYfPm3pu87qxu50oDvuFZ7aPX+sMTb8wCaDF4iQiUZLhKPFQRExIXkFagsXB0RCDI2MU5qWqUK1bVovf62JwxPoyrctpY/3yWiC1PDwcDDM8Gk7HcAXhirRYHC0WJ9w/NNdDmZDdJvHIHX4K8z46hUMRgzd3jtHVN7mZ/wdu81NVarsoE8c0YceBMMfPTm5iZvUSJ1tWe/h45vn5118tMFFk8HsVli1wsmKhkwU1DuZV2CkrthHwpR7aTRPiCZNgWKd3QKOtK8GZ5jgHT0Q5fiZKMGzMWABkt0nMr7KzeomL1Ytd1FXbKSm0kRdQcDlkJAmicYNw1CQY0mnvTtLSmaClI8GJhhinm2KEogbpzuCyqRIVJTY2rHCxeomLeZUOKopt5OUouJwysgSxuEEkNj6uniRtXUlaOuPUn41xujlOcEwnjZmvF9htEotqHWxa5WblIheLah2UFKp43TKKkiQaizM0otPckeDI6SiHT0Y5UB8hGErf+1iUr3LvzT687tSH0jTh0Mkoe45cGlTIElSU2Ni82s3GlW6W1jkpK7Lh88jIskQ0ZjA0qtPaleD0uTinzsU4eCJKW3ci7e/rTDA0ncjAMJGB4bkeSlr4PC7+5j8/xfyqIhJJjR+/sIPv/tvbcz0sIcuYuk50aJTo0PRavAmZwdQNYiNBYiPXTuukTJOWYLFvMMi5tj4W1ZYhSbB8YQW3b1nGc9v3o1uYmZQkiS1rFrJ2ac2Fv2vrGqS7fyQdwxWEa8JXPpXHPTd91L5gYFjjm3/awXNvXP0GmONX+K/fKmLDiov3lpmmyf/5YT//1//qvuoxbDaJJ+/P5T/+VuGFYxiGyZO/33rFYNPvlVm12MUDt/m5cZ2H2go7BbkqqnL1fQemmfoefUMax8/E+OVvhnnhzSDDwfQ9uTvsEmuXuvjap/O5ZYOH0iIbbqc8qe0tpmmSSJoMDOu0dSX48GCY37wf5Ojp2LTHqCiweomLr34qj1s3eqkqs+FxKZMel6ZB/7BGV2+SvUcj/PrtUY6ejjIwrE87ULPbJDaudPGFh3K560Y/ZUUqdps04ft5w1oPT96fw9CozuGTUb73zCDv7AkxPDr997Gm3M6ffaeEipJUpotpmnz36cFLgsWCXIXP3JvDVz+dx4JqB163POF4t671YJomoYhBR0+S/98/9vKr10aYZtFvYYpkWaIg10dJYQ7xRFJUSBcEQZgFaQkWNU3nzZ3HuXXTErxuJ36vi9/53B30DQXZsf/MlAJGSZJYu7SGb3/xLvJyUm0C4gmNd/eeJHadVR8ShIlousmRk9GLgkWfR2ZBzeR6Sc6rtFNebL/sw/HaZW5sNumqKXd+j8zCGsdFxxgc0WlqT1w2+HA5JT5zXw6P353D1rUeAr6JH84nIkmgKBKlhTZKC23cvNHD3TcF+X/+vodTTfFpBz3lRSq/+4UCvvxoHqVFtim/XpIkHHaJ8mKZ8uLUitVvP5nPH/9VN//yqyHLaYyFeQpPPZzHd75UQGXp1AtxSJKEzQZlRTbKimysX+HmS4/l8r//pZ+/+kEfkZj1X1xpocp3vlzIUw/nUlIw+WqoiiJRmKdy140+bljj5vUPx/gf3+3jyKlo2leLy4s/ei8lCdYudfGfv1nEfbf4cTomV5BNkiR8HoWyIghHDREoCoIgCNeFtNWf3XOkkRMNHRcqCs2vLua/fOtR7r9tNT6P86qVTCVJwuW0c+umJfzptx9j1aKqVO64adLS0c/7e0+la6iCkPVMA+obYhdV8LLbJKrLbTjsVzvXoLbCTmGuctn/XlakUlZ09Xkkn0ehtuLiwKWrL0nv4OXTYL1umc89kMu9N/vI8StXDCrM85vRx/+ZiNMu8+idAf7f75Qwr2J61QzzcxT+9PdK+PZTBZQUTvzzXzy2Kx8zdQ2Dpo4EmmYtAgp4Zf7jbxXxJ79TREXJxAHsVMZ1XktngljcemQ2r9LOf/+DUr79hYIJA8XJvJdej8LDtwf4h/9aztplLtLdASI/J7XSCbCszsn/+eMyHrwtMOlA8eO6+5PUTzJNWxAEQRCyXdpaZ3T1DfOTF3Ywv6qYgtz/P3tvHSbHeaVv30XN3dPDDBqNRswsW7Jlih07ju044KDDG/qFF5Mvu9ngJpvNZnfDnDimxMwkybIsZhrBMPM0U8H3R49Gag31gMiu+7qcaBqq3qrurnqf95zzHDeSKDJ3ZhHf/fK72Xu0gU07jnH0VAt9A0Gi8QQJVUOWRCyKTGaGk+qKQq5dNZfVS6qGah8haZ7z5ye2Ud/SNV1DNTG54jGAU41xAiEdjysp+gRBYEaxBY9LpLtv9HQ+qyKweLYdi2X4RFkQktGemaVWGlvHjuTnZcspERvDMGhuT9A1iljs7dd4/rUAa5c6cDlShaphGISjBl09Cbr7NQIhjVBERxKTBi7ZXomyQsuI0UhFFnjrNR5aOhL8/Q/aicUnLn4sisDH3pnFB+/IHFFABEIabZ0J+nwagZBONKYjScmxuZ0iWRkSuVkyLod0Xg2oweGTEXYdDE86Wvbe2zP5u3uyh50zSEa42rsT9PSp+EM6sZiOICTNeJyO5LjysmXczuHn7XRjnE07g+iTHFdFsYXvfrmQO2/IQFFSt30mZbO5PUFPv0ookqxJdDpEMj0jf5aKLLBmiYMf/3MRn/92G/uOTo/JjSAIuBwiGW4Ju1Xge18p5OrlzpQFTE0zGPBr9Pk1YjEDBAObRcTrkfC6JWT57GsPnYjS0mFmuZiYmJiYvDmYNrGo6wbPbT1Efq6XL957Cy5HMj3N63Fy/dr5XL92PqFIjN7+AJFYgnhCRZYkbFaFbK8Lt9M2rHYqFlf546Nb+dvzu1DNnB8TkxQ6exI0tcVZUH22L2ZlqRWvRxpTLDrsIisXnX1PPJE0YbFZkzVmXrfE3JlWtuwOjmniMb/Kht129jebUA2Ono4SHyXVUjfg0Rd93HVTBuuWOoknDHr7VY6civLS9iCHaiI0tsXp6Fbxh7ShfSuyQG6WxLwqG3e/JYM7bswgLyvVmMdmFXnPrV7+8uQAOw9N3B1x0RwbH39XdopQNAzo96k8vcXPA08PUFMXo7tPJRg+a8Yiy5DhksjLkikuUFg2z87qJU4Wz7ZRlK8gCvDICz76JlmLN6PEwqffm4PTnjquUETjmS0B7nuinxP1Mdq7EwTOMfuRpWTk94ygX1BtY+0SB8vnOyjKV7BbBR5/2Ud71+RET4Zb5F8/l8+dN2agyKnX7fZulSde8fPEyz6OnY7S0aMOCXirRSDbKzF3po13v9XLrdd6KMw9G5EURYG1S5x8+wsFfOL/a6G5fXpEmcspMnuGlQ+8PZO3XO1GFAV0PTnWV3YEeGVHkJP1Mbr7NaLR5L3GbhfJ8UqUFlq4ermTq5Y5KS9WeH5rAFUzLRFNTC4XLC7H2V7J56BG44S6+y47V1+TS8eZ1huy1Yph6MT8IWIB08V+PKZNLAJEYwn+8sQ2HDYLH7xjPTmZ7pTVW6fditM+fk2VYRj4gxEefm4Xv3zwFfzBi2+jbmJyudPTr9HUnmD+rLMLLXnZMnlZMqcaRreAzstORg7P0NCSoLkjzsbVLgQhOWFfMMuGwyYSCI1+k51TaR1K7QOIx41x0/NaOhI8/OwAVovAs68G2LQjyMGaCP6gTmKUNM2EatDWpdLWFWT34TD7jkX4988XkpuVmsqamyVzw1Uudh8OTyhaJopwzUoXpYWpKZ7BsMZ//q6bXzzQS9+ANqJjuqom6zR7BzSO18XYsiuE3dZLZYmVG65yMWeGlWdfDaQ/mHMQBFi1yEFVWWptaSSq89u/9vHtn3fR3aeOeI9TNej3a/T7NU7Ux3h1d5Df/k2kosjCtatdLJ9v5/GX/ZOqu5MkuOP6DO66KQP5nGCnrhucqI/xtR938MK2AKGQPuycxeKpn+WLrwf4zhcLmXnOMUqSwDWrXLz/9ky+98uuabmHe90Sn7onm7esdyPLSZfTV3YE+Z8/9fD6/hChyMjtWE4CwoEwT7zioyAn6UC748Dko8QmJibTT9m6paz4yN1YHPaUxzuOnOTV//gV0YHJXYNN3lgodhvVt2xg1k1X4czNQlNVuo/Xceyxl+g4VIMx2TSbNwHTKhYhmTb68/tf5kRdG+992zpWLpqJ025Ny/TgTDTx0IkmHnxmB89sPmAKRROTUQhFdE43xlA1N8rgL9lqEZhVYWXbvtGja/OqbGRmnJ3lN7XHeXl7kGtXuYYeWzTbjssxuliUJZhVYU2JKoUiOsdrxxaL8YTBHx7t57GXfLR2Jphof29fQOcPj/Yzo8TKlz6ci+UcfScIAhtWuPih0j2hVFSnXWT+LBsWJTX99GBNlN/8tY/egfSjggnVIBE0OFAT4dCJCE6HSDgyuVVtm0Vg4WzbsLTYkw0xfvqX3lHTfUdC1SAY0jlyKsrR01GcdpFobHLjKi+y8On3ZeN2pqbF1rfE+fsftPPslvREqD+o8+gLPqyKyP99o3gonRqSUe733Z7JQ88OUNs09d5XmR6Ju29ORkFjcZ3f/LWPH/ymi6a28SOXhgGRqEF9S5z6FrMPl4nJ5YZssWDLSPYSPReL0z5hEzWTNyaCIFC2binLP/wObBln5zru/BycuVls+tbPCLSb5W6jMe1iESASjfPMloO8tvcky+ZXsH7FHJbMLaMg14vdakGWJURRGLRz14nFE/T0Bzh6qoUtu2vYdfA0vf1Bs/epick4HDoRJRLVUQYn2rIksLDaDozcV00QYPEcGxnu5OtVzeB0U4zX9oaIxQ0c9uSNtaxIobzIQnv3yIIkN0se7NF49kZc1xwf1dzmXM5EvCZLLG7wh0f7uP06D/OqUq3zSwsV8rLlCaUv2qwCuZnDL4XHa6MMTGGcusGYkdnxUBSBgpzh4zrZEJuQUDwfw0j25JzUmGSBd97sZfGc1BX8QEjjv37fzfNbJxatVDX42wsD3HSVi3tuyxyqDRQEgTkzrNx6jYef3d8z4UWF8xFFAYsooOkGj7zg4+v/3TGlz3Zou4JAUX7mUMZMIBSlo2cAPc0ValEQKMjNwO1Mns9QJEZ718CYDuJOu5WKklxWLqxkXlUxXk9ygtzbH+RkQzt7DtdzqrEjbfdwh91CcV4WoigwEAjT2ZNsvSOKAiX5WaxZUsX8WSXk52QgiiK+QJiG1m72H2vg+Ok2+v3j9z+WZYmywmxWLJzB3JnFFOR6kSWRYChKbXMXOw+e5lRDBwP+iaWQnznLTruVmWX5XLW8mlkVBbidNuJxlc5eHzW1bew+XEdTey9aGl/ODLeDvGwPoiDQ1esfOj5FligtzGbt0lksrC4hc3DC2TsQpKG1mwPHGjh6qpVQJDZsm8X5mUNtPgKhCO3dvjGNuwDsNgtFeZnIkoim63T0+AiGUhfjLIpEaWEOsiQmv3vdA+iGgcdlZ15VMSsXVlJVno/DbiUWS9DePcDBmiYO1jTS2tmf9vdUEARyMl0snlPOwtmllBZk43JYCUVi1DZ1sf3AKYLh6IgN63sHAuZ8bgxcBTlUXrOKnDmVGJpG1/E6al/ePnrPQEEgo6SAquvXkjmjBDUao+3Aceq37CIRNo23RkNx2ildsyRFKAIIokh2VRl582aaYnEMLohYPIM/GGHLzuNs338Km0UhN9tDbpYHl8OGokhomk4kGqenP0BH9wDhaJxYXB33ImpiYpLk2Oko4ehZkxtJglnlFiSRESftHqfI3Jm2ofTBaEynpjZGR0+C1q4Es8qTk163U2L+LBs7Do48ecvNkinITTW3OdkYwx+8OJ3Km9sT7D0aZu7M1KwFp10k2zsxsWgYoI0wacpwS0jT7Mo5EQyDEWtGPS4xJaJ7MSnIkbn1WndK+jEko7BPvOyflKiLRA3+9oKPW67xkHOOaJckgVs2uPnT4/3T0kfTMAya2hL8+A890yIUASRJ5O/uuZ7br1+OJArsO9rAl793H1296TWHzs508Z0vv5uVCysxgEee381//OpJguHhgkMQBGaW5vHhu6/hujXzyM32YJHloVIPTddJJDR6+gM88fI+Hnh6O/Ut46fxLp5Txn/9ywdw2W089tIevv7jh7HbLFy/dgEff9dG5s4swqLISIM/Bl03UDWNAX+Y7/3iCR56dueY28/PyeBt1y3jPbeuobwoB2VwWwKgGwaqquELRHh9/0n+8MhW9hypS0vEJDOREpQUZPGxd17LzRsWk5vlQVEkxEEX4uQ5Ualt6uI3f93MM1sOEBrh3J7LTVcv5B8+8TZsFoUf/e4ZfvfXLbhddu5+yyrefesaZpbloygS0qBlr6brqKpO70CAz3/rj2zff3rYNv/hE2/j+rXzAXj21YN8/cd/JRIdO0q9YFYJP/iH95Kb5WbAH+Zf/+dvvLjtSMprivKy+M13P05uppvt+0/z5e/dR06mi8+870Y2rplHhtuBIktDrsyaphGNJTjZ0MHP73+ZF7cdJqGO/VuwWmTWLavmI++4huULZmC3WpBkEVEQhj6/aPyGUVP4fvaXl/nFAy+Pu583I1aPi5UfeycV61ciWy2AQcWGlbjystj9q4fQRzhnrvxs1nzmfZSsWICoyGAYlF+9HMVh5/jjL6OrU1xZe4MiWRQcWRkjPidIEs7czIs8oiuLCyoWIbnQFIurxOIqvmCE042dF3qXJiZvGtq6ErR3JSjISQo3QRAozFPI8o5scpPllZkz46zAisYMjtdG6RvQqG+OD4lFp11kQbUNQRi57rsgVyY362zaoK7DqYbYpCNWEyUU0altiqNqDKXgQtLV1GmfmJCKxgx6+obfYJfNszOn0sa+Y5cmFT6hGnT2DBe9C2bZWDLPzguvXfw6nCXz7MyrOt+MDJ7e7KdjhLGmy4HjERpa4yliEWB2pY0ZpRb6p8EZVdXg2S1+DtZM3+eZUDV2H67jzhtX4PU4WTSnjCVzynlh2+G03l89o5AVCyvxepwEw1H2H2sYMTIlCgLzq0v418+9gxULZyBLyd9ePKESDMcHHXCt2G0WSguz+fi7N7KwuoRv//xxjpxsGXMMsiSR4XLgcdkpysvE47Tzzreu5u/uuYGCnIyhFlaQvL5IkpAUjgK0dQ2Mue2Sgiz+8ZO3c+NVC4Yia5qmEwpH0XUDu82C1aKQl61w+3XLmFdVwjf/5xFe3V0zbn9mXTewWRX+5VNv5+b1i7FYZDRdJxyJo+k6TrsFWZJQZCsLZ5fyz3/3djJcdv7w6NYxhYtFkclw2XHYrcnz4bLzsXdv5GPvvBb3YFrjuedDliRkSUJV9VEXCRx2K16Pc+jf6VyhJEnE47Lj9TjRDQNFHu6GLInC0GtmVRSwdF45H7n7Wq5ZNQdJFNF1Y3DhwcBhs6IoMoois3zBDL7xubsAg+dfOzxqxFUUBd56zRK++rHbKC3KRgD6/SGa2noJhWNYrTJFuZkU5HqHtUfTdJ1AMErCFC+jkllRTOmaJShDXh4Cis1K+dXLqXlqM77m9mHvKVw8l4KF1UhnajAEAavbyawb11G3aQeRPt/FO4ArCcMYUXyfeU4z+7iPyQUXiyYmJhcOX1Dn6OkYS+edrdXIz5YpzFVGFIvlRQrlxWf7Efb0q9Q1xxkIaJxsiHH9WheSJCDLAnMrbXjd0rCojiTC3MrUGj9fUKOmLjaiSciFos+nkUgYKVE2URImHHULRXQO1ESIxvSU+sAZJRa+/9VC/vV/Oth1KDKqAc+FIhYz2HcsQjii4zjHDbUoT+G7XypA0wy27gmN6j57Idi42jWsVtEX1Hh9f2hKqaK+gMax01FWLEitOcrKkJhfZZuWNhq9AypPbvJPqrXKWOw6WMux062sW1ZNpsfJ9esWsGXXcWLjnBBRELhlw2LczqSIqm3q4vX9p0ZcnJk3q4R//8I7WbFgBrph0NDazVOv7GfHwdP4g5HkIlGul2tWzeWmqxeS7XVx9YrZfO3Td/KFb/+Jju6BtI4ly+vizptW8sV734pFkdh9uI4tu45T39xNMBzF7bJTVZbPioUziETjHDs9uhDNcDv4l0+9nVuvXYokiXT3+Xl+6yG27T1Je3cyVdfjtrNmcRV33riCwrxMqisK+Ppn7uAf//NBdh2sHXOsiiLzjptWUpjrJRiO8cK2wzy75QBtXf1omk6W18WNVy3kLVcvIifLTV62h0+853p2H6nj4PGmtM5HcUEW73v71Xzi3dehqjrb9p5k654a6lu6icYSeD0O5lWVsHRuOS2d/TS29qS13QtBUZ6Xb37+bsqLc+jtD/Ly9qNs2XWcjh4fGAY5WW5u27iUG9YtxO20UVKQxWc/cBMn6tupbRo5/W5WeQFf/shbKSvKRtcNXnz9CL95eDM19W1JsWhRKM7P5EN3buAdb1mJ3WbBH4zwh0e3svdIHb0DQZraes2o4ii4C/MGI4qpWN1OnDmZI4rFjOL8Ed9j83qwez2mWByFeDhKX10zpasXIZzXyDcWCNFzquHSDOwKwRSLJiZXMKGwxom6KLphIA5Ge3Iyk2Lx0Inh9QvL5tuxWs6KqdONcXzBpBPk8bpkSusZMTCz3EJO1ghiURKYPyu1VnDAr3GqYez0rukmFteHpY8KABM0NDAM2LQzRF1zPKUGUpIErl3t4vfFZfzxsX4eecFHXUuMSPTiiDMD2HkwzLHaKMvn21PaSyyZa+c33y7lT0/08/hLPo7VxiZtpJMuLofI/CpbSiQXoL0rMeW+g5GYQWvn8G047SJlRcoI75g47V0Jjp6e/pqenv4Ar+w4xqrFM5FEkdVLZlKUn0l9S/eY78vPzWD14HsMw2DzzmP09g+PFrscNj7+ro0smVsOwN4j9fzgV0+x50gd8cTZ36YgwCvbj3KwppF/+uTteFx21iyp4o4blvObhzenNWGvLM3jsx+4iWg8wS8ffIUHntpOry+IpmkYRnIfsiThsFvwepz4AiOnqSuyxO3XL+PGqxYiigKdPT6+9dPHeGbLAWLxRIog3rb3JHuO1PHPn3o7s8oLqKoo4N67NnCyrp2BUbYPIEsipYXZ9PlC/Oi3z/DYi3vwBSMpZSzbD5ympq6Nf/j423A5beTneLjpqoVpi8WVCytZu6SK3oEg//PHF3jhtUP4AmE0Len0KwgCT76yD5fDhtNhu6Qtvuw2C5WleXT0+Pjm/z7Cy68fJRyNDZ1rAdhx4DSdPX4+dOd67DYLM8vy2bBy7ohiURQENq6ZR3lxLgANrd18/5dPcrK+faj+MBpL4AuE+a/fPUNhnpfr1szDbrOQSKi8uvsEsbgZrRmL0VJGDd1AH6Vvla6NXKplGKO/xwS0WJy6zTspXj6frJlliLKEoRvE/EFqntxEb23zpR7iZc0lrMgxMTGZKgkVTjfFU4SCzSpQUawMq7cTBFg6z5ESeTvVGCMUTt5gjtfGCJ2TRlqcp1CcN3yiblEEZs9IbYHT1ate9Ebl01nafKohxp+e6CcWT53syZJAVbmVf/67PB78cTnf/kIhG1Y68TgvzqWzo1vl94/0DROooihQXmzhqx/N5f4flfODrxZy3RoX2d7hqWrTRZZXojBPHuYu2OfT6PNNLdVM04wRU5glCXK8MvI0LGvWNsUJTsFwaDQSqsbr+07S3RdIOu4VZrNs/owx3yMIsLC6lBkleQiCkKzv33V8RLGxoLqEG9bNR5ElBvxh/u/PL7Lj4OkUoQhn+m/G+Nvzu9i29+RQ6uJtG5eSm+VJ61iyvS4yPQ5+/dAr/ObhTXT2+lBVbei3ZhjJ4/UFIjS29oxY6wtQkOvlnTevxm6zEIurPPTsTp58ZR/RWGLY7zaeUNm88zgPPr2DeEJFEkWuXlbNvFnF45zD5Pfw8Zf28tAzOxgIhIdNooOhKI+8sIdjta0ASKLIkrnlQ2m841GY68Vus/CTPzzP357fSe9AEFU72xLGMAziCY0+X4jm9t60tnmhEASBhKpx/1PbeWbLQUKRWMq5NoABf5j7n3ydhtbkQobDZmHxnLKh+stzEUWBlYtmDpkR7jvawKnGjhGNajp7fWzdXUMsnkCRJdavnENmhvPCHOgbCH9bF/HQ8AWR6ICfYOfI36f+hjbU6PCF2VBn7+imOCYA9J5qZOsPf8Phh56h9pUdnHzuVV770e84/PCzqBHTHGgszMiiickVzqnGGH0DGi5HcgIkCALzZ9mxKAKR2Nlbe7ZXSqlXjCcMauqiQ0KktilGZ686ZFxjUQSWzXeweVeq22FhnkJhbqqIPOPKOllcDhGvR8LrlijIlSnIUcjJlPC4JBx2EbtVwGYVsVqS/2+zCswstWC3TY9oiycMfvFAL9XlVt51ixenI3W7Nmuyvca8KhsfvCOTAzURXtkR5NlXA5xujE3J9XQsDOCPj/VTVW7lQ3dmkelJneRaLSJV5VZmllm5521ejp2O8dLrAZ7e7Od0YzK9eLpEdaZHGtE1dk6llYf/u2JKKciCkGzJMfxxAacjaeijTjENuLUrQfwCpRIfr21j/9EGCq9dgkWRufXaJTz5yt5hgu4MdpuFt6xfhN1mwTAMDhxv5Njp1hFfe9vGpWS4HcnX1TTy6u6aMQ1gwpE4z209yDWr5w45py6aXUpb18gOyediGAaHTjTzlye3j2iyky5XL59N9YwCAFo6+njkhd1jRjYTqsbmXcf50J0bKCvKxuN2cPXyOby+79SY++npD/DwczsJj2EW4w+E2XWwllWLZg66errJcNvpHQiOexy6nkw9ffKVfaN+lpcT9S3dPPbibtQxznV7zwD7jzUyd2YxoiiSn5OBw24hcJ7TqqLIFOYmDUE03aC+pXvU751hJD/ncDSOzZqsm3U7bHRM36G9Iemvb+H4E68w57aN2DM9GLpBdMDP0UdfJNQ1slhs23+M0y9uo+rGq7C4nBi6RrCjl8MPP0tsjEi8CRi6Ts/JBnpONlzqoVxxmGLRxOQKp6ElTk+/Stk5k+05lVYsllSxWF5kobhAGcrS9AWSpjZnXhEIJvsknmmLIIqwfH5qiwRI1vJ5zxEtyQlmZEITcUFIunpWlVnZsNLJigXJ5vPlxRbcLglRSO5fEITB1NJkGtWZsZ/9/+lzBe33afzTf7ZT3xLnI3dnUVqgIIpCSlarIEB2psx1a1xsWOHiU/dks2VXiBdfD/DS60E6exJMd3lOIKTz7//XyamGGF+8N5cZJZYRx5XpkVm3VGLVIgefeHc22w+EeX6rn+e2BujoVqdc2+i0iym9EM+Q7ZW5YZ17StseC4siDJpnTG38wZCOrl0YsRhPqDzz6gFuWr8QSRRZUF3KrIpCjp4auaavvCiHVYtmAhCJxdm049iwyTqA22ln6bwKIHn0ew/XE0+jOPRUYyeJhAp2Kx6nncrSPNI9g6/uqhk1vTQdrBaZpfPKhwxtjp5uoat3/Dqq1o6+wf1mI0si82YWDTlujoRhGJxq7KRhnHRfA4OOnoGhvy0WBdsINV8jEY0l2LLr+IimQ5cbhmFwqKaJ9nHqU1VVS/k8HDYLlvNzy0ma50z2+ioM/Y/JWKjRGIfuf5r2AzVkVhShazoDDa10Ha8dtStAzB9kz2//RsueI3gK81DjCXpONdB7sgHjYpoGmLypMMWiickVTiCUdAZdNv+sOUhJgUKGW8IXSN48BCEp8s51m+z3a9Sd02Q8HE2a5ZypTQKoKrficYn4g2dvQhVFCh7X2chbLG5wqiE2YpuHkbBaBDascPKhu7JYu8RBQY6C3Tb5icl00tmr8p+/62bbvhCf+0AOG1e78LikYWWQgiCgKFBSYOGe2xRuvdbD4ZMR/vhYPy9uC9DUlpjWvmJ9Po1fP9zHwZoon/tADtetcZGTKY88LhkKcxXuvMHDDWtdfPiuKA896+OpzX5ON8YmHWm0WASs1ov/GQnC9Mw7Vc24oL3e9h9rpKmtl8rSPApyMli5sJITdW3DUksFQWDNkioKcr0AdHT7eG3viRG3WZiXQbbXNeTAmZvl5tZrl4w7lqK8TMTB1EJJEvF6HEiyNGbE6Qxjmdakg9tpp7w4Z+j37LRbuW7N/HHr1xQ5WQsJyXPkdtmxWmQio7gUGga0d/UTCI1jfmQkHdnPIIlJR9d0iMVVaura0nrtpUbXDZo7esdtyWEYED/3fEjiMCdTSB57b38y+iqKAmVF2aO6Y0Oyl6Tdlvz8egeC447DJEkiEqVt31Ha9h1N+z3xYJim1/dfwFGZmKQyrWJRlsRJFXjbbZZkY2KHHUkSCYaj9PYH6PcPr0EwMTFJRdOSrpnvvMU79FiGW6Ky1EJTW3KiZbUILF9gT6lXrGuO03aOqUgsbnDkZIRINOm+KQgCRXkylaUWDhxPRj1sVoFZFdaUPnvtXQma06hXFIDZlVY++/4c3nOrl6wMKS2BqBsGmgoJzUDTDFTNQFWTY3E5xGkXmeGIzis7guw5EmbtUifvfquXG9e5KMhVkEeYZIqigNcjsX6Fi1WLHByvi/Hbh/v4y1P99A5MX5gxnjDYti/EwZoIS+baed/tXm5Z76EoT0FRho9LEAQ8Lok1S5wsX+DgE+/O4rd/7eO+Jwdo7x5eOzYeiiwgjTCpNEnS0t7La3tPUFaYjSxLvGX9Ip7atJ+e80xrMjOcXLt6Hnargq4bvLq7hsa2kV00s73uIbdUURD40F0b+NBdGyY8Nofdmrw/jyMWdd2gJ430zLFw2q0pNZI3rFvADesWTHg7VouM1aqMKhY1XU82e7+AU4SEmqxHvBKIJ1T6B0JpnY90Tpmm6WzZdZwNq+YgDi5wLJpdxqETzcPmZeXFOdx49UJsFgVd19l1qJb+K+S8mZiYjM+0icVMj5P3vX0d/b4wW3Ydp6vXN26OvyyJzKsq4QN3XMW6ZdXkZnmQRJGBQIia2naefGUfT23aTzBsFp6amIyGpsPhkxFUzRgSM26nSGWJhc07kzdsm1Vk2bzUtgR7joSHpY7WNg2mtA6u8OdmycwstQ6JRZdDZFbF2bpHwzBo7VJp6xpfLC6aY+MnXytmzRLnsKbuSaMIg0BIp7UzQV1znJaOBJ29CfxBnXBEJxoziMV1YnGDaFznzhsy+MjdWSnurtOJP6jz/NYAW3YGWTzXzluvcXPTVW7mzrThcoojCierRWTxbBvf+2rSCOc/f9vNrsPhaW0pEgzrvLY3xO5DYX5V3ccNa13cttHDwmo7Lqc4oqBV5KQp0Tc/X8D1a9388LddbNoZTDsaDMlemoZhnNdj0cAf0unovnDmRu3dalpN2i81qqbzwtbD3DLYHH7uzCIWzynj5e2pEYPZMwpZMrccQRDo9wfZvPM44cjIURi7VUEZTBE0Bhugj5aWORa6bqQVndU0Pa3o41gosoTTftYAS9W0Ufv4jYWq6QhjjFrXDSKxCxu9UtXJjf1SoOk60Wl0H9UNgxdeO8TdN69i3qwSyoty+LfP3839T77OniN1+IMRrBaF6ooCPnDHelYPplU3tPTw6Iu7r4jUXRMTk/SYNrE4syyPD7/jGpx2K++5dQ0/+ePzvPT60VEjg4IA61fO4SsfvZUF1aXI51g3Fli95GdnsHhOGUX5mfz6oU34g5emMbaJyZVAa2eC3n6V/Jyk8YzDJlJWaBlKG8r2SiktCHTd4ODxCPp588LGtjhdfSqlhQqCIGBRBKpnJCOJ8YSB0yFScU6fRsNIvufcNNWRyMqQ+Pqn81m3zDlMzGiaweGTUV7aHuClbUFq6qOEwjqRaFIcjjZ3XVht52JoiGjcYOfBMAePR/jtX/u4ZlVSnK1e5KBksK7xXARBwGETuOOGDIrzFf7ft1rZc2T6r1+xhMG+oxEOn4hy/1MDXL3CyVuudnP1Ciczii0jjstmFbhhnYviAoVP/2sLr+0JpZ2amVCTEV3lHG8jw4BNO4J86bsXLlUvENJSam8vZ47VtnK8to3cLA+ZHidXLa/m1d01KeYu16yaS4YrWQtc39zNgeONo25POK829alNB0aNQo7F/mMNJNISPdNwnoXU7jU7D9Sy90j9hEVue/cA0THFoHFFLCJMFnGiGRMG056J1dzRx//d9yJf/dhtzCjJZfn8GVRXFDAQCBOJxrEoMh6XnUyPE1EU6Orz85M/Pc/BmvRak5iYmFwZTJtYXL9yDlkeFxaLzMyyfKxWZcwLV3VFIV/79B3MnlE4YhqZIAhkZjj55HuuIxKN8+uHNpmNXU1MRqGjW6WpPTEkFiVJoKLEgtMuEgzrzJ5hJTPjrDlJV6/KqcbYsKmhP6hz7HR0yNhGEASWzrPjsIvEExr52QoFOWcvG/GEwYFjkTFTnxRF4D23ebn1Ws8woRgIafzigV7+5889tHQkpjUCN91E4waNbQn++Fg/Dz83QGWJhVs3enjXzV7mVFpxOlLNX2RZYPViB9/7SiEf+GoT7d1Tay8xGgnVoLkjwf1PDfDI8z4qSizcssHNXTdlsHiOfZgpjSQJLJhl4/tfLeSDf9/E6cb0ojPhiE4grJGVcfbzFwaNiBpa4xc0HfBKoac/wAuvHWbNkiosisz6FXP4Q97WIYGXl+1h/YrZyLKEbhg8t/Ug/b7R0z5jMXUo0mcYBs++eoCnNx+4GIcyaVRNJ3pO6uieI3X8+PfPpWXMY3IWq0UesZbwYqLrBk9vPkBnj4+vffpOls2vwO2043RYEUURTdOIRBM0tfew90gDDzy1nd2Hay9pv0kTE5PpZ1rEokWRWTK3HEVJTkpaOvrYe7h+1NcrssRH7r6G6kGhaBgGoXCM002ddPf5qSjOpbQwG5tVwWm38r7br2Lb3pMcOmGuVpmYjETPgEpDa5zlC+xDK9JlRRbczrNiMWNQNBiGQV1LfNTU0V2Hwnzg7ZlDf8+daSPDLTLg16gqs2Czns0CiCcMDp4YO2pWkCPz/rdlDksXDUV0fnZ/L9/8v86U/o7pIkkMM3i5WESiBkdPxzhW2819j/dz09VuPvmeHJbNT60LFQRYv8LF3Td7+fn9PVzo+XIsYXCiPsbJhhh/fqKfG9a5+fR7s1m50JHyuQGsXODgg3dk8t1fdA3r4zgSvqBG30CqWIRk1NjjFPGNE11+M6BpOq/tPUFrRx8zSvOoLM1j+YIZQ2JxXlUx1RUFCIJAZ88Ar+6uGXNi3e8PEQrH8LgcgEBJQdZFOpLJE4nG6R0IMrMsH0j2XLRZlTe9WDyTwp3uJcvjdiDLF65varpYLTJzZxZRnJ9JMBTlmVcPsvPAaURRIJ5QGfCHqWvuormjl8QV0F5kMlg9LuRRHHS1hErMH5wWJ1LZasHicpBRUkBGaSGO7AwsLieSoqDrGolwlFB3H4G2Lgaa2oj6AqjTbCR0/rEahkEiFCExSh9C2WbFnplBZkUR7sI8HDleFJsVQZLQ4gligRDh3n4GGtqSfSWDYbTE9JctKE47Fsdw9/Z00FWVqG96PsPJIFkt2DwuPMX5eIrycOZmYXE7kGQFMFBjceLBMMGuXgYaWon0+yeURaBrGlFfAGMKizjTIhazvS4Kc71DEcJjp1vHLG6eU1nExjXzhy6aoUiMn/7lJR57cQ+BcJS8LA8ffscG3nnLaqwWheL8TDaumWeKRROTUVDVZGP5RMIYEmVFeTJOR7I3YWWpdehxw4D6ljh9vpFv7EdPRUkkDCyDr8/ySJQXWWhsTVBebEmpN+wdUGluH/vCP7/KxoxSy7AMgmOno/z2r32TEoqQbOUwUn3excQwoLVL5U+P97P7SITvfqmQt1ztHjKcSabywu3XefjLk9NreDPeuHr6NR56doD9xyL80yfzePdbvSmCUZYFbtng4bd/7aOhdfybd9+ARmePSlX52Xo0QRDIzZLJyZLxBU33Q4Cmth4OHG9kRmkeFkVi4+p5PP7SXkRRYPXiKuw2C7pucPRkC3XNXWNuq6N7gH5/mIJcL4IA82eVjOlIeTkQCEVobu9j5cJKBEFgVnk+LoftTV1Kcm7doyynt8pVnJeJzaKM+7oLzdXLZ/Op995IXraHvz63i+//4gk6esZvhfJGwVWQw9rPvp+smWXDhL6uadS+vIPDf32OeGDyhj6SRSF/YTWlqxZRsGgOrvxsFLsVSVEQJAlBTP7odU1HiydQY3HCvf207j1K654jdBw6gRqdhhpRQWD5h++ibM2SlGM8+sgLHH3kxdQxWy3kz59F+bqlFK9YgD0zA9lqQbLICMm+Vxi6ga6p6HGVRCSKr7mD1n1HaXxtL331zdOS9Q4gKQpzb9vIvDtumNT7e2ub2fZfvyPcOzA9A0oTyaKQP38WxSsXULJ8Ac68LGSrFclyzudOsj+krmpo8QSJSAxdVSd0Ewh09LDle78k2DnxEoYzTItYzMxwku11AclViD2H64irI68i2m0Wbr9h+ZC4NAyDx17cw8/vf3nIWrtvIMgPf/MMlaV5rFtWjSJLXL28mt88vGlKjYJNTN7IHKiJEI0ZnFkUzMuSyfbKBILJyOIZsRaNGew9Eh7V3KS5I0FTe2JIFLidIvNm2nh1d4iZZali8WTD6KLzDPOqbHicw1fIX3gtQFPb5ASGzSpQnK8gieO/9mKganDkZJQvf68N5zdL2LjalfJ8dYWVmWVWegcubtNkXYcT9TH++UfteFwSd96YkfJ8RbGFuTNtaYnFfp/G8booq5c4UkR6aaGF6gortU2mWIRky4EnN+3n1muXYhnsOVhWlE0oHGPDyjkIgkAkGuO5rYdGNbY5Q99AkIM1jcydWQTAsvkVVJbmUds0tsi8lIQjcfYdrefmDYtw2q1UluazevFMHn1xz6Ue2iUjGIqi6waSJJCb6UYZJ2LosFlYOLsUm/XSikWLInPXTSspysskHI3z2Et73lRCMXNGCav/7j2UrF481IrmDFpC5dTzWzn6yAuTFoqSRaFwyVzmvm0jhUvnYXU7R3f3FgQkUURSZCxOO46sDLKryplz67V0HD7J4QefofPoKbQpmhzZMzPwFOcP/W0YBtlVFYiKjJ5QQRDIrChmyftup2TVQmwZ7lHHLEgComQBSzJi6szNonDJHGa/9RpqntrEyee2Eu7pn9J4kzsCq8eZMu6JEPUHEaSLF8UXRJHsqjIW33MbxcsXYM1wjenqLkgSoiQhWy1Y3c4J788wDMQpZilMy1TL7bTjHizYjydUGlq7Ry08n1GSy01XLRjKxW/vHuBPj702rAdT70CApzcfGErdKMrPJD8nY6RNmpiYAMdrY/iDZ4WbogiUFSp4PRIzy86mlYQiOnuPjr7K392nDvbjS/6GHQ6R2TOsuBwixfkKZ+6ZhmFwsj7GgH9ssZiTKQ1zP9V1g1ONsUkbl+RmySyotl0WvRnP5XRTjIeeHSCeSD0uu02kMO/StbVt71b58xP9xOKpUVyLIlBamN6EVB80szk/Emy3Crz1Gg922+X1WVxKDh5v5HhdG4ZhUFKQxaI5ZSydX0FZUTYAdS3dbNt3ctztGMDjL+0lEIoiCAKlhdm8//aryfSkP2G4FL+RLbuOc6qhAwCPy84H71xPWWF22u+/3H7XU6WpvRd1cHWupCCL2TMKx3z9wjllrF5cdcnPg9WikJXhQhSTQqUgJwOn3XrJx3UxyJ5VwdVfvJeSVcOFYjwUpuapTez82f1EfYFRtjA29swMVnz0bjZ+7VNUbFiJzTO2YBgJQRCwuByUrV3Cdd/4LMs+dCeObO+kxjPWPtyFOVhdDgRJpHT1YjZ+7VNU3bhuTKE46vZEEXdhLss/fBdXf/kjeEoKpnW8lzuSRWHWTVdx3Tc+S+V1a8YVipcL01SzKGEZVK2hcIxAaPRWF+uWzqIwL1kPpWk62/ef4nRT57DX6brBqYYO4gkVq0XB63ZM6AZpYvJmo9+n0diWoLQwKQxlSaCkwEJHj0q29+xPvb07MWbqaCCkc7opzg0ayHLSla+kUKEwLxmpPDdCWdsUGyaMzkc6z9ERkpNgVZ18DsrCahtzZtgm/f4Lha5DZ49KLK5jUc6u5EkiWJVLFwY1jOQiQDiqY7WcHYcokPL3eOw+EqahJc6iOWeFuiAI3HiVi9l/Pdti5c1OV5+f3YdrmTezCEWRWbVoJpFonAyXA13X2XHgFJ1pRmgO1jSxZddxbrlmMbIk8Y6bVxEIR/nDI6/SO0pPREGADLeDhdWlBMNRDtY0XVTn0NbOfh59cTdzZxZhUWSWzqvg8/fezH///jlaOvpGdUa1WxXmzSrB5bCx8+DpFKOcK5kjJ5uJRONYLQo5WR7uestKTjV00O9PjUgJQGFeJp9410Zys9zDWtVcbCKxOB09A2i6jtUi89kPvIW5M4upbe4ids5nYxgGsbjKQCBZv9ja2XdFO9W6i/JY9cl3k7+gGvG89BU1Fqfm6S0ceuBpYpOMKDpzM1n6gTuovnk9knV4iQaM7mx7/mvP/G3P9LDgHW/Bnulh1y8fIjrgn9TYRhxvXjaK0463rIiVH72b7Jllw8aR7njPPCYpCqWrFhHzB9n+kz8SD00xTX0cN+DLRZCVX7Wc5R++C1dB7qjnUI3GkvWosQSiLGF1ObC4nIPu2KMfx7DjNwzioQjBzh60KdaMT4tYFEVx6AcVi6ujFrJ7PQ6uXTMPhy05me33h3hq0/5RbwgDgTD+YITcLAW7zYLdNnKBsYmJSdKA5HhtlKuXJxdVJEmgolghFLGlRPYOnYjS7xv9wmEYcOB4hFBEJ8MtIQhQUWRhRrGFnMyzlwxfILm/8QiGdVQtmYJ1BlEQyM6UkSQm1OsPwOsR+dQ92Xhcl0kO6jkIQtLw5fxIakI1UqK+l4IMt4T9PJMbVU9+junS1Jbg0Zd8zK2ycW451cwyK5//YC7/8IN2uvre3EYmkFzsfO7VQ7xt4zLyczK4bs18/KEIkiTS3edn0/ZjaQshfzDCT/74PDmZblYvriLb6+Iz77uRa1bO4cXXj3Cirg1fILntDJedksJsFswqYU5lESWFWfzygVc4fLIF/fw+OReQeELloWd2smh2GbdfvxxFlrj7LatYMqec1/aeYPfhOrr7AoCBy2GjuCCLqrJ8Fs4upaI4l71H6zlY0/iGEYuHTjSz53A916+bjyJLvOMtK8nxunng6e20dfWj6wZup43lC2Zw28alLKwupa1rgEyPE6fDOv4OLhCqqnHfE9uYVVHA/FklzCjJ5WPv2jjsdYZhoA46o3b1+nlt7wn+/MQ2ampbL+v62pHIqixl9afuoWTFgmTt3Tmo0RiH//o8B+57gsQkxY0jN5NVn3wPlRvXICkjT8Hj4Qih7j4i/X4ivQOosTiSRcGe6cGRnYkj24vF5UgRDoIgoDhszLp5PYIosvtXD01bDZ4zO5P8ebOYc/t1ZM8qTzkvuqYT6Rsg3DtApM9HNBBEEEQsLgeObC/O3CzsXvewcwkgKTIzr1tDd00dNU9uStbiTQItoVLzzBa6T9Rj9biwup3YMlzYMtxYXU4sHieK3YY9MwNXXvZQLeDFJntWOSs+dveIQjERidF55CSN2/bRdbyWeDCErmoIoohst+IuyKXiquWUrV2CLdMzXGjqBv62Trpr6vC3dRHo6CbY0UNkwE980GRoKkyLWFRVjURCQ7KKSJI4LGR/hvlVJSyfP2PoIA8eb2Tf0YZRt5tQNeKD7lqKLA01JzYxMRlOKKxzvDZGQjVQZAFZgpICBUFgyKFT1QwOnYjgD41tKnOgJkIgpJHhTkbHSosUKkos5GaejZb1+TRONoxfQ9zYFiccPVtLCUlRtW6pk7882U9Pf/qT2Ay3yOc/mMsN69zTZiuf6ZGwWAT6BjQSU4h2QtL59eb17mHRuoGATn3LxGr6PC4Rp12kd0AbN3o7Hl6PxG3XeoY5oobCOifr068Dj8UN7nuyn9uu9bBioWPocVkSeNdbvfhDGt/6aSfdfZMXJoIAGS4Rt0uitfPybqcyFjW1bew+XMet1y6htDBrKJp25GTzmL0VR+J4bSv//J8P8vXP3MlVy2djtcisWFjJioWVKavJI61U64ZxSRxx/MEI3/7p40RiCW69dglet4M5M4uYM7OIj71r49C4R1tdv9JExlj09Pn5+f0vUVaUzayKAhw2K7dcs5ibrl6IPxRB1w1cDiuWwTnO6cZOfvDrp/nAHVezfsXsSzZul8OK026jo9vHvJnFII4evVFkGcWV7LtYWZrHmiVVfOk7f76iei7mzqlkzWffT8GCWanixjCI+oIcffQFDt7/9KTNZGS7laXvf/uIQtEwDKK+AK17jlD70nZ6TjUQ7htIdbAUBBxZXjIriilfv5zKa1Zhz8xIET+SLFN1wzoSkSh7f/u3SUc/U8Zts7DyE+/CmZM5dF60hEpfXTN1r+ygZc9h/C2dwxxTLS4HmRUllK5eRPUtG3DmZg37vctWC/Pefj0dh2roq22e3AANg0BbF4G20Wu5JYtC9c3rWfu5D4zqbHshURw2Ftx9M97S1BT0M5/7/j88xonnXh11EaLvdBNN2/dTvGw+Sz9wBwWLqs8T4AY9Jxt4/Sd/JDowudTosZgW9RWJxYnG4oOtLiwjroQJgsCNVy/ENfhcQtXYvOs4A4HRDR+SefJnvljpW06bmLwZSbqcxgiEzrY3yM2S8bolztRu+4Mapxpi407AO7qTLqclBcmLaoZLYu5MGw772YtTQ2uc/nHqFQGO10bxBTQyPakF1uuXO9mw0sVjL/pIJ2MpN0vmU/dk8+n35gwTPVNh4xoX996ZyZbdIV7eHuREfZRozJjwZNXrlvjUe3O4fp075XHDMDhYE6GjZ2JRkhULHHzx3ly27QvxyvYAx+tihMJ6WufqXNxOkQ/ekckdN3iGjet4bZTGCZoMNbTE+eVDvcyZacVpF8+mQVkFPvqOLGwWkf+7r2do4SIdRCHpzlpSoLBmiYMb1rmxyAIf/1rzpOtaLzW+YJite2q4dvXcIVfLuKby8vZjBMITS9c1DDjV2MHXfvwwH7pjPTdctYCyohwkUUxJ8TaM5PdWN3R8gQiHTzSx/1jDmCmBZ6JCqqqhavq0irTOXh//8asnOXKymXtuXcucmcUospgyYTwzZsMwiMbiHDnVyuYdx4jGRvheGqDpZ8c6Wjrr+ei6MdSvUtX0MV0Yk+dDH9yHNi2N7g1gz5F6vvXTx/j8h25mQXUJipzso+h1Owb3C/G4ypFTLfz3H55jz5F6Vi2eydolVWjayL97g2Q5z8TOh4FxzvnQRrHTz81y88n3XM9dN63E63HQ0ePj8Mlm+gaCKT2vBUBRJNxOO2WF2cwZTD2urijkQ3dt4J9++OAwT4rLkYyyQlb93XvIn1eVMgk3BlP5Dj/8LMcef3nSQlEQBUpWLqTq+rXDzEaMQbGz/0+P07ht3+h1kIZBuLefcG8/XcdP03HwBIvvuZWc2TNSflOSRaHqhnX0nGzg5LOvTmq8qWMXceVlD41VV9WkC+xDz9Df2JY0vhmBeDBM55GT9JxqoL+hlVWffA+u/OxhgtFdlEfxioX01U2fQ+r5aPHEtLcZmQjZM8spXjZv2ONaLE7Nk5uoeWoT6kjXvHMwNJ3WvUfREirX/MPHUwx9BFGkZMUCipbOo27Tzmkf/7SIxb6BIL0DQbweJw67ldkzCtlzuC7lBjWzLI8b1s4f+pK0tPeyZdfxoQvWSFgVecgNTNW0lAvUZHDYkjbvWRkSdpuIJAloukEsZhAI6/QPqPT6tCt2JdvE5FRDjH5fUiwKgsDcmcm6vjO/u95+jWOnx7/Z+YMaB09EWbs0mdKqKAK3XetJieYdrIkQS2Mif6oxzvb9ISqKU1fzCnJlvvOlAiyKwHNbA/j82rD7hCRBQY7C8vl2PvO+HK5e7sRhFzEMgz6fhsshTqjmbiScdpFrV7u4ZYOHtq4ENXUxtu0LsX1/iJbOBP0+DV9QGyYgFRk8Lom8bJl5VTY+dGcW1691DUv1DIR07n+qn8A40dzzsVkFVi2yc8sGNx3vz6G2KcaW3SFe3xeitTNBT7+KL6gTjaZOJGUpOa6cTInZlTY+dEcmN6xz43GlTlDCEYMHnxmge4Jpo6oG9z89wLJ5du69Kwub9WztotMh8ZG7s7hurYtNO4I8tclPfUv8nPNnIEsCiiJgt4p4XCJF+QqL59hZucBB9QwrxfkKDpvA1r0hruQVQl03eOLlfRw43oh0pu7JgPqW7lEn6GNhGNDY2sP3fvkkf3r8NZbOq2DZ/AqK8jJxOqyoqkYgFKW1s59jp1s5UddGS2cfA/6xHXgP1DTx3i/+H6IkYOhJUTqd9PYH+fPj23jp9SMsml3G4jllzCzLJ8PtAMMgFInR1tVPXXMXh0+20NjaTe9AcESB6w9F+Ow3/4DNqmDo0NU7ft2nAbyw7TDH61oBiMXUMR09n996iMMnmxFFgURCo61rGtwaSS6Qv7LjKMdrW1k6r4Ll82dQXpKD024jnlBpbO1mx4HT7DvWQEf3ACDws/te5JEXdqGpOs0dfcO22drZx73/8HNkWULXDFo7xx9rQtV46NkdvLq3Bki6157f6szttPHZ99/EB+9cjyAIvLL9KD/+/XPUNnUSjsaHCWhBELBaZLweJx+6cz1/d8/1WBSZNUuqqCjO4UR9+6TP2wVHSKaervn0+yhaMncEoRhm3+8e5fiTr0ypPYUzN5tF73orVk+qU7ZhGIS6etn24z/Qsvtw2r3+EuEo9Zt34m/r5Oov3kvevKqU560eFwvfdQsdh07gbx3uCzJZdFXj1Avb2Pmz+4n5R66ZPh8tFqdu004Uh42VH38Xdm/qwqVstVC0dC4nn9kyLZHQyw1BkiheMR9HTuaw57qO1ya/W+MIxTMYuk7H4ZOcePZVVnz07hThbXE5mHn9Whq37ZuyK+75TItY7Ozx0dDaQ2VpHoIgcMcNK3h1V81QI+Isr4sP3rGesuKcoXYZL2w7TH1z95jbzfK6cDuTLqvRWGLS9QtZGckUrDtuzGBWuYXCPAW3U0IerJcKRnT6fSrt3Srb94f4j193T3gCdSlYNNvGh+7MJMMtsW1fmAee7k+rubbJG5fmjgRtXQlmliUj+OfWGALUNcdo7Rz/dxSK6ByqiaBqycm9JAop/fU0zeDQiSixNNIjfQGN3z3Sx/VrXeRmnTXIEUWB6gorv/pWCTsPhjlyKkpja5xgWEeRBXIyZaorrMydaWXuTBt2W/ImbhhJUfzdX3bx6ffmsPKcdMipIMsCZUUWyoos3HS1m3jCoLMnQXu3Snefij+oERkUPFZLMkU0JzPZg7IwTxlK9T2XWFzn/qcGeGFbYNKLUJKUbBNSnK+wYaWLhGrQ06fS2pmgu1/FH9QJR3R0Pdkb02EXycmUKclXKC1QsIwgpjXN4LGXffztBR+TWYMLhnT+9X87EQSB99+eidNxTv9GSaCqzEpVmZUPvyOL7l6VngGVYFjH0JMLDzaLgMspkeOVcDnFYSvNbxT8wQhHTrZM6zbjCZX6lm7qW7p55IXdU95eMBTl8MlJpn+liWEYtHcN0N41wPNbD016O5qmc6Ju4sKjbyBI3yhmQOfTO7j4fSEwDGjrGqCt6wBPbz4w3qvp6PGNKWxjcZWjp1onPIbOXj+dvaMboCybP4Pbr1+ORZGpberih795mmOnR99PMiqcoKN7gL89v4s7blxBWWE2HpedovzMSyYWx40KC5A3t4o1n3kv+fNnDROKoZ5+Dvz5CWqe2jRq9CwdBEmicuNqcmbPGPZcPBhm/5+foHnXoQnnXhuGQc/Jenb98iGu+/qnsWdlpBiPZc0oYdZNV7H/T09Muh4wZX+6QfuB4+z7/SNpC8Wz79Wp27yLggXVybrK8+ots2eWYc/KeEOKRavbSe6cSsTz2nNoCZXGbfsIdQ1fCBoLQ9Noen0/8++8McX9VhBFcmZV4CnKo79hYteF8ZimNNQE2/ef4qpl1disCkvmlvOPn3wbz756kFhcZcPKObz9huVIYjIi0NMf4KlN+8dMmRBFgfLinKEV2VAkRnCCqTsAM0osfPVjubz7Fi9ejzSszkkUIVORyPRIVJZaSagG2hXg4uVyiHzjswXcttGDLMFt1yajIi+8FnhD1XqYTIxY3KCmLsb6Fa4Rnz9QE02r/k3Xk20g/AGNLO/wy8SAX6OpLZ7Wd80w4LU9Ie57coDPvC8bRSblhuZySFy3xsWGlS7iCQNdNxBIijeLknRSPfN6wzBo61L51//t5PmtAVYvckybWDyfZFsJy5C77FC6HMm0yTPjH+2Y4wmdF14L8MPfdhGOTN+PUpEFCvMUCvOUSY1L1Qx2HAjx3V900T9Oj8yx6OxR+fefdhKJ6nzk7izcI4g+WUodq4mJyeXP/FnFuJ3JrJTaps60IpZnSKjaUAqxKArIl7AZrhZLYIw2nxMgs6KE1Z+6h7wRUk8jfT72/+FRTr24bUpCEcCe5aFs7VIkS+p10DCS4qth657JF+ka0Hk4aYwy+60bEOSz92tBFKlYv4KTz782Zj1fusQCQU48s4XgBMXNGeLBMM07D1K5cTWyLbVczZbhxpGdyUBj25THeblhcdhwF+UNezweCtPf0Jp2NPlcQj39BDp6hrVKsWdl4MzNujzFIiRTN27buJTFc8qwWRVuu24Z162dj64bOB1WpMEfYjyh8cTLe8ddbZUliWXzKob+7veF0l4ZPIPbKfK1T+Xxvtszh1LVDCOZHuQPJk0jJEnAZhWSaamiwLZ9oWF9xC5HygoVlsw963KZn6OwapGDzTuDxOKmWnyzoqoGB46PXCCtaQZ7j4RRtfS+H6caYnT3qyOKxfaeBC0d6Uf6IzGD7/+qC6dd5D23eoelRAqCgCIzYnTu3PEfPBHhOz/v4vGXfeg67DwU5uPvSnVanSiRmJ6WgBaE4S1ARsIwDHoHNP7waB//++eetBrej0QsbhBNI8033XEBDPhV/vaCjx/9rpvjtZNPqTpDa2eCr/93BzV1Uf7unhzmz7KN+Rmmg2EYhKMGzW1XrrmNicmVjNtpHzIqjMUTE6rbzMv2kJOZrNuORhP0j5MGfSFJRKIjT8QFgazKUtZ+7v0ULKweUSju/Nn91G3eOS3pfHmzK8muGt5uIh6KUPvKDiL96bXRGQ0tkeDk81spW7sEZ25WynOe4gKKl82jpr17yq5R3cfraN17ZArC1qCvvoVIvx93YW7KU4Ik4SpIvxfrlYTisGPLcA97PBGOEuqerPAOjdgeRbYoSQEpCNPqEjZtYrGhtZuf/eUlvv6ZOynOz0QUBFyO1D5oqqazeecxfvPwllHba5whPyeDhdWlAOiGQVNbDz39E3P4uXq5k3fe4h0SitGYzmt7Q9z/1ACnm2JEYwayBE6HSF62THWFjSde9l0RYisZbTn7t3EmtGDypkbT4XhtjHBUx2FLXdHt6lM51RhL+/rR1qXS0Jpg9nn9DA3DoLk9mZ45ETp7VP7+P9rYuifI5z6Qy7yqVIOUkTAMg3giGU382/MD/PrhPk42nD2GY6eSgrYgZ/KRq007gnz+263cdWMGKxY4yMyQcNrFCbmtGoZBJGrQ3p3g9f0h/vhoP6/uCU3JxXT34TD/71ut3HObl1WLnGRlSLidEx9XNGbQ3aey63CY3/2tj807g4SnMV09GNb55UN9vPh6kNuv8/Ce2zKpKrMMGiulN9YzrUW6e1W27g3x3NYA2w+ErohrsYnJG43OHh+qqmK1yMyeUUhJQdaYaaiQLC/Oy8ngY+/cmKxHBZrae6kdoY/2xWJEsSgIFCyYxapP3TOimY2/pZPdv3mY+s27JhXxGYYAJSsXotiH9wX2t3bSfuD4tMzdBhpa6Th0gsrr1qTcUxW7laJl86nbvJt4cPIpnoau07ht35TTRIOdPcQCweFiUWBYLeMbBcVhG5aCCqAn1GEOsumiqxqJaGx4L1ZBwOJO9mQ00gwMpMO0iUVdN3jp9SNYLQr/74M3UVqYgyyLCIPPRWIJNu04yk/+8DxN7b1jbksAls4rpzDPC0AiobL7cF3SxWwC3LzBjctxJqJo8PL2IF/5fhsnR3CDFIRk2tlUGoVfTFo7VU41xikrsiAI0DegsedIeMoW+yZXPifqo3zvF124nalisaNHpXECUa6EavDrh3o5VJMaqdQN2Hc0PKk2E76gzgNPD7B9f5ibN7hZudDBnEobRfkyLkcyuh9PGITCOl19KrVNMQ6diLJ5Z5CDNZFhIudUU4z//E03ednJS1kwrNM8QXfP3gGNB54a4OlNfqpn2Fg618bsShsVxRbyc+RBkSZhtwnIUjKKp2pJcTjg12jvStDYnuBQTYSte0LUNsXwh6buKukP6jz5ip/NO4NUlllZPNvG/Fk2ZpRYyMuWyc6U8ThF7DYRRU6OS9OSkdIBv0Znr0pTa5yDJ6LsOBDieG2MgYB2QdLUDQPqmuP83329PPKCj9WLHSxf4GBelZXSAgvZXgmnQ0SWBBIJg0hMJxDS6epVaelMUNsU4/DJKAeOR2jvVolEJu76eob27gQ/u78Xrzv15rxtX+iKub6bmFxKDhxvpLsvgMNupaIkly/cezO/uP8VjtW2DjrEJudpgpDss52V4WLpvHLefsMKblg3H1EQiMUTPPHyXnxjON5faNRoLNUoSRDIripj9affS+6cymFC0dfSwe5fPUTjtn3TIxQBi9NB5owShBHScXtO1k9bjV4sGKb7RB0V16xEklOn9tmzKrB53VMSi7FAiN66ptRWHpNAjcZRR/QfES5JS4uLwmi3HWFqfR5GW2i/EB4A09q4MBpL8NhLezhyspmrls9mTmUhVotCe/cA+47Ws/tQbVopCTabhVnlBXT3BejpC9DdF2DTzmMTGovVIrBs3tlapljc4L4n+jlZHxvZgtrgilrFHghofP3HHbR2JpuTP7MlwOadQbNe0YS2rmQt2VQxDPjr8z7++vzUUmTOR9WgdlBYOO39ZGUkhcSZ+kRdh3jCIBxNip5geHTh1e/T+OFvxzbKSgdNT/ZC3HUozK5DYWQJXM5khNFmTdZOyrKAOBjR1/WkYIzGksL2jPnNGQRgUVEWea7kanKHP8LxroEJ10PrRlJg7z8WYf+xCJIILqc4OC4RqyUpYEUxdVyxuEEoog+Z31wsEqpBU3uCpnYfj7zgI8Mt4XaJ2K0iipI8f2fGGE8YhCNJ0RiKTF/Lhub2BN/5+dTrc0xM3qycqGvjgae38/8+dDMOm4Wb1y9mydwKTta309zRSzAURRRFXA4rBTkZlBbmkJ+bgcdlRxQEItE4T76yj0df3DNm25YLTSISSxF9mRXFrP3cB5I1iue1b/G3dbHjf/9My67D6NrUnPfPxZHlxZk3vF0EQM+J+mkxngHAMOhvbCMeDA+L0DkyPXgKc/G3TN7pONznI9g5dqAnHQzDGNlVVkimor4RSUQiI36nRFlGcQ6POKeDZFFQ7LYRv1fxUHjaG9VOe5d7TdM5Ud8+JfereFzlvidfH3J6i8YSdI3h3DUSOZnJiMCZE9ndr3KsNjrp1erLkTMTWxOTK5VQJCkULjdULWniM5BGH8mREEWBr9+0hDsXVgDwl72n+czfthOYpKPzGTQdfAEdX+DyO2fno+nQ59Pom4KJjomJycUnEkvwu7+9SkLV+NCd6ynM9VKcn0lx/nDr/zMka43j1DV38cBT23n85b3DWnJcbBLhs2moWZWlrPnM+yhcNDtVKOo6vbVN7Pz5A7TuPjztY7B53TiyMoY9riUS+Fo7RzfgmQSBtm4SocgwsShZFDIrimmZ5PEZhkHMFxixRm5S2xvlmN+gptjEQxHCvQPDPhery4G7MI++2om7Udu8Hpx5WcMe1+IJQl190/q9ggsgFqcDTdcH+wxNHoddwGo5+82LRA38wct/gmViYmJiYmJicikJhqP89q9b2Hu0ng0r5rBoThllRdlkuBxD/a9j8QT+YJTOngEaWns4crKZrXtO0NLRN+W+2NOBGk2KRUdOJss/cjeF5/VRxDDoPd3Izp8/QNu+iWWvpYvV40IaIb0yHooQD07vYn90wE9ihKidIEk4cocLi4kQC4SmvXffm4VYIOl6mlVZmlpP6nSQN3cmLbsOTfjcessKcRek1n0ahkGot3/SbrVjcVmKxelAEpOpWWfQNcOsVzExMTG5zLDJEqIAMVVHM/PoTUwuG+IJld2H6th3tAGPy47bacOqKEMtzTRdJ55QCUfiBEKRSffCvhAYhkEiEkOx21n6/tspW7dkWC0fQMehk3QdOz1tNYopCAJ2r2fEVEE1EkONTqy+fjy0eILECC3mREmcmnmMYbwh+x9eLOKhMB0Ha6i4allKyxBREim/ahn1r+6m50R92ttTHDaqbliH5TwTUQzoq20m0DH9ZRhvWLGYNHw4J9WAC2sWarcJZGUkTTpkKbmvWNwgGNLp82mTMgO5nHDaxSGXSFkW0AbrovxBDV9Am1Rj75GwWgSyvBIue7KGzQASCYNgOHkep7uuVBAgwyWR4RFxWJNOk6pmEI3r9Ps0gqHJG22YmJiMjduq8MPbV5HttPL9lw+xu7nnUg/JxMTkPDRNp98XuuRppRPB0HUki8Lie97K7FuvHVEoIghU3bCO/sZWTjyzZcr9FIdvXkC2W0d8Tksk0BPTK64NwxhRLCIIKKOMI73tYkYVp4Jh0LzzINU3rydvXlXKU97yIlZ+9G62/eRPadWUWt1O5ty2kcprVw3L240HQ5x64TW0C7Boc0WLRUmCvCyZvGx5qEYxNyv57xklFrIyzhbL5mbJfPkjufiDI6saXYe9R8I8tTn99hyCADmZEjesc3P1cidL5tgpKVBw2EV0Hfp9Ko1tCfYeDfPUZj8HjkcnZTbx/tszmVVuYSzTpHjC4IGnBqhtnvhKlSjCh9+RRVlhMrVk884Qm3Yme1pmeiRuutrFdWvcLJ5jpzhfxmYViScM+nwadU0x9hyJ8OiLPk7UxyYtijM9EmuWOLjpKjdL59spyVeGevH5gxrNHQn2Hgnz8vYgr+8PpV2zlZMp8cE7sshwi0SiBk9v9nP4ZBRRgKI8hZs3uLnxKjfVFVbysmUsikA4qtM3oHHsdJTX9oV47tUAja1xUzSamEwz1bkZvGVOCYokkumY/GTGxMTEJAUDqm5Yh7e8CNkyemsla4aLxffcRrh3gMZt+6bdGGREkUpSzE6kf2W66NpwwSsIAoIkIYjipCOoutn0dkoEu/o48cwWsipLkayWoWCWKIoUr1zI+i9/hOOPv0zH4RPEgmEMTRv8fgiIooioyGRWFDPnto3M2LAC+bxWLLqq0fj6/guWTn1Fi8UZJRZ+9q8lzCyzYrMmaxTPOASK5zWqzsmU+cKHckfdlqoZ/OrB3rTFoizBqkUO/uETeaxf4STDJQ3rf5aXLVM9w8p1a128+61e/va8j//7S8+E2hcA3HObl1s2uMe0ww2GNXYdDE9KLEqiwIfvyuKqZU4AivN62bwryIwSC1//dD63X+/B6x5+fEV5CvOrrNy8wcPdN2fw33/o5oFnBghHJnYBXDzHxt9/LI+Na1zkZctI5+0nN0tmZpmV9cudvPe2TJ5/LcD3f9XFifrxewZme2U+/8EcyooshMI6sbjO0VNRrlnt4qsfzeXq5U7czuEOXGWFyXHdfr2H970tk2/8pIPNO4NM0TXaxMRkEAGYX+Al12VjIDK96VgmJiZvbgRJJH9+1fCm1Oe/ThBwF+ay/N67CLR10Vc3cbORsRhdZAmMGQGYJIIwvEVHEmNq4tQsEZgShqZRt3kXxcsXULFhxVnnV0FAlCSKls0ju6oMf1sXvacaCHT0oEZiiLKEPTMDb0URWZVlOHMzh/VsNAyDrmOnOfzQM8T8wQsy/itaLNosIpWlFmaUXNzeLFaLwL13ZvHVj+VSWWodug4l+0kaJBIGoggOm4gkgSwJVJZa+eK9uSydZ+fz32rleF36zdH9waQFvkURsFjO2PdfONuouTNtLF9g59tfKOT6dS4kUUi6YcV1ooPtAZLiPNlQ3aLAotl2/uPvi/B6ZH7yx+600lJlCa5f5+YHf1/Eglm2ofNoGAbRuEEsZiQbtVoFFEVAkgQK8xQ+dGcmc2fa+PsftPHa3tCwnpmjYbcJzKm0ceNVbn76r8VUlFgQBQHdSO4rFj/7ucmDacwuh8RVy5z87F9L+Ow3W3lpeyDt/ZmYnMG8zQ7HZVVYXZ6HVX5j2qWbmJhcOoTzRGIiEqXzyCki/T4qN65BUuSU12bPKmf1p+5h24//gL916q2nkhhosZEXwkRZQhyh9+KUEEC2Do+iGoaBFldNwXeJifmD7Prlg4BB2VXLUyLegiBgy3Bjy3CTN3dm2tvUVY2OIyfZ/pM/0jsJV9V0uaLFYp9P46FnfORkDZ9seN0Sb1nvHooaDfg1nn3VP6pNv64nmzaPhyDAHTd4+P8+m09hrowgQCSqU1MX5YVtQWrqogRCOoosUFqosGaxk2tXO8n0SEiSwHVrXPz7Fwr54ndaaWpPL8L4o9918dhLPtxOMVlf5xbJ8Ei84yYvxfmjp1dMlspSCz/6xyJWLXKAAXXNMbbsCrH3aJjuPhUDyM+WuXaVi2tXu4ZalGRlSHzuAzls2hlk/7HImPsQgGtXu/j+VwpZMCspuBOqwenGGM9tDVBTF6XPpyGJAnnZMisX2rnpaje5mTKiKLByoZ3vfqmQz36zlf3Hx97X0D4FgauWO1mz2MGMEgsJFU7WR3hua4AT9cmG5YosUF5kYeNqF+tXOLFZk6KxqtzClz+Sy/HaKM0dZu7+5YgsCtgVGUUSEQDdMEjoOjFVJzGBkLAAWGQJmywiicltaYZBXNWJqhr6JG64hnFWMAoC2GUJiywhCYN1uZpOJKGiTiHXWRIEbIqERRIRB7er6ckxx9TpW+EQAJsiYR0cP4CqG8Q1jZiqpZ2uneWwsqI0Z9rGZWJiYnI+uqYTaO/i6CMvULd5F4ZhIFkslF+1bJhgLFo2n2UfvINdv3yQcO/AlPdtGAYxfwjDMIYt8MtWy4guqVNBFEUUp2PY44auEw9eOfWmb2T8rZ3s+Olf8LV2MvuWa7B5PRNeNDAMAwyDSL+fhtf2cPjh5/A1Tb5dYTpc0WKxozvBt37WOWKGwZxKKysWOobEYmevyjf/r5OWMSb66dTbVZZa+PuP5Q0KRYFQWOPnD/Tym7/2UdccTzFgEUXIyujj7ddn8K0vFJCfkxQ6N693s/ftmfzwN93EE+Pvc/fhCLsPnxVEkgR2q8iSOfYLIhbzcpJ1oIIAW3aH+PqPOzh0IkIgqKdMeB98ZoC7b/byjc/mk5+tIAgCZYUKt1/n4cjJCGPViufnyPzDx/MGI4oC0ZjOk6/4+d4vuzheG01tcC6AxyVy09VuvvHZAubNtCKKAisWOvjs+7P53L+3Eo6Ofx4FAeZWWkGAaNzgb8/7+OFvujhRFyN6zucmifCnx/v56sdy+cS7srHbkoJx5SI716528afH+yd7ak2mgMMis7Y8D7dNoS8cY1t9J5puIAowOy+D66qKWD+zgPJMFzZFIhhTaegLcLi9ny2n29nZ1D3uPrw2C6vKc1lfWcDS4izy3HYUSaQvHON45wCv13fxyqk2OgLpLVCcIa7pYBi4rQrXzSri+lmFzC/MJMtuJapqNPQF2XSqjRdOttLYH5zQArAAlGe5uH5WEavL85iV68Frt5DQdDoCEfY297D5dDt7mnsIxdMzcJib52VWrgdBgN1NPbT5kxbvGTaFq2bkc311EYuLssl0WNAN6ApEONHlY09zD88eb6Z/lLRSj00h32WnKMPBVTPyqcx2A2CVRdZV5OOwjH5L2tXYPTQOExMTk/FIRGO07jnCoQeepuvYafTBlKd9f3gEm9dN4eI5KSJOUmRmXLOSUE8/+/7w6NRNXQyI+gIYmo5wXgaF4rBPyXRmJBSnA9k2XIAamk6kf3p6JJpMnWBnL/v/+Di+lk5WfuydOHNG7196PrqqEerpp+vYaU4+t5XOIyenvQXLSFzRYlE3GDVSGIqkFg/retJRMxie/Aq7wybw8Xdls3iOHUEQ0HSDXz/cxzd+0jniOHQdevo1fv9oH067yL9/oQCPS8JhF7n3ziye3uznYM0IzlXjoGkQieloF8hxRRQEdAx2H47wmX9r4djp4X17DAO6+zR+97c+8rNlvv7pfERRQBQF3nK1m5/8sYf+MRqa33Obl2tWuZAkAV03eOQFH//wg3ZaOodfnA0j2Yj8b8/7iMcNfvqvJRTlKVgUgTtvyuBPT/SzeWd6q2aimNzffU/08/X/7qCje/jkWdOhtTPBd37eRUWxhduvS1pfZ7gkbrrKzV+e7J+W2kXZZsVTnJ/a92kMYv4gwc43r1tkvsvOj+5YzfyCTA609nLjz58jHE/w/uVVfPHaBVTleJDPO5drK/J4j2Hw250nxxSLkiiwsjSHf7phCVfPyMdjU4atBG+oLOTDq6rZ29zDjzYf4fkTLUQS6dkAx1SN6rwMvnjNAt42vwynRU7Z/sqyXO5YWM6htj7+a8sR/naoIa1oqNdm4e7FFXzqqrnML8hEHmGF8pY5JXzqqrm8fLKN77x0gGMdA+Omxb57aSVf2bgQiyzy0Qe2ct/e08zKyeDfblnGjdXFeGyWYYt0N80uoSsY4XjnAP2tvSnPzchy8083LGZevpdsp5U8lx23TUEc3IjXbuVrNy0Zc0zv+sPLPHqo8bJP6RVlCU9xAdIYphrTjqHjb+sa2QnRBFGRsXs9KA4boiJjaDpqLE7MFyAemtjCj8mVQ19tM9v/988E2lJbCfTVNbPzp39h/Vc+Sk51RcpzisPO/HfcRLCrd1ocUqM+P1GfH0d2qiBQHDYc2d4pbft8nLmZKOcZnwBoqoq/bfrbKZhMDkEUyZpZyqwb12HzuIYeT4Sj9NY2EQ+FsbpdiLKIruokIhGi/QF8rR30nmrA19yBv63rojrUXtFi8WIze4aNO673IEnJGr7apjg/u793VMF6Bk2DR170cedNGVy7KvnFKC1UuHm9e1Ji8WIw4Nf42f09HK8dLhTPJRozeGqTn0+8O5vC3OTkqCBXoaxIGVUs5mZKvPutmckWI4ZBR4/K//y5Z0SheC66Dq/sCPLy9gAfeHuywazXLXH7dRls2xtOKzJsGAZN7Qn+9889IwrFc+nqVXlqk5+Nq114XBKCkIwsZ2VIdPdPvVdIdlUZN37rC1gc9rRef/rF13n1B7+e8n7fCDgtMsUeByvLcvj2rSvItFuJqioDiTiqpiMIAlZZxKHIiILA9obRb5SSKPCW2SV897YVzM33IgAxTac/HKM3FEXVDbIcVrIc1mR0syKP/75rDT/ecpSfbTtONI0C3TyXne/cuoJrZhaS0HTa/GH6QsnfVo7LRqbdik2RWFaSzQ9uX0VU1XjiSOOYKZ1uq8I/XL+Ij62ZjdduQTOM5JjDMXyRODZFItdpw2u3kO2w8s7FMyjKcPCFR3dwqK0vLdElCgIFbjtz8rx8/20ruWl2CZqu44vGiKs6umEgSyJ2WcKmyNT1BmgeGL5wk+uycW1VIbmusxOZmKphlaWzdcOqNmYarqoZl71QBHBke7n+G58ho6Tgou1TjSd4+Rs/oXXv0Yu2zysBUZbJriqj6sZ15C+oxpmbhWK3oiU0oj4//XUt1G3ZRcuuQxdldd7k4qLF46iREeZYBvScrGf3rx5i/Vc+ijMvK7VZut3G0ve/nUifj8bX92FMYXU43Ocj1N2PPcubsg9BEMicUUrja/vQtenpPZZRXIDFNTwNVYvFGWhqm5Z9mEwNQRQpWbWIVZ98N1mVpUMWR6Gefg498DSnX3qdeCA0zJTJMIykg+4lclk0xeIEWL/CSUlBMsR/psaxrnlsMXWGrl6VHQfCXLPSmTSFsQisWeJEkXsuyx6MJxtibNqRXjpcS0eCts7EkFi02wSyvaN/tRbPtTN7hhVBSIruwyej49Y4niEc0dm8K8T7b89M2kELAmsWO3A6RAbGiGSewQB2HQpz9FR6Iv3Y6Si+gDYoFgW8Hgmnc3rEoiCKyBZLSpPWsRAV8+d6Boci87YFZXxgeRUOReaFEy28cKKVfS299IVjKKLIjGw36yryqM7LYNcYUcWFhVl8/aYlQ0KxZSDEA/vrePRwI13BCLph4LFaWF9ZwPuWz2RlWS5FHgdf2biQ0z1+njzaNO54b5hdhF2WaPWF+PnrNbxyqo3eQbFY6LFzx8JyPro6KfoKPQ6+eM0C9jb3jCi8IHkfecfiCj65bg5uq0JU1XjyaBMPHajnaEc/0YSGLAoUZzh5z7JK3rm4kmynlbUVeXz52oV89YlddAbT+83NyfdSnZfB9bOKqOv18+zxFl6t7aC+L0Bc08lyWFlSlMWaijxOdfvpHSG61dAX4N+e24dNOZuKtaAwk3tXVeO2KgRjCX6/6xRHO0ZP8T7U3pfWeC85goCkKGn/rqdtt2lmKLxZEESB8quWsfSDbydrRinieWmAdq8bb1kRBYtnc+KZVzn4lydNwfgmwtANWvce4fDDz7Lsg3dgPSfCIwgCzrwsln4gKRg7j56a9H6ivmREKKe6YpgAyJ1TiWiR0SNTn0+IikzmjBIU2/DIYqCjh3CPWT5zOeAtL2LZh+4ka0bJ0OJBIhLlwH1PUPPU5lENkS415uwzTVwOkdWLHTjsyQ83FNHZti80Zl3eucQTBqebYkRjBnZbsrVHeZGFnCyJ9q7pbQQ7HWzdHaK7P71x+YMavnP6VyqygMsx8sTFahFYtchBhjv5vGHAa3tCKbWeY6HpUNcUIxjWh+pRC3IVygqVtMSipsFLrwfScmsF6OpTU+oZ7TYRm+XCOdGapEeu28aXr12AbsDXn93LH3efGlYnd6i9jyeONOKyKkRG+aE6LTJfvnYBS0uyEQWB2h4/X358J8/XtJBIiXKFONrRz3M1LfzvO9Zy4+xi8t12/vmGxRxs7aVpFFF3hgybhdoeP597ZDsvnWxNiRg29gfZ19JLmy/Cv928DLdNYWVZLvcsm8l/bzlCbISVxPn5Xr5y7UI8NgvRhMr/bj3Gd146SOC8Zrz1fUH2NPdwstvH/3fTMrx2C7fNL2VHYxc/3XZ87JM8yNsXlGORRbbWdfIPT+7iSEf/sAjgtvpOfrXjBBZZGnGBqSsY5b59tSmP3TynhPcsnYnbqhBJaDxXkxT8JibTQVZV0t3SXZg7qnu4IAg4srwseMdNxPxBDj34jOkY+SZCVzWOP/EKit3G4ntuRTkny0cQBHKqK1j96fey5bu/wJdGw/SRMDSdtr3HKF+3bFiKaNbMUjLLi+muqZvScUAyo6FwyVwEcXhEqvPoKaID6fcQN7kwCJLI/DtvJHfOjKHFPUPXad1zhBPPbLlshSKAuRSZJpkeiVkV1rMrAQmDQFCjKE9O+z9FElDPiSJmuJPuppcbmm5woj5GJA3TGICEBuo5c3FJFFDkkW/ODpvIwmrb0Hk0gN4BdULn0WkXU8SlwyaQm5XeukdCNThem37qbzxuoJ8zMZZlhvWBNLn4WCQJmyzz+10n+eX2mlENVQwgEEuMmt64pDiLm2YXIwkCCU3nZ9uO88KJ1vOE4tlt1fcF+O5LB+kYNFpZXJTF7QvKUMZxM4upGg/ur2PT6fYRU0vjms59+06z+XQ7hmGgiCJvm19Gvnt4irJNlrhrUQVVuR4Mw2BXUw//+9qxYULxDFFV4y9769hWn7SDd1sV7lxYTqY9PSe+DJtCY1+Qf356Dwfa+kY9l3FNJzjKGExMLioCVL9l/ZhC8Vxkm5VZN12FMzd9owmTNwZqNMbRR15I1ieqqYuKgiiSP38Wyz/6DuxZGZPeR/vBmmF1kwDObC9l65ZOS31z0bL5ZFYUD3s85g/Stu8Y6mUsRN4suPKyBwX92fmCGk/Qtv8YaiS9LMVLhRlZTBOnQyQ/5+zpyvBI/Oc/Fg31HTQYub3quY87HSKOcyJuVouI9TKMUsXiBj39avoLrBNYiLVaBEoLz05SRQG+/ul8vvTh3Altw+s5K7IVWcBuTW/dIxjSGQikn/N9/qFdfp/Wm5cWX4j799elbTJzPrIosL6ygCxHchGoZSDIiydbk86lY3CwrY8djV3cubACiyxx0+wSHtxfT3do9EWI/nCMV+s6xjSt6QvF2HS6jeuqC3FaFGZmu5md7x0Wtcx2Wrm+uhhZFImqGq+caqN9HJdQXzTOa3Ud3DqvFEEQmJ2XQXGGc1SRfS4JXeeZ481XThqoyZsei9NBwcLqtF8vCAKe4gK8pYWEuszv+ZuNWCDEoYeexVtRQvGyeSmT+WQ683L8LZ0cvP+pSZlIhbp6adlzBG9FcUpDdVGWqVi/goate+g91Tjp8dsy3My6cd2I7qoDjW10HTs96W2bTB82rwd7pid1Acswhlx6L2dMsZgmNquA1332Ry5LwlD94mQRxaQ75+VGImGkHVWcKIoskJN59jwKgkBh3tRW1QRBQEozQBuO6iTSaFdicvmzs7GL+t7Jp9Yoksj6yoKh2tkT3T5OdY9vLx6IJXi9oYu3zCnBaVFYWJhJWZZrTLHYG0q23hgLA9jV1EN/OI7TouC0yiwsyOTF81Izq3MzqMrxAOCPxNnX0jtub8OEpnO6x49uGIiCQL7bQYHHzpExagTP0B+Os+lU+4R6VZqYXEpc+dnYMzPSiiqeQbFZyCgtpG3/cQzd/K6/2Qh29LDzZ3/h6i9+mLx5M1MEo2KzMv+uG1GjcQ499MyEHVLVWJzTL26jbO0SvGVFKc9lVhSz9P1vZ+uPfkfMN/H7mWy1MPft11OwaM6wumUtnqDm6c1EB8y2GZcDgiiM2G+z/KplNL6+n1BX7yjvvPSYYjFNLIqAJJ39kHXdIBozJtWg+wzhiJ6S4ni5oOnGBTPdUZTUFFXDMIjEjCmdh1BET7sGMZEwLljLEZOLh2EY1PUGRk29TAev3UqJ1wkkv/Onu/3jRhXPcKrbTyiu4rQouKwK1bke9jaP3takIxAhnEaPwxZfcOiYrLI01IfwXGbnZeAYNDtyWGQ+tqaa2xeUjbvt0sFjhWQqdZbDisD4iQGheILTPeZkw+TKweJ0IFknuAgpCNi8bgRRwDC14puS3tON7PrFA1z1hQ+RWVmaMrG3uJwses+tBDp7qHtlx4QXFPrqmql5ahMrP/4uJOXsd1MQRcqvXk6438eBPz9BuLc/7Wwtq8dF9c3rWfiuW5DOM8AzdJ22/cdoen0/hjnnuSyI+YJE/UEsbufZ75YgULxiARu/9ikat+2jr7aJUHc/aiw2xudmDEYkdXRVRY3FL3gbDVMspsn5mtAX1Pjpfb1pm8CMRCis09Z1udb4XJiLy/nffV2HXz7YS0Pr5PPpY7GJ1SGaXPmcqUWcivDPtFuwDTok6oYxZmTwfHpD0aFImyKJ5DrHbn/ii8bR0lhYiib0IbEoCQJu2/AJb77bPlQj6bIq3L6gPO1xn4vDkt7lP6bqhC5iP6crHS2eoOdUA1oigWK3Jf9z2JAslmHmEyYXBkESJ+UOK8ryMMdKkzcRBnQePcX+Pz/BVV/4ULIH3uD3QRAEbBkulr7/dnzN7fScrJ/QNElXNWpf2k7p6iUULT1btyYIApIiM/uWa7C6nRx/4hW6jpwau52GIJBRWsj8O29k5vVrsLqdw14S6u7n6KMvEp1EtNLkwhDs7qX3dBOeoryU75UgSRQunkPu7BkkIjG0RCK5GDHK98swDPR4glggRKi3H19TO90n6uk52UCou++CmHSZYjFNYnGDWFzHaU/+wKNRg78+7+PAcbOh70RIJAzC56W4PrPZz4uvBy/RiEyuRAzDQJ1iWqRVlpDPOJJBWpG/M4QT2pBQlUQB5zjCK6ZqaV2/DcMgMjgOQRCwKTKyKKSYyrgsylD6uqYbhOKJSWU4JLT03qPq+rhpriZnifT72fZfv0e2WZEsCpIiI1ksyDYLFrcTW4Ybm9uJ1ePCluHG6nFhdTsHBaWSbLthVbBmuFEucvuNNwpaLDHMrCQd4sGwGYV5k6OrGvVbduHMy2LZB+4Y1rcwc0YJaz7zPrb/5I/0nh6/bdK5hHr62fXLB1n/5Q+TXVWRsnik2K1UXb+O4uUL6Dx8guZdhxlobCUeDKNrGoIootisZJQVUrh4DoVL5+EuzEUcYVEk6gtw4L4naNl9eHIn4QpCVGQkRUaUk/9JijT4bwlRkRElCdlqQXHYyJ1bOeIiktXjonTVIgLt3SSiUfSEiqZq6KqKrmroCXXo39o5f08ULZbg8EPP4i0vIrOieFjfzTOLi5MhEYkR6Oimads+ap7ejL+ta1pFoykW0yQc0enpU8nKSJ4yRREoypM5kJ77vMkg8YROe1eCBbMGfxACFBdM3QnMxGSiaIbBuW3e5QlEfeRzag8MIymoxkJKN1ohgCydaStjoOn6sOu9bhhDN4GuYIT/79m9o/ZjHItjHQNXRJP7Kw7DIBYIEQtM7DORFBnZkZwsWF1Oln/kHVRcvfwCDfKNTaTfRyIUgSxv2u/RVY1AexeGfvmbTZhcWHRV49hjL2HzuJl/540ojrMTeEEQKFhYzaq/u4etP/g1wc6J1Zl119Tx+k/+xJrPvI/c2TOGmek4sjKo2LCSig0rMTSdeDCMllARJBGL057inHp+/ZsxeO3Z94dHOfHsqxOurbzS8JQUsPT9t2PP8iJbFWSrFdlmQbIoyDYLstU6tAA3ljuhpyiP9V/9KJDsv6nFE6ixGFosjhpPoEbjaLE4WjyOGovjb+ti3x8enVQ7kq5jp3jtR79jxUfupnDx7Gnrj6vYrWRWFJNZUUzxyoXs/9NjNG0/MG3fAVMspok/pNPckRhqn2G3CsyptPLMFjPEPxGiMYPapjg3rDOS4XdgftXkVlJMTKZCKJYYqlEUhGRLiXRxWZQhAajp+ri1kw6LjJiGYJQEYage0QAiCW1Y+moglhh6LKHpHGrrZ2/L6PWSJlcGWkJF8wWJ+YKEpD4zfWwKhHsHCHb14SkpSMvkxjAMwr39+Jo7LlQFhskVhhpJttRw5mVRdf1aEM4uEIqSRPGyeSy4+2b2/PrhibWlGOx7uOOn97HmU+8lZ05lci50XpQJQJAlbN7hdesjb9Yg0jfA4Yefp+bpy7tn33Rhy3BRtnYJ9szJtzWBVNEtSAKi3Tqis+wZBprbkz1Zmfg12p6ZgSMrg0i/D13VkCzT18HwzHHkzKpg1cffja5qNL2+f1q2bfZZTJM+n8qhE1HOBBDsNpF1y5w4bGZ9w0QIRXR2Hw4PGdIIAqxb6iTDbX4VTS4uPaEoA+FkbyNJECnPcqX93hKvE7uSrHeMqvq4kb28c+oMxyLTYSXDnhStqqbTGRie5t48ECKuJi9EDotMeebwehUTkzczWjxB3eadY9d9nYOh6TRtP8BAU9sFHpnJlUSou489v3qY9gM1w54TZZm5b7uOOW/biGSdmDO+oel0HDzBpm//nJonXyE64MeYZMqgYRio8QStew6z5fu/4vDDz6JGTA+Hyw17lpf577iJt3zvK1zzj5+gcuPqaemvORKCKJBRVsiKj95NRknBtGzTjCymiarCy9uD3HOrl4LcZM3QhhUuVixw8OqeiaeAvVnRdXh9f4imtjiVpRYEQWBBtY0b17l59EUfpju/ycUiktDY39rHqvI8RAFm5WaQ7bTSGxq7Oa4oCCwqysI1GInsCUU52eUb8z15LhtFGQ56xjHRmZPnxTM48YgkNGpGaLdxuL2PgWicDLsFj83C8tJcHj/aZLr8mpicQ/3mXZSsXEjZ2iUp7pPnoyVUWncf5tCDz1wR/c5MLi6Bjm52/OwvbPjqR8muKk9tqeGwseT9b0eLJzjx9Ja0FyfO4GtuZ/v//Jm6V3Yy+7ZrKVw8B5vXg6TIY0bEDcPA0HVi/iD9Da2cfnEb9a/uIeY3vR8uOwSB/PmzWHbvnRQtnZfiWqtrGpF+P/7WTvrqmon0+UhEYxijfY8EAVGWkW0WbB4X7oJcPMX5OHMzURz2YdHp7KpyZt28nn2/f2TK1zZTLE6A3YfD7Doc5m0bk001czIlPvO+HI6ejtI7MLEPQhAuiGHRFcHpxhibdwWpLM0CwO0U+eR7sjl6KsrxurEn6ufzZj6PJlMjoeu8WtvOh1fPwiJJzMx2s6Agky21HWO+L89lY3V5LrKY7M+4p7lnXCfVTLuVpcXZHGobveG3LAqsKsvBY0+KxYFInGMjiMXmgRAHW3sp8zpRRIFrqgooyXDS2H9lTRTimj60mi4KYEkj8mpiki5RX4A9v/krsUCIGdesxOKwpzqdGgbxUIT6Lbs4/PBzSUMIkyuS/oZWap7aPCxS42vpmFiK6Cj0nmpk968epmTVwqRj7rkYBrLNimyzEg+FJ7xtLZ6gbf8xek43kl1ZSsHiOeRUz8BTlIvN68HisCHKErqqk4jGiPT7CPf001/fQtuB4/ScbCDS78OYjpV2w6Bl96FhKfCGYdBx6MTUtz+4j8bX9+Fv60x9WDfoOlY7oU1F+nyceObVlJrSi0Gk308inJ65pbe8iDWfeS+5cyoRBxuCG4aBGovT8OpuTj7/Gn21TSQi0aSg01O9FM4nmbIsIkgikkXG6nFTvHwBi959C57i/GGCsXT1Io499hLhnvF7Ko+FKRYnQE+fyk/v62XtEic5mRKCIHD79R4GgoX85I89HK89m6Y6EqIIOZkyC6ttZGVIPPtqgGD4zRdKUzX4+f293LDWTVmRgiAIXLPSxY/+qYhv/E8H+45GxuybKAiQlSFRPcNKVZmVpzf76fOZK8ImE8MwYFt9J4fa+llekk2Ww8pHV1dzrHOA7uDI4k8SBO5cVMHykhwEQcAXjfPY4QZ80bEnJG6bwl2LynnhRAvt/pFvMnPzvdw6rwyLJGIYBq83dFI7Qn/D3lCMvx1sYOOsItxWhSXF2Xxi7Wy+9eIBIonxfweikLyJXOpI5EA4NlQzalfkEXtKmphMhf76Frb/7585/eLrFC+bh6ekAIvLgRqNMdDUTtveI3QdryURNtP2rmQ6j5yk88jJC7Z9Q9dp3nmQ5p0HL9g+4oEQ7QdraD9Yg+KwYXU7kW02JIuMIIoYuo6uaiQiURKhCLFg+IKslJ94egsnnt4y7ds9l2OPvjgt2wm0d7PrFw9My7YuBFa3k2UfvIO8eVUpIi4RjnDk4ec5+ODTSSOuCZD8xDVIgBqNEfOHCLR1Eukb4Oov3osjJzPl9a68HLIqS02xeDHRDXhlR4Af/76bf/q7PFwOCZtV5KPvyOLalS6eeMXHll0hmtrjhKM6oiDgsIsU5cnMKreysNrG/GobC2bZ2LwzyKadQYJjLETZbQIel4QiC8iSgCyBzSridop43BLZ3rMfnywJrFzkIK4aBEI6obBOQjXQNANVg3hcp8+nXTZpnvuPRfjWzzr5t/9XQFGegqIIvGW9m7lVNp58xc9re0OcrI8OiWmbTaQwV6GyxML8WTaWzLUzb6aVls4EW3YHTbFoMilafGF++toxvv+2VeS6bNy5qAJ/NMFPth6lvi841EtRFCDbYePmuSX80/WLsSsSumHw9LFmXj7ZNu49WxQErp9VzNduXMp/vHKINl+IxKBYUySRyiw337xlOXPzvQD0hGI8sL+OgchwEaobBk8da+bmo028e0klNlniM1fPwyJL/Gn3KRr6g4RiKpphDEbsJOyKhMdmYUFhJlfPyOfZ4y28Wjd2BPVC0x4IU98XoMTrxGmReeeSGbxyqp1jnQPDWoEokohmtvAwmQSJUIS2fUdp23f0Ug/FxCQtEuGouYBxpSNAyapFlK5ZkiIUDV2n/tU9HHro2QkLxdEwdIO2/cdo3X+MWTdelfKcxeXAXZg75X2YYnGCJFT45UO95GXL3HtXFh6XiCQJzKqw8LkP5PCRu7OIJwxicWNI4CmKgFURsVoFJFFIu+fvjevcfOLd2eRkSbgcEk67iG1wG6IIHpc09FqrReAfP55HLGGg6wYJFSJRnVBEJxDSaWiN848/bKe18/Jorq3p8NCzAzjtIv/yqfyhSG1ZoYVPvDub9789k1hMJxY3EERQZAFFFrAoAjariCwlz2Nr1+VxPCZXLk8ebWJBYSafXDcHh6LwoVWzWFKczXM1LTT2JwVjnsvGuhn5XDOzgBynDcOAY50D/NfmIwTH6c9oGAYHWvuYke3iQyurmJXrYfPpdpr6g+gGVGS5eMucElaV5SIKoOsGTx1tYktt+6jJKL5onB9uOszsvAwWD9ZPfmrdHG6aXczOxm7qev1EEhoWSSTLYaU008nsXC/lWS70wfFcavrCcV440cqa8jwUSWRFaS7/8461PHq4kU5/GN1IGvh4bAoZNgsP7K/j9AiRVhMTExMTk8sJxW6jaNk8LE57yuOxQIiGrXuIB6fX6yQeiuBrascwjBRxKsrSsDFMBlMsToKefo1v/l8nx+tifOneHKrKrYiigNUiYE3DBjcW1+nuUxmvFrq82MI1q5y4HNLYLySZVuZ2SYyWyFVaoOB0XF41Qf6gzi8e7KWzV+WfPpHH3Jk2FCUpCC2KBO6xjzuhGnT1qiQSZrjBZPL0R+L84JXDqLrBJ9fOwWNTWFORx6ryXGKqhq4bWBUJadDePKHpbKvv5FsvHuBg2/g9tvzRBN9+6QDz8r184ZoFXDeriGtmFhJXNQzAKktIgz0e45rGplPtfO/lgwRjY4vQQ219fO5v2/nHGxZzY3URNkVmfkEm8wsyz3HWG7441R+OjdsX8mIQUzXu23OaDZUFXF9dhCKJrK8sYG15HtHBc6OIIhZZJKpqvFbfaYpFExMTE5PLHqvbSc6simFGRZF+Hz0nG6Z/h4ZBPBRG1zSkc+pqBUFI1kpO0eDjDSsWY3GD001xorHkyalrjqOq0ycq+nwav3ywl9f2BHnnLV5uXOdmRqkFt1PEahGRpaTzp6YZROMGoYhO74DGgeMRnn3Vz7Z9IXyBsdViv0/lRH0Mh23qIq+tK0E8PvLxGxg0tsbJykiKM19AIxRJfzJpYNDUHud4bTJtIhBKRjPTIRozeODpAXYdCvPWa9zcdWMG1TNsuJ0idquIJANGss4xFtcJR3V8fp2DJyK8/HqQrXuCdPaOPqmOJwxON8WGjqexLU58AuJSVZN9Ic/MrTt6VGLxSz/RfjOS0HTqewOIgoBuGPSFJ2aGNBbdoSjffH4/e5p7uHflLBYXZ5Fpt2KVJQQ5uW9fLE6bL8xDB+r5057TtPpCo5ehG9A6EOZ45wCne/xsb+ji+ZoWTnT5+Nz6eczOy8Bjs6BIIrpu4I8maPWFeWh/Hb/ffWrcVhyDu2BnUzcff3Arty8o5/3Lq6jKceOxWbANilvd0ImrOuG4ij+W4FhHP08dbWZbfeeY2+4JRTnR7cMiidT3BtAukLhsGgjxmb+9zpeuXcANs4rIc9uxKzIOi4yuG8Q1nf5wjJ5QjMgbvMG0iYnJ5YcA3DC7mHcsqiCaUPntzlMcar/0mRmTpTLbzVc2LiTHaSMcV/n9rpNsHsfU7VwUSeStc0t52/xS2v0R/rjnFKe6zUW885FtNpzn1Q8CRH3BaY8qnkGyWBCEVL1g6HrS5GmK9a3CWL1dBEG4YkM2kggZbokzBnuqnhRBF2LOY7UIZGVIzKuyUV1hJSdTxmYTUFWDSNSgq0+lsTVObVOc3gGVUERPaxx2q4DTITIdnRy1weMfrWbR6xZR5OSedAP8QY2JzM0y3CKWc94fCOkTEmUAigxej8zcmUnjmoJcGaddRNeTKbXd/SotHQlqm+J0dCcIR/UxjXBg5O+Bf4zzcD7i4PvlwfdrOviC2rhR4XQoWDSbm7/3FSwuR1qvP/ncVjZ/5+dT3/EViigIZNgUJFEEDEJxNS1Dl4kgCQKZDgvzCzJZWJhFrsuGKAgMRGLU9QY41NZHiy9ETB3/C+SxKlhkCVXX8UXiGIPbL/DYWVaSw+zcDDLsFmKqRqsvNJg+GiA6CYtrWRTIdtqYk5fBnDwv+W47FlkkriX33TIQ4lSPn6b+IMFYAnWc4j+HIuOwSICApusMROMX1HXYZZWZme1hSXE2JV4nNlkkqur4o0mBfrrHT02Xj9ibpLWBIIms/8pHmXPrtWm9Xo3GeOFf/ouW3Ycv7MBMTN5k5Dpt/PXD17O6PBfDgAf21/GxB7aiXaE27MtKsvnrvddTluliIBLnS4/t4I97Tqf9/tl5GfzlAxtZUJBJTNX4xfYavvrErgs44iuTnNkzuOUHf4/d60l5vGXPEV78l/8iMc29MGWblbWffT9z3rYx1UwnEuO1H/2WU8+/Nu42DMMYVW68YSOLms5FMz2JxQ3au1Xau4O8vH367OsjMYNI7OIcw0BgairaN8X3Q7IetLtPpbtP5dXd07PyMtXvga5Dv2mec1mgGwb9Ixi+TCeaYdATirGltmPcFhrj4Y8lIJZaU6sZBq2+MK2+Jp6c0tZTUXWDzkCEzkBkyuMGCCdUwhcxkheMqRxs6+PgGK1FTExMTC42WU4rhR478mB/xVk5HiRRQNOuTLE4VQrddvJcNiRRwK5IVOV4krX2b87TMSpn2mCcj83jRLIo0y4W3UW55C+sHpb2Gg+FCbR3T3n7l1cRm4mJiYmJiYmJicllQIc/Qk1nMqshFE+wpbb9sqj5vlTU9wU53eMnoen0hmO8VtdhCsURSISjRP2BYY87crLImT1jWvelOOwsvPtmMkoLhj0XaOuiv6F1yvt4w0YWTUxMTExMTExMTCaLLxrna8/s4ZVTRYTiKk8cbXpTi6OWgRB//8QuNswsoM0f5vmaqQuRNyLxUJj++la85cUp0T5bhpvqm9fTV9tEuHdgajsRBGxeN/PvuIHK69YkjWzOwdB1Gl/fRzw0Ro++NDHFoomJiYmJiYmJickIHGrv51D71Jqav1HQDIPdzT3sbu651EO5rIkHw7QfrKFs3VJkq2XocVESKb9qGYlIlAN/foJARzejO+WNjsXloGBhNdU3b6B0zWIUuy3lecMwGGhqp+G1vRjT0GDdFItXKAKwdpmDRdV2Dp6IsH3/1FcOTC5zrtCCehMTExMTExOTNwuGrtO4bS8zr1tDwaLZKc8pdhuz33oteXNn0rhtH237jxFo7yYRjaEnVAxNH+qXKEgikiIjWRQUh52MkgJyZs+gYNFscmZVoDhsw+oUAaL9fg7+5Sl8ze3TcjymWLxCkWWBL92byy0bPPzPn3tMsfgGxzAMxnIuNjExMTExMTExuTwIdfdx6MFn8JQUYM/0pIg6URLJmlmGt7yY+XfdRKinn1B3H4lQBDUWx9B1RElCsipYnA6sbieOnEwsTgeiIiFK0ogi0TAMor4Ahx58hvotuyYVtRwJUyxeoRTlycyrsmGzCshj9643eYNgvImL6k1MTExMTN5I5DhtVGS5yHJYUSSRaEKjPxKjvjcwKedvUYAij5MZ2S7cVgUD6A/HqO8L0hWMYBjJBKXLbdlZFCDPZacsM3kuZFEgpmp0BaM09gcZmKILukUSmZHtpsBtx2VV0HSDYDxBmy9MU39w3FZSk8XQDZp2HODQ/U+x6D234sj2pjwvCEIyaqjIWN1OsmaUTG1/hkGoq48D9z3BqRe2TavjqikWr1AWzbZTlKdc6mGYXCwMI2nFPEkESUSx21DsNiSrgiTLCJKEIAzePDQNLaGixeMkwjESkQjGm7mKH0AQUOxWZJsV2WpBVOTkat6ghbqh6xi6jq5qaPEEiWgMNRJDV83m8ZNFtllQ7Paz51tOnm9BSN54dV1HV1W0WAI1FkeNxtDiifE3bGJiMmlERUZx2FBsViRFQZRlBElM1sPoRvI6qOloiQRaLI4ajZOIxq640gmv3cJXNi5kWUnOqK95/HAjv9xRk/ahLS3O5tu3rkDTdZ4+1szPX6+h0G3nXUsreeeSGczIcuO1W5BFkZiq4YvGOd3j568H6nnkcAPt/si4+xBI9j+89/9v767j5LjPw49/Bpd3b48ZpBMzk2Vmx5Q44DSJkzRtsNyk+GubMiVtU0jTNJzUFCdmZkuyLGa+Ox0zLOPM/P5Y6aTTgfZAupP8fb9etuzT7s53Z25n55nv832etXO5dV4ZlX43bpuKZWUK9JzuDfH8sRa+v/048bSBmeV3e6HbztfvWEWV3z3i36cMk0f21PHw3vrsdsYFFEliQXEOn107l001RVT6XfgcNlRJImkY9EQSNPSFePZwEw/vqac9GB0z0P2ne9ayqNhPXyTOHz23i85QjLWVBfz6xvmsqyygwG3HpasYFkSTKTpDMbY2dPHjnSd5r7GL1CW45jFTaQ7/4mUCrZ0s/dhdFC6Ylfn8jDArOFGWaRLtHaB19yGOPPka3cfqp3xyQQSLVyCbLrF8oQOvW77SzsXCBFnjDBYlRUZzOvCWFFAwfxY5laW4i/Nx5fuxed1oTjuKriPJEpZpYSSSJKMxEsEwke5+gm2dBJra6T7eQKi9m3Q8cdXPbMqqiu5y4CkpwF9TTk5VGe6iPJy5Puw5XnSnA9WuI6tnmtWn0pmLo3iCeDBCrG+ASE8/ofYu+uqa6T/dSiIUIZ1IXnEXTZlUl7G/Hsy0QTISmfhtaklCtes4c3PIn1tNTmUp3rIiXIW52H0edJcDzWHP7G9JwjLMTFAei5MIRogHgkR7A4Q6ugm0dBBoaifc1SsCyKvA2fPT5WNlbj7EEpdxmxMnqwqay4EkjdH9zLJIxRMYifHPyqh2HZvHTe6sCvJqq/CUFOAqyMWR58PmcmY+l7qW+f4wzMEbjclwjHggRKw/QLizh4Gmdvrqmgl1dJOKxiZ1w/Ny0BWZFWV53DK3dNSL+WNdA0hkf9rLc9m4dV4ZlmWRNi3eONXOn9+2grsWVuLUFCzAMDPLTByaglN3UuxxsKIsj401RXz16R20BUdfZiRJsKaigH+5bx0ryvLQlMzvhGmBhYXfoZNXkc/S0lyWl+by7a1HSWZZ8MSuqayvKmBxsX/E/ZFIG+xo7MpyTwzl0BTuWljBn9yynAVFOShnXt8wLQzLQlMUynNclPmcrKks4NrZJfzVy3vZ09IzajXaNRX5XDOrmETa4Ps7TnDb/HJ+/4Yl1OR6kKVMcR7TAlWS8Nl1chw2avO9XFNTxNdf3sPj+xouSaVbI5Wmadseek81UnvTBqquWUVOZQmaw37mpv34AkfLsjBTaVLxBOGOHtr2HqFxy266TzRcsnPYjA0WdU2irEijskTD5ZRRFIlgyKChNUlLR4qpuG71umVmVegU5WvYdSnTgD1o0NSepLUzhTGJ85qqQEWJTnGBSo5HQdcyrx9LmPQNGHT0pOjsTU9oG36vwpolDiRJumTr2DRVorxYo6JEw+dRkCWIxk3au9Kcbk0Sjk5t4JDjlakps1GUr2LTJdJpi4GQQXN7ivbuFBPpD+5yytRW6hTmqTjtMqm0RShi0tSe+R2azPG93CzLwshiJ0iyhLe0iLLVi6lYtxT/rAocPi+q3YYkj3FCcjuHpEhYpkkqFic+EKLrWD0tOw/QvvfolDR3nWk0l4O8WZUUL51H+ZrFeEqLsLmdaE47SFJWJ3LfmT8ty8JIpkhGokR7A3QdOUnrzkN0Hasj0t1/RQSNqsPG+i9/nKIlc8d8XH9DK2//w3cnVJbbmZdD8bL5lK1aRPGSeThyfWhO+6jrMEZlWRiGQSoaJxWJEWztpPPwSbqPNdBb10ikq1fMkF9hNIedFZ+8l6prVl22bVqGyalXtrLvZ89ctm1ORl5tFRu+8glsvpFnfCAzo3Hkqdc4+tRrWb+u7nFRtLCWyg3LKVw0B1dBLjaPc9wzIWfX2KejcRKhCIGWDlp3HaJl1yEGGltn7M2cWMrglRNtBOMpPDYNp67itqnMK/Th0ieXySVJErX5Xv76jlXcsaACRZY42N7Pkc4BusMxVFmmNt/L8rJcCtyZdMn7l1ZxpLOfv31l/6jBabnPxV/ctoI1lQXIkkTaNDnSMcDB9j56Igm8do25BT6WlPi5Y0EFLpuG25bdpX84keKZw02c6Argtmm4dBWvXWdugRf7RW4mjkWW4J7FVfzl7SuZlefBAtqDMQ609dHQFyKZNsh12VhU7GdhkR+7pnDb/DJ0Rea3f7md492BMV9fV2Q+ubqWa2eXUJHjojeSYE9LD039ESLJFEUeB4uL/cwvykFTZOYUePmDG5exp6WXk93BCb+vsVimRbijhwOPvsCpV98lf241JSsW4K8sxZHrw+7zDN4kkxU5c4PUNDENI5NJE0+QjESJB8JEewcYaGyj8/BJAs3tRPsCE7opNB4zLli02yRu3eTho3flsHKhg+J8DYddQpElwlGTtq5MkDXaNPq//rCb594KjXlNVlGs8eAHcrjzOi+zK3XyclT0M8FiKGzQ3p1mx4Eo//NoL3uOxEimsr/Y8LplNq9y8Yl7/Sxf4CDfr+J2ymhngsVE0iQQMukdSFPXlOSld4K8vDVMY2tyxDsamiZRXapRUaozt8rGkrl2Fs+1s2KhA8jcVfrw7TksX+AYdUynW5P8/j+0MxC8eHTksElcu8bNZx/IZclcOyUFGm6njCRDPGHR05fmZGOCn78Y4OcvDdA7kF3EVVWq8Te/W0Jxvsrhk3H+7FsdBEImPrfMh+/I4ZP3+pldYSM3R0HXJQwjE9h1dKfZcyTKH3+zg5aO4V8wqxY5+PpvFmPTJd7ZFeGvv92JxyVz6yYPn/twHgtrbfh9KnZbJgCNxkzae9K8vSPMj5/qZ+eBKDP8ZmeGaWGkRv+ClRSZ3FkV1N6yiaqNK/GWFQ7ruTMekiyju5zoLifesiJqrl1DsKWDujfeo/6N9wg0t1/RM42SLOHM91O+Zim1t2wkb1YlNp970qkhkiSh2nRUW2bGLK+2krm3X0uguZ3m9w5Q//p2+k63YE7k7sdlIsky7sI8/FVlYz9OktE9zuyDRUnCU1JA9aaV1N6yCf+sChRtkuk4koSiqiheN3avG09JAaWrFmEkU4Tau+k6Wkf969tp2XlABI1XCEmWcOb5L/r7N5XMtIEj13fxB84Qqt2Gr6IYh3/0MVumSdGiOVkFi858PzXXrqbmurXkz6tBd45+PZEN6cxNNt3tRHc78ZQUULZqEYseuI2e4/Uce+YN2vcdm9I1VVMhlEjxr28dAsCmKjg0BZ9d59FP3cDqyoJJv/7cAh9zC3z0RuP855aj/HjnSdoCUYwzF6xum8rG6iK+ce865hf60BWFj6+s5ZG99dT1DG/w7tAUfnX9PK6vLUGWJCLJFD947wT/8tZhmgcimJaFRGZ28/raUv7qjpXcWFuS9Tm3L5rgz17Yg3R2f+gKFT4Xj3zqRuYWTvzzsrQ0l7+6fSU1eR5SpskT+0/zH1uOcLCtn+iZ70ZJghKPkw8tq+arNy6l1Ovk+toS/uCmpXzlF+8STY79HfrgitkAvFXXwd+8vI+dzd1EzjxHkSQq/S6+snkRX9w4H11VWFzi50NLq/nGm4dITUGridGY6TThzh7CnT2cfmcXqt2GzetCd7vQ7DqypiGfXepiWWdm7lOZrJponEQkSioSu+zXXzMqWHQ5ZH77oXx++9MF5Poy66liicwFvmllZhvn1dhYWGsf9lzLsjBMeOS5gVFfX1Vg3TInX//NYjavdqOpDM7OmVbm73NzVPw+hQWzbVy/zs2//KCbHz3ZRzB88QNTmKvyZ18p4qN35pDrU5Bl6cwdtsyEgqqA6lBwOxVKC1WWzLVz+2YPf/8/Xfzdd7ow08MvZmrKNH76T1UsnmtHVSRkJXNX5uyHXZIkKkt1KktHT9k5dDKOrl785FBSoPKFB/P44oP55OVk9j+cmwxx2iWqynQqSzU2rnBx7RoXf/udTo6cSlx0wsTllNm4wkVNuU5Rnso3fqDgcyt89XOFPHS/PxOQnncCU2SJvByZXJ9CKGow2uhzcxSuX+fGaZew22QeeX6Az380j8980E+OVxkyfl2TsOkqOV6VedU2btzg4U//pZ0nXgrM+Ca7lmWNeufI7vcy55ZNLLz/FjzF+WfWeE1dPjyAoqnkVJex4lP3Muv6tRx75g1OvrKVRDA8pdu5HBx+LzXXr6P25o3kz61G0bUp319nnQ0ec2dX4q8pZ/ZNG6h7dRsnXnqHQEvHlPQ/mi6KTcPu8xDuuHi/LdVuo/ra1Sz50O3kzq5AnmyQOIaz+zynKpPWmgxHaNl54JJsSxBmLEnCXZSH5rSTio4clGlOO6XLF7DkI3dStHjOpf1cyjKufD+u/FWULJ1Pwzu7OPbsm3Qfq5uR58FE2iCRNoil0iSmaHyKnAno/v3tI/zbO4eHBTzhRJpXjrfyzTcP8h8f2ohNVaj0u1hemjdisDgn38dHltegKTKmafHC0Rb+9tX9dIXPHW8L6IkkeOJAA7oi860PrifHYRvXuC0gnjaIpw10WSY1iUBFk2W+sHEBNXkeAN6p6+Rrz+yk/YJUW8uCtmCU7757HKeu8vXbVqLKEncurGDVjhO8U9856jYkSUKRYXtjF199+j32tfYN+XvDsmjoC/NPrx9gbWU+66sKkSWJm+aU8l9bj17SYPFC6XiCdDxBpKvv4g+eRjMmWFQVuO9mL7/9UAH5fhXDsNh1KMYvXh7gWH2CRMqiulTnxg1ubrvGg9edCQSCYYODJ+J09aZp706x72hs1MBl3TIX//S1EtYuc6LIEomkydG6OCdPJwhGDOw2mZpyncVz7HjdCtVlGn/yxUIsLP774d4xZ6BkGT73kVx+9YFcbLqMZVmcbk1yvCFBZ0+KeNLCZZfJ9ytUlelUleo47DKhiMGuQ1FSIwSKkPmlT6Qs2rvPzSqpikRxgYauZYLRQNikb2D0uywtHUmMi0RDXrfMH36+kIfuy8XnUTBNi47uNAeOx2jvTmNZkJ+rsHSeg/JiDadD5oHbc3DYJX7nb9tobMs+rSTHq1Kcr/Kp+3J56H4/TrtMZ0+axrYkAyETCfD7FKrLdPJyFPYdidHTP/ZdJEmSqCzR+N3PFPDxD+TgcSm0d6c4eDxOZ28mjbU4X2XRHDsVJRqKIjGnSuePv1DE3qMxTjVe2in8ybJMc8TUndxZFSz56J3UXLsG3TW5u8EXI52ZxfHXlLP6cw/grynnwGMvEGhqu6TbnSqSIpM/t4alH72DinXLR+1PdEm2LUlIioKnOJ8lH7mDkuULOPzLV2h4e+clTx+5VBQtEyxejKsglwX33sSCu2/AnuO9rPs8HU/QfbxBzCoK7zuSJOHwZ9LbRgoW7TkeFj9wO3Nv34yrIPeyfC7PbsPmdTP3ts0UzJ/Fvp8+TcNbO983hcGOdg7w8J66UWfGLGBrQyfNA2Fq833YVYWaPA+aIg8LYq6dXUSp14kkSfRG4zy6t35IoDjkdS149UQru5t7uWlu6VS/razNzvdww5nZzXja4Ic7TwwLFM8XTxs8d6SZX18/n6pcN3lOG9fNLuHd011jVjFNGiY/2XWKQ+39oz6mMxTjnfoOVpXno6sKpT4neS47wfjMTJOeTjMmWKws1fnKJ/LJz1UxTIuXt4T4rb9p5eQFF/H/92w/X/hYHl//zWLsNplwxORPvtnOu/uiY6aLVhRr/N3vFbN2mRNZkjheH+dff9TDc28FaevKrF+TJMj3K2xa6eKPv1DE6sUOCvNU/ujzRew7GmfL7siorz+rQueh+/zY9EwA9/iLA/zNt7toaDm3vk8iM8NWmKdSU65zw3o3OR6FbXtG/6A0tCR56A+aUJVzJ/KyIo3//ZtyZlXYsCz45csB/v5/Rl9knEiZY6agyhJ89oFcPvdAHk6HTCxu8sNf9vGDJ/o5WhcfHL/dlpnZ/dyH8/jMh3JxOWTuut5LS0eK3/+H9qzTdfNyFL7wsXw+coePgZDJN77fzS9fCdDRkyZyZlsel0xJocbapU6O1ceJJS7+2mVFGp/9YC4pI7P///l73Rw5dW78TofEvGobf/LFIu6/xYcsSyyZZ+cjt+fwz9/vHle68eVmmZkCDIMkidIVC1j/5V8hd1ZlJsf9MpEkCd3lZN5d15E3p4pd//s4rbsPz+i0VN3tZME9N7HgnhvxlBRctoBlJIquUbioFv+scgrmz+LgY88T7uydtvFMlKprOHK8Yz4mb04Va3/9o5SuXIiiXf7qzZHuPrqOnLrs2xWEmcCZ58Ph9w1day6Bt6SQdV98kMqNK6blcwmZIj25syq45nc+jaswl+PPvkkiNPo11tXixaOtYxasAeiLJmkeiFCb70OSJPJdNjR5aLCoyBIbqotw6pnL+IbeEO9epNhMdzjOttOdbJ5VhD4NPddkCdZVFVJxprpqQ2+I9xovXgehvidEY3+ISr8LSZLYWFOEpsikzdGva1sGIrxxqn3MgNICjnUGSBomuqpgV1X8Dp2Gcb+zq9+MCRbXLXMyryYzNd7bb/Dfj/YOCxQBgmGTH/2ynwduz2H1YgclhSqb17jYumf0k4wkwcfv8bNxhQtZgs7eFL/3D+289E5wyGyhZUF3n8HTrwXpCxj87J+rKCtSM+mZH8tjz5Eo0djIv3jzamyUFmbS2XoH0nzj+90cPDH0Do8FhKMm4WiS+uYkb7wXRlWkMYOUZMqivnnofkgkzSHP6QukOXF64hWQ5tbY+MLH8nHYM4Huw88O8If/3D4s9TaesNh/LM6ff6sDr1vmk/f60VSJD9+Rw/89O8D2fdmtXbLbJD55n59TjQn+6BvtPPdmcFgBm3DUpL07zd4jFy8bfZaiSCBZ/Py5Af74Gx20dg29OxSNWew9GudP/qWDhbV25s+yocgSt2328J1He7NefzkdLMskHc8cY0mRKVu1mI2/+Ul8FdmvP5hqsqJQMH8W1/zeZ9n2rZ/QsmP/zKt2J4G7MI+VD91P7S2bLmnK6biGJUnoTgcL77sZf1Upu37wBF1H6q6IAjhnKTYNe87IM4uSLFEwfxabfvsh8ufWDLYbuZwsy6Lz8Eli/ZemYIEgzHS6y4W7KI+uo6cGy3fmza5i7ec/SvmaJTDN50JJktA9LlZ+6n7sXg/7fvoUyUj23/lXGsO02Nfae9E0x5RhEkue+y61ayoX1qfLddio9LsHl+gc7ugndJEZMQs40R0kkkxPS7Do1FSWl+ainXkzXaEYDk2hzOe86HPPr+Ba7HHg1FViqZGvNyzLoiMUo7Hv4stkQonU4NeuIkvYROPyEc2YYHHBLBsOe+aConcgzYFjo58wuvrSnDydYNUiB7IssWG5C1WRSBsjX2jl5Sjcf4sPRZEwTYvX3g3z6rbQqGmlpgXb90XZsjvMh+/IQZEl1i93Ultp48Dxkaf4HfZMERuARNIiErv4LItpQnKa06M0FW7e6GFWhY4kSXT2pvifx3rHXKPZHzD42dP93H+LD49LoTBX5YZ1bnYfio2aTns+SZJIp02+80gvL74dGrPS6XivnTt70vzvY320dY1+0jzVlGDbnghzqm2oCpQWahTlqTM7WDxvZrFo0RxW/+oD+MqnL1A8SzpTtGTtr38EI5Gkdc/hGRXw+MpLWPnQfcy6fh3KJKvZXQqKplK6ahHrHTa2fPOH9NU1TfeQsiarKjavm8FmnefJm1PN2s8/OG2BImR6h3YdqSM9w4poCMLlIskS3rIiJFnBMgxchXms+swHKVu1aNo+lxeSJAnNaWf+3TcQ6ujm2DOvX7Vp49Fkmt5oPIu2G9aQx0iD/zrHbdPwO/TBa4CWgQjpLLJ7usMxEtN0U9emKlT4zxWSW12Zz5OfvQUzi2uGYs+5ZTa6IuPSNXojo0+SdIZiWbUIsRi6t6f/VvLMNDPOFkCeX0U9U4QlEDLGDLYsC7r704PtM4ryVJQxCrisWeJk/plZy1Ta4vEXBkgkx/7lTKYsXt8eJnnmcSWF2mAF0pH09BuD6Y4FuSr33ujDYZ/5v3Y+j8IHrvegqZlZxe37ohw6MfbFlQUcOZWgrikTvMiyxPVr3dht2b/fU00JHnthgPhFjsN47ToUZdehsRu3Gkam6E8icTa9VibPP2Pum4zIMjMzi76KEtZ/6eMUzKsZuxXGZSRJEv6actZ/5Vcovki7hcspp7KEa373M8y+ccOMDBTPkhWFosVz2fzVX6Vgwaxpv9ufLUmSsOd4hu3b3NmVbPyNT1KybN60XpBGewNnmhNfnReeVyvLtAb79MX6AyTDUdLJJNaZXnTC+PhrypEVGc1pZ/VnP0TlhhXI6sz6vpMkCZvHxcpP3kfx0vlXzDlwvBJpg3h6apZr2FQZx3ntKwbiyVG7BJwvFE9dkubz2dAUmXz3uQKVLl2jJs/D7HzvRf9x2c5lBcmyhHaR75Zg/MqsBTBTzZgzRjJlDd6cttvlIWv0RuJ2nqvWGY2bo35INE1i6Tw7XnfmF6uzN83xhuxSNuuakoOzlQ6bRE25jqrCSOuwDxyLcfhknM2rXWgq/OHnC6mp0Hn4uX72HokTCBkzacJlUHmxxrxZmQ9vImlx8Hg8q1nRvkB6SNGZihKNHK9CKJLdifDAsTjtXVO/oP29/VESWaw9HAgZnL3ppKrgtM+Y+yYjskwTSVZY+dB9FCyYffEZRcvCPBNgps70uor2Dgw2ibcME8WmYXM7ceb7ceT40N0OVJs+oQt8SZLIrSln7ec/xht//V/T3o/RXZTHhq98ktKVCyc0+zrY9DYWJxVLEOsPEOsLkIzGBgsNKZqGfqY/pd3nQXfa0ZwOJGX81WglSaJwwWzWf+njbP23H9N36sqYYXT4vKi6Nlikx1WQy7ovPkjR4jnj+j2yLCtTxCmVxkylzwQGZ9Z6nykOpKgqsq4OluW/mEBzO4Hm9om9MWHapOIJDjzyPCdf3oLmcKA57WgOO5rTju52YnM7sXnc6B4nNpcT3evC5nZlGsWrCrKqIMkKiq5m+stepYFHtnIqSrB5XNRct5bZN65HynJ9u2VlsllSkRipaIxo7wCx/iDpZBIzlUZWFVS7HUeOB1dBLror05t2ohVVJUnCWeBn+SfuIdTRnVWV5SuNceZ7eSoo8tDr5GTazGLGEtLTeNNFliT0837/2oNRjnUGLphHvbiWgQixi7SfSo2SaShMzIwJFhuakyQSJpqqkOdTqCnXae8e+ZfB45KZXaEjy5kTWn1zctQG6w5doqb83BeGLMEHrveybtnFA5XaStvgbKckSeR4FXQ106/vQn0Bg+880sviuXb8XgWvW+Gh+3O5bbOHN98L8+SrQd7bHxmsLDpTVJbqOB3nPryzKnQeut9/0eepikRh7rlfH5su4fMoNLdnV0WqviU5ztNDdk63JLPav6Z5LnNOAqSZHSui2nTm3rGZ0pULx3ycZVmYhsHA6Ta6jpyi+3g9vScbifYFMFMpzLSR+aKwLJBlZEVG0TRcBbkULqqlaFEtJcsX4vBnCpeM50tfkmUKF8xm3p3XsffHT43ZF/JS0t0uFj9wO6WrFo0rpeTsF2gqEqP3VCOdh07SfbyBQHM78WAYM5XOfNGf/bKXZGQ1s/9sHhe5syooXDyHgnk15NVWDc64ZbsPJUmicOEclv/KPWz9lx+QCM78Yg82r2vwfaoOGwvvu4nSFQsuGiie3dfpWIJgWyfB1k7CXX1Ee/uJ9QVIxROZoNyyUHQN3eXEkZuDuzAXV2Eu3tIiPMX5KLZzLYPO389n1yvO1ObfwhiszMxirH94421JljPBoCIjKwqyoiApyuDnUHc7sXlc6G4nRYvmsOQjd0zDG5hZnHk5zLn1GubcvhnVPnbLhMx3A0S6e+k+Vk/XkTq6jtYR7uolHU9kvj9ME8uyMjdtzhwP3e0kp7KUwgWzKV25cPD8N5GbZkWL51C1aRVHfvmyyAoYg2GaQ9Y+6oqc1fedImd3s+1SMC1ryJi3N3bxe0++R3ycabGGaTEQEzOHl9OMCRbf2hGmuSPFgtkKxfkav/rhPE6cTtDTP/SXSNck7r3Jx4qFDiRJIpYwef6t4Khr5TRNoij/3NssL9b5pz+YWNlgmy4hyxKMEub8/KUAFvAbn8hn1WIHuiZTWaLzqftyuf8WHw3NSV7eGuKxFwY4fCo+arGcy6kwV8V2Zq2l3Sbz8bv9fPzuiweLF1JkCV3L/gQ0VnXWyegPzswZ3MnSXU5qrl0z5mNSsThdR05x4oW3adt3lGhvAGu0uygXOFs18ujTOv6qMubddR3V16zCme8f1xeLrCrMv/sGek6cpnHr7sv+ZS9rKgvvu4n5d12PomV/erMsi2jvAKff3kn9m+/R39BCPBge7aM+TKS7j776Zupe3449x0PhwloW3HMjxUvmorsuvnj/LEVTqbl2DX11zRx45NmZVzDoAvYcL4pNR1Jkam/eyIJ7bhqzuqJlWSQjUXpPNtL07j46D50k3NlDPBDKLrCTMj0b7T4Prvxc8udWU7Z6Mbk15TgL/Kh6Jng0U2na9hyZqrcpzBCZFkLZzcykIjERLJIJFld99kMXrXpqpNIEmts5+dIWGrfuGQwQsxHrCxBoaqdxy24cuT6Kl85j/l3XU7JiAYo2vqBRc9iZe/s1NG/fS7B17Oqe72eZHpDnvh/8Tlvm+vQi37kem4Y6TUtYUqZJT+TcMie7qhBMpETgdwWYMcHisYYE//t4H3/5m8W4nDIf/0AOeT6Fh58b4OTpTJ/F8mKNWza6efADfnwehWTK4tk3gryyNTxqgKDI0pC1g6ZpMdF+mxfLHkimMpVE39oR5oHbcvjkvX7mVNvwuGU8LoWl8x0sne/gk/f6efGdEN99rJcdB6JjFni51Bx2GeVM8SfLyuybiQRboxUXGvXxWRTCmYh4Fi02rjaWaRFs7WTfw89w+q2dkyo/biSS9JxooK++ifrXt7PqMx+keOl85HFUCHPm5rDko3fSV9dEsO3yftlXrl/Oko/cie7OPkBLRmO0vLefQ0+8TOehk5NqAWKZJrG+AI1bdtO+9wiVm1ay7MEPkFtTnnVapqKpLPrgLXQfq6N198wqGHQhu8+NatMpWjSHZR//wKh9Fy3LIh4I0bRtL/Vv7qB9/7GJFZ6xMrOR4ViCcEcPnYdOcOSpV/GWFlEwv4bKjSspXjKXaM8AgZaOSb47QbjySbKMet4M/IUsyyLa08/RZ17n5MtbCU3ynB3rC9Dw5g5adx1i4X03s/iB23H4s++vmlnSUEHlxpUcevzFSY3lajYQS9IdjjO/MDPLO+tML8bERdZElngd2LXpqfgZSxqc6g4OzkzX5HrIc9pEsHgFmDHBYiJp8bOn+1lYa+NX7s70K/zADV6uXeMilsisZ9Q1CY9LxqZLJJImr24L87f/3UX/GLNUFkODvJaOFE+9FsxqXd6FduyPZNWLr60rzbcf6eX5t4LcsN7NXdd7uWaVC783s86yKF/j43f7WbvUyZ/9WwdPvhYYcR3k5WCZ1uDsSTyZ6W95tG78bTgGggadPe+PproziWWa9DW0sOO/H6F196Epm4ky0wbtB46z9d9+xPovf4KylQvHVRQhv7aK6s2rOfDY81nPzk2WPcfLog/eit3nzurxlmWRisY59MRLHH3qNSI9fVM61mQkRv3r2wl39LLhK79C/tzqrANGZ24Oi+6/hb6GFmK9A1M3qCmm6jqekgLm3HoNnuKC4Q84s0anv6GFA488R+O7+0iGI1O6ny3DzKxPbOmgeft+cmdXYve5R0xjFAThHMuyCHf0sOO7j9H4zq6hvXwnKRmOcuiJl0jHEyz/xD04/L6sA0ZZU6lYu5Rjz7yR9ezm+00wnqJlIIJFZinNvEIfOXadcGL06zBJIlMsZhxZN1Mplk5zsL2PpGEOVkadX5RDXW9oWsYjZG/GBIuQKT7ztX9qZyBo8IUH83E5ZNwuBe+Za79E0qJvwKCxPcnjLwzwyPMDdFykSIphWATD5y6gO3rS/MN3u2jtvLRrWVIpi1NNSU419fHY8wMsmmPn7hu93HOjj7k1NjRVYsFsO//w1RKCEZNXtoamZQIhGDE5m8mQTFo883qQ7/287/IPRBg3y7LoPt7Au//xUzoPnZz6GSjLor+hlW3f+jHrvvBgpopelsURVIeNuXdcS8M7uyZ9pzobiqYy9/bNFC+dm/UFSSIUYd9Pn+bwL18ZLNAy1cy0QceBY2z5lx+y4SufyBR+yWJ8kixRumIhNZtXc+SpVy9bwD1eqsPG+i/9Cu6iPGRl+N3qdDJF3avvcuDR5+lvbL20s6SWRSIUoX3f0Uu3DUG4SliWRe/J0+z4n8do3XVoUhkVo0nHEhx75g0A1vzaR9EcY6+ZPEuSJPLnVuOvKaf7aN2Uj+tqYFgW79R3cPfiSjw2jepcD9fMKubRvfWjfl0UuOxsOtPQfjpYFrx7uov63hALinJwaAoPrZnD23UdhBJifflMNqPKekgSLJlr56YNHnRNYvfhKL/+/5r52O808rHfaeTDv3mae77YwF2/3sC//LCH9q70Ra+h4gmT063nmm4W56uDlVEvl0DYZNveKH/8zQ7u+UID//6TnsE1ezXlOp/7cC5+7/SkBTS1JYnFM18SNl2iumz0dBVh5rAsi0hXL+/998N0XYpA8TyBpnZ2fOcRek40ZP0cSZLwV5dRvWnlZWnxUbBwNgvuHXu93PkS4QgHHnmOw794+ZIFiufrPlrHju88Mq7USM3lYP7dN+AuzLuEI5scWVHIqSwZluZmWRapWJz9Dz/Lu//xU/pPt8zodFpBeL8JNLez7d9/SsvOg5ckUDwrnUhy7Nk3Ob1l17iqcNpzvJkWUdMU2FwJ3jjVxsnuAJYFfofO5zfMZ26hb8THaorMh5fXsK6qYForBNf3hnh4Tx1pw0SWJG6fX87vXL+YwvNaaoxEliRynTZm5Xmwid+Jy25G7fHSQpU/+3IRS+fZaetM8cff7OAnT/bz85cC/PylAM+/HWL34Rj9gexT7eIJi2P18cECOIV5KrMqsru7NdUsC+qak/z9d7p4+vUAppnJ216xwEFuzvQEiw2tSbp6M7OzNl1i0Rz7FdEf8v3OMk1OvbKNjgPHL0sZ7EBzBwcfe4FkNJb19iRZpuqaVehu1yUdm6JrzLp+He6i7IIqy7Ro3LKH48+9eVmrZXYdrePYM29gZJlzfnbtTsmKsSvgzkRGMsWJF9/h0OMvkoxEp3s4giCcYVlWpj3Jo89fmoyUEaTjmRnGeCCU/feHJFG4qDbrG4CTJZEJqOyqgt+hU+ZzUpvvZUlJLm79XBJeodvO4uJcZud5KPE68Nl17KqClmU10qnU3B/h0b31xFJpJElibVUBf3XHKtZU5OPUVDRZRldkqvxuPrt2Lr973RI0WcbI4uaALGUqrDo0hVynjTKfk7kFXhYV+7GfqWEgASU+J4uKc6jJ9VDsceC1a9hUedQ+iBbws911vNfUjWGaOHWV37hmIf9491ruWlhBuc+FS1cHj0NtvpfrZhfzxU3z+dYHN/BP96wlxzk91/DvZzMqDXXzajfrl7mQZYl390XYticy4WI0Z5kW7DwYo7UzRU25jq5JfPh2H69sDWW1/vBS6OpL886uCB+6NQeXM9Nywm4bT08yBoNfScqs5Ry9RuvYevoM3toZZtl8O5IksX65k8Vz7Ow8GJvAqwmXg2VZ9De0cOy5N7Em+wHJdpumSdO7e2l57wDV165GGiHlcCR5tVUUL51H45bdl2xsuTXlVF+zCiWLNZWWZRFo6WD/I88R6w9esjGNxEylOfXqNmquW0vhwix6ZZKpLjv7xvU0vPke6SukybBpGJx+Zxf7fvr0pIotCYIw9SzTpGnrHupe3551teyp0H2sntZdh5h943rIcmYrb3YlmstxWdYtLi7x8/cfWEOey4auZII/TckEW0Uex+Dj7lpYyfqqQlJGpnVFyjRJpk2aByL8yfO7ONl9+b5XEobJz3bXsb6qkHsXV2FTFe5dXMWainzq+0L0RhK4bSoVOW4qczLX1j/aeZKV5fmsqsgf87WvnV3CH960FL/Dhq7IqGf2hU1VBveHpsg8uGI2t80rJ2WapM/sk0Ta5FRPkD96bietgeE3Cxv7w/zhMzv56ztXcc2sIvxOGx9fNZs7F1bQFYoRTWVazGlnglWvXSfXaUOVJfa29jJNxVzf12ZUsJjrU7CfmdUqzFMpK9Kob0mSmmRQd7w+zotvB/nCg3nIssTdN3q5/20fT74aIJG8+GvLcqav4GjBpUSmRUcqbWV1k05RoCBXRTvTaiIQMognsr/oT6UtegcyJ3lJkqgs1fF6ZAKh8QcOkZjJz18M8NE7cyjKUykp0Pj9Xy3ky19vGda2ZDS6luk9KVoiXR5GIknd69svy1rA86WicQ7/8hUKF9VmnRqpu51UrF1K257DpKITqH55MZLEnNs248zPzerhZtrg+HNv0l/fPPVjyUK0p5+TL28hd1ZF1ut3CubPonDBbNr2Xhlr8XpPNbHnx08S6RZrnwVhpgm1dXPw8RdJRS7vDeF0PMHpd3ZRvmbJqFWTL2TzuvEUF1yWIl85Dhubaopw28aeyfTYNDwjPKY8x4XPfvmX8XSEYnztmR2kTYtb55XhtWtU+N1U+M8VejMti75ogv/Zdoz/2X6cr96w5KLBYonHwaaaIhxjFMORJAmfQ8fnGP6+81w2nProz93e2MXnHt3C716/mA8urSbfZSPXmflnJIaZeQ+neoLEL1LxVZh6MypYbG5PEQiZ+L0KG1e4+PbXy9m2J8JAyBhS0dQwLMJRk7auFEfr4rR0pBirCGTagO8/0cft13qpLtPwexW+/htF+H0KT7w0QH/QGGzSLpG56SXLEg6bRG2VjfXLnZxuTfLiO6ER22fY7RL33exD1yTe3hmhoztFMm1x4U07SQJVldiw3Mn9t/jQ1MxMx4Hj40utjcRMjtcnuG6NK5N6sNTJ5lVuXngnOGybsgRIY7f92HUoypOvBvnch3NRFfjADV76AsV899E+Dp+KDwkEM/sm05KkOF9lxUIH1WU6P3mqfzCAFS6tcFcfTe/uuyzppxfqrWuibe8R5tx6TXaFWiSJwsVzcPh9lyRYdBX4KVmxIKt1kWdnFU9v2TXl4xiP1t2HCHV0k1tTntXj7V4PRYvn0nHoJOZ09tnJQjqR5MiTrxJobp/uoQiCcAHTMDi9ZRd903SzrPt4A5HuvqyDRc1hx1OcT9fhk5d4ZNAaiPAfW46gT3A9XCiRoiM0PABv7A/zzTcPAhBOpOkMXfx7MJE2efJgI8e7BgDY1tBFcowAqaEvzO8+tZ17FlVxx8JyFhf78TtsWEBnKMb+1l6ePtzEc0eaiabSPHmwkUTaIJ42ONI5MOJrHusK8O/vHJlwT8beaIL+6OjZMBbQ0BfiT57fxUvHWrh5bhnLy/Oo9rvx2DQkCeIpg75ogpZAhMPt/Wxv7GZrQycD0ZFnmh/b18COpm4A3mvszmqcp7qD/OeWo9hUmUA8RVtQLJsYyYwKFt/ZHeGJlwb4xD1+7DaZG9a5uWHd0DL4lpWZvUumLcIRk/buFI+9EOD7P++lbYzKqHuPxvjb/+7kz75cREWJztwaG//w+yX8yt05vLMzQkNrkkjUxG6TyctRqC7XWTLXTmWJTlG+yl/9Vycvbwkx0sdVUyWuX+vm43fn0NyeCWB3HYpxrD7BQMggnbLQNImiPJV1y5184Hov1eU6kiTR3Zfm0ecHxhUshiImr74b4sEP5OB1KxTnq3zjj0pZUGtj39EYsbiFqoLboZCfq5BMWvz8pcCoM6PxhMU/f6+L2kqd69e6cdplfvVDedy80cO2PRH2HI7Rd2Z8XrdMWZHG3GobC2rtlOSrNLeneOLlgAgWL5OOA8cItWd3IpxqyVCEpq17qdq0EluWaxE9RfkUzJ9FsLVzagcjSRQuqMVXXpxV4GqmDZq37yPUNj377qxIVx8dB47jry7LujJq8bJ5HHv2jcueOjselmXRfbSOxq17Llt6tCAI2Yv2DnD67V3T1o4iEQjTc+I0ebVVWT1etek480Yu2DLV6ntD/OnzU79c4mR3kK89s3Ncz4mnDX6w48S4ntMejPE/24/x+P4G8l127JqS6aGZTNMdiROKpwaXKr1xqp03To19Q29vay97W3vHNYaJCMZTPHukmZePt5LnsuGz6+iqggSkTZNYyiCUSNEfTZC+SPraf20df/bNoY5+Dr1w6ZbJXC1mTLCoqZnU09bOFPGEhX2UDC1JkpAksOsSdl0m368yf5adlQsdfPUf26hrGvlOhmHAj5/sp2/A4M9/o4hFtXa8boVrVrm5ZtXYfdlMyyKdtkZdE2hZmce4nQoLZissmG3ng7fmYFkWaSOTNqqpEqrC4MWhZVl09qb4u+908cwbwXGlcFoWvPxOiEefH+Ch+/3omszc6kzwmzYybTtUVUJTM9t7a0eYZ94IjrlGs64pyVf+spWvfa6QD9/hw+2Uqa20UVtp41P3jTUWi9NtKSxxbXhZpBNJWnYdIjWRhuZTpOPgcYKtnRTMm5XV4zWnndIVC6h7ffuUFlPQHHaqrlk1ZsPp88X6AzRu3YN5GdfpjCQdT9B56CS1N29Edzku/gQgt6YCX3nJjA4WU9E4x59/i/jAzB2jILyfdR48Qe+pxmnbfiqeoK++ebAp+8XImpqZhZQkUU05C5YFfdEEfaPMvM1kScOkPRijPSjqZcxEMyJYtOkSH/9ADl/8eD4La+0YhsWOA1FONCQIRoamoCoK2HWZonyVRbV2yoo0NFXitms8HD6Vy198q2PUojjJlMXTrwdo7kjy+Y/lcdN6D8UFKqoqIcsMVrIyzUx+dDJl0d6VZvv+CG/uCI+ayplIWrz+bpil8xwsqrVj0yVURTqz1jGz3tE687ppwyQcNdl1MMqPnuznqVcDxOLjPwkGIyZ//e1O0obF3Td4KcjNvI/B7VmZADltmMQSZlbn2RMNCf7gn9vYdzTKJ+7NZf4sG3abfCbIzTzGssAwz/avNDl0IsYvXw3SHxz7Atw0M+mzoTM9L5PpqTnxpw0IRwxMI/N6hpHd66bSmVRmWYJw1CQ9ReO51OIDQQYudb+6i40hGKbz0Mmsg0VJlvFVlGBzO6e04IkzL4eC+dmNAaC/oYWBppmRHtl/uoVEKJJ1sKi5HOTWVtJx8PglHtnEBZraaN9/bLqHIQjCCCzTpHnHAdKXsQL0sDEYBpGuXsxUGkW/eJVTSZLQ3S4UTb2slasFQRhqRgSLd17n4R++Wkq+X6GzN82ff6uDl7eE6Ok3SKbOKxojZdbgKTI4HTKzK238vy8Vcdf1Xhx2iVs3efjPn/XQ0T16OmrayFRHPVbfRk25ztqlTpbNd1Ccr2K3ySSSJv1Bg6a2FAeOxzhan6C9K0UoMvrUWTJl8YuXA2zbG2VOtc6iWjs1FTrF+RpOu4SmysQSJv0Bg5ONCXYciHK8PkF3X3pSRWGa2lL8wT+188Nf9LN5tYtFc+z4vQqKAqGwSUdPirqmJO/uixKNX3zqzwJ6+g3+6+Fenn49yMJaO+uWOamttOF1y5gWg6m/J08n2HM0Rkt7iu6+9EWr1ja0JPnIb54eLOrT1jU1J/6dB6Lc8pn6wWC2vjm7ipEvvh3i4PF6ZBnShkVz+8z/IrIsi0hPP8HLXNjmQmbaoOPgCRbedwtyFus7JEnCW1qII9c3pcFi3pwqHH5vVo+1LIuOQydmTBuHcEcP8WAIT/HYRQbOUm06/uqyGXuH3TJNWvccJtLTP91DEQRhBNG+AL0nG6f9/BEPRkgnElkFiwCa3YasKBjM/O9oQbhaTXuwmOOR+e2HCijIVTEMi+880sv3Hu+7aPARjRv0DkT57mO93LTBjd0mU1miUZirjhksnhWKmBw4HufA8alJ5zNMaO1M0dqZ4s33Ll+5+FDEZMeBKDsOTN1FsGFAY1uKxrYUL7wdmpLXTCQtjtZPfWpEOGpy8MT4j2F/0LjobOhM1N/QQjo2zSkmlsVAYxuxvgFcBdlVIXXm+/GUFDDQ2DYlQ5AVhcIFs7G5nVk9Ph1P0Hvi9IwpEJNOJAm1dlEwtyarx8uKgq+8CN3pmDEB7/kSwQgdB07MmP0rCMI5lmURaG4n1D69NxoBUtEY6UQKW3Y1bpA1FdErQRCm18TKPk2h2ZU2ZlVk1hzFkxavbQtn3VvRsjIX/fFE5k6ZrktoqjipCFevqQq2JivWN5CZRcryLnUm2ClmqroW6x4XuTXlWa17AYgHQoQ6prewzfks0xx3awlnnh/dnV3a6uUW7QtMW4VFQRDGZpkmgZYOkpe5XcZIjFR6XAWwZFVBGqXBuyAIl8e0fwJ9HgWHPTOMeMIkEM5+tkeSMr0ZHbbMBWMsbhHPom+iIFyRLBho7pjuUQCZdYvR7v5Riz6NxFtWhDRF0aLuduIpLcyqubNlWSSCESLdMydF0jJN4oHxzdrbvG7U0Sp/TbNga8e4348gCJeHkUrTX98y3cMAMu07rLF6eV1AkuVsTvOCIFxC0x4sRmLmYJVOl0OmqjT7pqZFeSofuSMHm03GsizqmxN09oi8duHqlE4kifbOjIDHMkwCrR2YYzU4vYCvvHjK0olceTk4crMvqR7tGyAZnjnpm5ZpjXv9ps3jQnPYL9GIJqevoWVcvwuCIFw+ZirNQNPMyErBGr2yvCAIM9O0B4sNLUnazxQ70TWJz38sj5pyHW2U1ZSyBA6bxOI5dv78N4r4wA2ZAhfRmMXLW0Ki159w1UqEwtO/XvE84a5erHG0oXDk+tDsUxPs+CpLUNTsl1xHZ1zhFQsjNb4bW4qmYfNk19vycrIsi2BL57S3JBEEYWTpREIUnxIEYcKmvcBNT1+aX74SYOk8B6oqccsmNz/4uwqeei3AwRNxAiEDwwRNkXC7ZIoLVFYtcnLrJg+1VTo2XcYwLd7eFebhZwemu9CXIFwyyVCUdGLmBIvRngHMcaw9UXUd3T01BVo8JYXjWsdi87qpvmbVpLc7ZWSJ3FmV43uOBKpj5qWhWqZJbCAw7VUWBUEYWXwgNK29eQVBuLJNe7BoWvDth3upKdf50G05+DwK1611c+0aF5GYSSRqYpiZ3oFOh4TTLiPL5xrbhyIGz7wR5Ov/0Zl12wRBuBIlo7EZ1Wsq2ts/rplFxaahu5xA76S37cr3I2WZ0ipJEjXXrqHm2jWT3u50U23Zp+lfLqlYYkYUzhAEYWTxYFhUKhYEYcLGHSxuvq+KynlD1wq11Yd44+cNTDQRvXfA4A/+uZ1390X5xL1+Fs+x47DJ2HUZpz2zuNkCTCPT0zCZMhkIGuw8GOXZN4I89XqQ/oBIgRKubulEEmMGfeEno7FxpR4qupZ1E/oxSRL2HE9WxW2uNoo+84JFI5nESIgbdYIwUyXDUcz0zPnuEAThyjKuYFGSYNWNpay9tWzIz/e/08GbTzRMKgupp9/gh7/o44W3QyydZ2dhrZ3qMh2fR0HXJFJpi2DYoLMnTUNLkgPHY7R0pOgPGoyjsJYgXLGMRHJGFRExU2nS8eyDBEXTUKegQItmt6E7HVm3zbiayIoy3UMYxjTMcaUjC4JweaViccy0+IwKgjAx056Ger60ca6x/VQ1gxeEq4WRTM2oIiJm2iQVz34NpaTIKKNVrhoH1W5Dtc+8GbbLYgbGx5ZhjCsdWRCEy8tMpbEsESwKgjAx014NVRCE7JiGOa7+VJeaZZnjSm2SZBlZnfzMmKwqSDNwhu19S5TCF4QZzUwbWKb4lAqCMDEiWBSEK4RlmjOr4qRlYY0j/VCSpCkJ8iRFRlbEqUsQBCEbpjHDvjsEQbiiiCsuQbhCWJaJNYO+8C0LzHHMdEry1AR5siJmFgVBELInZv8FQZg4ESwKwhUiU9Bl5ixakySQx9HrEMuaklQoSZbel8VtBEEQBEEQLjcRLArCFUKS5ax7C14WkoQ0jmDRMs0pKdBjzbC1m4IgCIIgCFerGVUNVRCE0UmKjCRJMyadSJKkcRWssUxrSlp/mGljXK9jmRbHn3+TYGvnpLc9nSwLuo6cmu5hCIIgCILwPiKCRUG4QiiqmlmrN0N6LUqKgmrLvoWFaZpTEywaxrhmKC0sTm/ZTdO2vZPetiAIgiAIl0auy8eN89azvGIBsiRxoPUErx7dRk+4f7qH9r4mgkVBuEIouo6sKhjZtza8pGRVQbXbsn68mTYwkslJb9dIpccVdEowrnEKgiAIgnB5aYrKr256gIfW30eO0wNAMB5hdn4F//jy/5Iysm/VJUwtsWZREK4QqkOfkqb2U0Vz2JHHMR4jmSQZiU16u6lonFQ0Nq7KsDa3a9LbFQRBEATh0ij1FXLP0hvJc+egyAqKrOB3erlryfVU5pZM9/De10SwKAhXCM1hR9G06R7GIIffO65qqEYyRTIcnfR2zXSaWH9wHH3DJJwF/klvVxAEQRCES8PrcJPr8g77eY7Tg8/hmYYRCWddsmkKSQLdrlBc5Sav2InLp6HZFEzTIhk3CPUl6GqJ0NcZI5U0uZRVOyQZXF6d4mo3vjw7Lo+GqssYhkU8kmagO053S4RAbxwjPbUDkRWJ86v8m6aFNUohR0kGl0enoNxFXokDp0dD1WSMlEkskibYl6C7NcJAdxzTsCbUY1eWJaTzru8tMzOmkQcEuk2hsMJFXrEDt9+GblOwLItkzCDYl6CvM0Zve5Rkwhj1fQ17WSmzXwbHYIFpjDAGCTRNJq/ESUGZE2+eHd2mgASphEE4kKS/M0ZnU4RELH3V9xzW3a5xrRG81Jy5PqRx9E00kilS0fiUbDvWF8CyrOwaiUjgysuZku0KgiAIgjD1kukU8dTQpSqWZRFPJYinZsj6m/epSQeLlmUNCYAkCUpqPKy6sZRl1xZTWO7C6dHQ7UomQLDASJvEo2nCgSRdzRF2vNzCvrc6GOiOT+kFv8OtMndFPsuuLWLeqnxy8u3YnSqaTUFRJEzLIp3MBGLhgSRNxwbY/mILJ/b2Euyd/C9mToGdT/7hMgorMylwZtri7Scbee3R+iGPU1SJ0tleNt5ZwaINhfgL7Zl9ZlOQZAnLtEglTRKxzD7raAhzbFcPu19vo6MxPK4xffArC1i6qXgwYDyxp5df/NcRIoHUuQdJkF/qZMmGItbeVkZpjQeHR8PmUFBUGSxIp00S0TTRcIqBrjjHdvWw96126g/2k06NHTUuv66ED355weD/93fG+PHf7qenLTq4/Zw8O4s3FrLhzgpKaty4fDp2h4qiZQZupE2ScYNYOE1PW4T973Sw980OWk4FRw48rwJ2rxvVYZ/uYQxyFeQhK9lXQ02Go1MyswgQ6ujJtM/Icvvu4gIkWRYtNwRBEARhBmob6OJA63GKvPkoZ7KWDMtk5+mDNPa1T/Po3t+mZGYxEcsUm3B6NTbcWcGdn55DcaV71J5wsqKg2RQ8fhsl1R4Wbyjk1IE+XvrpKXa/2paZaZwETZeZtcTPXZ+Zy+INRdicKiP18FaQUBwyNodKTr6d8lovq28u4+S+Xl59uI49b7aTSkx8LKomUz7HS8VcH5CZPWs6ERjyGF++jRseqOH6B2ooKHOO3GxcllBUGbtTxZdnp2yWlxXXl5BOm3T8ZHyl9Isq3Mxa4kc+c2wsC2wOdTBYVDWZlTeUcO/n51Mxz4eqjjxzpCsK+pljWFThZu7KfIoq3Xzvz3dfNFj0+HVmL8kd/P9wZZLCChc9bVFUTWL5dSXc/sk5zF2Zh6qNvH1ZV9B0BZdXJ7/UydyV+dz4kVm89NM63vx5A9FQasTnXck0hw17zgxJxZAkvGWF42qdEWzrwpyiBep9Dc2YKSOrtFxJknDl5eDI9RHtERXVBEEQBGGmCSUi/MOL36VtoIvV1YsxTZOtdXv46XtPE0lMzY1mYWKmYGYREtE0To/GnQ/N4eYHZ+Px6yMHPaNQVJm5y/PIK3ai6wrvPN2YdUrjhXS7wuZ7K7n9U3MoqfYgyYwYKI71/AVrCyip8ZBb7OSNnzcQj0zNBa4kgy/vXFVGb66NB76yiI0fqMDuUse1z+KxNA2HJ3/h68nR0fRMQKbbFdbfXs4Dv7WIvGLHuMZjGCaNxwaIhce/rxxuldwiB4oqseaWMj72e0vIK3EOBrTZkGWJgjIX939hPk6Pxgs/PEEkeJUFjJKEr6yI1p0Hp3skaA47roLccX24gm1dU5Y5EO3uIxYIojmzm2m1+dy4C3NFsCgIgiAIM9Txzgb+5oXv4NTtWJZFNBkjJlJQp93kg0Uzk8p584OzuO2Ttbi8Q9dUpRIG0VCKVNJEViTsThW7Sx0WCEiyRF6Jgw99ZSGdzWFO7Okd94Wlpsvc8uBs7v3CfFxebViwY1kWiZhBPJrGSJkoWma2zuZQhjxWliVyixx88MsLcLhUnv/RySkLGF0+Hd2moDsU7v/SAq79YBWaPnx2xrIyqb2ZYHf4BXlrXZCu5sikx2Nzqri8Oooa5dr7qrjviwvILXKMPh4JkKRhMUK4P0ndgb7R1z+OQVFkSmd5WLa5mI/8zmIKyoZWrjTSJtFwimTMGFxH6fRqyLI8bBwun86tvzKbWDjFCz86edWlpPpryqd7CECmuI0z35/1DQXLsgi0dIyjKM3YEqEIwZZOvCWFWT3e7vPgry6n+1g91gR+RwVBEARBuLQsIJqMEU1OvnK6MHUmHSxKssTcVXmsvqUUpycTKKaSBq2nghzY2sWJPT0EeuIkEyaKKuH0aJRUe1h7axlzV+ShnxeoSZJEQbmLuz47j/bTu8e1blDVZTbdXcn9X1qAw31uls6yLGLhNKf297H3zXbaG0KEg0nSSRNVl3F5dWoW5rB0czGzFvmxu87tEpdX545PzyERN6Yk8JAkCYdLw19kZ/N9VVz/oWo0XRkcY3tDiFMH+mhrCBHozhTbUXWZ3CIHZbVequb5KChz4fCo1B/oJ9g3+bstqirjL7STU1DMB7+8kJyCzExNMp6mrzNO3cE+Th8eoL8rRiJmoKgSLp9OcZWbWYv9FFW58eXa6GqJ0HQ8cJGtjW7NLWWsvqWMwnI3kEnZ7e2Isv/tDo7t6qGnPUo8kkaSMmmzhRUulm0uZtH6Qnz5tiFBi9unc9snazm4rZOmYxMf00yUW1OOrKmYqentN+QpKcBdmJf145ORKMGWjinbfiIYoa+uidKVi5CzKLIjKwrFy+ZT/9YOUlPQvkMQBEEQBOH9YPLBogRls71nZngyQc+bvzjN64/W09USGXHN37FdPex5o42bH5zNTR+dhTd3aMPsOctzmbcyn52vtGY9jtqludz5mbnDAsW2+hCv/F8d773UQqg/OWLAd3RHN1ufa+aauyu589NzcOecS6N1ejRueXAWR3d0U39o8ilsDrfKmlvLuf6D1eh2hXTKpO5gH+882ci+tzsIBzKB7PnjVFQJVZdxuDRmLfYzb1U+h7d3TcmsmaJK1Czys3BdAb58G5Zl0dMW5Y3HG9j7ZjudzRFSCQPDsAYr1sqydGZWVqG4ysPCdQVEgslJrRMsqfFwZtKSVMLg0PYunv3eCeoP9pGMG8MmpE7u72Xvm+0s2VTER39nMYUVriEBY16Rg9U3ldJ8PHBVVUl1FeTiKcrPzNJNE0mWyautQtGzb+MR7ugh2jcwZWMwDYOuo3UkI1HsXndWzylcMAt3QS79kezPK4IgCIIgCO9nUxAsnktJjEVSvPiTUzzz3ePEo6PPfJiGRX9XnOe+fwLLtLjn1+ahnpeK6fHbWLyhkL1vtZPOotiNy6dx6ydqKa3xDAkYOhrD/PCv9nJsV8+YLTHSKZPetijP//AE6ZTJ/V9cgNOjDb6/gnIXN36khpZTQZJx46LjGUtusYN7PjcPl1fDSFlseaaRp//nOJ3N4VHXaRppCyNtkIga7HmjnQNbOqYsALI5VG75+Gwcbg3LhKYTAX72D/vH3GemaWEmDFIJg1B/L6cO9KKo8kUL24zlbFqyaVi891Irj3/rMN0to6fZWiZEgil2vNSKqsl86o+X4845lwItyRLLNhfz4o9PXTXFbiRJwpHrI6eqbFqDRdWmU7p8wbhSUIOtnZneiFOo+3gD0e7+rINFd2E+ZasW039aBIuCIAiCIAjZyL5J2kUYhsl7L7by/A9PjBkoni8aSvHao/W01IWGDkqWqF6Yg8dvG+WZQy3ZWMSya4qG9O6LR9P88r+Ocnh7d9a9E1MJkzd+3sDu19qGrL2TpEyFzuqFOVm9zlg0XcGdo2OaFjteaeH//ukgHY2jB4ojSaesKesHKSsSHr8NRZU4faSfH/zl3nHtM8gEbtkE9Rd9Hcvi9NEBHv+3Q2MGiuczTYtdr7Wx9632Yesl80udlNTMkOqhU0S12yhdsQDVnt1n41Lw15SRW1uZ9eONRJKuo3VTnjob6xugbd8RrCzvnKgOG9XXrcEhei4KgiAIgiBkZUpaZ0CmV95bTzQM7deXhYGeOEfe66J6Qc6Qn+eXOnF6NPo7x15fpOoy628vx+4891Ys0+Lk3l72vT3+2ZdoMMWOV1pZdm3xkPRYX76NResKqTvYjzGJGTTIBEXtDSGe/8FJwgPJiz/hMoiF07z4k1PUH+ybtjEYKZO3nmigu3V8JZLjkTSH3u1i5Q0lQwosubw6ecUO6g5M9UinjyRJlCxfgDMvh2Br52XfvqwqlCxfiMPvy/o5iVCEjgPHp3ws6USS5u37mXvbZnS386KPlySJgnk1lK1cxKlXtk75eARBEIT3L5uqoysanJm3MEyDWDKBxfAbmook47Y7qc4rpyq3hAJPLg4tUzMimozTE+6nI9hNfU8LoXiEpJHK+sboWCQkdFUj3+1ndkElxd58/E4vuqphmCbhRISOQA+n+1ppG+gimoxjTrQ9wQjsqo6mZr+EBSBtGMRS8Skbw1gkSUJXNHJdPqpySyn25pPr8uHUHciyTCqdIpZKEE3G6Aj20DbQTU+4n1gqRjKdHvFYT8WYbErmmM0prKbIm4fP4TlzzAxC8SjtwW5O97TQHugmlopjTvH6qykLFo/v7qVxAgVOLBPqDw5fC+j0aIOpoGMprnJTs9g/pKdjPJZm9xttEw7E6vb30dseHRIsKopM7fJcXF5tXIV3RmKkLXa+0japgjBTreFIP3vfbJ+yGcuJ6GyOcHBb14Se23w8QCycGhIsajYZb64NSZqyIpwzgreskLJVi6YlWHTl51K1aSWKlv2po/dU46UZqwVdR+voq2+maMncrNJiVbuNBXffSOuuQ8T6Z87nTxAEQbiy/do1H+aeZTcONpQ/3nmav3jm3+kKnbsJLwElvkJumLeOe5bdyKz8cjx2Fw7NjqooYEHazARH0WSc7lAfu5sO89aJnbx1Ygfx9MQnGHwON2url3LT/A2sq1lKnisHp27HpurIsoJlmaSMNNFkjGA8wrGOep49+Bbv1u2lPdA16TDIqTv4wrUf5a4l143redvr9/MnT/3rJLd+cfluP2url3DDvHWsrFxErtOLU3dg03Q0OVMPxbBMDNMgZaSJJeOEEzF6I/3sbTrKztMHOdZZz+neVlJT1FM6x+Fh0+yV3DBvHauqFpPvzsGh2bGp2pBjFknECMRCHO2o57mDb7Ktbi+dod4pGQNMUbBoGhb73u4gkWX66YV62qMYholyXlVDSZZwXSRYlGSoXpBDbvHQVg+hviTHdvZMaCwA0XCKlpNBahb5h/y8Yo4Xr9826WBxoDvO3jfbJ7XGbypZlsXOl1uJTOPaPsu0OLmvj572iTVeHeiJE7ugvYkkSTg8GrIiTWsQPNU0p4PamzfSuHUP0d6By7dhSaL62tXk1VZl/RQjlaZl1yHiwfAlGVIiGKbuje3kz5+FmkXBHUmSKFxcy8J7b2L/o8+Rjon+TYIgCMLkFfvyWVA8C1XJXFo7dQdum2swWNQUlVsXXsMXrv0oS8vnZWYhLySBLsvoqobP4aHEV8CSsrnML5rFrsZDEwoWbarOqspFfOn6B1lXswyXPkofbUlBkRXsmo1cVw7VeWXcMG8dR9vr+NG7T/L0gdeJJic+w6dIMiW+AhaW1I7rea0DXUhwCebsMpy6nevmruXzmz/C0rJ5OPTR+zerkoIqK9hUHbfNSYEHavLLWF21mM9svJ/WgU52NR7m317/CSe7Tk94THbNxtrqJXzxugdZV70Uu2a76DHLc+cwq6CCm+dvYH/LMX783lM8f/CtKelTOSXBYjiQpKMxNOHZm1TSJJUwUZznBYtkUkzHoukKNYv8Q4JMgM6mMIHeif9Cm4ZFd9vwoMXu1MgrcdByanKFOrpbI3Q0XpqL54mIR9KZSq/TGE8lEwYtJwMTXvtoGNaIa2VVTT4z63z1BIuSJFEwfxZVm1Zy9JnXL9tb85YWMPf2zah2/eIPPiPS1UvbnsNYxqW7MdK0bS9zbr2GgvmzsppdVFSV+XffQKC1k7rX372kYxMEQRDen3IcHhx6JkPNpurcv/xmvnbb5yjy5iNnWSAOMumsR9pPMRAd/7Wn2+bkI6vu4Nc2f5jK3BIkpKyL050d97Ly+fzZB75EZW4J39/2C3rCk+8MMFN47C4+ue5efn3zhyn05I1r31xIVVQqc0uxaTa+u+XxSY3pofX38akN91GWUzj+Y6bprK5ewuzCSir9mWMWiIUu/sQxTEmwGOxLTGq2zTKtEdtAnJ9aOhJVyzRzv1BvR3TElh1Zj8eyiIWHz7IpqoQvf/Q7Dtlqqw+RTEyuqupU6u+OT0nPxslIxAy6mrMrajMia+SiPxf7HbpSKTadhffeTOueI1Pav3DU7eka8+66AX9N+bhOWm37jhJourTjC3f2cPKlLeRUlqK7HBd/AuDM97Pik/cS6w/QuuvQJR2fIAiC8P5jU3X8Di+qrHDn4mv5/Vs/S4mvYNjjLMvCtMzBoODC79hQIsrOxkMY41w7aFN1Hlp/H1+6/uP4nd5hr2tZ1mDKaTKdQlNUPHYXbptzyGMlScLv9PFrmz+Cy+bkm6/+cELBR9o0ONnVyI6GAzh1O3bNjkO34dQdODQbuqqPK4ieLFmSeWDlbXzp+gfJc+UM+3vLsoinEgRiIRLpFBbW4Iyiy+ZAlkae0DrSdooTnacnNCa7ZuNXN32IL1338WHHAcC0LCKJKKF4hJSRRlc1PDYnrgseK0sSea4cvnDdx9AUlW+//Qih+MSvsackWIyGUtOSwmhzKOSVDC9ssWh9Ib/1b+sn3IdQkiTySoZfdEqyhMM9voW5I+nrjE1Jj8SpEh5IEo9Mb5P3VNKgv/vyLGC+GkiSRO7sCtZ87sO89+2HCXdOPO36YmRVZdaN61lwz43IinLxJ5yRCEc49cpWjNSlPTdYpkX9m+9RunIh1ZtXZxXMSpJETlUp1/zuZ3j3339K665Dl3yc46E57HjLipBkiZ4Tp6d7OIIgCMI4yZJMsa+AzXNW87XbPkdZThEA8VSS1oEOdjcd5kDLCVoHOokkYiiyjNfuZnZhJcvK5jG7sJJSXyFtA13saz46rm1risoHV9zCb930qSFBh2VZhOIR3ms4wCtHt3Kyq4lALETKSKEqKl67i0Wlc7hh7jrW1SzF6zjXmsptc/KJdXcTikf4t9d/PO51ebFUnB9s+wWP7nweh27Hpuk4NDsOzYZds+G2Ofm9Wz7DsvL543rdiZpXVMMXNn+UXOe5gn2WZRFKRNhWt5fXj22nrruZgViQZDqFBdhUDZfuoMCTy7yiGlZXLaEmv4xCTx4um4NEOsnTB16fUEEem6rzsdV38uXrf2VIqrBlWQzEQrzXcICXj2yhvruZYDxMykijKRpeu4slZXO5acEGVlUuwmN3Db6m1+7mVzc9QCyV4NtvPUzanNhE1ZQEi6mEQWqS/QcnwuXT0W3DI/uCMhcFZa4RnjE5kpSZzZysWCQ1rM3DdEomjGlfP2mmR57NFUYnyTJVm1ZiJJLs/N7jRLqmvpKtpMjUXLealZ+6D5sn+8+UaRi07DhI99H6KR/TSGL9QQ4+9gL582pwF2aXSiJJEt6yIjb99kMc/uUrnHjxHeIDU9sLcjwUXcOe46VwwSyqNq6keNk86t/YIYJFQRCEK5Asy6yoWMCC4llU+kswLZPTva08uvMFXjj8Nk197aSN9JAZQwkJRZbRFI1iXz4bZy0HJLrHmfq5qnIRX75+6OyUaZkc62jgu1se44VDbxOKR0esdLqr8TC/3Pcqdy+5nt+5+SGKvQWDr+HQ7Hxi3T28W7+PbXV7x139M2WkCRhhAvHhS7FUWeET6+4Z1+tNlCIr3DBvHeW5JUOuF7pCfXzr9Z/w8z0vEU6MvH/OevnIVmyqTmlOIasqF3Hd3LV47S7erd83oTFtmr2SL1z70SGBommaHGg9zne3PM6rR98lnIiMWOl0V+Mhntz/GncvvYHfuvGTQ1JqPXYXn95wP9sb9rPz9MEJjW1KgkUjbWFMw0yZzaEiq1PWKjIrUzFDbs6wYiuWYU178GpaFqkp6NX4fqPadGbduB5ZU9n1/ScyVUenqPSrrCpUb17Nms99BE9J4bjST2P9QU688Dap2GWaLbYsOg+f4vizb7DiU/ehaNllAEiShLs4n5Wfuo+C+bM49MRLdB+rn/KekKNuX5Zx5vvJqSylbNUiylYtwlNSgM3jwjTNcc3kCoIgCDOHKit8aOWtOHUHSHCso4G/eObf2XH6IIlRCtVYWKRNg7Rp0NDTwuneVjRZJWlkfzPd5/DwyfX3UJ1XNuR7u6Gnha8/+x9sq9s75gyTaZkMRIM8sut5JEnia7d9bjBNU5IkCj25PLjmLg62Hic4idTGC13Oq1BNUVlbvWRI2qthmjx38E0e3f08kcTYbfsgk1abTsY42dXIqa4mXjj8Dg7NNu7AHiDX6eOhDfdR7h8avJ7qbuL/Pf0t9jYfxRjjmBmWSU+4n5+99wyKrPDVWz47OCssSRIlvoIzx+wE8QkUvJmSYNGyrCnp/zJeqiZf1vzmqTKzQsUZwsqkEwrjp9p0Zt+4npyqUo48+RpN7+4l2jPxBeiSLOEtL2bubZuZf/eNOHKGrwsei5FKc+rVbbQfODbhMUyEZRgceeo1cmdVUL15NbKa3elNkiR0t5NZN6yjeOk82vYeoeGN9+g6Vk98IIiZnqKsCUlCc9iwez0483PIq62iZPkC/NVluIvy0Zz2oQG5KW6eCIIgXKkkScLn8GBZFqe6m/jTp/513LNOlmWNK1AE2Fy7ihvnrUeRz91sjCZj/MurP2LLqT1Z901MGWl+sfcV5hZV8+kNHxxsCSJJEtfOWc3qqiW8fnz7uMY2U+iKRmlO4ZCfRZMxdjUeyipQvJCFRSAWmnAhmRvmreWa2pWD+xggnIjyz698n12N2ddVSBopHtv1AktK5/DAytuQzztmN8xbx9Kyeew4Pf7m41PWZ3E6WKY14hR40/EBOpsiTHVYlkqatJ+eOVVMhfcPyzSxTAtJkUec4ZNkmbzaKjb+xieovWUjDW/toG3vUSJdvaTjiYsGPJIio9ptuPL8VF2zitqbN5BTVYasjm9my7Isuo6c4uhTr01LW4r4QIhd338CRdep3LAcSc4+80CSJJx5OdTetIHqTavoa2im62gdvScb6W9oIdzdh5lMYaaNzPE4/waZJCFJmeNw9h9F17D7MoGht6QQT0kBnpICcipKcBfno9gyva2QmFQFNuEqIElnfm8yfyqqmvXNjrPPV2w6qt02eK6wrMyfV1WT2dGcKQpy/j5UbdlXbUbKrM1W7bbMze+z+9A03x/7T7ikwokoP9j2iwmnAI6HTdW5d/lNeO3n1hqalsnO04d47di7WQeKZ4UTUZ47+BYfWHI9Rd78wZ/nuXK4du5qttbtGXWWdCaTJEYsUDMd38V2zcZ9y2/GoZ0roGmaJlvr9vDWiR3jfr1gPMwzB9/kxvnryXefawFY4M5lc+0q9jUfHfcNiCs6WEwljRELxex4pY1XH667JEVkErHpLQQjvD/1N7bRc6KB6mtWj1rxU5IkVLuNkmXzKZhXQ7Snn776ZrqO1BFs6yIeCJGMxDDTaSzDyFwc2XRsXjee0kKKFs8hf241nqJMIDORk2YyHOXQ4y8Sauua7FuesIGmdnb/4AncRXnkzq4c1/uQJCkzA+i0U7RoDgXzZ5OOxUlGYsSDIWJ9ASI9/Zn9mExhpNPIsoKkyiiahu5yoLud2DwuHDleVIcNRdfR7LZMcKhc3rR5YfqcvWGg6BqqTR/23+f/qTps6E4HqtOO5rCju5wULZyd9bZkVWHhvTdRtmoRqVicVCSe+TMWJx1LkE4mMZIp0onMn0YyhZFIkj7732f+fqZld5zdZ0P3oY5qG/qn5rChOuzoTjua04HqsJNTUZz1diRJpmT5AtZ98cEz+yxOMhonFY2Tjicy++3Mvkuf2XdGKkU6ce6/jUQK05g5Vc6FmeN4ZwMvH9k64eIi41GZW8LSsnmDM0qQKajz+vHtDExw1utw2yma+zuGBIuyLLOsbB5+p5eO4KUrsHeppIw0wQvWTTp1B0vL5vH8obcnlKo5UbPzK1hYUjvkWiWSjPHase0TTvM90HKctoGuIcGiIsusqFyA1+Eed/uTKzpYDAdSI/blU1WJWCgl1sAJVwXLsjj99k4OPPYCsf4giz90G4o2+kdXkiQ0hx1fRQm+ihJqrl2DaZiZi6B4AtMwsEwLWZGRNQ3daZ9wcHi+VDTO4V++QtO7e6clLX2QZdFz4jRb//VHbPqdT5NbUz6uGcbzyYqM7naiu524i/KmeKDClU5z2Km5fi3u4nx0pwPd5URz2jOBn8OGrKmZWUJNRdEys4WKpg75uawqk/7syYpCxbplVKxbNuzvLNPETBsY6TRmKo2RSmOe/e+0cebPzP+n4wlS0RjJSIxULEEqEiPS00fDWzuJBybXp2s0xcvmU7Js/uB+01wOdIcdzWlH0XVkTRlxv52/P8/OLE6UJEvk1pSTW1M+7O8sy8JMG+ftswv23Xn7M51IZoL0wX2YCdwb3tpB4DK0OBJmHsuyeOnwFrpCvZd8W5Iksai0lrIL0isHosEJF12BTBXTo+31rK5aPOTnswsqyXf7r9hgcX/LcTbMWj74M0WWuX/FLZzubeWx3S8QTV76mguyJLOkbC5F3qHXFz3hfnY0jD9d9KxwIsKxzgaWls8b8vO5hdXkunzvr2AxFk4RGkhQwtA1VbnFDjSbIoJF4aqQjifoOXGaZCjC/oefxVOUT9WmlSh6lm1cJAlZVbB5XOOqaDquMSaSnHh5C4cefxHjMhWHuZiOA8fZ8s0fsOrTH6R05UJRLEaYcrrHxeIHbid3dgWZUEWC82KWmZBenJnhlC96vhhyg8ca/Behjh46j5y6JMGiJEtUbljO0o/eda543AX93aabJEkoZ4JTxmrjal2wKObM/rQsCLZ2imDxfSqSjLG/5di420xMhCarLC9fMGStIkBjXxvdoYlXSzctk5b+9mE/d+h2KvzFHGo7OeHXni4pI80bx7fz4Jq78Npdg+eaArefP7r911lSNpfHdr/A0fY6QvHIJas1Ytd0lpXPH3bM6rqb6Z1AoZyz0oZBa//wc47L5qQ8p2jcfSCv6JyodNKkY4Q1hEWVbmzOKzoOFoRBsf4gA01tAMT7g+z+wRO07DqYWU8zA5iGyektu9n/f89cstmHieo8dJJ3/+OnNG3bK1LEhEtCkiXkwbWq55pqz4RAZzzOH/fZdX+D/3Dp3oskScjKedu6QvcfknTBPsy8H1mRp6aMunBF6o8E6ZpEoDYeqqIwu6By2M87gj3EJpFWaVmZtYsXUiSZfE/uhF93uu1rPsaWU7uHrOOUJAmvw81HVt3Otz76p/zF3b/BDfPW4TtvDehU0hWNWQUVw37eHugmPom1oKZljXjMVEUZkpqarSs6okomDOoO9HHNvVXI8rmTcVGlm9IaN/2d469oJAgzTbC1k+B5awD7T7ey9V9/RPqLSao3r0YZTyGMKZZOJGl4awfvffthor0D0zaOUVkW/Q0tvP3P32PJA7cz9/bNOPP9V96FqCAIgnDFCSXCE66QOV521Uapr2DYzzfNXsFPP/uPY7ZeGFumXcawn0oSHptzgq85/YLxMN989Yf4nV7W1ixFPW92T1VUKnNLqMy9izsXX8fxzgbeObmLV49u41R304iB2EQ4dQclIxyzmxdsYH5xzbgLEp0lIQ1ZY3qWIsm4J3DMruhg0TQs6g72E+xLkJN/roqQ26ez6qZSju3smZb+j4IwlToOHsdMD01hCXf0sPVff0SsN0DtLRuxed2XNQCyLItYX4Cjz77OoZ+/RCIws6sEx/uD7P7hL2jdfZilH72TkhULUKdgnealYlkWqUiMRHjqelgJgiAIl1cynSKRHl/lyYnyOT3Ydduwnxd68ij0TP2ae0mS0JUsl8PMUEfaT/G1X/wzX7zuQe5ecj2e81JSz/I53KypWszqqsV8ZuP9vNdwkLdP7uS1Y9tpD3STNieeYux3erGrwys3l/gKRgwiJ0uSJLQJHLMrOlgEaGsI0XIigC/PNniAFVVi2TXFvFpVT1v9zEqLE4TxMNMG3cfqR+wCczYAGmhqY8mH78A3jup/k2FZFgNN7ez76dOc3rKLVOTKmME3U2na9h4h2NLBnNs3M/umDfirSidc/OZSsCyLVCxO54ETNLy9k6bt+6Z7SIIgCMIEmVamjc3l4NBsqPLlvayfqTdcx6Ouu4m/ff6/OdR6go+uvpNFpbVoytD9KEmZZPxcVw63LbqGa2pX8qGVt/LzPS/x+rHtNI+wPjAbDt0+bL3ipTWxFP8rPliMR9K883QTtcvysLsyb0eSJIqr3dz9uXn85O/2EQ3NjIIbgjBeoc6eMQsjJIJhjj79Oh0HjrP4gduoWLcMZ54fSZ76E7hlWoS7emncspsjT7/GQGPbldeDzMq8h30/fZpTr26j+ppV1N68EV9lCZrDPi1ffJZpkghFCLR00LLzIK27DtFX30wyPDVpLoIgCML0uVzfkpqiIl8Fwdt06IsG+NH2J3n5yFaunbuGj62+gwUls/HYhs80ypKEx+5iddVilpbN46H19/GT957ml3tfGXd7kivlmF3xwSLA3jfbWX1TKatuLEVWztSkkyQ23FVBNJTihR+fpKctOqFPrN2pklfiwOZUaTjcz2W6QSQIWGfW20W7x66IZZkmffXNbPnmD8ifV8Os69dRtXElzvwcVLttUgHQ2ZmuSFcfTe/u5dSr2+irb8YyruwPgmWahNq6OPjYC5x8eStFi+dQvnYpZSsW4sj1oTntl6R66tky/KlYnGQ4Qu+pJjoOHKfnxGl6T54meYXM0gqCIAgzi2GaI96/PdR6kiPtdUx12Jo2DQ63n5rS15xOlmXRFujikZ3P8cLBt1hbs5Qb563n+rlrKfLlY1eHL13RVY0FJbP5iw98hY2zVvCfb/6MA63HMbO8kW6Y5ohHZU/TEU51NU7BuxoqmU5xvKNh3M+7KoLFcCDJKw/XUTHHS1HVubVbuk3hhgdqKKxw8fLP6ji+u4dUwhh9MuRM1XNVVygoc1I5z8f81fksXFfI/nc6aDw2gDHDmhYLV65o7wAnXnwbxTY8Xx0yM3nt+46STmRXEctMG3QdPkVfXTMnX95C6YqFFC2eS15tJa7C3EwhnGwCR8vCSKYJd/XSV9dE274jtO8/Tqiti3T88jWqvVziA0Eat+6hbfdhXIW5FMyfRcH8WeTWVOApLcCR6ztXRGg8gfeZE41pmMQDISLdfUS6ehloaqevrom++haifQOkojHM9Myp1Gqm0jS9t59QZ3a9s+KBEMnQ+3NtZToWp+GtnXQduXoumC6UCIaJBy/Ncg7Lgq4jdRx95vVL8vozRbCtc0pfL9rbz8mXt6I57Rd/MJmq0NYMqQadCEWpe+1d7L7sqkv2nmzESIrssGwk0ikMa/hxfuvkTv7zzZ+RnnCBm7G2OfGKnTNZIB7m1aPvsq1+Hw/vfJYb529g0+wVrKxciEPLfO7ODxx1VeO2RdeQ6/Lxh7/8BiezDPQS6STGCJXtXzqyhR9vf2oSRYlGYU3smF0VwSIWHN3Rzc//4wif+uPlePznon+7S2XlDSXMWZ5H07EBTh3oo+l4gIHuOEbaRFYkdLuK06ORX+qkpMZNSZWHvBIHvnw7uj3TMPnozu4z5cNFsChMjWBrJ9u+9ZMpf910PEHvyUZ6TzZy9OnXcebl4Mz34ysvxldejDMvB5vHlUm7lGVM0yAdTxAPhIn1DRBo6WSgsY1o3wCxvsBVGSAOc2YGdaCxjYHGNk69shWbx43N68buc+MpLcRTlI/D78Oe40F3OVB0LTP7aIFhZBp0p+JxkuEoiWCYWH8wEyD29JMIRkhGoiRDkayD/+liJFMcevzF6R7GFSERirDnh7+Y7mFcuSyLhrd20PDWjukeyRUl0NzB9v/82XQPY0JifQPs/J9Hp3sYV6VALEQiNfz7xa7qxFIJ4pNon/F+ZGERSUQ50HqCg60n+fH2J1lRsYAHVt7GupplFHvzhwSMmqKyrmYZv3Pzp/nqz/+RSPLimUID0SDJEYI3u6oTS8ZnTDB+dQSLgJG22P5CC7pN4UO/sZDcQsfgui1JkvDm2li8sYjFG4sAME0L07SQZWlI2w1BuJqk44lM643WTjr2H5vu4VwxLNMiHggRD4QINGfuzAuCIAjCTBVJROkJ9zOPmiE/L/EV4NDsIlicBAuLvkiA145t552Tu1lUWsunN9zPXUuux6mfq3egyDK3zN/AptqVvHJ0G9ZF0lFD8Qi9kYFhvRbLcoqwqfqMCRZnThnAKWAaFlufbeKRbxzi9NEBTMMa9UDJsoSqyhcNFC0r8xqWaYk5RUEQBEEQBGHGSZsGp7qbhv28Kq/0iu6HONMkjRR7m4/yl8/9Fz9695fDZhBdNifXzF6FXR3exuRCCSNJXXfzsJ/X5Jfj0h1TNubJuqqCRYBUwmTbc838x++9x8v/d4q+jhjmBHstmqZFoCfOgS2d7H2zA/MKL+ohCIIgCIIgXH1SRpq9zUeHrYEryyliblHNKM8SJqo3MsB33nmU1469O2RiSpIkllXMw66NXI/ifPFUkn0tRzEvOGZVeaXUFlZO+ZgnatxpqP2dsWG9C/s6YpNaypdKGHQ0hrA7zzWKTKdM4pGJLWq2TIv202F++vcHePsXjSxYW8Cya4sprfFgd6rodgVFy6SfWlZmRtI0LFIJg0TcIBJI0nwiwLHdvTQc6qP5ZJBkfPyLTI20SXdrBEUdGpNHg8lpW/rY3xWjvSE0JM+6tyOKdRkL98TC6WG/Q73tUYz0xINx07DobYvS5h/6uuH+hFhmKgiCIAjCVc20TA60HKMj2E1ZTtHgz902F3cuuZa3Tu4gZYhiQVOpO9TPG8d3cOfia4c0u/c7fdjUiweLhmmwt+ko3eE+irz55z3fyx2LrmV7/X5S5vQfs3EFi5YFj3/rME/+99EhP0+nRi7Xm63202H+8de3Dik0aAHRUGriL0omgDh9dIDmkwHeeaqRgjInRZVucoscuHw6mi5jmhbJmEE8libQk6C7NUJfR4xIMEkiZkx4VhJgoCfOf//RLhRlaKprLJLGnKaqqr/89lGe+/6JIT9Lp0wSEwiGJ2rf2+2c2DO00qJpWoQDE8/NjoZS/PCv96JeEJjHo2nSKTEjLAiCIAjC1e10byv7W45T4i1AljPXQ4oss7l2NQtLatnfImoXTCULi3gqjmGaaOd12xpPJZRT3Y0cbjtFoSdvcCJHlVVunL+On+54hiMzoD3JuGcWJxvAjcQ0LIJ9l27hrZG2CA8kCQ8kaTg8cMm2cyHLhPDAzFicelYsnCYWnt67FKmESSAxtcfbsiASmPrfTUEQBEEQhCtBLJXgyX2vsGHWcvxOL5BJiyzLKeSL132M//fUv9EdHrt3s5A9TVEp95egq9qQn/dFAiTS2V2TRpNxfrHvFdbVLMV1Zm2pJElU5pbyxes+xp88+a8E4+EpH/t4XHVrFgVBEARBEATh/eitE7t48fA7pM/rrSlJEncsupY/vfOL1BZWDWsunw0J8NhcLCqtZV3NUlRZuehzZqp5RTWsqVqMz+GZ0L6AzP5YVDqHe5begCydC6csy+JA64lxVZ997ei7vHF8x5C+ipIkcffSG/ijO36d6ryyM+37xjtGCZ/dzZKyuaypXoI8wfd61bTOEARBEARBEIT3s2A8zI/efZLFpXNYXDpnMBjSVY17l91EVV4pP9j2S7ae2kMwHiZtpjEvWEsmSxKyJKPICnbNRnVeGUvL57GqchHra5bxxvH32N9ynPQUNo0fLYyRBv89dcu31lQv5rdu/BS7Gg/zbv1e9jQdoaG3lWQ6Sdo0xmx5IUsyuqqxvGI+v3fzZ1hQMnvw7yzLIpKMseXUbuLp7IPFgViI7239ObMLK5lfVDN4zGyqzkdX30ltQSU/3v4UW07tIZKIjnHMFBRZxqnbB4/Z2uqlrKlazAuH3mZv0xFMa/zHTASLgiAIgiAIgnCVONR2gm+88gP+/oO/R9F5a+Fsms7a6qXMK5rFya7T7G85xpH2OjqDvaSMNIos49DseOxOynKKqMmvoDqvlBJfIXnuHOyqjiRJ6Ko2rnkuh2bDrtnQFA2bqmFTdXRVQ1d1bKqGrmi4bE6KvHnDnlvoyePWhZuIpuIk0ymS6WTmTyNF4vz/TiWJpuIX7W0ImTWBRd587l12I7ct3ERPuJ+67mYOtJ7gRGcDrYEuwvEIiXQSwzRRZBld0fA63MzKL2dN9VKuqV1Jia9wyGydBbxXv5/tDfuzGsf5djUe5l9e/SF/c+9vk+/2Dx4zh2Zj0+yVLCqdw/GOBva1HOV4RwNdoV5ShjEYHHrsbspyCpmVX0F1fhnF3nzyXDnYzhwz7YJU2fEQwaIgCIIgCIIgXCUM0+TVo9v486d1vnbb56jJLxtMlZQkiRynhzXVS1hTvQTIVFI1TRNZloekVE4Fl+7g63f/BvOKa9BVDbuqY1Nt6GeCRpumY1M0FFkZMSV0afk8fvDQ32KYJkkjSSKVJJFODfvvjmAPf//idznZ1Zj12CRJwqHbqcgtoSK3hOvnrcWyLGKpBOFEhHgqiWEaKLKCrmp47W4cmm3EcZqmyZGOOr7x6g8IxEIjbG1saTPN84feRlc0/vD2X6M0p3DIMfM7vayftYz1s5Zltjd4zJQJp5dmSwSLgiAIgiAIgnAVMSyTFw6/TSge4YvXPci6mqVoijpioCNLMrJy8SDRsiwsLNJGOuukUFVRWVo+jyVlc8f5Ds6RJAlVUVAVB85RmtV3Bnvw2F1ZvZ5lWaPO/EmShFO349TtWb9W2jTY1XiIf3vtx+xvOZ7V80ZimAZPH3iDaDLGr23+CKsqF03hMZt4yrAIFgVBEARBEAThKpMy0rx5cgenuhv5lXV384ElN1CVW4qqjL84jWmadIUSXBa4AAADJklEQVT62N9yjBcOv0PKuHIr0J/sbmRP0xGWlc/DPspMYTZM06Qz1MsLh97me1uf4HRvK6Y1uXZtKSPFS0e2cqS9jk+uv4e7l95AWU4RygQKChmmSUewm/0tx3n56FaMCY5NBIuCIAiCIAiCMAkdgR6OdNShSOcu6ht6WjCnsAjMRFiWRXN/B//00vd4fPdLrKtZyi0LNjK3sBqP3YXL5kBXtExfRgvSpkHaNIinEkQSUQZiIY60n+Ld+n0cbjvFqe6mcVX6NEyD+p6WKU9vvVBfZIBYMp7VY7fV7eXXOv+UZeXzWVu9lBUVCyjzF+HSHdg1G7qqo8kKsiwjIWFhZdJg0yliqTjhRJTTPS28cWIH2+v3cbSjnpQxdW3pTMuksa+Nv3vxu4PH7Kb565lz5pg5dTu6oiPLMpZlYZgGaTNNLJUgkojRHw1wpK2O7Q37ONh6goaeFuLpibfyk8ZagClJ0vR0jhcEQRAEQRCEK4RN1dCUoUVEDNMklsougLlcZEnGrukUefKpzC2h2JePz+5BU1VMyyKeShBPJegJ99M20EVnqJdQPELKSA2rwJkth2ZHkS9tsHh2reF4Z/Y0RcWm6uS7/ZT4Cshz5eBzeDIBmaohSzKmZZJIJwnGwnSF+mjp76Qj2E0slRjS7uJSUSQZm2ajxJdPpb+EIm8+XocbTdEwLZN4KkEsGc8cs0AXncFewonouI6ZZVmjTq+KYFEQBEEQBEEQBOF9aqxg8dKG+YIgCIIgCIIgCMIVSQSLgiAIgiAIgiAIwjAiWBQEQRAEQRAEQRCGEcGiIAiCIAiCIAiCMIwIFgVBEARBEARBEIRhRLAoCIIgCIIgCIIgDCOCRUEQBEEQBEEQBGEYESwKgiAIgiAIgiAIw4hgURAEQRAEQRAEQRhGBIuCIAiCIAiCIAjCMCJYFARBEARBEARBEIaRLMua7jEIgiAIgiAIgiAIM4yYWRQEQRAEQRAEQRCGEcGiIAiCIAiCIAiCMIwIFgVBEARBEARBEIRhRLAoCIIgCIIgCIIgDCOCRUEQBEEQBEEQBGEYESwKgiAIgiAIgiAIw/x/dGZY6SDQWKIAAAAASUVORK5CYII=", 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", 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mIWLx8Rc3JEmSpNzRnA5EmouDJxiJJMnz4IKsJE2FDBYBTVWpKCmgoTp7PvpEJXUDh92Wk8eaDLtNo6aiiOKgb9xtKxfV4XU7GR59a/G8x+Xgbdes4r13XM6yBbUn098mQxECj9tJg9tJfXUJt2xcyeMv7uTbv3iOwy1dpwVc+aIqCssW1PDhezdy/eVL8Xmck3odiqLg97rwe1001pdz1w3ruP/xLfzogc30D6XWHySSOqFILF8vYZyiAi8N1cUoSm4KFgd84y8gzAaKEMxvqODD917N1esXUVlaMKXXrCoKXo8Tr8fJnJpS7rhuDS9vO8Q3f/4Muw+15TzQ11SV6vJC6irHl79fsaiWgNd1ct+BVHB7zSWL+ch9G1m1pD5jgJiNEAKPy4GnykFtZRHXXbaEp1/Zw3fvf4HdB9swzPMvDVeSJOl8oNrSX3g+wTRMTF32RZQuTDJYvEg0VJfg97wVLJYU+vjk+27kHbdeisflmPSJazpCCIJ+D++45VKWzq/hK997jKdf2ZPXtWQ2TeXO69fyyffdQEN16bRn4lRFob6qmD/5wE0snlfFV7//OPuPdpBI6ITCMxcsXgwCPhc3XbWCj71rE4115QA52w8DPjc3X72ClYvq+MWjr/K937xI/+DMFB6orSiiwO8+GSwWBjx87F3X8a7bNhD0e3L6Gu+6PjWL/u/feYRHntuOfh6u25QkSZrthBBZK6GChTUDF8cl6VyQfRYvEuUlBQQDqdmlwgIvn3jP9bzn9styFiieSlEUlsyr5nMfu511y+Zk/3ydBpumcus1q/iLj9zKnJrpB4onCCGw2TRuvGI5n/vYHSyeV0UiaRCSa8Ryxu918bF3Xcdf/cHtNNaVI4TI+X4ohKCitICPvmMTf/ahWygMeHP6+JkUB30Ujc3ue90OPvL2a/jQPVflLFA8laIIGqpL+Ozv38YVaxfk7BiQzgH52SJJkiTNQjJYvEi4HHbm1Zfj8zj51Ptv5L13XIHTYc/5yesJiiKYV1fO33ziLhrrK3L++JqqcMd1a/jrj99BVVlhXl6HpqlctX4hX/r0fdRVFTMcimLIK4fTFvC5+Pwf3skfvPNaSgr9edsHYSx10+3g3bddxt/+0V3UVBTm7blOsNlUFjRU4Hba+ch91/CRt1+DOw8XZU4QQlBXVcxff/xOVi+uz8tzSPknZyUkSZKk2UimoQIjoSg/fHAzr+04QsDvJuB14/e5KPC58XtdOOw2bJqKpiqoqorNpuJy2HK2nmwm2Gwqy+bX4Pe4eMetl+J0jF9TaVlWqsLkcJiWjj46eoYYGA4RTyTRVJWAz0VtZTG1FUUUFfhwu84ebC5bUMMfvPNavvS1BxgcCefs9Vy+Zj5/9uFbqCgpyHo/y7JIJHX6h0I0He+lrbOfweEwhmnitNsoCvqoryqmojRIgc89riCOqiisWzaHz370NnoHRjAMAy3LIvdceWLzLoZHIwR8bgI+NwV+Nz6PiwK/C7fTgTa2P5742+mwZywGM5sUB3186gM3ct/Nl2DPUn3YsiySSYPB0TDdfcO0tvfR3T9CdKwsucfloLTIT21lMRUlBQR87qxrbm02jTuvW4OmqXzhv39N3+BoXl4fpNZhLl9QQyye5EP3Xo3baU/7+mLxJIPDYY53D3C8a4D+wRCxRBJVEfh9bmrKC6mtLKak0DehDICFcyr4xHuv5zNf/hm9A/l7fVJ+mBOsnq1oKqrDjma3oWgaQkmlx1mmiWWYGIkkejyBkaaq83lPCFSbhuZ0pNaQKQpi7HvYMk0s08RI6hiJJEYiiSXX8c44xaahOeyoNu20/RPLwjJNTN04uY9OdJ8/l4QQKDYN1WHnYsnbUDQN1WFDtdlQbSpCKKCc2IZWahsmx7bhOShmKM08GSwC4Wic3z297eSJtzoWFJ44GXc77RSMnbT7vC5qK4p4/11XnjVQmU1smsoNly9DURW87tMLwJw4cd2y8ygvbT3Ay28eorNniERSR9cNTMtCAKqq4nTYKC3yc/nq+dxx3RqWzq/JepKuKgrXXrqEJ17axZObd+fktRQWePnIfddQXZ59RtE0LY60dPHUy3t4cvMumtv7iCeS6IaJZVkoQmDTVFwuO3WVxVyxZgE3XbWC+fXlqb6SY48thOCGK5YRTyRz2l4lm1e3H2br7mOoqoKmvrVfaqqK02nD73GNBZIuCvwe7rxuLZeunDcjY5squ03lnbdeyt03rM8YKFqWhW6YHGnp4tlX9/Hcln00H+8lGkuQ0PWTBZNURcFmSx2bi+ZWce2GJWxcv4i6qlTBmXT7RSq1eBkHjrbz9Z8+nbdZYiEEV61bxCUr5lEY8I471uIJnR37W3jutX1s3naQjp5BYvHkuGPNYdcoLPByxZr53HbtalYuqsOepciCoihcurKRy9cs4IGntubltUn5Y+p6xlRUIQTOAh9F8+oont+Av6oUX3kJzoAP1WlHURT0eIJEOEq4t5/hti4GjrXRf6SVkY5urHO0lrVk0VwKG6rHrfWyTJOON/cS6p5YU3rFphGsq6JoXi2BmgoCNeW4i4LYXA40Z6rFkB5PkIzGiPQNEe4bYLS9h8HWDkbauwn39OctMKlYsRB/dXnOHs9IJml7bSfx86i5u2qz4a8qpaC2ksK5NfgqSvAUF+IIeNEcDhRNxdR19Fic2HCIcO8AQ22dJ/fT0c6ec7aPntg3FVXF4XNj93pw+Dw4/B4cXg8OvxdXMEDJojkn97V0NKeDhqvWUbJwzrSGkwhHOP76LpIzWFAPUgGit6yIYEM1hXNq8JUX4y0twlngRx0L/k3dQI8niI+ECPf0M9LZw1BLBwPH2hjp6JGB4wVMBotjdMOccHGIqrIgt25ceV4Fi0II6tNUezUMk0PNnXztx0/x3JZ9DI1E0vz2CUlCkRh9g6PsO9LOoy/s5J1vu5QP3HUVRQWZ14MVB73cd9MlbN56kMg0WxnYNJV7b1w/tj4r8wxfLJ7kwWe28b8/eYqm471Zi+wMh6J09Q7z+q5j3P/E69x30yW8+7bLKCsOnLyP3aZlnQnLNdO0JlzBU1MV5teXz/pgceP6xfz+O64l4Evf2NiyLHoHRvjer1/kd8+8SVtnX/aALgpDIxE6eoZ4aesBflRbxsfftYlbN67ClWY2D1JVST90z9Vs29PEazuP5mUNqhCC6vLx6a6maXG0rZuv//Rpnn11H32DI1mWqSUJRaB/KMTh5i4efWEnt127mj967/WUFPozPrfP4+TtN1/C06/skQWZzjPpZgKFqlDYUMOcay+let0y/JWl2L3us84yW5aFEU8Q6R+ic+cBjj77Gt17D5MMZ+7/mQ9zNl7CsrffjHJGNoZpGDz3pa8T6n416++7i4NUrl7M3E0bKJpTi6swgDrBz2HLNEmEo8SGRxlq7aD11R107z7EUEsHZg575i64dSPzb7oyZ48XGx7lkabjsz5YFIrAW1pMxcqFNGy8hMKGKpwFATTnxJa3WJaFHosT6R+i98AxWl/ZTsf2fUT6h/I4aEHRvFp8FaW4CwO4iwpwFxXgKizAGfBhczvQHA40hw3N4UB12FEmWLna6fey5kN3T3uIQy0d9B1snplgUQjcwQAVqxcx5+r1FM6pwV0URJvgsgnLsjASSSL9Qwwca6P1le20vb6TcO+gXIN9gZHB4kUsqRs88dJOvvK9xzlwrGPSv9/ePcD//PBJuvuG+euP35mxZYWiKKxfMZe5dWXsPtg2rTHPbyjnXW/bkDVwGw1H+elDr/Cf33tsUifMlmXR0t7Hf/3gcfYeOc4XPnkPVWXBvK6pu1hUlBTwR++7gaICb9r30zQtjrZ284/feJBnXtkz6ZYriaTBgaMd/PV//oqOniHef9eVFPjc4+4nhKC8pICPvfs6jrb10NM/MuXXNBm6YfDKm4f452/8jl1TOAa6+4b57v3PMzgc4oufupeAL33AIIRgxcJaljZW89qOI7kYujQDLMtCP7VfpgBfRSmNN1zOwrddg6dkcuuyhRBoTgf+qjL8VWU0XLWO9m172fXzR+g9eOycp/8pqoqzwI9QlLSpoja3k9rLVrH0nhspnl+Papt8KyqhKKkZIp+HQHU5tRtW0frqdp7/p2/O+kBsVhMCb2khjTdeyZxrLiFYX4WiTn4JhBACm8tJoLqcQHU5DVevp+9QMwcefpaWV7YTG8z9Z7OqqVzx6Q9StnR+zh/7fOMuDjL3mkuYc80llCycg6JNPhwQQqA57PgrS/FXllK7YSUDR1o59OTLNL2wRQaNFxAZLF6kLMtiy44j/Nv/PcLR1u4pP04iqfPAU1tZt2wOd16/Fi3Dl0ZhgZflC2rZc6htyp8dNk3lxiuXp50hPcEwTZ54aRff+vmzU55ZSeoGT23eQ0VJAX/+e7fi97pkwDgNdpvGrdesYun86rTvo2VZtHcP8J/ffZRnX907rd6coUiM7/zqOQJeF++54/KM++PapQ1cvX4R9z+2hXx/lVmWxfZ9Lfzrtx5m96HjU34c07R49IWdrFnawDtvvQyHPf3Hd8DnZsXCWrbuPiZbaZwnrDN6tBU31rP29+6lYuWiVDPwaX7+2L1u6q5YQ6CmnJ0/fZimF99Aj53bBuKuAh+KpmIkTt9HXYUBltx1PQvfdg2uwkDOPnst02Sko4fEDM+uXkgUm0bF8gUse/vNVK5anFrHl6Pto9o0ShfPJVBTTtXqJez8+aP0H27OyWOf5iL/LheqSnFjHSvfcxvV65ahuSbXlzobRVUpml/P2uoyqtcuYfsPH6Rn/xFZvOsCcP5UaJFyxrIsOnoG+bfvPMyRlu5pX/gJReJ879cv0tEzlPE+ihBcsmIuipj6LldVFuSGK5ZnnVU82tLN//70abr6hqf8PJCaCbr/8dd59IUdee0TeTGory7m7bdcgsOefnYgnkjyrV88yxObd+Xkve4bDPHNnz/LoabOjGmmAZ+bO65bQ2GW9OlcSKXWjvIf33mEXQdap532Go0l+OFvN2e9wCOEYN3yuRnfb2n2MXQdUzcQQlC2tJGrPvMRai5ZiS2nJ3IKhQ3VXPqJ97D8XbeiuTKvv5oJrsLAuNkMb1kRl/3x+1n+zltxFxXk9CJdIhSle/chrBymoF5MNJeTpffeyNV/+VFqLl2Zk4sYZxJC4PR7mbtpAxs/9wfUXrYK5Two3Ha+UB125t90Jdf89cepv3IdNnfuL4QLIbB73NRcupKr/+oPmLvpMlRH+mUh0vlDBosXoVg8yU9+9wpv7m3O2WMebOrkhS37s84KNdaV43ZN/UPjijULmFdblvF2wzD5ye9e4XBT15Sf41QjoSg/emAzbV0TK8IgjaepCndsWptxu1mWxWs7jvCrx7ZMeI3mRLR09PGzh1/NuD8KIVizpIEVC2tz9pzp6IbJ/Y9v4ZXthzFzlI7TdLyHJ17alfVYm1tTSiBNGq40OxmJJKZhUL58AZd96gMUz29IVZHMNSFwBf2sfNdtrHjn29AyrO2dCe7CgtMCAW95MRs++T7mbFyPloeTy3BvP70HjuX8cZORGPHRMMloDCM5VoH1Aku9cwZ8rPvIfaz90D14y4rznmkjFIWiubVc8acfYv5NV6Hm7MLXxTurqLkcrHrfHVz6iXdTUFeZn8+XUwghKKitYMMn38vyd9yStTiQNPvJNNSL0LG2Hh59Yce00v3OFI0l2L6vmTuvX4vP40x7H7/PRUmRn9EppIdqmsplq+dnTL2zLIu2zn6ef31fzk7KAY60dLN52yHqq0pkKuoUlBT6uXLtgoyzwYmkwa+feGNK+8TZbN56kK7eIarSFJuBVPuNq9cv4tnX9uX8uU/o7Bnkd8+8mdPZ6XhCZ/v+ZkbD0YwBodftpLwkQEfPYM6eV8ofM6njCgZYcud1FM2rG3f7iRlpyzAwDZNkNEYyHMVI6iiait3jwuZxoahqqp3EWT6rNKedxXduYqSjm6PPvHZaCuxMcRb4TwaLzgI/K99zG7WXrjzZCuNMJ98DM1XN+tT8cSHEWy0aGF8N2bIseg8cIzac+5YyBx97ge69h7F73Th8Huzu1Lawe1zY3E5s7rf+feI21WY7b75PHD4Py95xMwtuvfqsJ/zWWGsFyzQwkwbxUBg9FscyLVSbht3rRnM6UvupqqRCtyzvg6ekkFUfuJNkNMbRZ1+bdhBuYWEkdfT45AvtCUXJWuzGsizMpD7t7BEjmYQcL47QnA4W3XYtS+66Hrsn+0XE1LFlYY6lxsdHI+jxOJZhomgadk9qn57oNnQGfCx/+83EhkY48PDzsp3NeUoGixcZwzB55tW9tHb05fyxDxzrYHg0kjFYdDsdFAa8HKNn0o9dWVrA4nlVGSugmqbF67uO0tye29cVicV57rV93Hvj+owVNqXMls6vZuHcyoxfsIeaO3ltZ34KsbR1DbDrYCuVGYoUKYpg5eI6Aj4Xw6O5X8dkmCabtx3icEtuZrpPdbSlh/6hUMZg0emwURz05fx5pfxQ7TaWv+NmypY2jqscapkmoe5++o+00LnzAH2HmomNhDATSUzTRAiBarfhLSuidPE8qlYvoWh+PdpZ1pO5ggFWvvd2Rrv66Np5IN8vcRxnwItmt6PabCy950bmXX952hkky7SIj4wy0tnLaEcPI529RPoGSEZimIaBzeXE7vXgLS0kUFOBp6QQT0nwtBQ7yzDo3HkQPZr7dZp9B5voO9h02s+EqqDabKn+fDbttH9Xr1/Out+797yYaVFsGkvuuZHFd16P3Z2+ijUAlkUyGmeorZOu3Qfp2XuEkY4ekuEopq5jkSp0pzpsqTYUC+dQuWoxhXNqsq5LFULgLS1i7YfvYbSrj559h6cVR5m6web//B42V/pzlGyq1y1lxbveljHYig6O8NrXfsLw8el93hvxBOG+3F3kUzSVxhsuZ8W7b8Ph82S+o5UKpIdaO+jac5jeA0cZau4gEY5g6gaWaY3t1xquAj/FCxooXz6f4vkNeIoLM85UCiFw+L2set8djHb30f7GHhkwnodksHiR6R8KsXnrwZym/J3Q0TPIaJbiAU6HjYA3yxdOFvVVJdRUpJ8hglSvzOdf34+e4yp/lgX7jhznePcAjXW566V1sdi0YQlOR/oUIl03eH3nUbp7p7e+NJNoLMGug21cc+linGnS2oQQ1FYUUVdVwq4DrTl//pHRKC+8vp9YPPfN0bv7hxgezdzmxm7XKPBnOTGQZhWHz0PlqsWn/cwyLaJDIxx67EWOPPUyQ22dWfuYDTYdp+21ney5/3FqN6xm8Z2bKFkwJ+uar4KaCla97w6ea+kgNjQzlYFP0Bx2XIWpwGHJ3acHIydmafqPtdHy0lY6d+xnsLmd+Gg462Mqmoq7OIi/qoyyJY3UrF9OoKacZDRO36GmvLTKSccyTHQjDmmKCAWqy8+Pgh9CUH/lWpbddxMOb/oA6UTrhM4d+zn4yAt07jpAdOBsn+dttG/dw577H6dobh0L3raRORvXZ1w/J4QgUFPB2g/fw4tf/j9C3dO4IGxZDDW3T+lX/RUlmFkyRExdZ+BYGwNHc/9dMh1Va5ex8n134C4MZLyPkdTp3nOYI09ufqv1RRaDQMf2fez59RMEG6pZeMtG5lxzCc4CX8bA31tWzNoP3UO0f5j+Iy3TeUnSOSCDxYtMZ+8QB5s68/LY8YSe9QRWVRXsGdJIs1HH+ghmK9gxOBxm/5GpfQmcTVfvMMe7BphXW3bepA7NBj6Pi8XzqlEyvGehaJydB1ow8niV8VhbD9FYMm2wCBD0e6gsLchLsNg7OMKeaVQ/zSaZNBgayXzirCoKTlng5rxlWRYDTW3s/MlDNG/eNqnKpfGRMEeeepmBo62s/sBd1F2xOmNqqlAUKlYspOaS5Rx+YnMuX8JZKTaN0kVzmbtpA/ZTghHLsgj3DnD4ic0cfPQFQj39E272beoGoa4+Ql19dO06yMFHnqd4QQP+ilJGOiaf0XIx81eWsvwdt5y2bU5lWRaJUISDj7zA7l89RqR/cFJBsB5L0L33MEOtHQy1drDs3ptwF2duVVW+bD6NN17Brp8/krYnqTSeqzDA8nfegrck/YX2E8H+ocdfYtfPHma0uw9rEksmzKRO/6Fm3mj/BX2Hmlj53tvxV2U+TypqrGPRHZt47Ws/OefVmKXJkQVuLjIHj3UwEspP6XDTtAhHM68FUBWBbQr9mDRVzZrKCHC0tZuB4exXnacqqRscae7K6RrPi0FdZVHWPpWhcJT9Ryff33MyjncNEM9yYmGzadRXlaDloeLekeZuBobz08/NIlWFOBNFEdhssorg+WqkvZvX/venHH3utSmdVFmmSf+RFl77+k/p3LE/61ovzWFn4duuwRmY2bRlh8/DqvffScnCOW+li46tLXz5K9/nzR/8lpH27gkHimcykzqR/iFaX9nO3t8+iTGFdWoXK83pYOHbrqG4sS7j53ciFGHHTx5i2w9+Q7h3YMqzpfHRMHt/8xTbvvebrP0vNaeDxhuuIDinekrPc7FRNJV5111G+bL5GdcB67E4+3/3LG986xeMdPRMKlA8VSIc5fCTm9ny9Z8RHRjOOIOv2mzM2biekoVzpvQ80rkjg8WLzL4j7XlsBWFlTQMVQqBMoQKXTVNpqC7Nep+jrd2EIrkvknLC4ZauvM6AXYiqyguztqbo7B2ibzD3BSdONTgSJn6Wk83KsiCamvuPwv3HOvKSgnqCnqUFwFSPNencS8bibP/hA7Rv3TPlk7cTRjt6eONbv2SopSNrCmbx/Aaq1i2b0R50iqriCr5V5MayLHr2HeHFf/02La9sz+ns0XmR9jmLlC9fQOMNl2ds1G4kdfb8+gn2/vYpkjnoW2nEExx+cjP7f/csZpbPNX9lKQtv2YjIw+f1hSbYUMOi265FtaXPMDF1g0OPv8T2Hz5w1vTuiTB1g5aX32T3rx7Leuw6/F4W37lJtkQ5z8gj7iJiWhZtXf3nOOiZ/MmI3+uiKEvQYZoWHT1DWWeQpqu9e0jOLE6CpqnUVRZjy/KFkNpm+a3CmNQNYrHs+0VJ0JfzYNGyLI53DZDM8RrayRAXcZn485VlmnTu2E/Ly2/mrP1C3+FmDj7+YtYZSs1pp/7y1dkLYOSRZVmMdvSw9Tv3M9DUdsG1njifqA478667DFeGNW4nZn8PPPQcejR3F2iNRJJDj73IcFvm/rhCVahcvRhfRfaLxxc71abRcPU6fJWZ36fB5uPs/fWTOa0QbJkmR55+ld4Dx7JenCpbOp9gg5whPp/INYsXkXg8yWCeUjXzKRjwZCySAqmm7gNDobyeX/QPjZJM6lnHIb3FpqnUVBRmTR32uh1csWZ+XmffCgu8OJ3Zt5nXk7vG5yfEE/rYPilPeqWJS0ZiHH3mtZxc6T/B1A2ann+DORsvoXTR3LT3EUJQumQe/qoyerOkAuaLHk2lw6VSZmf86aVTFNRWUL1uGUqGJSN6LM7BR54n3DuQ8+ce6eim9dWd+KvK0s6ICSHGihfNY6S9W15UyMBbXkz95atRM7SsskyTQ4+/xPDx3NevCPcO0PzSVorn16etOiuEwF0UpHLVYgabjmOewwuq0sTJYPEiEo7GicTOv3UbAZ87a2GcWDzJUA5PrjI9RygSxzfFaq4XG01VKC3KXH0NYNOGpWzasHSGRpSZ027LWIRnqlL7S/7SoqUL02BLO507ct/3M9zbz7FnX6NkQUPG9UuuAj9Va5fSu/9ozp//bDp27Ofwk5vlieMsUHPpysyVMy2LvkPNtL2+Ky/PbZkWLZu30njD5biLCtLeR1FVqtcv59hzW2Shmwyq1izFX5WhertlMdzWRfPmbflJz7Ys2rbsYtHt11JQW5n2LoqqULV2KYef3ExsKL9LUaTckGmoF5F4QieR57S/fPC5HdgzrJ2AVKphtsI6uaDrBtHzMNA+V1RVoTiYOXV4NrFpas7XaiWSel5nTKULj2VZdO0+RHQw9y0sTN2gc9dBolnaY6gOOyUL56DNcD9ZPRbnyNOvEB3MTwsdaeJsbhc165dn/Dw0dIOON/dOoD3G1I109jLUln3Gq2heHa6gP29jOJ+pDjvV65en7VkKYJomXXsOEeruz9sYIv2D9J+lhUiwvgpvWXHexiDllgwWLyKGYZ6XRVrsdhtqljVlumHk/cRcN0ziSXnyP1GqouB1T77x8TmRh6IepmnmsZCUdCHS4wkGjrbmbbZkuK2T0Y7ezOvBhCBQVYYzMHMn4ZZlMdrVS9eug7IIzSwQqCnHn2WdW3w0RPfeI3ltqp4IRxhqyd4Gy+n34q8sy9sYzmfe0kKC9VWIDAXO9Ficrp0HsLIUEpqu1GdZW9b72D1uCuqq8jYGKbdksHgRMS3zvCzSYtPUrGmCppm9CmsupJ5DnvxPlBACe4b1EhcD07Iwz8MLM9K5Ex8OMdSSv1YyiVCE/iMtWYMyf2VpxvS/fOk90ES4J3+zHNIECTE2Y5d5+UB0YJjBY9mDgOnSYwlGO3uzBqQOnwd/tQwW0ymoqcw6YxcfDdN7sCmvYzCTOiPtXVm3oc3lIFgvg8XzhQwWLybnX5wIpHrGZStAYs3AiflMPMeFRFOVrLPBF4Pz9HCTzpFEOEIoz0FT/9FWLDPzhTXVYcdXUZLXMZzKMk26dh+aseeTMtOcDorm1WZtSzHc1kUihxVQ07Is4iMhjCwtjxSbhrsoKFtonEHRVIoa67K2pRjt7MvazzJX4qMR9CwZX0JV8RQHZQuN84Q80qRZzzQtrCyn3kKQMeUil+TJ/8SZliUrgUrSJESHRkjkoGddNsNtnWft3ZgtDTHXTN1gqDV/s6nSxGkOO4Hq8qwXZke7ejH1/Nc9SEZiWYsdCSFwFfgy9hC8WAlVJVBbkXUbhnr60eP5r7+gx+IYWZbuCCFw+DxojpldIy1NzcWbJyadN3TdyJo+K4SClqHMd64IQc7bK1zIDMM8a4/BB5/exuu7jp7z1OjegRFZvEg658K9A3ldCwYQHRwhEYmhOR0Z75OtN1uuxUZCxLIU3ZFmjt3jOus6QEVVKZxTm9f1bgCe0qKztmS2+zwomgZk7h96sdHsNgpqKrLeR4hUcZl8V5L1V5WdtRyA3eNKFeLJ80UyafpksCjNevGknrVYiKYqOLK01sgFRVGw22S6xERZlnXWokM7D7Tw04deyft607OxQM6CSudcbHAE8nzhRI8niA2PZm6NAFnXrOVafCQ0I7Mc0tm5gn40V+aLCABL7r6BRXdsyvtYhKKcNT1Rs9sQqryAeypHwIvd4856n7mbNtCwcX3eU6WEIsaC+cwUmw2R5wv9Um7IYFGa9cKReNZZKpum4s5ypTwXUgGpTHmZKMM0GRzO3vvSPXZiYspATZJIRKJZ0+1zwUzqJCPZr+I7vG6EImakOqkeT8jeirOEs8CPeraTe02dNWvMFJuGEHIl1akcPm/GlhknKKqKMksCNFVTZ2QJkTR98kiTZr3hUIREltx3h8NGwJf9atp02W0aXs950gpiFtB1k+6+7L24Sgr9crZWksYkw7G8X+03dR09mjltTwiBareh2mdmHZGZ1M+6hlKaGc4C36wJBCdCCCUfXY/Oa06/56zB4qxyluKF0uwhg0Vp1hscDhPNktLodNgoynMDeI/bgecsKTrSW5K6wfHugaz3qSoLYpcFCiQJYKwYRJ5nFg0za5VJAKGePQUwVyxZCGvWsDkdsrroeU512FHkNpTyQO5V0qw3PBphaCSS8XZFCMqLA3ldt1hWHECTH8ITltR1mo/3ZV1rWlNRhMclK6FJEoBpGOQ9brIszLMUJxGKIoOGi5CiacipuvObomqgyGNXyj25V0mzXlI3aD7em/F2IQRza8vwuPKXJjqnuhRFfghPmGVBa2cfgyOZ1y0WFXhprM9euU2SLhozMME20acQZytFKV1wFE2VKYHnOUVT5DaU8kIWuJFmvaRusO9IO5ZlZfwgnN9QTmGBh4Hh3DebFcDieVWoMliclObjvbR3D1BU4E273fxeF+tXzOW5LftkKpp00UudrJPX2UUhxFnT1CzTPOvso3ThMXUj6+ewaZj0HWqaNa1Oeg8cO2tK9cXGNMys29AyTQaajhPu6Z/BUWU20tEjqyGfJ2SwKM16hmFyuLmLRFLPWJG0MOBlfkMFR1q6c/78fp+buqpimaEzSYMjYfYf7WDZ/Jq0waJNU1m9pJ5gwMPAUO6DfEk6n8zEOsFUS4LsX/uWacmiMxchM6lnbd1imSa7f/kY7dv2zOCoMjOTOolI7FwPY1Yxk3rWXq2WaXHo8Zc4/MRLMziqzEzDJBnKvMRImj1ksCidF5rbe2nvHmROTfqG0R63g2vWL+KJl3ZlXSc3FY31ZdRWFsv0jkmyLHjm1b3cvmkNbuf4tYlCCFYuqmPNknqeenl2nIBI0rlicznH1ozlb2pR0VS0LG2GLMvC1PWxYjvSxSQZi2cNNBRVwUgkiQ2NzuCopMnQ44msF3qEqmAZhtyG0qTJvDrpvHC8a4C9h49jZvgy01SVDasbqa8qyenz2m0aV6xZSGHAk9PHvVhs29PE3sPHM6bGuJ123n/nlfhkWxLpImf3evK+VlC1adjdrqz3SYQisvfhRSg6OIKhZ07rFIqCM+CVffFmsfhICCOROa1TCIHD5zmvWqRIs4MMFqXzQlI3eG3HEeKJzF9mtRXFbLxkEUoOZwDLSwJs2rBYzipOUd/AKC9s2Z91u61bPocbrliGJr/ApIuYM+DNezVK1W7H4ct+4Ss2IlPCL0axoeGzXiRwFRYgZklDd2m82EgIPUubMQBngR/FJpMKpcmRwaJ03nhp6wGa2/sy3q6qCu+57TLm1Zfl5PnsNpW7rl/HorlVOXm8i5Fhmjz4zDb2HWlPe7sQAp/HxSfffyNXrFmQ00Bfks4nnpLCvM/aOHxu7D531vuEZknxC2lmRQdHSISzrx/zV5WhnmXNq3TuxEdCxEezX+zxlZdgy5KKLknpyGBROm+0dvbzxEs7SWSpgDavvpxPvf8mKkuD03ouRQiuuXQJ773jclxp1ttJE9fS0cf3f/Mi4Wg8YzrqvNoyvvjH93DthiV5nWEUgN/jYsm8akoKfXl7HkmaLFdhALsne4rodAVqKlDOMjM03NaZ1zFIs1MiHGWopSPrfYJ1VVnXvErnlpFIMth0POt9AjXl2L1yWY00OTJYlM4byaTB4y/uoiXb7KKicN3lS/nEe64j6J/aB6KqKqxaUs+nP3gz5cUFUxytdIJhmDz9yh5eeH1/xrYAQggaakv5wh/fw703riPo9+Rs9ZYQqcqrtZXF3LZpNV/447v5t8++i8b68hw9gyRNn93jxlNcmNfnKKirRGRpnWEZJqHOzD1tpQuXHk8w1NqRtfWCu7gAf1X6InPSuWcaBoNNmWsEADj8XgrqKmdwVNKFQOYTSOeVg02d/OrxLfzF792KLUPevdft5F23XYbf5+ZrP3mKI81d6BOskFpa5OfGK5fze/duZF5dmVyrmCPDoxH+50dPMr++nLm16d9XRQgaqkv4wifv4ZaNq/jVY1vYuvsYPQMjk65wa9NUioM+KkoKmFdXxhVrF7BiYR3lJQE8Lge9A6Nocu2NNIs4/B78NeX0HW7Oy+MrNo3ixnpEln6x4b5Bwn1DeXl+aXYz4gn6DjWjxxMZ0xSdfh+lSxrp3nskvw1BpSmxDJO+Iy0kI7GMWQo2l5PKlYtoeflNuQ2lCbtog0VFCOx2DU1VUVUFTVVO+Tv1M6fdhsflwON24HU78bgdeFwOKkuDlBb5Mz+2Inj7zZeyekkD4WiccCRGKBInHIkTjsaIxhLouolhmOiGgWGa6MaJ/zfRdSNrquXFLJHU+fkjr3L56vlcuXYBSoYTH4fdxl3Xr2X1knqe37Kfx1/cydHWHqKxBEldx7QsFKFgs6m4nXbKSwrYsHIeN1yxnCWN1Tgdp/dz7OkfZng0ytza0ozPOV12m4ZNU8fth9qJP5qKx+XA63Gm/nY78bod+DwuVi6qy/rYG1Y1kkjqjIZjhKMxIpE4oUicUCRGJJYgmdRP7oOGaab2T9PEMAySukkiqWe9WjkRuw+28aX/fYC/+cRdzKkpzRiI+7wurr10MVesWcDh5k72HW1n35F2jjR30dM/QiSWwDQtEKnj2GHXCPjcFBZ4qSwNUldZTFVZkOryQmori/F5nDLol2Y9m8tJcWM9LZu3YSRy37oiUFVGoLo847FgWRbDrR1EB4dz/tzS+aHvYBPhnn4KatPPPGlOO9XrlnH4ic3EhkZmeHTSRAy1dDDc1knxgoa0x7pq06hYtRhPSZBwz8A5GKF0Prpog8W5taXce9MlFBZ48bgduJ123K5UMOhxpf7fbrehKgJFESiKkvpbCFRVwZZlkbciBO+49VJ0w8QyTUzTwrAsLNPCNE2ShkksliASSwWQkViCSDRBOBonEotzuLmLnz38KtFY5hLIF7P+wRDf/Pmz1FUVU5el/6EQgrrKYt5z++Xcdu1qjnf20949yNBoGF03sds0An431WVByksK8HmcOOy20x7PsiwSSZ3v3v8ipmnyJx+8Cbcr92s2PC4H773jcubUlOJy2k/uhy6XHY/Licdlx+mwoarqyf3w1H0y0yzrCRtWzmPt0gZMK7UPmqaV+jP2/7F4knA0TjQ2th9G4kTiCSLRON19I/zqsS20dGRO/50Iy7J48Y0D/Md3HuVvPnEX5SWBrNvOYddY0ljNorlV3HaNTjyhn7yQktB1hBDYVBWb7URQraJpKjZNRVMVGSBK5xUhBGVL5uEIeIn0Dub2sRVB0fx63MWZ13KbusFA03ES4WhOn1s6f4R7Bug/3JIxWAQoWdBAycIG2l7bOYMjkyYqOjhC74FjFDXWZaxcW1BXSfmyBRx99tV8tnWVLiAXbbBYW1nMe+64fMrr2rIRQmC3adhtZ79vOlt3H+OBp7bKYDGLl988xP/88An+4vfflnVdoRACm6ZSVOClqMDLirPMwJ0pqRs8/Nx2fvzgZpYvrCUUieclWHQ57dx1/TqWLajJ+WMDaJo65cIx3X3DvLzt4LSDRYB4QueR57djWhaf/8M7qSwNomSpACmEQFUFLtUuCw1JF7xgQzWlC+bQ3Lstp49r97hpuHIdapaLSolQhI7t+2Rq2kXMNAyOPbeF+qsy7ysOn4eFt15D166DJCOxGR6hdFaWRdOLb9CwcT2ugvQZcJrdxsJbN9K+ba+cIZYmRBa4kc5Lum7wmye38o//+yAdPYPTTpFMJxpL8KvHtvBPX3+QwZEwTcd7GAllLy0unZ1umDzy/HY+9aUf8syre4jnIeVOks5HDp+HxpuuxOZ25u5BBVSuXkL5ioVZ7zbQ1EbfoebcPa90Xurac4je/UczfqcKRaH6kuXM23QZimyjMSv1HWyi4819WGbmtf5lyxew6LZrZHVbaUJksCidtxJJnYeefZN/+vqDHGzqRDeyNxSeKMuyGAlF+f5vXuQ/v/soXX2pNTwjoShtnTLHPxdM02LLzqN8/iu/4tu/fI7uvuFJF7GZihNpxV19Q4yEZLqdNLsIIahctZiq1UtSZXxzwF0UZMEtV+P0ezPex9R1Wl/ZTmxoNCfPKZ2/ooMjHHn6FZJZ0pE1h51lb7+ZilWLshZMks6N+GiYI0+/QjTL8azaNBbdfi31V63NWiFZkkAGi9J5Lqkb/O6ZN/nzf/kJv31yK8OjkWnNMuq6wZ5Dx/nH/32Ar3z/sZOBIqRSKA+3dOVi2BKpwO141wD/+d3H+NSXfsivn3yDzt6hvMwSW5bFwHCIN3Yf46vff5w/+dKP2HekPefPI0nTIgQOn4cV77mNgtqKaT+carOx+PZNYyf1mYPP0a4+jr++C1OXhdUuepZF8+ZtdO48kHl2UQgCNeVc8rF3UrVmyYwEjDa3k8K5tXImbII6t++n7bUdWbehp7SIdb93H3WXrZ6RgFFzOiicW4PNnd9+slLuXbQ5BKFIqpCML89NkKeipb1vSrMssUSSwy1d9A6kv5rU0TOY1yqrppk6+d9/NH1j36Su5yWN0zBNtu9rYf/Rn/PgM9u4+4Z1rF5ST1lxAOcZBWvS/r5hMhyK0HS8lwee2spTL+/heFf/uKU78USSbXua2L92/OuzLItofOprTHXDoLm9N68N6adqYGiUSB7Xz8YTSV7aepAtO4+woKGSTZct4fLV82moKSXo9+Cwa5MqVmNZFrpuMBqOMTgSprm9j1fePMTW3cc40trN0Mj098GkbnCstZtINP370jswkt/0Wsuio3sw47Gm6wYDQ6H8Pb+UV6WL5nLZH7+frd/5Fb0HjmGZk7+AYnO7mH/zVSy990ZsjszrfS3T5MjTrzDUmr0hu3TxiPQPsvOnDxFsqMJfWZb2PkJRKJpXx1Wf/X12/vRhjj23hejQcO4Kpoix3qMlhVSsWEjd5WtwFfp55gv/j+G2zhw9yYUrEY6w6xePUrJoLsH6qrTfoUIIfBUlXPFnH6agtpIjz7xCqLs/p+uWbW4X7sIA5SsWUnfFaoL11Tzzd/8tU97PMyLbVXwhxAW70l1TFVxO+6ysmGgYJpFofNKfuYoi8LgcGV+TaVpEonHMNNtcCPC4FDRt/O/qukU4ak7o88PltGPLEvCkWlfkJl00HSHA7XLQUF3C2qVzWNJYTVVZIRWlAXxuF3a7hmmaRKIJhkbDtHcPcvBYJ7sPtbHzQAt9A6NZezLaNDVjoZVwJI6RZY3AWcftdKDOwnQQy7KIxBIzkiYKqffY63bSWF/O4nlVzKkppaosSGlRgKDfjdNhPxlA6oZBLJEkHI4zEo7S2z9CV98Q7d1DNB3v4WBTJ/2DIWLxxIR7bU6EEKljLVNxHtO0iMTiqRYfeXK2Yy0WT8oWPLOEr7KUm/7lzwnWV034d0wjVZ10508eou21nSQj0QnNugtFwVtezKK3XcOCt23EGfBlbZcx1NLBk5//CsOtuT8Bv+Tj72bZ229GyfC51rFjP0//7X9fVEU26q9cyzV//fGM61Jjw6M88qf/TP/hlhke2emEqrL0nhtY95H7UB2Zz5UsyyIZidGxfR/HnnuN9m17iY+GU7PUE/34EwJFVVA0DbvHhb+6nOL59ZQtaaRkQQPu4iCq3Ua4d5BH/vSf8rKvns3cay/l8j/9UMZ07lBPP49/9t8ZONo6wyPLQggW3HI1l3zsnTj83qzbUI8l6D14jMOPv0Tb67uIj4QwkvqkAkdFVVFsKjaXE19FKSULGihdPI/iBQ14y4vR7HaMZJLf/dEX6TvYlKtXKeWIZVkZA6KLdmZRN0xGwxdWJS/TtKb8mgJehX/7bCWXrHCPu+217RE+8++dDI2cPciLxhKcy5VglpUK2vYcOs6eQ8dPtkRxu+zYNA1VEVhWaiYvkdQJR+OMhmMTDoSSukEyD2vdLAvC0XjOH/d8lNQNBkfCvL7rKK/vOorDpuF2OXA5bdhtWqr/pCJACCzLwjDM1HZJ6kTjSaKxRN6DJMuyCJ3jSoDn+liTcsfUdUzTQrW9NYuuqCrFc2u5/E8+QPvWPbS8sp2+Q02EuvvRY+M/KzSnA195MWVL57PglqspaqxDyzKjCKkKqPseeIqR4915eV0XFSFQ7TZUm5b6+8Qfmw3NbkMZ+/+ShXOypvwpNo3y5QtxBnwYSR0jkUz9SSZP/ts88fNkckqzzhNhGQaHHnuRYH0VjTdcgZqhvLsQArvHRd3lq6lYsZChlg46duyn/3Azoe4+4qMR9FgcU9exrNTFDNWmojrsaE4HDo8bV2EAf2UpBfVVFDZU4yzw4/B70OyyAva0WBbHnnsNf0UJS++7CZsr/QUKIQQ2l4OKFQspbqxnUVsnPXsO073vMKOdvSRCEZLRGGbSwLIshCJQNA3NYUNzOLB73TgLfPgrSgk2VBOsr8JVGMAZ8KFOILtLmv0u2mBROp2qChqq7SybPz4tt6tXZxZmR05IJJZIpVDmtm2ZNIPiSZ14Umfw4pl8kC4ilmXRtecwzS9tZdV778AVPKXcvRA4Az7mbtpA/VXrCPcOEOrpJzowTGx4FD2eQFFVHH4v3rIivKVFeEsLJ1Sl0kgmOfjYixx+8uWsVROl0zn8XuZdfxnuYACbx4Xd48LmcqK5nKi2U4NFDeXU/x/7t2LLnlZvd7u47JPvw9T1sQBx7O+kjnkiaEzqJwNJPZ4gGYmSDEdJRmMkwlGOPv0qo129036t8dEwW7/7ayzTovHGK7JefBBj623LljZStrQR0zCJj4ZIhCLo8QSmboBlIRQFRRsLFh127B432izN8roQJCMxdv3iURCCpffdhJZllvhE4F+6cA6lC+ewxLye+GiYRDiKHo1hnLkN7bZTtqEj67po6fwmg0VJkiRJOkfMpE7njv0ceOg57B4Xy+67GYdvfP9f1abhryzFV1ECpNYaYgEidZKHEBM+4TYNk9ZXdrD7F4+SkO2AJsVVGGDFO2/FXVTw1ns+9r7nKuARijg5M0mWVtAn05ItK/VvKzVL3XewKSfBIkCkb5Bt3/s1RjLJwls3Zk1JPZWiKrgK/Bl7/UkzJz4aZufPHgYhWHznJuwe94S2oVAUnAEfzoBvBkYpzWYyWJQkSZKkcyQZi9O95zB6LM6+3z6NarOx7L6bMlZ9PHGSJ9SppXuYhkHXroNs/e79hHtlK6DJEqRS8GZDj8GTJ/xCIE6/IafPE+kf4s3v/5ZkNMaCW67GXViQ08eX8i8RirDzZw+TGA2x+M7rT150kqSJOPefdpIkSZJ0kRpp72aoJdXGJTY8yvYfPUgiHGXZ22/CFQzkND0vGY3R9MLrbP/R72RFSWlSYsOjvPm939C16xDL33ELZcsaUW0ztx7NMk0SoXAqnVWaksRomF2/fJyu3YdZ9b47qFi5MJU+OlPb0LJIhCKyRc95SAaLkiTljKaC36tyou1WMmkxHJLroSQpHcuy6D1wjNjwW21O9FicPfc/zvDxLpbcfT1lSxqnXSTC1A1Cvf3s+81THHr8xdOeT5ImykjqtG3ZSf/hZhpvvIK5mzYQqKnIug5uOizTRI8niPQN0rZlFy2vvEmkTxYgmA7LMOjec4jn//kbzLnmUuZt2pAqhpWnoNGyLIxEkkj/EO1b99D2+k5ZUOs8JINFSZJyZvE8J//xl5UEvKkUuTd2R/iTf+ogqV+wXXgkacqMeIL+w83jqpsaiSQtm7fRf6iZ+TddScM16wlUV6DaJveVbVkW4d4B2rfu4dBjL9Kz7yhGMo/9P6ULn2UR6R9i968ep2Xzm9RsWEn9FWsobKjG7vPkJOAwEklGu/roP9JC584DdO7Yz2hnb9oqwNLUxIZGOfC7Z2l9dTu1G1bRcNVagg01uIL+nGxDUzcIdfcxcKyN7r2HOf76bkY6ukme4yri0tRctH0WpdMVFaj84qt1bNowfiHzUy+P8u4/a6FvUKZ/SJmpCnzw7kK+9Q/VJ/sPPvPqKLd+tIl4Qn6USBcv1W6jcG4ttjPWIZq6zmBLB/GRzDN9QhF4y4opWTiHmktWUDy/AYfPg83jRLPbEaqKEGCaJmZST1XEHI0w3N5F5/b9HN+6m+G2LozEzAeJ/qoyPKWFnLGi7qR4KMxg0/HzKrVQczoomlc36cB9pliWxcCxVuIj4Rl7TmfAi7+6nNJFcylbOp9ATTkOrwfN5UBzOFA0FaEqqSDEsrBMEyNpYOp6qpprNEZiNMxwezd9B5sYONbGaGcvoZ5+zFnSK9YV9BOoqUDJsFbYSCTpP9aKfp62wLJ73fgqSihb0nhyGzoDvlSlX4cdxaYiFDVV8XRsG5q6gZFMbUM9FicRjjJyvIv+o630H2llpL2LUHf/OfnskSZP9lmUJCnvnA6Fy1d7Mjaql6SLlZFI0rv/6JR+1zKt1IlzVx8Le7u4cf1CPKWFeIqD2H0eLFXjB1uPsLO1h2Q0RnRgmNHuPqIDw5hJnWwXhPNtpL2bkfYLK+VMj8Xp3nPonDy3KgTLqwrZOLeCyoCbvnCMl4528UZbH8kJ9gqeCI9d492r57KkInjaz3tDMb7+8n4GIqcHRLHhELHhI/TsO8q+B57G7nHhLgriCvpxBHxoDnuqh6iqjgUZOsloHD0aIzYSOqUVTHKsyu/su7gYHRwhegH3b0qEIvQfbqH/SCsHHnoOzeXAUxzEVRjA4fdiczpS6fAnt6GBHouTjMaIj4SIDo0QGxxBjyWwLDNv/T+lc0MGi5Ik5USBX2XlovF9OiVJygHLYk1lIR9eUjX2gxiEYsSSBt94aQsH97ae0+FJ+besMsg377uchaUFOG0qCd3k2OoR/uzBLTx1qCNnz+OyadyyuIbbltSe9vNDvcP8eOuRccHiSZaFqRtjwaNcF3tesixMwyARipAIRRhsbj/XI5JmAeVcD0CSpAvDioVOqsrk9SdJkqRcE8AH1jWyuroYt11DEQKnTWVhWQF/cNkiNJnRIUlSnshgUZKkaVMUWLvUTTAgg0VJkqRcEwKWVRSO/zlQG/RQ4LLP/KAkSbooyGBRkqRpC3hVls13ok2tT7gkSZI0BUIILAvkCjFJkvJFBovSWckvIelsyks0Vi12zVhzX0mSpIuJZcGezvE9Bk3L4kjfCEORxDkYlSRJFwMZLEpnZZnWbCxOJs0iKxa6KC+xnethSJIkXZAs4IdbD7OrY4BoUse0LKJJnTeP9/H/Nu/DkF/SkiTlyUW9wCjTJMi5/MydjWOaSEVucfI/Z5il6TGz8X2eqozvPTP3ei5Z4cZuk7OKkiRJ+bKzY4CP/+plNs2vpDLg5vhQmCcPtrOzY+BcD02SpAvYeRksBnwKi+c5ObX4V1KHA8dijIQyRzZOh6Cq1MbieU5WLnIxt9ZOSaGGz6NgWRCOmvT06zS3JzjYFOfAsTgdPUn6BvQJBUxT4fMo1FTYmFvrYNUiF/XVdkoLNbxuBVWBaNyid0DnaFuCfUdi7D0So6ktQSiSpwGlkUimn1n0uBTqqmwsbXSxeomLOdV2ggEVp0MhnjAZHDY40hpn+74o+47GOdoaJxo7N9GY163QUG1nbq2dFQtT2744qOFxKQgBkVjqfT7WGmf34RiHmuIcm4H3eUGDg+Lg6Qv9hkZN9h+NYWZ4agEEfCpzau2sWuRiQYODhho7Bb7Ue59ImoyMmrT3JGlqS7DrUJTWjiSdPUlGwtN/PUKk3s/ioEZhgcqcGjvXX+ZLu16xwKdy2So3ieTUtnvPgM7R1kTG90KSJOliYZgWW1p72dLae66HIknSReS8DBbXLXPz0DcacDreyqIdGNJ5/2dbeeT50XH3dzkFlyx388G7C9mw0sOcGjualn0WxLIsBoYNDjfHeXNvlB88MMAbu6M5malRVagqtXH9FT7u3BRg1WIX5SUa6llKX1uWRU+/zuu7Ijz5cojfPTvM8a5k3k+k4wmLU/ur+jwKV63z8MG7Crl0pZuKUlvWsZumRVefzktbQ/zowUFefjPC0IiR30GTqtBZXW7jug0+7rzOz7plbkqKzv4+m2YqcHx9V4SHnhvhic2jHO9Mko8es1/4ZBlvv7ngtEb2L74R4s5PNDM4fPp7JEitDbxjU4A7rvOzdqmb4uDZD+GkbtHeneTA0RhPbB7lpw8P0dOvT2h8Tocg6FdTwWmNnSWNTubVOqivslNTaaOy1Ibfo2Rcq7hmqZtnfzhvQs+Vzo8eHOAPv9A+oxdHJEmSJEmSpJTzMlhMR9MEJYXjX05VmY0P3hXkI28vorrMhqqKjCmIpxJCUFSgUbhCZc1SN7sOxti6Z/rBotspuO3aAB+5r5C1S934fQrKBIuCCCEoK7Zx60Y/Gy/xcud1fv77h30882qIcDR/J9OxuIk1Fik1VNn52LuKePdtBWcNEk9QFEFlqY17byzgijVeHnxmmH//Ti9Nx/O3IN9hF9x8lY9PvreYVUtcBLzqaQHZ2cZ74n2+cq2Xd9wS4Svf6+XpV0PEE/mfGfV7VTwu5bRgUVNh1WIXf/UHZWza4MXrVib8emyaoL7KTl2ljZoKO4+9ODqhYFEIuO0aP3/47mJqK234vSoup4LTLlCUiR1HkiRJkiRJ0vnrggoWK4pPL7CxaK6DL3+mgk0bfLgcU6vlI4QgFNbZfSg67Rm82kobf/7hEt53RyEBX+bZmLNRFIHPo3LtpT6WzXfxq8eH+PK3e2jtTE5vgBlEY6mZxaWNTr7615VcudaD3Tb591NVBVVlNj76jiKWzHPyp//SwY79039fz1RTYeMT7ynm9+4tpKhAndb7XOBX2bTBx5JGJ9/8eT/f+Hk/Xb0Tm5WbqgK/itf91vtrtwneeWsBf/nRUhY0OCYcJJ5JCMGx43GOd09sPxHAykUuNl7indLzSZIkSZIkSee3C6Yaqk0TlJemYl8hUoHi179Qza1X+6ccKEIq9fPAsTiHW+JTfgwBrFnq4ttfquHj7yqmwD/1AOa0xxVQWqTxsXcW8a0v1bB4niMvsz2RmMmCBgf/8zdVbNrgm1KgeCpNFVy1zsM3v1jNVeu8OR3z4rkOvvnFaj79wRKKg1rOWjmUF9v4y4+W8tXPVVFTnt+qnwV+FZ8n9R5rGnzgriD/8ZeVLJrrnHKgCKl9+elXQsTiMqVTkiRJkiRJOrsLZ2ZRhZKghhBQW2Hjbz5RxuVrPKcFC5ZlYZhgGBbRuMVoyCCetLDbBF63gtupoKkCRQVBKs3OMGDnwRh9g1NfYze31s6//nkFV63zpl0reWJcobBJc3uC7r4ko2ETC3A7FcqLNRpq7Pg8KprKuABIVQWbNnj50p9U8Ln/7OTAsakHtul4XII/+UAJl6/xjBtzNGZyvCvJ8a4kI2EDw0gVvqkstVFfbcfvUVCU8WMWQrBqkYsv/FEZH/qrRE5SUqvKbHzp0xVcd5kPW4b3WddhcETn2PEE/YMG4aiJMlawpaLURkO1HbcrVVzozDHbbQp3XR+gb1Dn81/pYmg0P+suvW4Fn0dFVeGa9V4+97Eyigreqh5jWRYWqX1T1y1CEZNQxMQ0LVxOBZ9HwWEXqIo47b0fDpm8uTeKMcFhW0D/UKpIUTaqIigv0dJelInETDp7k1NO3+7pT5WIlyRJks4xC/l5LEkXoQsmWBRCEAyolBZq/NnvlXLndQE0NXWSbFkWIyGTHfujvLYzwpadEZqOJ4jFTQzDQlUFDntqXd2KhS7WL3ezaK6Dhmo78YTF81tCUz7ZLQ6qfOGT5Wy8xJt2fV9St9h/NMZDz47wyAsjdHQnCUXMk9UjNS0VyFaU2Lh8tZu331LA6sWucbN7mip42zV+4gmTT/9zR05TJe+9qQCPSzkZgJmmRdPxBL95cpjHXxqluT3BSMggMVYIx2YTqSqv5XbuuynA3TcGqCq1jZsVU1XB5Ws8fPqDxfzFlzuntR6wqEDlLz9aytuu8Y8LFC3LIhqzePnNMA8/N8JL28L09OtEYibJpIUQnLxgUFdl5+ar/Ny+yc/CM1I+T9zvg3cFaTqe4Gs/6SMWz/0Xp6YKSos0Vix08cVPlVNXaTsZ8BmGRWtnkh37o7zweogdB6IMDBnEExYWFjZV4PUozK93sHKRi7VL3SxocFBapHGoaXIz5JYFP/jtAA89O5z1fn6vyre+VM3qxe5xt+3cH+X3P3+cRHJqs5kjYfOcVdCVzj0hIOC0U+R24HfacdlUbKqCAJKmRdIwiSZ1hmMJhqNJRuOJvBSiOhu7qlDsdRJ02fHYbdg1BU0IDAt00ySuG4TiSUZiSQYjceL5Kq99BlURlHldFHoc+MbGBZA0TMIJnYFInL5wjGgy/wXHzkYRgiKPg1KvE5/Dhl1VEQIShkkkoTMYjdMXihNJ5m8ZgNumUuJ1pbajw4amCCwL4obBaCzJQCRObziGcS52slnAxMr42gNOG6VeF0G3A4emooxtu9FYkr5wjJ5QbMYDTaemUuJ1Uuh24LFr2FQFC0joBqGEzkA4Tk8oin6OtqcioMjjpNjjxO+04VBT71vStIgkUp9r3aNRwon8Ln2RpLO5YIJFSM0sfuTthXzgzuDJWY5Q2OClbWH+9yd9vPhGOGvrgJ0HYjz24iiaCjUVdjascrN8gYtXtoenNB6XU/CxdxZxz42BcYGiZVkMh0y++bN+vvXLfpqOJzIGpIPDBm2dSV7fFeFnDw/xe/cV8tG3F1FTYTtt9sumCe66PkBrR5K/+a+uKbcrOFNRwVu7SSRm8uDTw3z52z3sPBjLOubWjiRbdob5zZPD/OUflHL95b6TAfwJmip4z21BHntxlCdeGp3SiZ5NE3z43kI+cFdwXKBomhYtHQn+9ds9/PyRIYZHM2///iGDlo4kL20N8/3fDPD5Pyzj7usDuF2nB+Yet8ofv6+YQ01xHnpuZPIDnoA1S12845YC1i5zI4TANC26+3R+8MAAP35wkEPNCZJ65jfr9V1Rfvy7ITxuhSXznFy1zkM8bk64CuoJ/UMG/UPZTyQLfAqxDAFdJGZypDU+I4WBpAuDpggq/G4urStl0/xKGkv8lPvcFLkdeBwadlUBBAnDOBlI9Ifj9EditA6GeL21jx3t/RzrH6UvTyf2ioCgy8HSiiDXNlayrCJITdBLiceJz2nDqanYFAXDskgYBrGkwVA0wWA0TudwlH3dQ+xo72dHez+do1HC8eQ0+tFapzVkFwKq/G6unFvBDQuqWFpeQJnPRcBpx2FTEaRO4kdiSXpGo7QMhnj+aCeP7T9O88AocX36gey7V8/ljqW1J7+fLMviC09sZ3/30Lj7FnscXDmnnOsXVLGispCqgIeAy45TGwsWdZPReJLeUIzjQ2H2dQ/y7OFOtrb10R+OTbuPr89hY0FpgOvmV3F5Qyl1QS/FY9vRrqbaakV1g6FonJ7RGPu7h3jqUDuvNvfQOhjKWaARdNn5043LWFAamNTvGabFz948yu/2tuZkHNmYpkXylCIDLpvKwtIC7l5ez6V1JaljwOvEbdNQBMR1k8FInK7RKDs6+nlwdytvtPXSF5r+dsvEbdeYU+TjpoXVXDmnjJoCL6U+FwGnDZuqgAUx3WA4lqBnNMaBniFePNrF80c7ae4Pnfb6Juvaxko+sG4eLlvqnEk3TX667SgP72s7eR8BFHkcrKst4Y6ldSytCFLhc1PoceDUVBQhSBqpfX4gEqd5YJRXmnp4+lA7uzsHiMyCCzvSxeeCChYb6x186v0lJ9d7DY0Y/L8f9/HtX/XT1jnxVDjdgKbjCVo6Evz2qWHiU5w9Wr/czfvvLMRhPz3YsCwYDZv81w96+c/v9WbtDXmmrj6d//pBH83tSb78FxVUlp6+fs5uE7zn9iAPPz/C5m3hnDZlNwyLXz8+xN/+dxfN7RMrkqIbsHlbmL/4ciff+UeV9cvd49I7gwGVD9xVyOu7ImcNTNJZtsDJh+8pPK0oDKROUI60Jvjb/+rit08NTzh4tiw42BTnc//RiSLg3psC42Zyq8ps/N69hby4NZQ1AJ2qd98aJBhQ0VSBaVnsPBDly//Xy0PPjkyq8m04YvL6rgg79kdRFHK6P0hSrpV4nbxj5RzuXVHP0oogXocNVYi0a49diobLlpp5rPCnZrUN0+Lu5fWE4jq7OgZ4/MBxXjzaxa7OgZwFjUGXnZsX1XD70lqunFNOgcuOXU1fsExBYFMVPHYbRR4nAFa1xQ0Lq4jrBm2DYZ472snXNu/jcO/ULjxZQHRs5sGpqVw3v5JPXrmENTXF+BzpK1a7FAWXTaPM5zoZ8L53zTx+seMY39tymL5wbEpjOWFJeQF3La8/Wenbsix+su3oacGiTVVYXV3Ep65awnWNlfiddlRl/LbW7Apue2qsS8oLuLaxgveva+Qfn9rB11/eP+VgTVMES8qDfOTSBdy0sJpyv2ssQB3/fvlUBZ/DRk2Bl5VVRdy2pJaDvcN8d8shfr2ricHI9JdRuGwaV80t5/KGskn9XtIw2drWN+3nn4i4bp6cHawp8PDB9Y28a/Vc6oLetMeAe2zbVRV4WFFVyG1LannpWDf//eJeXm3uyelMoyJgYWkBH1o/n1sWV1Mb9Gbcnl5VweuwURXwsLyykLctqeVw7wg/eOMQv9nVTNdIdErBbH2hl9uW1OJ32oFUsNg5EjkZLKqK4IqGMj66YSHXNlYQdDvSfr6piorTlpoVnV/i5+q55XzokkZ+sf0Y33jlAMeHwnkLtiUpnQsqWPR731rXFY2ZfOX7vfzHd3un3FbCNJlyCpzLIfjwPYU0VNvHFXBJ6hY/+d0g//XDvkkFiieEIia/emyI8mKNL/1J+Wn9JoUQVJZqfPTthew+FMtZP8MThX7++Vs9Ew4UTzAt2Hs4xj98rZvv/UvtuBYnQqQK3lyyws2jL4zvk5mNpsIH7woyr84x7gN3JGTyT9/onlSgeKq2riT/9M1uGusdrFt2eoqlqgo2XeblkuVunnw5NOnHPpvKsrcuAhw4GudT/9jBK9vDE15veKZczTJLUj4oApaUB/nbG1Zx48JqXLapFQFTFYHHbsNjt3H9giqumlvOA7tb+Pj9LzMSm161aFURrKgs5C83rWBTYyV+p21KYxRC4NBUHJrKkopUgPStVw5MeVymZRGKJwk4bXx0w0L+6MrFVPrHX5TLNh63XWNFZSELSgMsLQ/yVw9vpWMkMuUxpXuOCr8bQSq4dagK71k7jz+9einzSwITLtwlhMCuqdiSBl0jU08f9Do07l3RwKevXsrC0oIJtYA6QVUEAZed9bUlLCor4Mo5ZXzlhT3sbB+44E/go0kdLFhQGuDLt63n2saKk7NoZ6MpCqVeF3cvq2N5RZAvPrGdB/a05CQF2mVTuWlhNX99/UqWVgTRlIkX4VMVgc9hY3V1EQtK13Ld/Cr+9ZmdbGnpnfb2VIWgsSSVWaYKwT0r6vnCjatpKPJNqmWa06ZRF/Ty6auXsqyikL9/Yjvbjs/MBQJJgguoGuqpEkmL+x8f4qs/mHqgOF0rF7m4daM/bUGb7fuifOX7veOark9GImnx3fsHeObV0Lgr5kIIbrzSz8Z1ngy/PXm6nlq/tv/o1IvnPPNaiPufGCKZJnApLUw1m3fYJ3fytaTRyR2bxqf5Avzu2RF++djQtAKlg8fifPPn/SQS4/cjr1vl3bcF0dQ0v5gjg8M6f/PVLl7aOvVAUZJmu0vrSvnm26/gjmV1uO25q2J8YtZldJqBotOm8sF1jfz4PRu5a1kdAZc9J2M0TYsnDqbSP6cqrpuoiuAz1y7nc9etpCrgmXIQ67JpvGPVHP75bWupDIxfgzwdVQE3iNSM4kc3LOTLt61jQWnBlCo8tw+H2drWO6VxFLodfPGmNfz77ZewpDw4qUDxTD6HjXeumst333kVV84tZzp7hGFZjMSSjMQSxJI6hmlhzbJUkEhCZ35pgP+5ewO3LKqecKB4KjEWQP37HZfwscsW4tCmdxoacNr4zLXL+d97L2dlVdGkAsUzeew2bl1cw3ffdRU3LKhCneYxLoSg0u+mKuDmPWvm8u+3X8LcYv+EA8UzH8uupYLi/777UhaVTS5dWZKm44KaWTzhaGucr/2kf0qzdrmgKHDTVT4KA+OjCF23+OnDgzS3Tz9tZXDE4AcPDHDpCjdFwdM3ZVGBys1X+3nqlVBOAuaO3iSPvzT1ExqAWNzi/seHuf1aP1Vl9tNuU1XB+uVuyks0WiY4c2nTBNde6qWq3DZu9nY0bPCjBwemXRxFN+DFN0I0dyRprBt/grhuuZvKUlteelwmdYtHnh/liZen975L0mxW4nXyV9etYHV10WknUZaVKmAzGE1wqHeYloEQg9H4yeDIY9codDuoC3qpDXrwOew4NAXllLSu1sEQTx1qn9YMgaYI3rdmHn974yrKfa60gZhpWcR1g3BCp2c0Sn8kTixpoCoCr91Gud81lq6qYtdSBXqEEPRHYjx9sGNa65CShskNC6r5yKUL8DpS3wOWZRHXTXpCUXZ3DtA+FGE0njw5K9ZQ6GNpeZCg237a+5V6vQq3LallX9cQ//H87pytySv3u7GrCjcurOYvrl1OwJnKurEsC920iCUNesNRukaiRJI6QggCThvlPjcFLjsOTUUbS1Pd2TFA12h00mPw2DX++MolfOTSBbhsp1aYBguLcEKndTDEwZ5hukdT47CrCkGXg/klfuYW+ylwnf6eqYpgaUWQf3nbOj7y85fY3z00pf1tKJrg357bxS+2eylw2fE7bWN/7AScdnwOGw1FPhaVFUzh0XPD77Tzp1cv5co55QghTh6j3aEo+7uGaBsKMxRNndv4nDbmlwRYWhGkwGUfF8SVep18+uplHOkb5aEprre0qwp/cNkiPnnlEgLOt7JxTmzPSEKnYyTCvq4hukYjRBI6mqJQ4LIzp8jHgtLAuFRQRQgai/3809vWMfLrV3ituWdanx8lXid3L6vnI5cuoNQ7loo+ts/3hmLs7x6kZTDMUDR1Id7rsFE/dnwWex3YlNPTexVFsKa6mD+6YjF/+uCWnKwxlqSzueCCRdO0ePCZEXYfmvwXSa74PArXbfClPalo60rwzCuj5Kqg2ytvRthxIMqmDb7Tfq4ogqvXe6gut3GwaXqtNCzLYvu+KC0d0w9wdx+KsWNfbFywCNBYZ6eh2j7hYNHvVbjpKn/a4kG7DsbYsX96625OaGpPcLApRmPd+DFXldpY0ujMS7DYN6jz498NEo7ILwPpwrVxbgXXzKs87WTSsix6QjG+/8ZhHtrTQutgmNF4krhuYJipCsY2VcGhqfgcNoo8DpaWB7l6XgWrqoqYW+TH69B46lA7Tf1Tv9iiCMHGeRX81XUr0gaKJ8a5ta2PJw4c5/XWXgbGAkXdNFHEiTWLGuV+Fyuriri8voxFZQXUF/nY0zXE661TmyE7odDt4JNXLibodgCpwHVf1xA/336Ux/Yfp304TCiukzRMhACHpuJ32lhcNrZeb1E1Psfpa999DhvvWTOXX+9q5khfbop4VfhdrKws4q+vW0mFP/Ve6qbJge4hHt2fWlt6rH+UcCKJbpggBPaxtYINhT6unlfOJXWlLCor4IWjXZM+SbapCvcsr+fjly/EbT/91Cem67x8rJvvvn6IbW19DETiRE7Zhk5NpcBlZ16xnw9fMp9bFtcQcL71faAIwZrqIj5z7XI++/AbdE8hkI3rBi8e7TrtZ6oQ2DUFu6pgV1XuXlHP1+65bNKPnSvLKwtZUVWITVUwLYuWgRC/2HGM+3c20TEcIRRPpir9WmDXFAJOO0srgrx3zTzuWl6H2/ZW1kAqNdnFn1+zjG1tfZNOe1aF4MaFVXzqqlSgeOqxqZsmrzR1873XD/NGay+94RiRhE5ybHs6NAW/IxUwfmh9I7csrqHE6zr5+0IIlpYH+ctNK/jj37xKy+DUl5qU+Vz81XUrKHA5TgbYbUNhfrOrmV9sP0br0FufbZDaT/0OG3OL/Nyzop73r2skeEYmg6oIbl9axw/fOMKWaX5+SNJEXHDBYu+AzmMvjhA5h+X2lzQ6aagZH1iYpsXOAzEONeeuD2JPf5JnXg2xcb0X9YxKo9XldtYuc087WEwkLXbsj+ZkpnZoxOD510PcsnF8MO1wKKxf7ub5LROrPju/wcGiOY5xP0/qsGVnhL7B3ETkug67DsS4+Uo/2hlHjN+rsHiek6deGUXPcXXrLTsjbNubu3VDkjTbaIrg7uX1OG2nZ2H0hmP8+e+28KsdTelntizQTYPoWJXRtqEwO9oH+Mm2o1T43SwuL+DquRU8tLdlWmXnF5QG+LsbV1Mb9I67La4bPH7gOF95fg/b2/vP+jwHeoZ5/kgX/++lfdQGvayoLGQomjg5EzNVNlU5GSgmdINH9x/n849u5WDv8PiCVhboCZ1wQqdzJMq2tj4+fOl8/uaGVXjtp5/Izy8NcMOCqpwFi4vLgvzTrWtZUVUIpFJJf/jGEb675SDNA6Gsszf7uod4ZH8bhW4Hi8oKONw7POniKOtrS/jMpuUnCw2d0DUa5b9f3Mv/vXaQgcj470oD62R1yrahMK+19PD+tY185tpl1BW+dZFWVRTuXFbH7s4Bvvri3pwUVDIsi2jSGFvXl2Qozfhm0onj1LQsNh/r4vOPbmNLa2/a15oad5Su0SivNvews2OAz1+/koDrrXMjIQTra0t439p5fPXFvScDpolYVF7AX1+/ijKf67Sf94djfO/1w/zH87vpDY2/YHxie4biqVnHrW193H6wnb+/aTWNJW+ldqqKYFNjJR/dsIC/e/zNaRRSUk7uc6Zl8dLRLr7wxJu82tyT9jENM1U9uScUY+vxPna0D/Dvt6+nyOM47fgs97m4fWkduzoHZkXrG+nCdsGtWTzenWTv4dzMKE2FABY0OE9rN3GCblhs3R3J2awipAKj3QdjDIfGf1g4bIJLV0x/3Uk4anI4RwFuUrfYfyyWNjVWEbC00ZXmt9JbsdBFME2qbyRmsvNANKeVP5uPJ9J+IQohmFtrT9uQfjpM0+K1HRGGR+WXgHTh8jvtNJb4T/uZZVm8dKybx/Yfn/QJmgV0jER4+lAH//Dkdra29U95bE5N5X1r57GqumjcbaF4kh++cYRP/vpVXm7qnlRAqpsWx/pHeWB3Cy8c7Tyt7cV0GKbFC0e7+KuH3+BAT5pAMY2hWIL/e+0gj55S2v8EVQiubayY9rqtE2qCHq6YU4YqBJ0jUf7q4a38yzM7aTpLoHiqgUicl5u66UkTBGTjtmv8/qULmFv01r5mWak0xf96YQ9f27wvbaCYTjRp8KOth/nKC3sIJ/TT1hV67BrvWj037cWFC4VlWbQNhvnbx97ktZb0geKZwgmd/3vtID9443CqSM4pbKrCfSsbqC+c+Hvm1FTev7aRZRXB034eSxp869WD/OszO9MGiunEdIMHdrfwL8/sZCSWOG17OjSFe1c0nBZETpVlWezvHuIvHnqdl5u6J/TZljRMfr2riR9tO0LsjEBaCMFVc8tOm+GWpHy54ILFI83xtIHTTHE4BPNq7eP6/cHYDNWh3Aeyx47H0xbLUVWYX++YdNGYM0VjFi0duUuzbO9Opq3SKgTUVtiw284+XlWFebV23M7xu3AsbnJkEs3nJ6JvSM948lVRYpv2e3ymcCQVoOex/7QknXN+pw13miIZzQOjDE9zxi1hmNMqzd9Y4ufuZfU4z6hgZZgmv93dzD8+tZ2OkciU1zNZMKW+spm0D4f5zxf2THomcCSW5IdbD6cNeOcU+Sn2OtP81uQpQqAqCgnD5L9e3MOvdjbNWLPxZRVBblxYleqzN8YCNh/r4jtbDk16HJGkwU+2HeXNMypSCiFYVFbAxrkVuRj2rKSbFvfvbOK1lsm1vhiNJ/nWqwfY1TE47rZ5xX42NVZO+LHmlwa4Y2ktjjOOza1tffzvy/sYnORnR8Iw+e2uFl5u6j7teBZCUF/o4/r5lVMqSnOq0XiS/3lpLzva+yd13EeTBj/ddpS2wfEZV9UBD3WTCLIlaaouuDTUwy0JptFTddpcToU5NePbZUBqxqs1B+v+ztTenUw7AyWEoKxYoySocbx76sFeLG7S1Ze7YLG7T2c4ZFJ9xs+FEBT4VYIBle6+7F/ePo9KfbUjbSU904SioMaKhbk5yQGoKB1fROeE4qCa9uLAdIyETdp7cr8OUpJmE8O00s6sFTjt2DXlnBZvuH1pHbWF4ytK7+8e5p+f3sXx4dmTIm5ZFr/e1czLx7qnFLzu6hhgX9cQ6+tKTv5MCEGRx0Gl3z2lNXjpmKbFs4c7+O6WQySNmdm2qhDcu6LhtDVpAKOxJN949cCEZxTPNBhN8PM3j3F5Q9lpVVDtqsLtS2v58dYj02rwPlt1j0b5xY5jU0rLPNo3wk+2HWF1ddFpgbvHrnFtYyU/2XaE4QlULr5zad242duEYfCtV/fTOTK1fXUknuRnbx7jqjnleE5Zw6sqgtuW1vK91w8zGp/ad7JlWWw+1s2De1qndIHoWP8ILzd1M7/09BlOr8PGnCIfW1rkukUpvy64YLFnINUH6Fxx2ASlRenf1v4hIy+tPGJxi77B9LOpAZ+K36dA99QfPxw1ieRw3MOjBpGoiWUxLgBzOxV8HoXus7QQcjkFJcH0PSvKizV+9p91WDm8bK+qIuOMp9OhTKn8ezbRuJmzHpmSNFsNRROMxE6/gCaE4LKGMpaUBXmzfepppNPhd9i4dl4FtjMqOJqWxU/fPJqzdXy5MhRN8Oi+NiJTTEXoD8c5NjDCutri09aSe+zaaWvMpmswGucn245OeuZnOoq9TjbOGz/Tt7drkG3TbGa/pbWX4Wji5JrRE+aXBKgJejg2jeJKs5FlWWxv76d5YGoFX5KmxUvHuugciZwW7AmR6mFa7nczHBvO+hgBp51rGyvQzvjOPdY3yqvNPVMa1wlvHu+jJxSj4YyCT3MK/cwt9rGjfWBKjxtJ6jx+4Dh9k0yfPiGU0NnbNYhlWacdnw5NpcSTu4vikpTJBZeGGoma57Qxrk0TFAbSB4ujYYNEIvejM61UG410PC4Fj2t6mzkUMcnlReBo3CKesEgX1TvsIm1q6ZmcdoUCf/pgUVEEHpeC16Pm7I/LqYwryHOCXRMZZx2nStct4ml6O0rShSSS0NnVMf4ErLHYz+dvWMmi0gA5vg4zIfVFXuYU+8cd8z2jUZ462D6t9NZ8aBkMsa97aMq/nzBM+sPxcbMedlUdl4Y7Hcf6R3mtZXon9JO1sDRA9Rk9I03LYkd7/4TXtWXSH47RNnR6eqAQglKvk+qC3PU5ni1MC/Z3D00rRfxI3witaaqLlvlc1E1grWdDkZc5RacXyDMti73dQ3RMcVbxhMFogmNpep4WulOVU6eqLxxnS0vvlM9NDdOiNxwbtz5UVcS4yr6SlA8XXLCY1M/tl7iipGa90onGLHQjD+OzLEKR9MGi3Saw26a3mePx3DYHtqxUams6miYmlNKpaUw7CM4ZwbSaMadjWakej5J0ITMsi1/vbB43u6ipCm9bXMsvPnAtn7tuJUvKC7CrM3e8NxT6qTijyqJlWezqHJx1s4qmZXG4d4SeaaaKjsaTGGekTSqKGDeDMx2vt/ZOeXZlKhQBi8uDFLpPn32JJnQO9AyTmOZV0FA8SV94/OsJuOxU+Nw5/14418KJJEd6R6ZVlCmaNNJeILKpCkvKg2l+4y0CaCwOjKuAmtBN9ncPTaqaavqx6WmPI4/DRnXAO+Xt2TYYojlNEDoZkYQ+bn890ZpHkvJNXpLIMUXJHOwYppXTCp2nypR9pKmC6V4Yzse4MwXNisK4FiDpqIrANoFCOJIkzW5bWnv5za5m3rV67mkFKxQlVSzkr69fyfvWzuORfW08ur+NHe0DDEbjOWlNkI5NVWgsGd+/NWla7OsanPK6pXwxTYvDfcPTzqgxTGvcYwjImFExWZZlcah3mMgMlvl32TQai8dvy5huEEno44KOyfLYtbSzzIoQlHidqIqYcsuF2SiaNCbdDzGdw2kuuChC0HCW2TubqjC/NIB6Rnp40jQZjiamvT1dNjXtcaQIQbHXgV1VUn0kJ+lo3+i4aqaTZVrpL9rn6viUpGxksJhjlmVhZPhMyGc6VaaLS6ZlTbviXj7GfeaX9wmWlTr5kSTp4jAaT/JfL+6lusDDNfMqTjsRFEJgUwVzi/18/PJF3LeygR3t/Ty4p5VXmrs53DuS80IpmiKoDnjGnYQldGNWrkEzLWvKRT1mUsIw6QvHZzSF16GpVAXGt48KuOx84abVfOba5dN6fCGgwp++PZXHro1V0Lxwvs8SusFgDno9dqQpDiUElJ6l8q6mKtSkSe912zT+dONSfv/SBdMalxCMK4R06nOoisJU1uR0jkbydnFLkmaCDBZzzDAhlmGtmd0mJjRrNnkCpyP94yZ1a9qpuTabmHbZ6DPZM7SaMAxrQumXhmmRSKZ/XfuOxPjGz/sYGpmZNX+DIwb9w7LHhSRN1Z7OQT72q5f5i2uW8Y5Vcwg47eOCNZuqUOF3U+F3c938Ko4Ph9l+vJ9fbD/Gay09dI5EcxKIqIpIO0ORNMy0J7nnmgVTrug5kxKGSWSGWmWcYFcVStNsS01R8r6m0K4pOV/Lfq4lTSsnM+v9kfi4Yi0CCLocCEHGTCZNSTWjP5OqiLHPhmkPLSObOvXtORiJ56yfqjTeDVcs4+4b1uGwa5imxTOv7uWnD71yrod1QZHBYo7pusXwaPogxetRJ9RDcLKEIGOxl2jMIhqbXtDkdasoOUyLd9hFxib28aSVcT3jqXSdjBVah0cNfvvkyIy1npDfAZI0PRbQPBDiMw+9wfNHu/jAukYurSsl4LSlTbOyqQr1QS/1QS83L6pmR3s/j+4/zq92NNE8MDqt1D8Fgdcx/qtRNy2GYjNXxXOiLAviM5jaOVWmZY1bE5lvmqLgO6Oy5UwRqSTec/Lc+WKa1rTXBQLEkvq4auhibP2dbawXZzqKEPid52p7Tn1rxnQjp3UfpLfYNJXrLlvKLRtXogiBYZi0d4/v5SlNjwwWcyyRtOgdSH/1tMCn5rx5O6Qa1BdlqMAaihiEItP7gva4lZyO2+tWcNpF2pPAWMya0HhjcZOB4cztQlRNBnGSdL4JJ3R+s7OZV5q6uXlhNe9aM5c11cV405zwn/j8cNk0Lq0rZUVlEbctruXbrx3g4b1t9KYpPDIhIlUF9EwW1oz1BpwsOWuRnhDIAiA5ZJG+L+qkH8dK7bPKGeGXIsiaxSRIf2zOdqZ1ISUjzy6FAQ/zG95aviBE7qvTSzJYzLlY3KKlPf3V54BPoaRQY//R3KYMFRdoBAPpP0AHhw0GMwRVE+V0CEoKNVo6cjNTVxzU8HrGf4FbY1VdJ9JfMBwx6epNP54Cv0pxUKOlfXYVopAk6ewMy6J9OML/bTnEA3taWV1dxN3L67lmXgXVBZ7TiuCcIESqhPz6uhKWVAR5x6o5fOHxN9nS2juli0bp0lkFAlWehZx30m3/uG5wuHeYaB5nZDuGwxfcbJKAnBwDQqQ/liwr/bF3qnS3Jw2TI30jhPJYfKp1MDyNQPnC2g9mk6qyQubXl5/rYVzwZLCYY5GYycGmGLphoZ2xPtGmCZbMc/LiG+EMvz019dX2tGmopmnR2pmcdnN3t1OhttLO1j25KaJQWWYjmCFttqNHn9DMYihicrQ1kfZ9djsVFs91si1H45Uk6dzoC8d48mA7zxzqYF6xnyvnlnHDgmo21JdS7HGiKeMzFNw2jU2NldQGvfzxb17luSOdkyouYVmpEvpnUgSyp9l5xrQsYmm2ZddIhA///CV2d+QvXc2wrFnXj3O6FEVgz0HfTadt/Po/y7JImiZ6llRl0yJtgD8UjfOp377KS0e7pz22zM+dm1lVKbdWL6nH43Kc62Fc8OQ3X45ZFhxtTTA8alBUcPrba9MEKxZNr7TzmYSAeXWOtMFXUrfYdyQ27WqobpfCnBr79B5kjKJAfaUNnzddcAtHWiY262pacKg5TjhiEvCd/lhul8LKRS5+/LtBmYoqSRcAw7I42DvMkf4RfrurhdU1xdy5tJZN86uYU+Q7LXUt9U/BvGI/n7tuJV0jUfZ0TTwoMC2L4TRrEzVFocgjT0rOJ7qRfp2pqig4NZXkDK+hPN9pioInBxdM0hWwAhiJJbOer5iWxVB0/DmCIgQumya350VGCFi1pB5FpprnnXyH82DXwRitaVI2FQXWLHFRVpS7GN3vUbhitRuHffymjMRMXto6/VlMl0OwfIETl3P66Sdel8KlKz3jZgMhVeH0jd0Trzb4xu4IXX3j32ebBpetclOaw/dZyi7T97vM2pNyyTAt+iNxnjrYzqcf2MLt//ckX3xiO4d7h8c3lBeCDfWl/OHli3BOYjZEN620VU/tmkJ9YfY+cNLsEtONtNvSZVMztryQMnNoKsWe7O0tJqIqML4SrWlB92j2bCDdNDk+PP6cxq6qVKd5TOnCVlYUYEFD5QVWRmp2ksFiHvQO6jy/JTRuvYIQgkVzHFy60p2zk+j5DQ42XuJNk9IBuw/GOHBsikUeTiGEYO1SN9Vl069CVlNh58q16T/Uu3p19hye+HjbOpNs3jZ+XYgQgpWLXFy5Rn55zATDzNwb0+W48MrHS7NDwjA51DvCPz61g3f84Fl+vv3YuAI0NlXh1iU1zC2eeE39E+ufzvxccWgqS8oLZMGU80g0qXO4d/y29DpsNJbksc/CBcpt09L2rZysdO+9aVk0naWPaUI3OdA9PG57Om0qC8sCMmi4yMyrL6eqLJh2llrKLfmtlwemCY++OEI4TWsHt0vh7hsC+NMUeJksVYU7rwtQWTo+iEvqFi+8HqZ3IDcL+Our7axfMb0vCSFg02VeqsvHj9eyLHYciNI5iXYXkajJYy+OEolZ49JNnQ6F998ZzLg2UsqdRDLV8zJdMQe3S8Hjkh8zUv5YwO7OQb7w+Ju80do7bj8s87pYWBqY8OOZlkXzQIjQGT0BFSFYUBpI24NRmp0SY4H/mevc7KrCorKCnKRUXkxcdpX6Qh/KNM7NbYrCwtKCcT83LYsjfSNZf9ewLI72j4w7NjVFsLC0AN85aqshzTxNVVjQUIE3BzPd0tnJs7g82bo7yguvh8fNuAghuOVqP7dd62e6F6jXLHHzntuDadtaNB+P8+AzwyT13Czac9oFH76nkKKCqQdf9VV23nt7EK97/AsPRUyefjnEUIYelemYFrzweohteyKkS4TctMHHR+4rxC2DlbyKJywGh42060OLgxqN9XKdl5RfFtA0EOL/Xjs4rpiNoqTWL07Gkb4RWgZC436+sLSAdTXF0xmqNMN2dvTTMXJ6KqoQgkvrSqkv9J6jUZ2fNEVhaUWQgmkUFKkv8jK3eHw6d28oxuG+4bP+/sGeYZr7R0+7KCSEYGVVIfNLJn5RSDq/uV0O1i+fm7XVipQ78rJangyNGnzzF/2sXOSi6oz0zeKgxuc+VkZHTypddbIFaISAhmo7//An5dRVji88o+sWP314aFIpnWd/TsHlqz18/F3F/PcPexkJT24hudsp+NQHilm92JU2ZWDf0TiPvJD9qmI6fYMGX/tJP8sWuMbNIrpdCp/5/VIURfD1n/UxEsrN4nchoDCg4nUrtHcnyUGP4vPewaY4umFhP+OSc2mRxg1X+NixP0osLqsNSfm1p2uQmG7gPeNK3GRnHNqHI7zR1suissDJ/l2QSkX9vUvm8/yRTgaj6VskSbNLU/8orzb3jLtgUBv0cu+KBg5075BVLidhTXUxc4p8DEQm3wJMVQRXzikft2bRsix2dgzQOXL2mgUdwxFeaupmUXkB2innEiVeF+9cNYedHQOzth/qbKcIgd/norQowNyaUuqrSygvCeB2OrDbNBJJndFwjO6+YY62dnG0rYf+wRCj4WjeiwkqQuB02HA57fi8LpbPr2HV4rq09/V7XNRXTe2inmXB8GiEodGJ18+4GMhgMY9efCPEr58Y4uPvLsamnX4SPb/ewT/9WQV//i8dvLYzjD6+undaQsDSRief/WgpG9ePX5NnWRZ7j8T46cNDxBO5PXoddoWPv7uI0bDBd389wOgEA0afJ5US+t7bgyhnTPJZFiR1k18+OkR799R6JD39yigPPzfMO28JYrOd/j4XFah85iMlBP0KX/tpPx3dSabyPaIIsNkENeU2rljj4aarfMTiFp/8h/YJvw8Xsu37oyQSFvYzzsltmuC+mwp44fUQL74elt2mpLxy2TS0Mz9kgEhigh+wY0zL4pG9bdyzvB6/8/QLchsayrh7eT0/3naEuC6P/dkuaVo8sLuZe1fU47K9dcqjKYJ3rJzDA7tb2NUxID+bJqjY4+Bti2t483jfpC90l3pd3L60FvsZF3PiusnrrT0MTeACjAX8bk8Lb1/ZMK7Yzl3L6vnt7mZeae6RldAnQVEENeVFXLpyHtdcupgVC2vxe9047Bo2TUUZa1FkWRaGaZHUDeLxJP1DIbbva+aZV/fy6vbD9A+Nr9UxpfEIgaIIPG4HFSVBqssLqa0sor6qhPrqEhqqSwgGPPi945cEKIrg5o0ruWLtgik9dyKp8937X+Dbv3xuui/jgiKDxTwaHjX57x/1sWKhi6vXn57uoqqC9ctcfO9favjerwd48JkRDjfHSSTTH2iqChUlNm68wscn31fM4nnOcQEopGba/v07vRNuQTFZFSU2vvDJclYsdPGNn/ex70g8Y19EmwZLGp38wTuLue+mwLhWIikWW3dH+fkjg1MObgeGDb78f73UVaaK54jTyugLggGVT3+ohGs3+PjdM8M89UqIpuMJBod10rTgAsDpEAR8KoUBlfJiG2uWuLhijYeFcx3UVthxOgRPvRySC+rH7NgX5UhrgpVpWsMsmuPgK5+r4vNf6eSF18Np1/KeSYhUv0zDtOSM5AXMoakkDTMn/egEsHFexbgCNJZlcfQshTPSebmpm5eOdXHzoprTUp0CTjuf3bSCSFLn/h3Nslz/eeClY928cLSLG+ZXoYxlPwghmFfi5+9vWs1nH3qDg71nT4E8G0Wk9ul0vQAvFDZV4V2r5/Lwvja2tfVNOMi2KYJ3rZ7DlXPKx2UXtQ2FeGz/8QkHn6+39vL4/uO8c/Wc0y4O1QQ9/P1Na/jsQ2+w7XjfBEeWmSBVPCeWNC7YiwlFBV7uvWk99918CfVVJbicmdukCSFQFLBpKm6nnWDAw7y6Mm6+agW7D7Xx80de5fEXdxKawqzzCS6HjduuXc21G5ZQX11Cgc+N3+vC63GiiPF9ddON0eNyTLn3YjyRxOuW6yDPJIPFPDvamuCz/97Jd/6xhkVzHSe/qGDsy6rWwRf/uJyP3FfIG7ui7DgQpaUjcXINmMelUFtpY8VCF8sXulgyz4ndlv5g6R/S+Y/v9XD/E0M5u6qW1C2eeGmUZQuc1FbYEQIK/CofvLuQm69KpRdu3x/lYFOc/iGDZNLC61aor7azerGLy9d4qK2wpT3ALcuiu0/nH77eTUfP5K78n2nv4Rh/+s8dfPtL1axY5Dqj75rAbhOsW+Zm7VIXn/6gweGWOJ09Ot39OsOjBrphoWkCj0uhwKcSDKgUBzXKizVKizScDrnuMZvWziS/eXKYhXMc494rVRWsWuTiR/9Wy+atYbbujXKoKc7waGoft9sFPo+C36NSVKBSWqRRUqhRVKDxnfv7+fWTwxgX7rnXRcumKrx9ZQPLK4L8dncLR/pGGIjE0afQGNauKlw1t5wPrW8cV3yjcyTK7o6BST9mbzjGN14+wLKKQmqDp1/sayj08p93XEpNgZcfbT1Mz2hsUqmMmiIIOO3MK/Hjc9h4uan7gg4wzrWBSJyvvrCHxmL/aZVxFSG4aVE1BS47//z0Tl461k0k0xXEDByaQsBpZ2FpAXcsq6V7JMpXX9xL4gJNhRRCMKfIxz/fupbPPbKVN4/3n3Xft6kKdy+r40+vXkrgjGDEME1+tbOJ/d1DEx7DSCzJ1zbvY3llIcsrC0/+XBGpNNdvv+MK/u7xN3nucMe4YjhnY1NT23N+iZ9bFtVgAV96avsFl0WgqQqXr1nAH7zzWi5bPR/bJNoLncnrcbJhVSMrF9Vx2apG/t+Pn6Lp+PhiYxPhdjm45eqVXH/FsimPR8o9GSzOgK27I/zNf3XypT+pYOFcx7gFuaoqaKh2UFdp57Zr/SSSqal+rNSUus0mcNpTV3QyBV2hiMn//rSfb/9yIKczMX2DOv/5vV6WNDr54h+XEQykdhkhoLzExo3FGtdc6iWesDCMVFVSRUkFZw6HQM1QNs2yLIZGDP7nx308v2V8IYnJsqxUKuRn/72Tf/tMJUsbnahpejkKISgs0LikQBtLqQDTsLDGXpMiTrzP6d9rKb2kbnH/E0PcfLWPS1e40753hQGNt13j5/orfCQSb+3jQqT2GVVJHQuaJlDV1LZ47MUR2XrjAiWA+kIvn7hiMW9fNYcd7f28dKybrW29HOoZoT8SxzBNTCv1eWGd8nsnjlVVEdQGvdy+pJYPrmukNug9bd/TTZMXj3bRMji1z5iXjnXxgzcO8xfXLsehKicfWwhBidfJX123gisaynhkfxubj3XRPBAaN1MqhDg541Tmc7GwtIDFZQWsqSnmktoSnj/ayZvH+2WwmGevNHXzzVcP8DfXr8R3SsCiKQob6sv4+n2Xc//O/8/ee8fHcV73+s/M9r7ovRMAwd57E0WR6l1yk3tN4tgp1065N8m9yf3l5ibOdRzHLbZjW5ZVrF4pURQp9t4LABIgei8LLLbvzszvjwUhgrtLoixIkJrnY5vwzu6877R33vOec76ngW21bZxu72fQH4ree8N3niAICETvO5tRR7bNREWGg4V5aczPS2VBXhppZgO/P9mQtDFLEEBAGP6XUfmzV6IRBbSigEL0XagQHVuT7Q2TFWX4+YsaZf/2yAp+ur+GrdUtDPpDSIoy4h0UhvuVbTPz4JxC/mzDnBglYWVYAfWFE5fGff+fau/n3/ec43sPLsNh1I88mxpRYE5OCj96bBWvnG5k+4U2jrX20u8LjowlMPp6WvRasu0myjMczM1JYWFeGosL0km3GNlZ13HbiaiIosDd6+bzna/cR0lBZsL7aryYjHoe2byUNKeNf/nlW5y90JqU/arcfFRj8QYgyfDmDjeDQzJ//+1sVi4wj/IwXkYUBUxGAdM4POCKotDTH+EHT/fyw9/2JjV/TlEUWjvDnDjv48gZH1azyF99PRObZfSkyaAXMCSOXIiL2yPzL7/s4afP9SXNuJVl+OCAh6//bSvf/UoG922wY9AnHgQFQUCrAeIYlSrj50JDkP/vJ1389H8VkJeljWswiqKAySAwCTG9KSUlPYe0jDwEYXIvT0VR6GitwzvkSlLPxo/F5iQrtwSNZrJy8gr9vR30dU/Ni1+v1ZDnsJBrN7NlZj593iC93gANfUNUdw3QOuil1xPAE4qgKGDUijjNBgqdFqqynMzNTaXQacWgFWPuuboeN788VIt3nN6Fy3hCEX609zwz0u08Pr8E3VVjhc2g456qfO4oz6HT7adlwEvLgIceT4BQREavFbEadGRajeQ6zDhNBtLMBuxG/chCmnESK/oqY8cXlvjlwVpy7Wa+saoKo+6j83550eHb6+bw1JIZdLr9XOpz0z7oxxMKoxEELAZt1Kiwmcm2m7AZdKSaDdgM8SNnxopVryXXYcas16LXaNBrRUxaDVaDDqtBh92ow27UY9XrWJCXGvN7URC4f1YBKSY9nmCYoWAYdzA88rc/LBGKSIQkmWBEonsoQK83MCFD8kBjNylmA1WZDrQakWWFGVRlOfnaypkcbOqmtmuAbk8AWVFwmvTMy01lfVkOlZkOrIbYccgTjPDvu8+Py6t4mZAk88KJS5Sk2vj2utmj9i8KArkOM3+4uopPLyqlze2joW+IdrePoUAYQRAw67VY9VqybCaybSbsRj0pZgN2o250ZNIEztN0RqsR2bhyNn/zRw+Tl5Wa8N6VJBmX24vL7SUQDCPLCjqtBqvZQKrTisVkiPtbvU7LHStmYTEb+O4/P8ellu5x9U9WFDz+IC6395rf04giVrMBUYxNOwiFI/gCExMgC4UjBEIT08+4nVGNxRtERIIdBz00tDbz376cwaN3OchM08Y1GseCoij4Agq7j3j40TO9vL/fkzDfcaIowPFz/pFyFv/2mx56XRG+/fl0ZpYa0U7AyIpICo2tIf7Pz7r53ZsTz1NMhCzDoVM+vvI/Wvn8wyl89ck0ygr11zQax0swJNPeFebIGR/BJJ/zWxlJhq27h/jW/27l776ZzewZRrRx8mqnMwuXb2HLw19Fqxvn6sdVSFKEp3/0l5w9vitJPRs/xTPm8Ykv/Q0Wm3NS+5FliZ1bn+GdF/8jOR1LgCAIaAWBLJuJLJuJ2dkp3D+7cML7a3Z5+Nutx9nfML7JytX0eoP8xZtH8IYiPDG/BIdp9L0hCAImnZaSNBslabElAVSmD4OBMP+wLRpS+KXl5aRbjKMmvBpRINNqItNqGhXeOJWsKM7kn+5fSo7djFGrwaDVxF34SIRGFFhVksWqkqyYbYqiEJZlgmGJYETGH5H4yb5qfrD77LjDKoMRiR/uOc+AP8j/e3g5VZlOBEHAbtSzsjiTlcWZ49rfgD/Izw7U8syxunEL5VzGH5b4lx2n8YUi/MHqKvIco6NaRFEg1WIk1WJkbs6NuZ7TGUEQWLt0Jv/jDx8mPzstZnvU+eBm77EL7D1ay4XGTnpdbvyBMJIso9dpsVtMZGc4WLFgBptWzaG8OBvDVcp2Go3IigUz+MuvPcBf/usL9A+MPbJjyOPnB79+l9+8svua3ystyOQvv/EgmamjVY5lRWH7vrMTFqhRFIX27oEJ/fZ2RjUWbzANrSH++v918P6+IT59fwobV1ix2zRoNdcPe7wcNunzy9TUB3hh6wC/f2eQ9p4wU6GxIMuw/8RHqzuBoMLTr7k4ezHAV59I5YGNDpz26/ddURQkKSpE8/aHbp5+rZ99x31JqwEZD9egxI+e7WP3ES8PbLTz0J0OKksM6PXRcMexvoiV4bCacFjB7ZE4Vxdk58Eh3tvrobo+kHRj91ZHHvait3dF+NLjqTx0p51Up3ZM9/dlLt/nkYgSFSBST/FtiyQrKIqStJBvRYnmQF3qH+Iftp3kzXPNSRGgaXf7+Lt3j3Oxx80311aRa7cgJiFU/crwWpUbw2AgzD/vOE19n5tvr5tNZaYDzRiEM67HiFKkJI9rzLLodeQ7LKRbky+qIQhC1Fup0XB5GSPVbECYgL+sa8hPTfcAtd2D/PVbR/m/DyxjRrpt3CGMiqIw4A/xH3vP8+N91RP2+l/msve/vs/NX905n1nZKWjFJF1PRSEUkW8bZdWC7FT+6KnNlORnxGwLhSOcON/IT57dzoETF/EFQjF1wgG6ege52NTJoVP1vLb9GJ9+YBWfun8lVvPohRdBENiwYhaP3LWE3762l9AYc4EjkszFps7rfs8fDBOKd+8o0NU3yJEzl8bUnsrYuCWNxT6XxLZ9Q+jjeC3ausLT/sEeHJJ5bbubXUe8LJhpYstaG4tnmyjM0ZHq1GIxiSMiNuGIgtcv4xqU6O6PcKbWz9bdQ5ys9tPaFU6a8Ec4rHDkjI/wFZ4yf1Dh0KnRtWZCYYWDJ32crwvwzBsu7l1vZ+k8M4U5OlLsWszGaM5ZRAJ/QKZvIEJbV5gT5/28sm2QE9X+pNU7HMsxHT/v58wFP0+/5mLZPDNrl1iYU24kJ0OHwyZitWjQ66I5csqwURgIRs/5gFui1xWhsS3E4dM+jp7109wRoqcvMqHyG/E4VRPAYRuKeXU3d4YJBG/NhPqIBIdO+zhX/9E9smSOiYIcHakOLRaziEEXzcOR5Og97vPLeHzRc97dH+FSc5CTNX7e3T2kitvcpkRkmQON3eys62BRfjoO4+TC+RRFod3t453zrfz68AWOtfZOSCwnEV1Dfn645xxHWnr4xsqZrC7JIsdhnnA+kyTLNLk8nGrvJ6gWa72hDAZCPH3kIsdaevnGqplsqsyj0GlNmGN/LRRFISTJ1PW62XGxnRdOXLrtxG0URaGx30Nj3xBhSWZrTSsD/hB/un4OG8tzx1zHNCLJXOwd5Ae7z/Pc8fpJG4qX8YQivHK6kfOdA3xlZSVbKvMpS7fFLaNzPRRFISIr1Pe62dvQxQsnLhG8DV5CGo3Ipx5YxeLZxTGhm5GIxDu7TvJvv9pKXXPXmObQoXCEi42dfO+Xb+PzB/nqk3dguUpF1GIy8OkHVnH4VD1nLrQk83BUbjC3pLF4otrPQ3/QeLO7MWlcgxI7D3nYeciD2SiQm6UjzanFahYx6IXhGoRR8Zr+AYnuvggDQ1MzaLm9Mn/1r9dfzRn5vkdm5yEvOw95sVtF8ob7bjaJaDUgSeALyPS6osbijTIQ4xGORD26Da0hXnhnAKtZJDtDi9OmwWbRYNBfYSxGFPyB6Dl3DUbodUljKvUwUf7pP7v5p/+cst3fVDxemT1Hvew56sVsFMjJ1JGeEjUWjfphY1H66B73eCVcbolel5T0kGqV6YeswM66Dk609jE/L5WlhRmsLMqkPMOOzajHrNNg1GrQakS0ojBilMlK1NAMRWT84QiDgRAXe9zsbejk/QvtnOtwTdlkPSRFBXOONPdQmenkzvIc7qzIoyTVisOoH847E9GIIqIA0hXeJn9YwheO0OPxc6qtn0PNPexv6KJ+eAJ+PRSgx+PnbMfoPNiQJOGeYH7OlXQP+Tnf6UKn+SiXLyTJE9p315Cfcx2uUca/JxTNoZsuRORoIfhvvXqQygwHa8uyuXtmPuUZdpzD19Kg1YwYkJKsIMkywYiMNxTBF4rQ5PKwr7GLk619nGrvp9nlGben2B0IUdM9gHPoxiRydw35r1uqRpJlml2ekXtNVhS21baOKItKssLehi7OdLhYW5rFpxaVsSg/jRSzAateh04jIgjRc+wPRRgKhqnrdfPq6Ua21bZR1+ueAvEdON81wHffOMyPU6u5Y0YOd8/MpyLTQarZEL2eGjFqQApXXE9Jxjd8PVsGvBxu7uFoSw8n2/pp6veMS+XY5QtS3TWA5aqwzD5vcNIRMu5AmPNdA6NqhUZkme6hwJh+P6c8n8fvXhZX9fTAyTr+4T9epbN3/OVjvL4gP3t+B1npDp64eznaq/ZfVpDJJ+9bSfWldiLqotgti3AtaVtBENQZm4qKyseGRSu2sHLj41isDowmK3qDEUEQEUURQYjmEQni8L9C4ryi6ZKzuOnBL5OSljV8LCZEUTPSf3HU8URXmuMdz43KWdRpRAxakRSTgTyHmWy7mbRhARGjTotOIyAgEJGjkzuXP0TXkJ/6Pjddbj/+iDQmoyupfRZFzHotmTYjZWn2qIiNUY9RFzUyQhGZQERiKBCm2+Onw+2jecCLNxgmGJHHNRGFqBiOSTd6MqYA3mBk0uG2Rq0Go04zKsphovs2DRv6sf0ME06itzeZaMWo6EmW1URpuo08h4UUk2FECCcQlghEIrh8IVoHvXQM+uj2BPCHI4QlecK2gE4jYtZpY0q+TBWBiHRd5VEBRhY+IHrtggl+Jwhg0WvJd1iozHRSkGLBZtChEQR84QhdQ34a+oao6R7EHQgl1dt/LTSigFmnJd1iYEaGg/xhgSmzToMgCAQiEoGwxIA/SLvbR9uAjy6PH384Eg09nUCbek10PLj6UvrCkUmX3tBpRCxX7Vvh8n157etpNOj4sy/ewx98+q4YnYzBIR/f/F+/ZsfB85Pq3+I5Jfzwbz5PUV76qM8VReFSSzef+85PaGybfO3Ly8ypKOCX//hV8rNH56JKksxvXt3N3/zbS0lr6+OCoigJR6Fb0rOooqKiMhWcPbGb+toTaLU6NFoder0Rk8WG2erAbLFjMn/0d2ZOMUVlc2NCeqYLrY01/P6//gGtTo9Go0On02Oy2KPHYbFjsdgxWx2YzFZS0/OYUbUEjfbmvRLCkkxYkvEEoyv8twJhWWYwEBrxbk41gcj1J4bTYd/+8PUNkulGRFZwB8K4A2Eu9k79tbxMWJIZlCbvGU4mCuANRRjLU6goUVXTmu5BarrH75maKiRZYWhYEbahf/LlucZCSJIJ+afmWoYlmYEJ7js3M4U7V86JMRRlWebAiYscOl0/6f7VXGpn/4mLMcaiIAgU52Uwt7Iwqcaiyo1FNRZVVFRUhgkF/YSC/jF9d/bCdXz2D/4RUT8964BEIiHcA2N7OecWlPOHf/lTTFr79b+soqKionLLsHZJJQW5seqnQ94Ab394Eq8vOOk2fP4Qu49U88Tdy2JCUTUakfXLZvLWzhNcK5pRZfoyPZfEVVRUVFRUVFRUVFQmjNmoZ0FVEWZjbDmozt4BTlQ3JqUdRVFoau9LWB+xsjQX0xiFkFSmH6qxqKKioqKioqKionKbkeKwMrMsN24++oWGTgYGkxfy3z/gYWDIF3dbqsNCVpojaW2p3FhUYzEBRpMVk1ktsKyioqKioqKionLrkZ5qozAnNgQVoK6pC28ScyyHvH58/vghrRaTkfQUdU59q6LmLMbBaLJw92PfAEXh7Rf/g3Bo8vHcKioqKioqKioqKjeK4rx0DIbY8E9ZUfAFQthtJpJVnNxsSpy/bzTosFtNSWlH5cajGotxSMssYPb8tQy5+xHF2Jo0KioqKioqKioqKtOZnAwnmjiK3QLw1Sc38Il7VyStLVEQyMlyxt2m1Yjo9arJcauiXrk4FJRUYbWnMOTuv9ldUVFRUVFRUVFRURk3Gal2xDj5ioIgkJnmIPMG5RFqRBGdRnW+3KrcVsaiVqtDbzCh0epAUZCkCKFggEhk7DHZeoOR/KKZ6PTGJPZLj95gRNRoEAQRRVGQpQiRcIhwOKhKCauoqKioqKioqCQVm8UYV9zmhiPAdOiGysS4LYxFUdSQW1jBzLkrKalYgCMlA0VRcA/00HjxNLVnD9HaWI0sxy8SrNXqsTlSsadkkJ1XSknFfARBwGJ1MG/JRsLhWGOzramGns7ma/ZLpzdSUDKLGVWLKSiZhc2eit5gIhwKMuTup6ezmeb6M9TXHh9zPTQVFRUVFRUVFRWV62HQa1UjTWXS3PLGok5vZM2dT7B605M4UjIRBAFZigACOfkzqJi9gpV3PMrubc+z74MXCYcCo35vtafy4Cf/hPzimVisDkwW+0ieYnpWAZ/8yt/Fbff1Z/8fvV0tCb2CGdlFbH7oK1TMXo7F5oy7slM1bxWDro387md/qxqLKioqKioqKioqSUMU1KIHKpPnljYWtToDK9Y/zF0PfQWtVkdnax1nj++ir6cVEMjMKWbukjtIz8xn80NfJhIOcnDX60TCV6ibKgoBv5e+njb6etrQ6QzkF8/EZLbh9w3RVH82rkeyr6c9oaGYnlXAo5/9LuWzlqIoMoP93Vy6cILujiaCAS9Gk4X0rAJyCyvp72mjo6Vuis6QioqKioqKisrNw2jQkWK3TGofEUmiz+VBVtN2xkUwHI4rdhoIhnl39yka2npuSD9kSaa2oeOGtKWSfG5pYzG/qJJVGx9DbzBy4dxhtr78EzpaLhKJhAHQ6QzU1x7nvie+SV5hBSvveIym+rO0NJwf2YfXM8jWV34y4k10pmTyiS//DXlFlfR1t/Hy0/9EMOCPaTsUiF941GA0s3LDo5RVLkRRZBrrzvD+67+gpeE8oWAAWZYQNRr0eiMWWwo6nR6/b2gKzo6KioqKioqKys1l7ZJK/ue3HkNg4vGQl1q6+dY//Ib+JBaR/zjgD4RRiLUWwxGJtz88yfb9Z29YXyKR+KlgKtOfW9ZY1OmNLFl9H+lZhQy6enj/jV+OMgIBwuEgF88dZn/qizzy1HfIyCpgwbK7aGuqQZZlABRFxu91f7RfnWHEkyhJEbxDAwQTGIbxyC+uYsHyu9BodbQ21vDa775HW1PtqO9IERl/JHzTjURBFLHZU7E708nOKyMjuwhnaiZmqwO93oQgQDgUxOsZZMDVTU9HEx2tdbgHehhy96MMn8NkotHqyMwuQmdIIDCkgM87SG9XS9LbhqhCmDMtG5s9jUTvtUgoSHdH48iixFQSzZ11YnOk4UjNJDOnmJS0bGz2VIwmK1q9AY1GgyxJhMNBAn4v3qEBBl3d9Pd24OrrwOPuxzs0SMDvhTgvjalGrzdic6SRmpFHTkEZKWk5OFOyMJjMaLV6ZFkiGPDhcffT39tOe0sd/T1tDLq6h/usonJtBEHAZLHjTIk+I+lZBaRl5mGxpaDXGxFFDeFwkKDfy0B/F92dzXS1NzDQ18ngQM9w6sLUoDeYyMotQbhKvj4SDkXHkTg58ZfRaHU4nBmkZxWQlVtMelYhjpRM9AYTOp0eSQoTDPrxDPbT19NGV3sDvd2tDPR1juu9NREysgsxWexT2sb1kMJhujsaCYfVWsjTGYvJQFFu+qSEVgLBMGKcEhAq16an340sK3CVEKlep8Fo0BEKT93Yp3L7cMsai87ULMpnLUUURVoaztPaUB33e7Is0VR/liF3H87UbPKLqzBbHHiGXFPSr1nzV2O1pyJJEof3vEFH6/QLMTWareQWlDN30QZKKhaQnlWA0WQd02+DAS/dHU00XjzF6aM76GitS+qEXqPRsmrj4yxdcz9anT5mu6IodLVd4rc/+Wu62huS1u5l0rMKefJL/52SGfPjSncpssyRfW/x+nPfnzJjURBELDYnhaWzKatcRFHZHDJyijBb7AjjzD+IREIM9HUNTyQv0XDhFG1NtXiGXISCsR7zZCGKGmyONCrnLGfm3FXkFlaQkp6DRnP9IUeRZYbc/bQ111Jzej+1Zw/i6utEugHGucqthU5nIDu/jFkL1lBSvoDcgnLMVjsJV3quIBIO0dfdSsPFk1Sf3k9j3Wm8Q4Mke0ElJ38GX/3zf8doGh2GN+jq5pff/1PaWy7G/MZktlFSsYBZC9ZQWrGItMy8sT07isLQYB8tDeepPXuQmtP7cfV3TsnC3n1P/DFzFq1jLOd6qnD1dfKL//ftKXkXqKjcDrR19Y84R65Er9OSkWpDIwpIshraq3JtblljMTU9B5sjDYDOtksJlU4hGmoaDPgRBAG7Mx2DyTIlxqLeYCIjuxiNRovH7aK1sQZZmj5ud0EQKSybzdI191M5ZyUOZzqiRjuu1T6jyUpBySzyCiuYs2gD1af3cXj3G7Q21xI3MH6chIJ+9n3we3IKZlA8Y15M3wRBICuvhJV3PMbWl3+c1NVzrU7PyjsepaBkVowXAKITsZ6uZvZse57gFHm8zBY7FbOXs2jVPRSVzsZotqHV6ia8P53OQEZ2IelZBZTPWsqSVffh6uugrvoYu979He7B5AsrGc1W5ixcz6KVd1NYOhuj0RL3fCZC0GhwpGRgd6ZTWrGQxavv5fj+rRw/8C6+K6IAVD7GCAKZ2UUsXLGZhcu34EzNQqvTj2ss0+mjhmZGTjFzFm2gvvY4+z54iaa600hJ9jQKghDTN4vNicXmvOp7Ipk5xazb/ElmLVyHxeoYk5F4ZTvRZ2cdM6oWs2DZXeze9iw1Zw5c04M5IYTo/9xMWf5pURJAZcwoiqJesxtMc3sfobCE0TD6c0EQKMhJw2jQ4/WrnnmVa3PLGovpWQWIwwU+l6y6l4rZyxMaK6JGS2p6LhDNKZzM5PtaGE0W7M40BEHA6xlgoL9rStqZCDZHGkvX3M+qjY/jTM2a1IAtCAIarY7UjFxW3vEYM+euYtd7v+P4gXeTElrb1d7A+6//gie+8NekpOfEbBdFDYtX3UNHy0WO7HsrKQa5IIjMWrCWZWsfQKczxP2Oe6CX91//BR1t9ZNu72q0Wh0Vc1aw9q5PUFQ2F4PRnNT9C4KARqMdmaDqDSb273gpuW2IInmFlWx68EtUzFqG3mCa9H1mNFkoLJlNbn45M+euYsfbv6Gx7vQ1F4dUbm/0BhOLVt7Nmk2fICuneOQ9MFE0mqgXfP7STZSUL+DovrfZv+OlKR+/dToDaZn51FUfQ1FktDo985bcycZ7P0dWXumkQu6iz46VspmLyM4r5dCeN9j93nMMTcHikIrK9ejqc3PwZB1mkwG9TotRr8Vg0A3/rcOg16LValRDcgro6h2krasfuzUvZtucigLsVpNqLKpcl1vWWDSZbSMhefaUDGzO9Ov+JhIJT+nKllarR28wRdsKh6Y0zG/sCOQWlrPl4a8xc96qpBvKoiiSlpnH/U9+i7yiSra/+V/097RPap+KonDx/BE+fPcZ7nvyj9HrY/MXzRY7G+75LL3dLdTXHJ9UewC5heXc9cCXMZltcbeHgn72vv8CZ4/vSooH9UocKZms2vgYqzY+PnxfT+0LU4pEuHDuMP19yVMm0+kNzF+6iTsf+CKZ2UVJ2y9EJ746vYGZ81aRlVvCjnee5sieN4lEkuwpUZn2OFOz2HDPZ1m+/qG448JkuOyV23DPUxSUVPHG8/9GR2t90p/3K8nOKx02djWs2vg4mx74EharI6ltWGxO1m3+FHZnOm8+929TloKhopKIAycu8sQf/wCjUY/ZqMdiNmA1G4f/NmI1G7CYDJQXZ/O5h9ditST32f440+sa4nRNCzNLc2PmFqUFmcwuz6ejZ+DmdG4yqKq4N5Rb1li88qavOb2f9pY6xpJrEgz48AwNTF3HRpgeN3JGdiEPfvJPKa2Yj+Y6huJHpUAUFGUkyujy/1zTiNEbjCxcsQWtTs+bz/0bQ+7+SfVbliVOHNzGjKolzFqwDk0c70F6Zj5r7/oUHa31+DyDE27LbHGw+s4nycoribtdURRqzx3iyL63ky6kkJKWw5ZHvsa8JRuT7k1MhN8/RPXpfUnLYxJFDYtW3MNdD30FZ2rmNb87qtyMEtVoi95i17/HBEEgJT2Hux78MuGQn+MHt02pMInK9MKRksmWR77OgmWbrmsoXjmWDf9n+Ba7/n2m0WiZUbWE+5/8Y9547t+mNB8uPbMAnU5P2czFbLj7M5gTCMZM5nggekzzl9xJV1sDu977XVLzfxOVkEomqsfp1kcB/IEQ/kCIvgFPzHaBqKfr8buXq8ZiEvEFQpysbuT+OxZiMY+OmrJbTdy5cja7DlcTvsWUSmVFiTv2CALodLesaTNtuWXPqN/vGblRLpw7zL4PXkRRkp/EPx4ikTDhUACI5r/pDMabqniakV3Ew5/5c8pmLrpmSJMkRXAP9DLo6mawv5vBgR5CwQCCKGIyWXCmZeNIySAlNRuTxZ7wxa3XG1mw9C4CviG2vvKzUSqzE8HrGeD9N35JSlo2eUUzY9oVNRqq5q1i2doH2fP+8xOaAImihqVr72f+ko1xc4Mu5ym+//ovkx7C5UjJ4OHP/DlV81Zd15C/jCzLBHxD+P0eQgE/kUgIRVEQRQ1anQ6d3oTZYsNgtCS85i2XztHaWJOUYxBFDfOX3ck9j/0BVnvKNSd1wYAPV18nQ4O9uHo78XoGkKQIWp0eqy0VZ2omztQsnKlZaLS6uPu67P25+9E/IBjwc+7EbjUk9WOA2ergvie+yfyld8YVvrqMLMt43P24B3px9XUw6OoZyWs2GM3YnWlRNd60bCxWZ8JnRBQ1VMxezn1P/jFvPPt9erunRn05NT2HGVVLuOvBr+BIiV1oURQFv9eNq78Lt6sHV18nAb8HWZExGEw4U7NJScsiJS0Hs9WR8Pm77J1ffefjtDZWc+HcoUn3vbO1HpMpfiRGstBqdWTllSSM+FASTBhVbj0UQJJlpstC++3EnqO1NLb1MLs8f9TnOq2Gu9bM5YV3DnKyuukm9W5iBILhqMrrVQiCgM1iRKsRiUg31ya4nbhljcW+7taoV0GnJzOnCFEUkW7yjREMeBka7EdRFMxWJ86UTNyuG1Pw9GqiE+qvUzFrWcIJUSjop+nSOc4e+5D62uP0dbUQGjZ2r+Ry+Ybs/DLmLt7ArAXrcKZmxd2vRqtl6ZoHGOjvZs+25yftiWtvvsi213/Jo5/9blyvlVanZ93mT9LZVk/tmQPjnjgUl89j/ZZPYzDFLxjscbvY/sZ/xZQ/mSw2eyp3P/YHzFqwZqTGZyLC4RCu3g5aGs5TX3uMns4WPO5+/L4hwqEAsiyj0ejQGwwYTVZsjjRS0rLJLaygoGQWaRl5mC12NFod4XCQcyf24E2Cd10QBGZULeGeR/8AmyM17ncUWcY92MeF84c5feQD2psv4B7si+sR1Gh1pKRlU1I+n3lLNlJauShGQfIyKWnZ3P3oN/C4XTRcPDnpY1GZvhiMZjZs+QwLlm1KuKgSCYfo6Wzm+MH3qKs+Qm9XS0IxJKPZSnZuKTOqlrBwxWYys+PnPYqihplzV+J/aIhXn/nnKSnjkpqRyyNPfQf7VWkUsizR193G+VN7OX9yz3D0xEDc8c1ssZNTUM6CZXcxZ9F6bI60hEajIyWTlXc8Sltz7aTHgHdf+emkfn89BEFg/rJNPPjJP4lrLEqRMI0XT+EeUPMwVVSuRVuXizd3HKeyNAftVWNdToaTP/7sZr7zz8/RH8fjO10Z8gbi5loKgkBhThopDgs9/WoN82RxyxqLvV2tuAd7yTAWkl88E5PFjmeSoY9RPlqpHG/oSzDgp7uziYrZy7FYHeQXV0UVUW+w5yPqLXuAqnmr406CFEXB6xlg7/bfc3Tv29etM6YoCp4hF3XVR2lpOM/5k3u58/4vUFqxEOKo/On0Rpave4jmS+eoqz46qWNRFJkL5w5xZM8bbLzv83HVW+3OdNbd9Sl6Opvp624d875tjjTWb/kMdmdG3GsdCYc4fmAr507sJpmrnVqtjkWr7mHe4juuaSjKssRgfzfH9m/l1JHt9Pd2EAz4EnjQ/fh9MOjqoau9AUEQ0B7ejtFkISu3hLLKRZRULMBoslBfezwpXviUtBw23PPUiHjUlUSfIYXG+jPsfOdpLtWewO/zcK3zKEXC9Ha10NfTRu3ZgyxeeQ/r73kKqy2+xzIju5C1d32Czrb6m16zVGVqEASRyjkrWLr2gbiGoqIoBAM+ju1/h4O7XqOrveG6EQYBn4fGutO0NtVQc+YAdz34ZWbOXRnXmy2KGuYsWkfN6X2cPPx+0r1YOr0RZ+pHIXeKoiDLEtWn9rFz629pb75w3dx3n9dNfc0x2ppqqa89zpaHv0pGdlFCz3xJ+Xzyi2ZSe/ZgUo8l2WTllrLx3s9jd2bEbFMUhZaGaj589xkC/ltngquicjMIhSO8s+sUj9+9jLLCWIHD9cuq+OqTd/CL3++MGyI8UQRBwKDXIkly0sNcQ+EI7d0uZs2IFe4pK8yitCBLNRaTyC1b4XSgv4sL5w4jyxJZeaXMW3LHuCTGEyFJ0sjLWW8wYTDG92zER6HmzAE8Qy40Gi1LVt9HVm78PLipJL94JivWPzIitnM1rr4O3nrhh+x8+ze4+jrGlfcVDPioPXuQl57+v9RfOJEgZlwgNSOX1ZueTEoeXjgUYN+Ol7hYfTRBeyKlMxex9q5PotPHVzK9Gp3eyMoNj1A5Z0XcSZWiKNRVH2X3tueTPhkpmjGP1Xc+cc3alpFwiDPHdvLMT/8H217/Oe0tFwn4PWM28hRFIRwKMDTYR131Uba9/gue+cl/53c/+1t6uponfQyiRsvy9Q9RWrEwblkMWZa5cO4wv//V/8e5E7uHjbmxTbQVWcY90Mvu959n60s/Tug50Gi0VM1fQ+WcFXFrYqrc+qRl5rF286dGyiRdTTDg4/03fsk7L/2I9uYL4wpFj4RDtDZW8+oz/8KxA1vjlsu4rCq65q5PxDVakk0kHOLovrd5+el/ovHiqXGJpAX8Hk4d2c4bz/0bQ4N9CQ1bs9XBrAVrp3UeoN2ZzpZHvkZuYXncfvZ1t/Lea/9Je3NsjUoVFZVYLrV089vX9uILxArDmYx6vvT4ev7ujx+loiRn0mODyahnRlEWn7p/Jd/7y08z56rw12QQCIY4e6E17jhnt5r47EOrsZrV3Ndkccsai+FQgCN73qSjtR6j0cLG+77A6jufwO7MGK63JSKKGvQGE1ZbCjkF5Sxb9yAZWYXX3G8w4KW3O3oDOlIymb1wLbqrxBQ0Gm1Cj1Bz/RnOHNuBJEXIL57Jw5/5c8pnLcVksaHRaBEEEY1Wh9FkxZmWTVnlopgQpMlgMJhZs+lJUtKy4z7wQ+5+3n3lpxw/sHVSReW72xt458X/oKv9UtyHVRQ1VM5eTtnMxRNu40qGBvt479Wf0dUWvz2dTs/SNfczd/Ed1y1cLwgCcxdtYOUdj8U1LhVFobe7hXdf/RkD/Z1J6f9lDEYza+/6JClpsSVBLhMOB9n3wYu89Jt/ojFJNd8URcYz5KKnsykpwjZ5hRUsXXN/gvMnc6n2OK8/9326JyEOIkXCHNu/ld3vPZuwnqbeYGTVxsewWp0TbkdleiKIIsvWPkhhyay4Y1kw6Gfv9hfYu/33kwoRHejvYttrP6eu+khCAyu/aCbzl25KyoJkIiQpwolD711zgeR6KLJM7dkD7N/xUsK6ihqNlsLSWVhtKZPp7pRhtjjYeN8XmLVgTcxYrigKPq+b9177ORerj9x0nQIVlVsFRVH4/dZDvL79GMFQ7JzCajby6Oal/Px/f4U/+cLdLKgqIs1pRadNHP0kigImg440p5Wi3HRWL6rgW5/bwk/+1xd55nt/yD9955OsXTITs2lsi/jjIRiKcOhUHUPe+KlT96xfwHe/ej+lBZloNGMzdcRhT6hmEmWLbldu2TBUgPbmC+x469c89Kk/xZkaVcqbtWANbc0XCfiGEDVarDYnKWk5ZOeXIksyv+/539f0rISCfurOH2Hu4jswW+xsvO8LZOWW0NXeCCjo9SZMFhvVp/bSVH825vcBv5e9218kK7eUspmLKa1cyCez/o6Gi6fo72kjFApiMJiwp2SQlVOMTm/kpd/8n6TlXRSUzmJG1dK42xRF4fSRHZw9vispBkhrUy3H9m9ly8Nfi2s06A0m5i3ZyIVzh5JSELq1qZY97z/PfU9+E0sc48BgNLNuy6dpbaq9ppGSlpHPui2fTphnF/B72Lf997Q2JUcE5koKS+dQNnNRwpU7KRLm3PHd7Hjn6UkpvE4lGq2O+Us3JVzk8Lhd7Hn/ebrbGyfdViQS4sShbcycv5ryqiVxv5NTUE7RjHmcO7Fr0u2pTB/SMvKYs2h9wvDThgsnOfjhq0SSoFA86OrmwM5XKJ4xL67HX6PVMXvhWk4d2c6gq3vS7cWju6ORPdueT4KStMzpozuYv2wTOfkz4n4nNT0XmzN90m0lm8s1dBevvButNlbIKBwOcnjPG5w9vjNpas4qKh8X3B4/P3l2O6kOC3etmYt4VRqRIAiUFWbyzac28+kHVnG+ro2aS+109w4y6PETCkcQBQGdVoPFbMRhM5GeYqcgJ5WivHQyUuyYjHoM+th0oangzIUWquvaWDa/LKY9o0HHpx9YxfyqQt7dfZqzF1rodXkIBENRwS+tBpNRj81ixGY14bCaSUuxYjUbeH37MarrJ1cC7nbjljYWJSnCmWM7URSFDfc8RW5BOeWzllE+a1nMd2VJorW5NqGH4kpqzhzg0K7XWH3n46SkZbNm0ydGjCtR1KAoMn09bXGNRYCeziZe+9332Pzw15hRtQRHSiYLl2+O+93e7takFJWHqHF2WeAgHoP93Rze/fqYzsFYkCJhzhz7kMWr7iUnvyxm++X8mPTMAjqTUMheliKcOvIB2XmlrN70iZhyGoIgkFdQwfrNn+Kdl36M1zMQsw+9wcTaLZ8ir6girgdSioQ5eeh9ju3fmvTJSLTo9saE8vgA7S0X+eCtXyUp/3ZqSMvIi7vqf5nq0/u5eD55q/7uwV5OHHiX0ooFcT07JrONmXNXUFd9JGn3tsrNRRBEKmYvJyO7MO6kw+91c2j36wz0dyWlPUVRqK85RktDNTOqlsS0KQgCOQXlFJbN5szR5BuLsiRxZM+bdLZdSsr++nvaqa85TnZe7CQKwGx1Ynem0958ISntJYeoYNaGe57CFGeMlCSJ8yf2sPu95wgFY70JKioq16ehtZt//OnrGA061i6ZiUYTO9YZDTpyM1PIzUzhzpWzkWSZUCiCJCsIQrS+tk6rQasRb2o4u2vQy3NvH2BWeT62OOVWTEY9i2eXMH9mEQNuH/5giEhE+ugYNBp0Og0GvQ69TotBr2XIG+DomQbVWLyKW9pYhKjBeOrIdhrrTlNSsYAZVUvIyC7EaLKiyNHQu77uNpovnaX50jn6e9quu0+/b4htr/+CprozI4XADSYLkVAQr3eQrvYGWhrOX3MfnW2XeOGXf09BcRVlVYvJL6rCYnOi0+kJhQK4B3rpbLtEfc1xOlrrknIuUtNzqZyzMq5KqSxJXDh3iPYktXWZgb5O6qqPxDUWARypmRSVzRmeBE1eHCLg97Bz6zPkFJQzY+bimHw5UaNhwfLN9Ha3seu9Z0YZ4hqNloXLN7Nk1T1xw4gVRaGu5ljUqzfJsh/xyMgqpHx27ELGZQI+D3u2v0BHEgzrqUIQRMpnLyU1I1bUBsDv83D8wNZx5VpdD0WWuXThJK7eDtKzCuL0SaC0YiE2R5pqLN4mGE0W5i3ZmDDcv6WhenhBInmCM36fh5ozBygun48uTnkOo8lCxazlnD22K6nhj5fL85w5vitpYmjhcJCWhvMEA764isKiKJKaHi3SPT1KTwjkFpZz7xN/hDM1K2brZU/yu6/+bMo8uyoqHwcUBeqbu/nuPz/Hn3zhbu5Zv4AUe2JtDkEQ0Go0aE3XVm2/Wbzz4UnmlOfz6QdWxQ13vexFzEid2jI/tzu3vLF4mUFXN6cOv8+5E7vRaLWIgogCKLKEJEWIhMPjesGHQwHOndxN7blDaIdV8qI1nWQikQhS5PphlcGAj7qaYzTUnUY3nEd5eT+yLCFFwpPKG7ya4vJ5OFLiizCEQgFqzh5IehFzSQrTVHeG1Xc+GddI1Wr15BZVojcYk2ZAuAd62PnO06Rl5JGSHpuMbTCaWbXxURounKCx7vTI5wWls1iz6RNxRYsURWHQFd2vq3dqVpQKSmbhuEZ+anvLRS6cPTStw6tMZiulFQvjhogpikJ3R2PSFj+uZKC/k76eNtIy8+OuZNqc6WTnldLbNTX18FRuLNl5pWTmFMXdpigKNWcPEJyCUhbN9WcIhwJxjUVR1JCdX4bZYo8btTBRFFmmse40A33JzY/u721PaCwCwzmLAtOhrp0zNZM77/s8eYUVMdsURcHV18n7b/xCfb5VVJJEW5eLf/zpG5ysbuJLj2+grDArqZ5CRVEIRyQ6ewbi5hUmC68/yE+e+wBBFPjEvSuwmAzTWrzrVuW2MRbhIwXIJKTHXbW/yd3oUiQ8oYLx40EQRYpnzEuoBuoe6JmSkCNFUejrbcfvG8JidcT2SxDIyi3BaLQk1dtUV3OMfTte5K4HvxIzGRIEgZS0HDbe93me/+Xf4/MMYrY6uOOez5GdVxp3IAmFAuzf8RL1tfEVXieL3mCioGRWjFjSZRRF4eyJXXiGXElvO5nYHGnkF82MryAry7S3XMCThBqOVxMOBenpbGZG1ZK4oah6vZHs/BmcPa7mLd7qCIJAXlEllgQCLAG/l5ZL56ekJNGgqwf3QG/cUPHouJKN1Z6SVGMxFApQX3M86cfjcbuu+e4ymizDi5dJbXbc6PRG1m35NLMWrI3rSfZ73Xy49bdcqj2hCtpcA5vFSJrTit1qxmI2oNNqEEUBWY5O2v2BEIMeH30uD0PewDTxKKvcTFyDXp5/6yBHzzTw5L0rWLe0kvKibHS6iZsGsqzQNzDEpZZudh48z/b9Z6lvntpogM6eAb73i7dpbu/jqQdXU5KfgfYawjwq4+e2MhY/zlhtqWTnlSUM2+porU9KIfZ4+DyD+DyDcY1FgPSMPIxmK+7B5BVPliJhDu9+g9SMPFaufySmnqQgCFTOWcHqjU+wd/sLrLrjMarmrYpbd1KKRDh9eDsHdr6cdM/rZcwWO3lFlQlXvDxDLuprjk9rryJAXmElVnv8SXw4EqLl0nmmavbZ19OGLEtxjUWtTk9mTvE0CqtTmSgGo4X84iq0cYRtIFr6x9XXMSVtB4N+Bl3dZOeVxt1ud6ZjtafSNQmV36vxed1TIqYVDPiQrpEPr9UlX6FwvIgaLUvX3M+K9Q/HLfUUCvrZt+Mljux9a8zG9NK5pXzh0XVY4+QwtXe5+P6vt9Ldl/w0gyvJzUzhv335PtJSYsWS3B4///nCDs7UTs5LqhFFcjKdzKssYPXiSqrKcklPseGwmbGYDOh0GkRRRJEVQuFI1Fgc8tE74MHt8U9onNxzpIbfvr6PYGhqF79VbhySLFPb0MH/9+PX+K9MJwtnFbN+WRWzZuSRkWrDYjJg0Ouiiw8aEYGoQRiRJEJhiWAojNcfpM/l4WJjB0fPNnDuYiuNbT0MDiXPQXA93B4/v3zxQz7Yf5YVC2awec1cKkpysJqNmI169DrtSP8lWYmWyQtHCAQj+ANB3B4/F5u6OFXTxLmLY6/X/XFBNRZvE6x2Z8IQVEVRRkKSpoJQ0E/wGl5Dnd6I1Z5Cd0djUtv1ed3sfu9ZCoqrKIgjr6/V6Vmx4WEMRjMLV2xOqKrY3HCOXe89OyV5ipcxWx1xc3Eu96G/u23KJsDJJCuvJG4IKkQN+J7OyddwTIR3aOCaxrTF6kCnT164s8rNwWA0k5Edv8SRoih43P1J9exdSSQSwu9NXMhZFDUJBcQmSn9PG/4pGHtkWbqmJy5e2sCNRBBEyioXsuGez8atxxtVdd3Jvg9eGtcz3TfgYUZxdtzabl5fkA8OnGP7/vjidMlAABbNLuaRzUvQx/HQnKxuos818dq9oiCQle7gvjsW8vCmJcwoysJk1KERE4QQagRMGj0mo55Up5WSgswJt93nGkKrEZm8/rDKdENWFNq6XLR3D7B9/1nMRgMFOankZaWQ6rRiMRkx6KP3c0SS8PlDuD1++gc9tHe76O5zEwiGCYUjyPLNWbBVFIWG1h6a2nt5Y8dxcjKcFOSkkZXmwGEzj/Q/HJEIBEMMDvnpG/DQ1TtId98g/kCYcCRCRJrei/Y3A9VYvE2w2VOx2Jxxt8myxNBgX1LKZcRDikSuGWYrajRTVtOrt6uFne88zaOf+wts9thSGI6UDNbc9WTCHDuvZ5Cdbz9NZ3tyVAgTkZaRF3flfLgj9Pe2T9tSGZcRRJH0zPy4RjdAKOCb0jDaUDDxani0eLoFvWos3vKYzLaECysoynB45dRMV2VJJnyNUhyCIERL7ghC0jzoA/1dU6PuOc097Nl5pdz14JdJTY+tOasoCm1NNex4+9cMjTMipaNngL1Hapg9Iy9WTt+oY9OqOXxw4NyURSBotRo2rZoT11BUFIXdR2rodSVekLgWGlFk9eIKvvLkBlYuKJ+S+nUqH28URSEQDBMIhukf9HCqZuoWgKcKWVbw+oLUNXVR15QcxeyPO6qxeBsgCALOtOyEBaMFIVrcuuIaSpyTQaPRkZkdX4wCoivY8VaOk8X5k3vJzC1h472fi2lHEER0CcKtwuEge7e/QPWZ/VMe/ulMy4op9XEZSYrQ09k87cMnDUYzVkdawlBak9XB41/4q0nn+CbCaktNeC0BdDpDQkNW5dbBkZqJPkFuL4JAaeVCvvrnP5iStkVRQ2ZOyTW/YzRakioLMzTYd00D9XbE7kznnsf/kOLyBTHjiaIo9HW38vaLP5pQuK8/EOKDA+d48r4VpDpGh4GKgsCKBTPIz06lpaNvUseQiJL8DJbOix/G3D/o5YMD5wiFx79wq9VqeGTTYv7yGw+SleZQRTxUVFRuGKqxeDsgCNgdiVU2RVEkO680YR7OlCMIaOOoCyaLSCTEoV2vkZldxMIVW8YUXiVJEWpO7+fgh69OWZ7ildjsaYgJjHlJlm4JOXiDwYQpTsHyK7eXVS66gT0ajUajTZizq3LrYLOnJnxWBEHAmZqV2PN4A0hmrp+iKPh9nimL+piOaHV61m7+FDPnroy7gOYZcrHjnae5VHt8wm2cvtDChYZOll9VrFsQBApz01g8u5i2rv6kh8tpRIHlC2aQk+GM2aYoCucutlJzafxq21qNyB3LZ/Hdrz2Q0FCUZRl/IMSA20drVz9D3gARScJqNpKZaicjzY7VbLym4mVU8T0aZhiJSEQkmUAwPByqN8DRsw2EI8kXllJRUZneqMbibYCAgDmBuMx0QEBAFKZ2Ej802M+ud58hv7iKzJyi6666drVd4sOtzzA0ODWry1djstgQExSxV2QJ7zQPQYVo7mnCUNppgJAoZ0fllsJsddz0fLprEe1bcnyLiiJHQ2qneVRBshA1WuYu2sDytQ/GXdiJLvy9zqnD2ydlQHu8AXYePMfy+bH1fw16HeuXz2L7/nN4fMmNgrDbzKxdUhk3BDUUlth9pBrPBMoIVJTk8Mef3UxOhjOuJ9YXCLHnaC3v7TnNqZomBt0+whEJRVHQajWYDHoKctK4e9087lo9l9zMFEQx/lh5+HQ9h0/X09HtorXTRXuPC68vgD8QxuMLTMgrqqKicmujGou3A4IwrSfxQHRuNaUotDVfYPubv+Sxz/4FRnNiD5jP6+b9N35JS8P5qe7UCDq9MZrnFAdFVm6JYvIajTahQqWKSrLQ640ICRZWbjcUWfnYeBWjCtXL2fLI1+Pm18uyxNnju9j17jME/BMXgLnMjoPn+fITG8hMi11IXT6/jLLCzKTnY80szWXx7JK4i1YdPS52Hqwe9z6NBh1ffGw982YWxjUUO3oG+OHT7/HytiN4fYnDmZvaezl48iKvvX+Ub31uCxuWz0KjiX3Ouvvc/PC32/D5P16h0SoqKolRjcXbAAHUSfwwg64eQqHANY3FcCjAoKsb+QaWqdBqdYlDf1CQpOkvRS6KYsLwQBWVZHGtZ+V2Q0H52NQOzMotZcvDXyM9K1alVJZlmuvPse21nydNlbqxtYcjZy5xz7oFMV60rDQH65bO5ExtC3KSvLqCILBx5WxSnbHvHllWOHiijuaO8ZePqijJYdOqOWjjGHb9g15+8Ot3eeGdg2MKD41IMsfONvB3//4yP/xbKwuqYqNwNiyvYu2SSrbtPTPt8+hVPkKn0WI3WhGvuJ4hKcKgf2JiSjcLm8GCcRxpS8FIGHdg8otL0wEBAZvRguGK+bysKLgDHsI3eVFRnfndJghT77qb9pgsdtZs+gTWOKqoV2JzpLP6zifo7+24YWGo1+dWuH63Qh9Vbnk+JobixwmjycrG+z5HXmFlXK9xf287H7z966SWV/IFQuw5Usu6pVXYrqq5aNBrWbFgBs++uZ++geRMNNNTrCyfV4YuTjHwIa+ffccv4POHxr3f1YsqSE+xxV1A2XnwHO/sOjmuPEKFqCH9q5d388/f/SRGw0cTc0EQsFmM3L1uHvuPX2BoAiGzKjeHBflV/P2Df4zVYBn57HjLef7ile8RuIUEtP5ow6e5Z866hGk7V7O3/hh/8/oPiIyxDut0xmow890tX2F9+dKRz4aCXv7m9R9wrPncTeyZaizeFihAOJJ4MAgF/dScOUB/7/gT65NBJBKmral2StvQG0ysufMJZs1ffd18J1EUmbt4I/29nXzw5n/dECXCSDiEoihxX/iCIKDVTX/PsCxL1xQD6utpo/bMAUJTpIZ6PTyD/UkJX1O5uVx+VuIhSREaLpyckiL2Y+VS7QnV4zIODEYLazd/knlL70S8StAmKvAzxLbX/pPaMweSfl73HK2hsbWHuZUFoz4XBIEFVcVUluay//iFpLQ1a0Y+s8tjy3UA1DV3sf/ExXHvU6sVWb90Ztz1E7fHz2vbj+Fye8e9X4XouTlT28LSeaPzOgVBYPm8GRTmpqvFyW8hTHojJen5OEy2kc863b2jPI23Apm2NMoyCtCMUayurqeZ22UhWxRFsu3pzMj8qM7wgG8IUyJ18BuIaizeDijKNet0hUNBju57m/On9t7ATo1GmcIirYIgMnvhWlZtfHzMqqs6vYEVGx6mo7WOU4e3kzwh/PhcS8RCEESM11AZnS5IkQiRa9TT7O9pY/ub/4X7ZnlrFT42IX23M9F6mvGvoyxL1J49yM6tv73BvboCRWGqx4vbBVGjZdHKu1mzKX6t20gkxL4PXpy0oE0iOnsH2XHwHLPL82NCUa0WA5vXzOXAiQuT1hcSRYEta+dh0Mcu+smywvZ9Z+kfGH84YHa6k9ys2BrFiqLQ3u3ifF3bhPve6xridG0Li2aXxOQupjgszC7PV41FlRtOWAoTioTRaUEjqKJ10wXVWLwNUFDwegYSbhc1GnR6w5TXErxZZOYUsW7zp6PFsseIIAhYbSlsuPsztDScp7+nbQp7CH6fG1mREIldLRNFEYvVOaXtJ4NwOEAwmFiIR6c3IQjibXufqdwYfF53wnxiQRAxGMzqPXaLUFw2l/VbPo3FGqviKUkSF84e4sDOl6+5CDUZAsEwB05c5LMPrYnJJdSIIkvnlpKWYqO3f3J5XRmpdpbOLY07sXW5vRw4eZFQePxhcmkpVmwWY9z9dve56XVNvN+yrHCppZtAMIzFPLocjNGgozAnbcL7VlGZKO+d30efdwCn2Y7TZMNsMGHRm7AYzGTaUsm2p4/Z66iSPFRj8TZAURQG+xPX6dPpDFhtsauTtwNGk5W7HvoK+cUz4+bChIJ+utobyMorjSn0LQgC+cVVbHrgi7z9+/+4psE9WdwDvciSFPeJEzVaUtNzpqztZBHw+/B7E09OrPaUpNagU/l4MujqSehlEkURe0rimrIq04e0zDzue+KbpGcVxFXxbLx4iq0v/4RBV8+U9uPE+Saq69tYvbhy1OeCIFBRnM3CqiK27z87YQ+dIETVVYvzYu9LRVE4W9vCuQsT89A5rGZMxliPrAL09LuRpMktmvS5hgiFI1gYPW7rtBrSU6wIgqCGXKvcUHbUHmRH7UEgqsWh1+owaPUYdXrunbOev7r7a9hvgUis242Phz757Y6iMNDfRSQSP3leo9XhSM1Cc5spWer0Bpavf4g5C9fHNRRlWeb8yb089/P/xbkTe+K+9ERRZMGyu1i27qG4YVLJwtXXmXACrNFoSc8qnPZKo6GgL2r0JvDqmM22cXl3VVTi4R7oIRiIn4clCCKOlEx06qLEtMbuTGfzQ1+lsGxOzDZFUejtbuWdl35EZ1v9lPfF6w+wdfdp5DipECajnjtXzcFkmPjYb7OY2LhidlyjLhSO8N7e0/gC4xe2gagQj1YTx4uiKHiuUSZjrPgCIaQ447kgCBj0OjTTuN6pyu2PgkIwEsId8NA91E+fdwBZTTW5KagjwW3CkLsfj9sVd5sgCKRl5GEwmm9wr6aW4vL5rLrjMXR6Q/zwn74Odm97ju6OBvZse5aBvs64BqPeYGLFhocpLp83ZX3t7+0gFPTH3SYIAilp2Vjj1B6bTiiKQk9Xc8IyHxqdnozsohvcK5XbDb/Pg6u3M+42QRCwOdLi1ulTmR5odQaWr3uIOYvWI4qxOUehYIDd7z1L86VzN8RrpSjRQvO9rtiSHIIgsGxuKdkZzgnvPz87lcVz4tdW7O5zc+jUxA1iWVESZMcKcUtpjBedTpMwJ0ySFdWrqKKiAqjG4m3D0EAv/T3tCQf33MKK65aUuJXIyC5k80NfJS0zL+72UCjAzrefHpmQNDecZ8c7T+PzDsZ8N2pM57Llka/jTM2ekv56hwbo7U4cipSeVUBGdmHC7dOFtsZawsH4K9o6nZ6S8nkfm4LqKlNDwO+ho7Uu4ViWmpFHWmZsrT6Vm48gCCxYtom1d30yrmhXKOjn4K5XOLL3LeQbKHVf39zF4dOX4kZF5OeksWZJ5YQrtmxcMSuusSnLMvuOX6Cpffy1FS/j94cIhWIjUgQBUuyWOL8YHw6bOW6pD1mW8foCcb2OKioqHz/UWd1tgs/rpqWxOmFpA4czndKKhTe4V1ODwWjhzvu/SHHZ3LiGSSQS5uSh9zl+8N0RVUVFljl+YCtH972DFFdMQaB4xjzuuPezGM3Jj4f3ed20NlQnnAAbjGZmzl057UOFO9vq6O+NLwYkCCIFJbNwpGbe4F6p3E6Egn6aL51N6Ik3GEzMqFoy7Z+VjxuCIFBcPp8tD38Ns9URs12SJE4eep+d7/yW8A0urxMIhtm290zcuoFmo54Ny6pw2sZvfKU4LKxfVoXJEKuCOuD28cGBc/gnGIIK0OMaYsgb/znIzUrBbjVNeN+CAGUFmXHDZwOhCG3d8SOVVFRUPn6oxuJtxKXaEwQTTLC0OgMz561ENw3qtUwGUdQwZ9F65ixajxAnn0JRFNqbL7B3+wsEA6OVOwN+Lwd2vkJb84UYo00QhOH8xU3MWbgeMclqW5FwkNam2pg+Xdl+5ZyV097Q8gwNJAwfEwSB9MwCCkpmqYXVVSZFa1MtQwlKsAiCQOXs5VhuU9GuW5XUjDzuvO8LpKRnxxW0aWuq4cN3n0l4XaeaY2cbaO6IbVsQBObNLKQwd/zqnyX5GcyakR83lLOhtYeT55sm1NfLdHQP0Osaivu+yk53xBXVGSs2i4nK0ty44aw+f5D6pq4J71tFReX2QjUWbyNaGs7T1lQbd5soipTNXExJxXxu5QKmRTPmcuf9X8BktsV9QXvcLj5481e0t8QvgNzT2cT7b/wSnzc2fwXAYkth432fjyvMMFkaL56iv6c94fas3BIWrbxnzLUibwahoJ+a0wcSnj+d3sDydQ9iieNZUFEZK33dbdTVHEu4PadgBnMXb0j6oo7KxLDYnGx64EtUzF4WE+2hKAqDrm7eeelHdLU33KQeQkfPADsPno8biprmtHLnytnj3uedK+fgsMV692RZ4f19ZyZV2gLA4wtw8GRd3G2ZaXa2rJ2HMY5XcyzMrypiSYJcy6a2Xqrrp7aclIqKyq2DaizeRrgHezl9dAehBCE+ZoudDXd/Fuc0914lIjUjj80PfZXMnOK426VIhP07XqL69L5r1mGrPXuQAztejuuFFQSBjOwitjz8NezOjGR1HYBBVzfnTu5OWHBcq9OzYt1DVM5ZMa09c5cunKCl4XzC7WWVi1i6+v5pbfSqTG8i4SAnD23D74s/2dYbTKza+HjUi61yU9Hq9Kzf8hkWLt+MRhtruHjc/Wx7/RfXNP5vBMFQmA8PnacnjgGn02pYv7yKVMfYQ1FTHBY2roh//3X3D7LrcDWhcPy0kPHw7p7TuNyx6sCiKPLEPcvZtHLOuFVLczOd/NGnN+GwxYreRSIS7+w6OWlD91ZFEATMeiNpFie5jkwKU3IoSs2lMDWHPGcWmbY07EYr2ikOg9drdKSY7dE+pOZQmJpDriOTFLMd3Q0MwdeKGuxGK1n2NApSsqPnIiWHHEfGDe/LdMGsN5JhTSF/+HwUpOSQbU/HZrAg3iDNBo0o4jDZyLanUzB8jxYMXxenyZb06/Lxu8q3MYosU3PmAEvX3E9Byay4K4alFfNZfecT7Hj7NwknYtMRrU7PqjseGxZQiT0uWZZprDvN4T1vJCxRcRkpEubQ7tfJK6pg5rzVMfsTRZHSygUsW/sAH777DJHwxHNORrUrRTh/cg/L1j6I3Zke9zgcqVnced8X6OtupbPtUlLaTTYBv5fjB7ZSWrkQnS5WiVanN7Lyjkfp6Wrm/Mn4JUtUVK5HS2M1l2pPUDV/DWKcyXBGdiEb7/s8L//mn3APTlxERGXiiKKGqnmrWbb2wbiLQ+FQkMN73uT0kQ+uuYB3o6iub+dCQydZaaMjHwRBoLwom8rSHA6ciO/Ju5q5FQUU5cWO44qiUFPfzsUkhXHW1Lex92gt921YiOaqkNGcjBS+/YW7CUsSOw6cIxy5tmiQIAiU5GfwjU/dyfL5M2K2K4pCQ2sP7+87Syh84wSIbjaiIGDWm6jKLmNmTinlmUWUpueTaUvDZrCg02qJSBL+cIB+7yAtrk4u9bZwsqWGky3VDAW8JNKtHS8GrZ55eZWsmbGI2bkzKErLw26MLmK4/V4a+9o413GRvXXHOdNWS3BYgyEiRSZcKzQeJp2BWTkzWFYyj6rsUgpTc0m3OjFo9URkCZfPTaurk+qOeg42nOJM2wU8wfhpNrcCGdZUNlWtRD+84DXgc/Peub0EhkvSCQg4TDZWly1kZekCZmQWkePIwKQ3EpEi9HpcXOxu4mRLDfvqj9PY14qclAsyWpVYr9FRkVXMytIFLCyYRUFqNqlmB3qtnrAUZtA/RFN/O+c76jnWdI7jzefxhyefI64ai7cZrt4O9u98mcfyy+LmJ0Yn8o+h1erY/uavpqQQvSCKOFOzsDvTaW++QDg0uXpQgiAya8Falq9/KGHR9/6eNra/+UsG+sf2gu7v7eCDt35NenYhGVmxKqRarZ5Vdz5OV0cjZ49/mLSJTltTLWeO7WTlhkfRaGMfP1EUKSybzSNPfZe3X/whrY01SVcNFAQBjUZLJK7Qz/VRFJnqU/uorz5G5dyVMZMlQRBIy8zjgU/+CYosU3v24HUN+ImgN5hIzyogEgrS3dkMSXpZq0wPAj4P+3e8TF7RzLjREBqNlqp5q7n/E9/i3Vd/Sn9PB0m/BwQBq9VJelYBXe0Nt9QC29QjUFA6my0Pfy1ufVVFUTh3Yje733t22pw3jzfAu7tPsXpRBaI4etyyW01sWD6LY2cbr+sRNBv1rF82M67ATESSeHfP6UkJ24zqsy/Ir17ezczSXCpKckZtE0WBqrJc/u93PsXWXSd5b+9pGlt7cbk9BEMRJFlGr9ViNRvISLWzZnElj2xeQmVpblwVVJ8/xC9f+pBLLR+PfEW9VkdlVgnry5dyR+VyyjIKSbU4xuSVkRWFAZ+bM+0XeOnYe2w9uxtvKL5mxFgQBYGq7DI+t+IhtsxeQ4Y1Ne4i2Zy8cu6ds47Pr3yErWd389uDr1Pb1YAn6EtKDUKDVs/qsoU8sfhuVpQsIMOWGtdzXZyWx8KCKu6bu54+zwDHms/x/JF32HXh8IiBdStRmJrD39z3h6SY7QA09LZyrr2eup4m9BodG2cu53MrHmZJ0RysBnPMvKckPZ8lRXN4bNFmGvvaeObgG7x+6gN6PJMTiorIEqHh81mSlsdX1z7JxpkryHNmoU2QhrGgoIoH5t5Bv2+Q3ReP8ou9L3K67QLSJOaSqrF4m6EoMqeP7KC8aikLlt8VVzHQZLay+s4nSMvMZ9d7z9LaWJOwCPZY0RtMWKwOsvJKmb1gLSUVCwj4PPz6P/5i0sZiQUkVmx/8CmaLPe52v8/Dh1ufob7m+Dj2qtBYf4ad7zzNw5/+c/SG2Je+w5nBXQ9+mYG+zmuGXY4HSYqw74MXyS+eSVHZ3LjeRUEQKZu5iE9//R84sucNjh94lwFX96QMVp3eiNliJ7egnBmzltLd0cihXa9NeH8+r5sP3vo1qRl5ZOYUxTEYRTKyCnjii/+dAx++yomD79HX3Topw1cURYwmKzZHGjNmLqZizgoKSmax691n6OlqUT2YtyF1NUfZv+MlNj3wxbjPqEarZeGKzaRl5LL3gxepOXMAf4J82rGi1ekxmW1k5ZZQOWcFJRULMZmt/PbHfzVtjJ7pQGZuEfc+/odk55fFbJNlmZZL59j6yk/wDE0fVU1ZUdh3/AJtXf0U5IwWtBEEgTuWz+KZ1/fREkcI50pys1LYsDx+9E5zex/7jl1Iar+Pn2vg+79+l7//9mNkpI5+DwqCQEaqjc8+vIYn711Oe/cAXb2D+AMhJEnGYNDhtJnJzUoh1WGNMZIv4/b4eeb1vbz87uGkeqimKyadgT/d9AWeXHwPGbZUxHGmfoiCQKrFwfrypSwtmsPCgir+edsvGfSPf4zQCCKbqlbx1/d8nRmZhdcNZRRFkWx7Op9f8TArSxfwj1v/k6b+tmEP0sT1AtIsTr6x7hM8tfxBHKb4uhAxfRFEMmypbJm1hlVlC3n28Nv8bPfzdLpv7WgPh8lGUVoOrQOdfHXNE3xj3SdJtVz73AqCgEGrpzKrhP9x3x+wonQB//Tuz6nrmbjQVViKEJLCLC2aw9/d/00WFcYfd65GFEXSrSk8smATC/Jn8q/bf8Xrp3ZM2GBUjcXbkGDAy+5tz5KRXZgwHFWj1VE1fzXZ+WXUnj3IuRN7aG2sxu8bQpFlFEUefmEogDD8HwFBGP6vKGKxOkhJyyUjp5D8opkUls4mLSMPo9mKKGpouXRu0sdis6exbvOnyMotibtdURTOndzNqSPbx+29UmSZ00d3UjF7OXMX3xHXsM7OLWX93Z/h5d/8U9Imij1dzex9/wVS03OxOdISGIwC6Zn5bHrgS5TPWsaZYztpqj9Ld0cjkUg4mveoKKOukSAAgoAgiIiCiNFkITUjl6zcEnILKygomUVmThE6nYF9H7w06eNoaTjHvu0vcPdjf5DQkLc50rjjnqeYOW8lpw5vp676KL1drYTDwWHj98oQiyuOgehxaHU67M500jLzyckrI7+4iryiSuzOdPQGo1rT8TYnEg5xdN/b5BfPZO7iDXGvtyhqKCqbS3p2EbVnDnD2xC5aG2twu3qQZQlFuXyPDd9nI/cXMPysGExmUtKyycwpISe/jIKSWWTnl2EyWdFoddcUpvo4YjRbueOezw6XL4oNw+zvaeODt351zdqyN4uW9j5OVjeRm5US4zHJz05l8ezi6xqLy+aVkZsZq8YryTJHzlyiPcllJyKSzHt7TpGT4eBbn9uCwxbr2RAEAaNBT2lBJqUFY9clUBQFt8fPr1/ZzX+9tAtfkjyi0x1JltFptGTaUkedS0WJBpTKsoSkyCiKgqTIiIKIKAhoRQ2iII76jUln5BNL7qW5v4NfH3iV4Dg8a6IgsLBwFn99z9cpzyyK6Ysky0iyRESREBDQiCIaQUQjahBFkYqsEv77PV/nBzuenlQYaLY9nW/e8RSfWnovZv1HC3OKoiArCpIsISvRvojD7WtEceRcCIKA3Wjlcysewm608P3tv6Z14Nb1UFsNZkrSC0izOPn62k+QYraPvEsiw+8VaeSaaEbOx2UMWj13Va1CVmT++rXv0ztBD2NEilCcls9Tyx9gYUEVgiDEuSbyyLXQiBrE4esBw6Hn6fn86aYvUN/TzKnW+CKY10M1Fm9T2pousPXlH/PQp/+c7LzSuN8RRQ1pGXms3PAo85feyUBfF73dLXS1NzLo6iEU8BGJhBE1GrRaHSazFYs1BXtKOilp2ThSMjCabJgtdrQ6/ZhWO8aDRqNl5R2PMmvBWkRNrLtdURS62hv48J3fJlTnvB5+r5sdb/+G9MwC8ooqY45Bo9UyZ+F6murOsH/HS0kJp1RkmbMndmNzpnP3I1/HYIwVGYDoQ643mCiftZTi8nl43C5cfR10ttbj6uvC4+4jFAwgKzJajRaDyYLZ4hgxrhwpGZgtdixWB9orcgsnGn56NZFImKP73xlWkP1c3LDny8dQVDqHvMJK3AO9DPZ30dFWT193G17PAOFgAEWRETVa9AYTZosdqy0FZ2oWqRk5mC0OTBY7JrMV4aqX9FSh0WjRaHVodXo0Gh1anQ6tVhf9TKtHq9WRnVcWt3zL8JGTnVeGx+0iEgkjRcJx/41EQtF7agqX8kVR81HfdfqY49BodWTlliAmDL0SSEnNoqR8/lV9v/J4QsP/RhIKOE2UQVc3777yU2yONIrK5sYNzRJEEavNyaKVdzNrwVqGBnvp6Wyis60B90AvPq+bSCQUfZlqdRhNVswWG3ZnOqnpudhTMjCZbVisDnR64w25x25VtFody9c+yILlm+PmKcqyRGPdaSRJYsbMJVPeH793kPaWi2OOLAiEwry/7ywbllVhuyqM1G41sXbpTLbvP4vHFz8ixmI2sH5ZFVZL7Hg3OORj58HzBILJGWOvJBiK8OtX9tDn8vDFx9czpzwfbZxQ0vEQiUhcaunmZy/s4I3txz42hiJASArz1ukPeWzhZjJs0TBqT9BHq6uTi91NnG2/SF13M30eF75QAJ1WS4YtlSVFc9hYuYLyzEJ0mmh+myAIWAwmPrfiIY42n+VY09gXygtScvjO5i/HGIqhSJgLXY28e24PR5rO4PK5ERDIsKVQlTODDRVLWVQwC6POQEVWMf9t85dGQijHi9Vg5tt3fo4nF9+D+Yr3uCTLNPS2crDhFAcbTtLY20YwEkKr0VKQks2iglmsnrGQmdllI6G7Zr2RxxZuRqvR8rdv/PuEPK3TAZ1Gy8Pz7yTDlkqa1Yksy7QPdrO37jgHLp2kbaATd8CLTqMlPyWb9eVL2ThzBZm21BHPsF6rY8usNdR2NfDjD5/FHx5/lJ3ZYOLr6z7BnNxyRFEkIks093ewv/44++tP0OrqxB8OYtIZKEjNYUXJfDbOXEmOI32kH4IgUJZewFfXPMF3X/lXfBMIl1aNxdsURZG5eP4orz7zPR7+zJ+RnVea0AsjCAIWqxOL1UleUeUN7ml8BEFg5rxVrNn0ZEJjyuPuZ/ub/0VH69gECRLR3nyRD976FY889R3szti6VTq9gQ33PEVPZzO1Zw8mZTIcDgU4sPMVDAYzazd/ErPFfs0Jqk5nICUtm5S0bEorFk66/WQRDPjY9d7v0Gi1rNr4eMKSJhCdZKam55CankNJxYIb29FrMGvBWgpLZ2M0WTAaLeiNZnQ6PVqdAZ3egFari/6rM6DV6tHp9eiG/463iAGg0WjY8vDXuPP+LxAOh4iEg0TCoeG/o/8NR0JEQkHC4SDhUICA30sw4MPV28Hxg+8R8HvGfSz5xTOZNX8tJosNg9GMwWAe6ftHx6QfPg7DsPEY/TtRGQpRFFmwfDNzF28Y3f/hY7ry73AkRCjoJxTwEQz4cQ/2cvLQ+wy6usd9LFfS1d7Aq8/8C/c98U1mVC2JGwUA0XHDZLZiMlvJzClm9sL1k2pXJRZnWjbL1z+MPkHNXlHUsHjVvSxede8N6c/F80f4xff/BGkci2CHTtVxobGTxXNGR6wIgsCqRRUU5aZzri5+6YjivAyWzi2NG7ZYXdfOkTNTJ0wWDIV5edsRDp+p5+ufuJPPPLQ6bu7htZAkmSGvn4bWHt7aeYJte89wqWVyz+etytn2i2yvOcCiwlnsrz/B+9X7qe1qoHOwN2H+33vn9vLbg6/z2eUP8aXVj2G6YiG2IDWH++as51RLDZExhPsZtHo+u+IhVpTMH/Xe9AR9/Gr/K/z24Ou0uDpjfvdBzUGePvAajy66i2+s/QSFqbmUphdM6BwICDy2aDOfWHwPpiueaV8owCsn3uenu56joa8t5nycbKnmrdM7ybKn89kVD/H5FQ+RanFGQzF1eh6efyd13U38dPfzhKdAs2CqEQSBxUXRcjqhSJg3Tu/gF3tf4kzbhZhzcbz5PG+f2cWy4rl8a+NnWTtjMZrh96leq+OpZQ9wormaHbUHx92PNIuTNIsTRVHwBv08e/gtfnf4TS52N8YI6BxpOsvrJz9gUdFsvrv5y6wsXTDSD0EQWFe+lEUFVeytH0/KVhTVWLyNURSZ+ppjvPHc99n80FcpLJ0dV9p8OpKeVcgd93wWc4J6fZFwiKP736H61N5Jt6UoURXZo/vfYf2Wz6CJYwA4UjLYcM9T9Pe2093ROOk2IWow7tn+POFwgLV3fRJHSuYt6dEIBnx8+O7vCPq9rN70CRwpGbfUccxasIYlq+5D1GhGPJfJ6L+o0aDXmOLm2l3J5RBJWVZQFJmutktUn943QWOxig33PDXi6U+WJ1YURUS9Ma73+EouH4syfCyDrh4aL56etLEI0N58gTef/wGbHvwSsxeuR6vV3VL32e2CdtgrnYgbfU0m0l53n5u9R2tZUFUUozCakWJj5cLyhMbikjklpDmtMZ9LsszOQ+dxDY7/uR0Pep2W8qJsFswqQntF32VZpm/Ag9cXxGY1oddFp3fhSASvL8iA20tbl4u65i7OXWjl6NlL9PQPXVdB9XYmGAnxow9/hyiItLq6xqwa2dzfwY93PUtxWh73zf1oQUorapibV4nTbB9T2GFZRiH3zlk3SlBHVmRePbGdH3/4LAPX8Mq5Ax6eO/w23qCfv7v/j0izOMfU96vJT8niqeUPYrxCPDAQDvLqyff55/d+fk2BFgXodPfyk13P4Q36+NbGz+Iw2YCokfSppfex68IRTrdNLPRxOqAoCjtrD/F/3/sFrXEM98tIssTBhlN43vHxr0/8BXNyy0fGpkxbGg8vuJOjTWdwT1AfRJIlXjj6Dv+6/VfX9NZKiszRxrN87/1f8b3HvsuMzI8EHFMtTpYUzeFQ4+lxG/CqsXibE/UwHmGgv5u1d32ShSs2YzRZp/yFHo37VyYUXme2OFi/5dMUls1J2M+Gi6fY98GLBPyTE+a5TCjoZ/8HL1IyYx7F5fNivLCCIFJSMZ/1d3+G15/9f4Ti1GicCAGfh33bX6SrrYG7Hvoy+cVVCb0m0xm/182e7S/Q0XaJzQ99hbyiyhtyHNHY/cl5ei+HnMYLb7wRRO9xgegahSa6oDPB51MUo7+/WffQ5WMRrjiWZI01iqLQ0VrHa8/8K71drSxdc3/CEjTJRrlKvlzl1iYUjrDnaA2ffGBlTBkNo0HH+mVVPPvWfnz+0WGZOq2GDctnxRiYAD39bvYdvzClJScMei2feXAVX//kRvKyPsq1i0Qk9hyr5Rcv7KSpvRe9TjvSR1mWCYUlgqEwHl8AjzeINA3KmEwX6ntaJvQ7l8/NM4feYOPM5SM5foIgUJSWg9NkG5OxeFfVKvKcWSPXUVEUGnvb+OW+l65pKF4mGAnxzpldLC+ex2eWPzDuY9BptGyZvZbKrJJR4+jx5vP8+MNnx6zk6Qn6ePbI25RmFPDppfeP7KswNZdHF95FfU/zpJRibyYun5uf7XnhmobiZRRF4VzHRX6x9yX++bH/hmF4UU0URdbMWExZRhEnWsYvlqgoCidba/jp7hfGFNaroEQ9v2d28u2Nnxu5HhpRZHZuOVaDGZdvfKlbqjrExwBFUejuaOSN57/Pcz//n9SeOYDXM5j0yY+iKEiRCK6+Tk4f/WBCtRxFjZYVGx5h4YotcSe8iqLg6utk22s/x9V7/Yd3PLj6Otn2+s/p7+2Ie260Wj2LVmxhyap7E4bsTYRwOEj16X389sd/zdaXf0LbcLmRqZicypLE0GBfUjw9VxMOBak+tZenf/RXvPvKz+hoqSMSDk3JfRbwe2lvuciu935H9al9Sc+TU5m+DLn72Pbaf/Lbn/w1R/e+xdBgH/IUTH5lScI92MfF80d4//Vf4OpL7nijcnM5c6GV0zXNMZ8LgsDcygLKi7JjtpUVZjFrRl5cUZ+T1c1UJ/BGJgNRFHh081K+85X7yc/+SBgtHI7wxo7j/Nk/PsOHh6tpaO2htqGD83VtnK9ro+ZSB5daumnrcjE45FcNxSRS29UQY2ymmp1YrhNNAmAzWlhfsXSUVzEkhdl6bg8Xu8eunukN+Xn5xLYJ5QZmWFN5YN4do/rgC/l5+uDrNPaNT9RrwOfmmYNv0HWFCqpGFNkyew1lmbHlyW4FZEXmcONpTrZUj+M3CjtqD3Km7cKouU+axckdlcsm1I+hgJfnjrxNi6tjzL8JRkLsuXiMoeBoh0pRWu4oAaOxcuu5MFQmTDgU5PzJPTTVn6W0YiHzlmykuHweFptzOKRrfCFriqJEFcMiEXxeN+0tF2iuP8uF80foaqsnGPCPcxIvUFI+n9UbH0+YpxgK+jmw8xUa608zFXX1Ll04yYGdr7DpgS9hNFlitusNJtZu+RRtzbU01Z9Lah9cfZ3s3vYcZ4/vYvbCdVTNW0V2XhlGk2W4JuP4wiMvK3dJUphQMEBvVzN1Nce4eO4wzUlQqk18HB3seu93nD3+IXMXb2DmvFVk5ZZiMJrRaLTjPgYUBUmOEAmHcPV10dpYTX3NMS5dOMmgq5tI+OMjyqASRZIiNFw4SXvzRUoOb2fO4g2UViwgJS0brVaPII5/LFNkmYgUJhTw0dXRSMOFU9TXHqetqRa/d3BKDFKVm4cvEOT9fWfZuGJ2jKcwLcXG0rmlnL3QOmJciaLAvJmFZKXHiohIksy2vaenNKSzvCibr3/yzlG1HRVF4XRtC//26610902uZIzK+BkKeOka6mPuFZ9pRQ0Gbfx60FdSkJJDUWruqHFqKOBl14XD446WudjdxKWeFhYMq2WOldm5MyhJyx/5/4qi0NzfyaGG0xOK2KnuvMTZ9jqy7OlXhGCmsrp0EacnqMJ5MwmGQxxtOjtuYZo+zwBHm84yL68S/XDql06jZUFBFTqNjrA0PgGsFlcHB+pPjOs3AF1DffR7BrEbPwqbTzHbR/o0HlRj8WOGoih43P2cPvoBF88fJiU9h8KS2RTPmEt6diFmiwOzxYZ+eGKvETUogCJLRCJRoyMY8OL3DTE02EdvVwttzRdoa6rFPdiL3+ue8KRKo9GSX1xFe8tF2lsvxv1Od3sDR/a8iSxNzUs5Eg5xZO9bWO0pZOYUx/2OIsvkFc2kvaWOcGhsOQ5jRYqE6elsYtd7v+P4ga2kpudSWrmI/OJKHClZWGwOTCYrOr0JjVY7kl8py3JUmTIcIhj04/cN4fO4GejvpK2pltbGGvp72xka7EuKoutYjqO7o5Gd7/yWo/veIT2rgBlVS8grrMDuzMBidWA0W9HpDIgaLaIooigykiQRDgWigi8+D17PIIOuHrraL9F86Ry93a143P0EAxOXCL+a9paLVJ/eN23y3wb6Oidcm9TV10HN6f0JhXduND6PG7936tTwggEvNWf2c+nCCezODIrK5lBcPo+MrAJsjnRM5qjQj1arQ9RoEYTosxKJhAmHgoQCPnw+N96hAfp72mltrKa95SID/d14hlzISXhW/L4has8eiJvvKUsSrr6xrxaPh0gkzKXa4/T3xvcQdLTWT8jrHwz4qKs5SldHw2S7mBTam8euhHolsqxw5Ew97d2umJqLoiCwblkVz799EI8vOsZbTAZWL6pAp42dNrV29nN0CoVtDHot96yfH1MSwxcI8eaO4zS09ExZ2yqJCUlh/FfPAQQSFku/knxnFunW0eVX2ga6aegdf7mZfu8ADX1tzM+fOa732Pz8mTiuWhSv7bxE19DEaiQGIyEON54e5TE16owsKJyJXqMjNE4j6WYTiIQ42xZ/LnotFBSON5/n00vvHzHMBEEgz5lFutVJx+D4ntdTrbX0egfG3Q9fyI8vPDr8V6fRjfIkjxXVWPwY4/cN4W8eor35Agd3vYrRbMVicWAyX2EsajQf1RwKhwmFAgQDvmFjZDBukfXyBanc/+VKtPrRq7VSROHd31zk/OH4D4okhdn17jPseveZqTjcMeNx9/Pm8z+4qX1QZBn3QC/ugV4a604jCCImsxWz1YHJbEWnN6LR6EaMxZxSK499sxKECKGgD7/Pg8nrxhYMkL9EYTlmYMbwf2PxeyK8+fMammoGk3ocsiwx6Opm0NVNfc0xRI12pJyH0WRFp9MjarWIgmbYWIxE1UGDUXVQr3cwahhOYb7Ynm3Ps2fb81O2/xtJ9al9VJ/ad7O7ccMJBf30djXT29XMsf3voNMbsdpTosaiwYxWN2wscoWxGB42Fr1D+H3uKfNQd3c08vSP/mpK9n0t/L4hXn76/yZ9v66+Tn7/X/876fu9GTS09HD4dD25mSkx3sWqslwqS7I5dq4RgPzstBj1VICIJLHv+AWa269dm3EyOO0WNiyriumje8jHieqmGFVElRtDNLoqzuL4dew1raihKC0vxsNT39PM0ARqJcqKwqWeFsJyBIOYWHzqSow6A2VXlP+AqJFzqrVmUqkjp1triciREYNEFARK0vJJtTjodE/MCL1ZeIK+CdeKrOtuwhcOYDd95NVLtzhJt6aMy1hUFIWazkv4JuCYCEsRIlc5VgRAM4H61KqxqDJCwOch4Ju8kpsjzci8tVkYjKNvr3BI4tC7069I862Aosj4vO6E9SRlXRrWDCt64+UVTRFwjnn/Q64gO1+cek+BLEXwuPvxuPunvC2Vjy/hUABXbwcupsZrp3J7EI5IvL/vLHetnjsqvBMgPcXGotklUWNMVlg6t5SMVFvMPgbcPnYcPDelIahWs5HsDGfM5wpM6ULaxxGdRoteo8OsN5FhSyXV4sButGLWGzFodeg1evTaqHfGqDMwMzt+HetroRE15Dhiy3R1unsJTqAW3+XfRiQJwxhn9VaDmUxr6mhPpAJN/ePLVbya7qE+vEE/Jt1HkRQZtlTsJustZyy6fO4JXw9P0Ee/d4Bs+0fX2Wa0YDPEpjddi4gs0TXUhzSGUixXMyI0eTUTiKJSjUUVFRUVFRWVjyUnqxupa+5i0aziUZ/rtBoWzS7mxa0mguEIi+eUYDbF5qJdaOjgZHWsUE4y0WpENHHUmh02M8sXzOBUTfPHugRGMkgx25mTW8GCgpnMzaugLKMQm8GMXqtHr42m5GgEEVEQo6WEBBHNBEsTiYKI0xyb+zroc0+4JuGgf2hceYZGrX6kzMVlFBT6JhDueCWBSAi33zMqxNZhtGLWXbvs0nTEG/SNqV5mPMJSBPdVav0GnR7zdcpPXU0oEsKbJPX9yaAaiyoqKioqKiofSzp7Btl54BzzKgrQXlHgXhAEFlQVkZXhIByWWDi7GPEqwyAiSby39zS9rqnLywXw+AIMDPnIzRqd42YxGfjqk3eg12l5c8dx+lwevP4g4YiklnoZI3nOLO6ZvZb7521gVs4MrAbzlOevi4IQYzQoioIvHESaoLK3PxQY1zXXDntGryQsSQQmGY4fkSIx9SoNOsOERFVuNmEpPOHSXJIsx5wHURAx6gwIjF0aMSJLhCI3P9dTNRZVVG4DPAMhTu/txJZiwGzXYbbp0Ok1iBoBURRG/tXoov9OFzEXFRUVlZtJeLhG4aceWEVu5mhjLNVhZW5FAf5AiLyrtgF09Qyy//hFIlPs1XN7/JysbqSqLDdm7E5PsfGtz23hsS3LqG/uortvEI8viCTJiSekikIoLOH1Bxlwe2nt7OdSSzcDbi++QAhZvv0NTY0osqhwNt/d/GUWF87BqNOPOreXa/iGpAgRKYIkS8iKjCTLhKQwwXCIkBQm15E5Ki9tTCQQwYmnATFWIooUP+QwAaIgxOSuKYo86UUGRVFiyrMIkNRyYzeOic+TFJS4ucQaUTO837GdZ0VhXNd1qlCNRRWV24DOJg+/+NvjaHQiWq2AVi9iMGmx2PVYnXosdh0Wu575a7OYuSRjuGi6ioqKikrtpWhdwquNRYNBx7zKAkBAp40dNM/WtVLXNPX1Nz2+IO/sOsXd6+aT6hhtmAiCgF6npSQ/g5L8jDHtL2oIKUgRmVAkgs8fon/Qw/m6Nj7Yf5Z9xy/Q6xq6oemQOq0Gk1GfcCFTFAUsJgODQ75Jh9wKCCzIr+LvH/gW8/IrEK8wmhRFwR3wUtt5ibqeJi71ttLi6qTfM8BQ0Icv5EeSJSRFRq/R8Q8Pfpv1FUvH1wEFInGEccQJCI9MFFlRYkIsxXGWHIqHIIgxhrCCMqGcu5uNRhQRJmgwCoKANk7oeEQen1E/XVCNRRWV2wBZUnD3Xz8RW9QIVCxKR9RMb8+iRiuw+TMzqFwSTQ6XwjKv/bSGlgvJVWtVUVFR8fgCvP3hSTYsqxoViqrViCyeXYLBoEMUrw5BlXlzx3FC4amfBCuKwr5jF/jZ8zv45lObsZoNk5rUC4KARhDQ6EX0ei1Ws5HMNDuVJTnct2EBZ2pbeOGdg7y54zhD3omVh7KajZQUZGA1G7GYDNgsRqyWy3+bsFmMWMzDn5uNGPQ67FYTTnt8AZD87FR+8vdfwh8I4Q+G8PqCeP1Bhrx+PN7o3x6vnyFfAJ8vyJAvwJA3QGfPAD39o8OEC1Kz+Yu7v8r8/MpR53HAN8TbZz7klRPvU91Zz4Bv6JoTe6POQGACAiiyouAPjc5DEwQBo96IKIgTCn00avXjMmxCkTC+q/qgFTXjzqm7Gp1Gi+mqffhDwWkRSjlejDrDsCdw/GhFDSb9aNEsWZYJhJNbbu1GoRqLKioq0w6LXc/q+wsomRNd6Q8HZXbcALVWFRWVjx+yrHD0zCWa2/soKcgYMSAEQWBORQGCIMSEKDa29nDs7I0bk0LhCL96eRfhcIQvPLqOwtxYNc3JIggCBr2OxXNKmFmay6wZeXz/11vpc41fJX3JnBJ+9D+/iMmoixoxQnT/QrQhhOhHo87rtQxgk1HP/JmFACOhklG1x2FB2JG/P9oWCIb5j99u48fPbh+1rwfm3sHiwtkj7SmKgifo4/vbf82zR97CM8byFQITS+mQFZl+X6yyudNkQ6fREoyMP2/QbrQixvFkJcIfDuC6qg8CApm2tAS/GBsmvQGnebRwjjvgiTFMbwUcRuuEahIC6DU6Uq4SEPKHA9NCrGYiqMaiiorKtCOnxEZKlumjF/H0doSqqKjc4jR39HGyuomi/HQ0VxgA2jjhp5Isc/TMJTq6B25Y/1LsFpbPL6OsMAuDfmrFQgRBwGI28Kn7V+Hzh/iPZ7bh9oxvkqvRiBgNuinp65XG/LVQFNDrR09zLQYTq2cswnSFuIusKOyrP85zR98es6EIw140XaxC7vWQZInuOGUksuxpGLT6CRmL6bbUcXnBPEE/Xe5eFEW54j0rUJSaO+62ryTLnj6qbAZAr8fFUMCb4BfTF7vJitU4vlIXV/7WcZXirTvgvSXPA6jGooqKyjRDEKBkthNbyvhfwioqKioTIRKReGfXSTatnhNTc/FqBtw+3t1z6oaUq0h1Wnl402Ie2LiIOeX5cct3TAWCIGA06Pjsw2vo7B3gN6/uQZImpgw5nci0plGUljfK0AxGgrx+8oNxT+QtelPcEhjXIyJLNPa1E5YiozxXZRmF2Ixm3IHxe3JL0wvQj8MLFpbC1HQ14A8HR0JPBWB+fuWEQ2EBFuTPHJWzqCgKjX1t9PtuvRQSo9ZAWUYB59ovjvu3FVnFMQsJvR4XvR5Xsrp3Q1GNRRUVlWmFyaajdE4KGq3qTlRRUblxnKhuorq+jWXzyq7ptTp7oYVTU1xbURQEKkpy+G9fuY+NK2ah12lHhU3KioJ7yE93v5tLLd309LnxBUJEJCmh0KIoCmg1GowGHQ6bmcw0OzmZTlIdVqxmQ9wwRpvFyFMPrmbX4Rrqm7um8pBvCBaDCftV3qJgJMzFnvFfz2xHBsVpeRPqR4urg+6hfvKcmSOfFaRkU5peSNtA97j25TDZKM8sHLdAztHGs7i8g6PyFGdml1KQmk1TX/u49gVg1ptYUTJ/lIfTHw5wvPn8LZuzuLCgijdP7Ryn0qzIsuK5V3mvZZr72+mdZB3Lm4VqLKqoqEwrrA49hTOdankPFRWVG0qva4jn3zpAa2f/Nb/3/r6zuNxTG05WNSOPv/z6A6xbWoVWM9oI8AVCfHjwPK++f5Rzda0MeQOEwhFkSeZaVS+E4bzBy0ajQa/FZjGxcFYRj2xeysoFM2LCRgVBoCg/g1ULy8dlLHb2DvL69mNotTdO4fNqIhGZ6vrRRo8gCDFGVUSKEJbGb8ysmbEIq8E8ob61urpodXWQ6/goR9ZmtLCufAn76o+Py7NXnJZLaXrBuN+Zl3pbONt+kbyULCB6bnKdmawomU+rq2vcCqazcsqYmV06qh+9ngEONZwa136mCzqNlgUFVaSY7ePyjGbaUllQUDXKaA5LEY43V9+SqrCgGosqKirTjMIKB2nZ1w4DU1FRUUk2kYjE77ce4vdbD93UfmSl2fmLrz3A+qVVaK4yFJvbe/nhb7fx+vZjeP3jV+K8mu4+N/XNXew6XMMffeYuvvjYupg8TYNOy4blVTz75v6YGnqJOHexlT/7P89Mun/JJhgODRdLd4x8ZtDpSTM7x7wPASjPKuGJxXdPuB/ugIddF46wqHAWOk3UQNdrdNwzZx0vHX+P2q6xiScZtHoemLeRdGtsHdDr4fK5eeXk+6yZsRiLIfrONeoMfHbFQ5xqraGmc+wCTmkWJ59f8fCofsiKzAc1B7jY3TTuvk0HBEFgfl4la2Ys5s3TY/MuioLI5llrqMoeHZ3QPdTP7otHprK7U8rNW/JRUVFRiUPlknQMJnUdS+X2Q6/TkJvpJD87lfzsVFIcicUTBAGcdvPId3OzUuLW+lOZPIIAaU7ryLnOyXDe1HP9yOalrFtaOcpQVBSFwSEf//KLt3lx66GkGIpX0tPv5pcvfUhDa0/c7YW5aaSljLP4/DTE5Ruk2903qvi8UWvgjpnLY4rUx0MQBCqzS/jv93ydsozCSUXAvHtuDy39nSN9EQSB0vR8/mjDp0mzOK/7e71Gx92z1/DE4rsnrMq6s/YQ++uPjzof8/Iq+c5dX6YgJXtM+3Ga7HxlzePcM2fdqH609Hfy+6NbxyUaNN0w6gx8847PMDev4rphvqIgsrR4Ll9b+8SoXFRJlvigej+XelumurtThjojU1FRmTYYzVoKyu1qvqLKbcmMomy+/9dP4bBFQ9fe2XWSf/rZm4TCkZjvGg16vvLEBh6/ezkAPn+QP/i7X1Hb0HFD+/xxwKDX8d2v3c/6pVVA1HD60398hrqmG5+j57SZ2bJ2HlpNrLF6srqJ9/edmTJhnfYuF7UNHZQXjzYSBEHAajbisJnp7ost+XAr4fK5udjdxLz8SjRC9BzrNFrum7ue7dUHONp0BlmJ70HSihqWFs/lT+78PMtL5iHAKENvvDT0tvLe+b18efXj6LW6kf3cO2c9Lt8gv97/Kg19bXF/azWYeXD+Rr6x7pOkW1Mm3I+hgJdfHXiVhYWzSLNE0z90Gi13zlxJWI7wwx3PUNPVEDd8UkAgz5nJl1Y/xqeW3jeS+6goCpIs88qJbZzvqB9Xf65FoiObqoyVy+e0KqeM/37v1/nJrufZV3+csBQ7XmtFDWvLl/CtO56iOC1/1Lb2gW7ePPMhvtCtWWMRVGNRRUVlGpGWYyK3zK7mK6rclhj0WnKzUkh1RD00qQ5rwomOKAg47RYKcqJ1zzy+ADqd6lmcCgRBID3FNnKutVoNOu3NmR5VluZQXpwdMwYqisK7u08x5J26CaesyFxqiS+uYtDrMBn0U9b2jSIiS7xxeifrK5aRZY9eb0EQKEnL5/tP/hWvntjG7ovH6PO6iMgSWlGL1WCmMquEdeVLWFu+mAxrKoIg0D3Uz+nWWlaVLZxQMftAJMTTB19nTm4Fa2YsGrnmFoOJL656jA0Vy9lWvY8jjWfo9w6iEUXSLE5mZpeyumwR8wtmYtYZkRWFw01nKErNJceRMe5+7K07xg93PsMf3/HUSBipQafngXl3sKhgNkebznLg0gku9bYSCAfRajTkp2SzuHA2K0sXMCOjEO0VnrSILPHe+b38ct/LhMaQCyoIAunWFFLNDvRaHTqNFqPOgM1owao3YzWasRmtLMivxHiVwmhFZhHf3vg5hobLUgwFvXiDfjxBH8FIiIgUISSFaR/oxjvOWo+NfW3YTVbSLE7WzFjC7JxyDjWeYs/FYzT0teEJeNFptBSk5LC+YinrK5aSanEiXqm0Gw7xqwOvcqzp3Ljanm6oxmICBAFMVh32VAPZxVZyiq2kZJowWrTo9BoiYZmgL0J/t5/ORg+dTR4GegL4PWESLEolBa1OJCXTGFMgeLAvSCiQeLVRFAVMNi3pOWZyy+xk5ltwpBkwmLQIAgQDEp6BEK7h4+lq8eD3RKb8eC6jN2qwOvXkFFnJLbOTmm3CYtOhM2iQJYWgP8JAb5DeNi/tl4bo6/ThdYeRpRvQOUCjFTBZdVjsOjILLGQVWHGkG7E59ehNGgRRQIrIhPwSvqEwA70Bulu89LR5GXKF8A3duL7eSogaAb1Rg9GsxWzTsXhjLqmZsfmKggApGUYy8ydW80iWFQZ6A0RCUyP9LghgtulwpBvJKbGRVWghNdOEwaxFqxMJh2QC3jCu7gDtDUN0Ng7h7g/i90YSKhdOBI1WwJFuHCUqoSgKQwMhAt7Y1dDLv7E69WTmW8gptpFZYMHq1KM3aECAkF/CMxiir8NHS52bvnYfnoEQ4Sk6lyoqH1dEUaCsMGvE83wl/mCYMxemNoxNUaIe7Gt8Y0rbv1EcuHSS3x/dylfXPjFifFwOAf2zTV/kjzZ8hl6Pi5AURq/R4zBZsRrMo9Ro+70D/Mu2X3CuvZ6qnNIJGYsATX3t/OO7P+P/Pf4Xo8RhdBotFVnFVGQVj6jfRsV5Ri8iSLLEoYbT/MM7P+Fbdzw1IWMxLEV4+uDr+MNB/nzTF8iypwPRsMqC1GwKUrN5ZOGmqMdQkRHjiARdJhAO8ubpnXzv/f+ib4zKn2adka+v/QRPLr4bk86AQWdAK2rGtGhcmlHAn9/1xZjPFUUhGAkRiITwhwJ85+V/4YOaA2Pqz2V21BykZaCTP9n4eRwmK2lWJ/fOWc+9c9YPXxMZQRBjrsllAuEgLx/fxjOH3phQ7czphGosXo0AjjQjVUvTWbA+h7K5KdhTDegMGrQ6EVEjIAjRQVWWFCJhmXBQwusOc/FkHyd3dVJztAdXT2BKxtWcEhvf/sEKDMaPVpgjYZmn//EkJz7sjPsbR7qBeauzmb8um/L5qZiHjTCNNqqKhhCdTMuR6PGEAhL9XX6aLwxSc6SX6iM99LR5mWDZnREun7Mr0WgFSmansGRTLlVLM8jMt6A3adDpRESNiCACSrR/kYhMJCjj90ZorHZxak8XZ/Z10d3qnZJzLQhgtusorHRSPj+Vsnmp5JbasKUY0OlFNDrxo3M4fHyKrETvi4hMOCjjGwrTcmGQswe6qTnSQ3vDEFLk9njhjhdBAEEUMNt0ZOSZycizkJZrJqfYRl6ZjbRsM1anHlETO/BqdSJP/cW8CRsoQ64g//k/jtF4fmCSRzEaQYC0HDMzl6Qzf102ZXNTsTh06PUaNHoRUYwdL0IBCXd/kLpTfZz4sJOaIz0MDSTnRZKabeYb/2fJKKNaisi89tMaPny5cXTfRcgptjF3VSaL7sglf4Ydg1mLTi8iXnFfXx4bwmGZgDdCV7OHcwe6OfpBO211biR1EURFJSloNRrSU2xxJ59eXwCvL7l5ilcjCGAxxzd6whGJYJxw6VsRX8jPrw++SpYjnYfmb0Sv0Y0YJoIgYNQZyE+Qr6coCi2uDn6x9yVePv4+dqOFpr523p72gQABAABJREFU8pxZE+qLgsLp1lr+cevP+Kt7vkZlVgmiII4ylARBQBPH0xyRJY43n+Mft/6Mms5LtLg6UIaNyvESCAd58ehWwpEw377zcxSkZMfth1aIH92gKApDAS8vHN3Kz/a8QPvA2EO4RUEkxWwnw5Y67n4n4vJ1NOoM2I0WzLrxG/MGnZ7XTmzHojfx5dWPkWJ2jLpPNNc4F75QgDdO7+Dfdjw97vqd0xHVWLwCi13HinsLWPdQEQWVDozmxKdHEIZrFulEjGYtthQD2UVWlt6VR1u9mx0vXOLQe234hpJbW0arE0nLNo0SAIlEZDLyYj0ueqOGeauzuP/LFRTNdEY9YAkGEY1GQKMBnUGDyRr1kBTPcrLqvgJe/o/zbP31xUl7EqSITCj4kfczp8TGhseLWXVfAamZJgQxwQAngEYU0GhFDEawOPSk55qZvyabjkYP7z1Tx6F3W5N2rvUmDbklNhZvzGXemiyyCq1RIyZR/y53UwBEAY12+DxaiHqmi6ws3JBDX4ePYzvaef/ZerpbvDfEYztdsKca2PSpUmbMTyMl04jVqcdq16M3ahJf9ysQBAF72sRWbgG0ehGtPrl6XrYUPWseLGTdI8VkF1mvKcpz9XhhTzWQP8PO8i35NJxzsfOlRo590E7AN7nJmEYr4MwwkpbzkWdCURTyy+3o9OLIM2yx61j/aDF3PFFCVqEVrS7xublybDBbdaRmmahclM7ah4s48E4rO168RG/brStgoKIyXRDFaG5gPIKhCBFpar35GlGkoji+0ePxBXAPjS+MbzrTPtDN/3zzh9R3N/PIwk3RovZaXcLvy4rMgG+IA5dO8p97XuBES/Vw7prCyZZqVpYumHD6hKzI7Kg9SNtAF59Z/iD3zF5Ltj09bt1LiHoT2we6efXkdp49/BbN/e0oQGNfOyEpjEE7sXDhQCTEi8fe5Wz7RZ5YvIW7qlZTkJI9KsQ0Xt97h1wcaz7P749tZdeFI8Nqs7c+dqOVoBTmRx8+S3VHPZ9Z/iBLi+dgM1jiXuvL3swLXY38+sCrbD23hwHfrZ3jexnVWCQaClcy28mDX53JgvXZ6PQTzwsxmrWUzU2lsMLB7BWZvPVfF2iqGZi0V+5aCAKkZI0O3XOkG7j7s+Xc+clSrI6JDRyCICDLCu2XhpISciaFFUIBCUGAqmUZfOa78yia6YzrSRoLOoOGwkoHn/vr+ZTOTuH1/6yht31yk9aqZRnc+WQJs5Zn4kg3JC13TqsTySq0cs/ny6lclM7LPzrP6b1dH5vQVEe6gQ2PlZCeO7GaVNMJUSMwa3kG932xgtkrMq9paF0Pk1XHrOWZlM1LZdbyDN78eS1dzZ6kLiQIgkB2kRWjVUe4P0hemY2Hv1HFsi15Ex7rRI1AVqGVB75aQcWiVH77f07RXDP4sVoAUVFJNooCESl+OonFbMBoSGzMJIPy4mxmzciP+VxRFLr73PQNeKa0/RuNy+fmhx8+w6snt7OseC5LimZTmlGI02TDpDMSlsO4/R5aXJ2ca6/jdFstJ1uq8Yc/8vD6w0GeOfwmp9suAFHj6UJX47j7IisK1Z2X+J9v/pDnj7zDytL5zMktpyQ9H7vJCgoMBjxc6mnhdFsNBy6d4kJX46h6jNvO76Pb3Tdi3PV6XOMOf5QUmbPtFznfUc/TB19nSdFc5uaVU5ZeSIYtFb1WR1iK0O8doKW/g/Md9RxtPkdt56VR52U8+MMBfnvoDXZfPDqh318fhWPN488ZtBjMaEUNwUiIref2sKfuGEuL5rC8dD6VWSXkOjIx6Y2EpTA9Qy6qO+s50VzN4cYzdLrjqwpfC1/Iz3/ueYE3T+8c+SwshanpvDTufQEMBb38n3f/E6fJPvJZMBKkzTV+4a6PvbEoCDBnZSaP/tEsyualxNQ0mig6g4ZlW/JJzTbx7D+foe70tYv8TgZBEHBe4XUx23Q8+NWZrH+sGJNl4pdYURQGugO01SVnZUSKyERCEoUznXz6O/MornKOyat0PQwmLasfLAQBnvveaXxDE/fO5M+ws2hj7jW9ypNBEARK5qTw5J/MIeCLUHOkd0raUZkaBAEW3ZHDk9+eTW6pfcILHVdjMGlZ82Ah9hQDL/77OZprx14AeCyk55oxmjXoDWae+NZsFt6RM6lFsctoNCIzF2fw5J/M4en/7yRdzbd+uI2Kys1CkiT6BjxxQwntVhMl+Rmcr4uvjjlZzCYDD2xcTE6GM7ZfssyZCy1xVXtvdS6HlbYNdPLuuT3otXq0ooggiCgoyLJMKBImEA4SluMff0NvKw29rUnpT0SWONt+gZrOS5h0BvRa3Uhxd0mWonl44SCROOqkbQNdtI0j/PNayIpMfU8LDb1tvHl6BwatHq2oHb4vFSKSREgKJ+zLeIjIEidbqjnZUp2UvieL/5+9tw6vKz3vte9Fm1HMLNsyMwwzZHgmk0wmmQk01NBpTzFlSE/ar03S09M2aZiTySQZyDCjx8wMksUsbW2GBd8fW5Yti6UtsL3u6/KMLe291rv2gv3+3ud5fs+FdZPhRJTXT+zgvfp9WBUrFkkeuk5UTSWeShJXE8PakEyFlKay48zBTA2fpJrizROZ6e14WYvFsxGuR/9yNYXlrjGFi64bRAaShAeSJOMaum4gSSJWh4THb8XmlEeNQMmKyOK1OTz6V6v5zl/tovlkcNZq67y5NhDAapO49ZEabvxgFRbb6JNBTUvXTWmqgSgJKEo6RW+0Y2irD6VrAjOApur4cu3c9alyKpeOFIqGYRANpQgHkiRiKrpmIFtErPZ02t54aX42h8zV95Rx5miA135VP+1I7qGtnXQ0VlJR5xvzNYZhDNUjxsIpkgkNQzfSabJ2CZfPit01+jUB6VSjssVeHvj8Uv7zj3cw0HNppGyMh64PntuB8Vc5z6ZpXohhGMSj6rTrPaMZMEMSJYHVVxfwyJ+vIqfYMeb51TSdyED6WFOJ9PNClkVsThm3z4LVMfq1oVgkVl9XgN2l8N2/2U1HY+ZW8X25dnKLnWy+rYS1NxSNiIYahkEilja5ikVSaCkdURaxWCU8WRNcz5LAiivyed/HF/HLrx8iluHUexOTywVV02lq6yGRTGG7wHlUEkXuvXk9r28/QjSWWbMMiyLzwfdt4uG7tiCP0l8yFI7zxvaFNZHPNLphEEnGpuyYOVuoukooocLslqlOiG7oRJPxi7rtw0wY7VsvPmicczlx+YpFASqW+vnIn6+iqNI94tdnHQRP7u3lwDudNB4LMNCbIB5R0TUdWRGxuxSyC+zUrslm1dUFlNf5UC4QXYIoUL3Cz4f+aAU//Md9GRNeww5FEHB6FJweC5tuKeZ9H6sdJhRTCY2+rhiNRwc4ta+XrpYI0XAKNakjyQIWm0xWvp2SGg/ldV7yy1y4/VZEUeDg1q6MGbLYnAp3fXIRxTWeIaFoGAbxiMqpA30ceKeThsP99HfGiEVUNE3HMlhDmVPkYMWWfNZeX0hOiWPUCLDFJnPrR2o4uqObtvrQtMbY1RJh+wstFFe5UazS0BhjYZVAd5zmkwOc3NdLW33azfJ8YatYJGxOGX+ejcplfjbfXkpxtXtUkSuKAovX5bDpthJe+cXpSz4dtac1ynf+ejfKOHWDgiCw8qp87vnMkhG/01SDX/+/IzQc6p/W/lVVn/Y1kR4bLNucx8N/upLcURxZDcMg2JvgyPZuDm3rouXkAAO9CRJRNS0WLSJOt4WsQjt163NZfW0BRVXuEdE9SRKp25jDB/5gGT/4h72E+jPzhWR3yXzgfy2jdLF3mFBMxjU6m8LsfrWN43t66OuMExlIkkppaYHrkMkudFC51Mem20oG3y+NaPcgKyJbbi/h6I5utj0/+RV2URBwOW24nDYssowoCqiaRjyRIhiOEU/MjvBUZAmPy47DbkWWRAwglVKJxpKEo/Fp9bFzOax4XA4sStphOqVq6TqvcAxdT9/fl/ZdPj0EQcDtsOF0WrEqCoKQXnCJJzNzDSiyhM/jwGGzIkkCmmYQjScJhqMkkudFimZ4cgQBnHYbLocVq1VBEkU0XSeRSBGMxInFEpPaxfH6dpo7+qgpyx9hLnLdxjo+dv81/PzprQRCM68TlkSR/Fwvj95zFY/ed/WoLqyarvP2rmMcmmUnVhMTk4XLZSsWfTk27vi9RZQt8o74nabpNJ8I8sz3jnPw3c4xWzT0d8Vpqw9xdFcP7zzdxI0frOKGD1TicCsjHvJ1G3O57v0VPPmtY+O2uJguNofM8i153PpIDQ53uq5B1w1626O8/VQTu19tpbMpQiI2enRGFAVkq4jNLlNS62HlVflULPVzYk/m0iTtLpnyJb6hpRpdN+hpjfDCT06x7fkWQv2JMYRpjJaTQY7u6GbHyy3c9aklrLo6H1EUR0xaC8pdrLqmgM6m8LRErqYa7H2jnavuLiO/zEWgO86Jvb0cfLeTE3t7GeiJj/kZnqWtPsSx3T3seqWN6x6o4IYPjl43KisiG28u4r1nmzImChYqiZjG6QlSsQUBcopHr2nUdYOm4wMc2zU/abvZhQ7u+tRiCipcI36npnTqD/Xz7PdPcHhbV3pBSR/ledEZp+VU+jre+kwTN3ywimvuK8d2QaRREARWX1PAlveV8trjDRlp9yErIjWrs4ful7OLYW883sA7v2uisylMKjH6ftrPhDm2q4ddr7Zx5+8tZsv7Sgejo8Nf5/BY2Py+Uva80U4yNv4zThQFyotyuHLtIjauqqa2ogC/14kiS0SiCdq7Axw51cob24+y53DDlHrL2awKN2xeRklhFsmkyrZ9JzlWn25kL4kiiyoLuPXqlayuq6C8OBu3w46u6wRCURrbejhyqpX39p5kx/7TYzbnPh+v28Hm1TXcuGUZyxeVkO1zI4ki/cEI9c1dbN1zghffOUhnzwC6po96bWQSAVhaW8KmVdXpKJEB8WSKd3cf53TT8B56pYXZXLepDrst/Xw6eaaD17cdmdR+PC47t1+zCq8nfc+2dvTz+rbDROPDn2WyJLJueSWr6soxdIOjp1t5Z/cJBCDL5+LajXVcu3EJ1WX55PjdSJJINJags2eAA8ebeXvXMXYdbCAybkuHkciSyPJFpVy3aSkbV1ZRVpSD3aoQT6Roau/lwLEmXtl6iL1HGwGm3eheEASyfE6uWb+EK9ctoqYsn7wcL1aLTCKh0tUX5MipVrbvP8W7u0/Q2x8aVzS2dPaxY/9pqkvzRkTz7TYLn/3QTRTk+PjJU+/Q0NKNpmlTqhUWRQFZkijO93PNhiXcfu0q1i+vGrUe0jAM2rv6+dXz2wmGF0bEzcTEZO65LMWiKMKVd5Wx5pqCETVHumZwdHs3v/jaQc4cCUzqIawmdbqaI/zmv44QDiS48/cW4/YPbxxqtctcfW85B97pnJUJb1aBnQe/tIz88rRLk5rSObyti6f+5xgn9/VOKJx03SAZ00jGNI5s7+b47h6cHktG3VwFQRgSioZhcOZwP7/6j8Mc3to1Kfv9REzj+O5e+jv38al/WkfdhtwRX6ayIrLm2gK2PtM87fTO9jMhXvtVA1aHxN43OuhqCqf74U0BLWXQ0RjmyW8dIx5Vuff369J96y6gqMpD2WIfh7eN3gjZZP4RJYHrH6xk8drsEY64mqqz65VWfvNfR2k9Pbk081RCp/lkkMe+cYhoKMXtj9Ziu6C22OZUuPGhKk7s7c1Iuw9BEIYLxf4kv/zaQbY+2zypxSs1pdN+Jsxj3zhEPKZy80PVI9xlRVGgdlUWheUuGo+NXXNpt1m4+4a1fPID11NZmjtqo+/qsnyuXLuI+2/ZwFs7j/E/v3iVQycnF7F02q18+O4ruW5THZFYgn/97jMcq2/HYbNw5/Vr+OzDN1FdlocsDb8fiwuyWFZbws1XrqAw18f2/acn3Fd1WR5/9In3cfWGJfg9wx3yCvN81FUXcdMVy7njujX8189eoqc/PGvRUhiMgNeU8NU//iCr68oRRZFYIskvn3mPF98+MOL1NeX5/NEn7iA3K51d8+sXdvDG9qOTqrnJ8jr5/Edupros7Z759q7j7Dx4eoRYVGSJm65Ywec+nO7T9szre9l5sJ4Vi0r53Idv5sq1i3A5RzqA1pQXsGXNIh64dSMvvLWfb/zwebp6J1c/b7dZ+NCdW/jUB66nKM8/IrWyoiSXK9ct4t6b1/OD37zJk6/sJhiZuhhSZIkbtizjo/ddzbpllaMeR3lxDuuXV3L/LevZe6SR//jRC+w4WI82hrOprhv84pn3uHZjHcX5/hELSdk+F4/edzXXblzCG9uPsuPAaZraewkEo8TiSVKqNljzCJIoYbHI2K0KLoeNbL+LRRWFrFxSxsrFpRTl+7FZlDFTzGOJFN97/E3e23tyyp+NiYnJpcNlKRYLKtzc+IHKERM0gNMH+/jJPx+g+cTUDSaSMY2Xfn4au0vhzt9bPKIuyJ9r58YPVnFqfx9qKrP2qE6PBacnPenSVJ2tzzbx6/84Mm13UE01CPbNXrJ8V0uEn3x1Pyf29U65vrCrJcIT/32Ugn9xkV0wMhJVUuOlsMI1bbGYSui88OOTGXF2jEdVXvr5aRatzWblVQUjxIbbb6G8zsvh7V1mjtoCpXyJl2vuLR/V9fTYrh5++i8H6OuY+kQzHlF59vsn8OfZuPqeciR5+PYLK9xcd38FPzmxP6O9OSPBFE9+6yhvP9U45e0G+xI894MTVNT5qNswsvmzL9dGxVI/TScGRr2vs30uPvWB6/nEg9fhGIxmabpOOBInnkhhGAYWi4zLYUOR0z3n7r1pPUuri/nLb/xq0tG+s1gUmfxsLzarwmc/dCOfePA6/B4nhmGQTKkkkmp6n4qM1ZKO8KZSKnuPnJlQMFWW5PLPf/IhtqyuGZpsa5pOOBonlkghCgJ2mwWn3coVa2spK8rmx0+8TSI5O2JRFAXW1JXzt198gDVLKwCIxZN89/HX+dYvXiUQnP/2JoIgUFaYzXWblvLlz9xNdVk+ggCJZIpwNEEqpSJJIk6HDbtVQRQF8rI9fPjuK7HbLPzDf/6WvoHxSzncThsff/+1fPEjt2C3WRAEIV1KEE8SiSXQdB2rJS2eSgqy+OPfu4OK4twxG2uPhUWReOSeq/mDj982tFCg6waxeIJILImm6yiyhMthw2qRcTvtXLNhCZUluXzte8/y1Ku7SaZGX6g5eLyJ//rZy/zhx24nL9sz4veKLFFTXkBNeQEff+BaAsEIvYEw0XiSZCqd2SAK6XZTNouCw27F7bTh8ziQxNH9Cc7HMAzC0Tjfe/wNfvrUO7O6wGFiYrLwuezEoiDC2hsKyStzjXhgxiMqL/30VDpCME0SUY23n2xkw83FFFcPf8gLIixam01hpXtaYnQyGIbBmSMBnvzmzNtIzBa6ZvDGb85wcl/ftI1oGg73c3RHD1feWTrCKMfqkChd5J1RBDeTLQCiwRTbnmth8doc7K7hqT6iJJBb7MRilWYlPdlkZlisEhtvKcafbx/xvIgEkzz3w5PTEopniYZSvPHrMyzdlEfeBbWQkiyw/Ip8sgsddDVnptbZ0A32v93B1meapy1A+7vibH8hfT1fmJkhCAIVdT7e/Z2Iqg+/ua0WhUfvu5pH77sap92Kruu0dw/w8rsH2XWwnq6+IKqqk+VzUldVzM1XLmdZbQmiKLCospA//uQdfPnfHuPkmY5Jj1WWRHL8bm69eiUff+Ba3E47rZ19bN1zkpONHfT0h9A0Hb/XSUVxLmvqyrHbLew/1jTudn0eB59+6AY2rqweEiN9AxGefWMvOw/U094dQJElivL8bFlTw01XrKA4P4tPfvB6bJbMtz8QBFhdV86XP3sPq5eWAxCNJfnFM1v5nwUiFM9SXpLLn3zyTqrL8lE1jT2Hz/DK1kOcbupkIBTFbrVQVZbHTVcsZ8uaWhRZQpJEbr16Be/tPcnjz28fc8FAEODmK1fw8fuvwWG3ps3IUho7Dp7muTf2caa1m0QyRZbPzbKaYm69eiW1FQU8cOsGegcmbyglSyI3bFnO5x+5Gb8nfd/2BsK8uvUQuw830NTWSyKRwuW0UVNewC1XLWd1XQVWi0xJQRZf+uhtdPWFeHPH6KYxqqbzxEs7sVstfPGRW/B5xjbUkiSRbL+bbP9I74WpYhgGhmHQ2tnPT558h58+/e6ISLGJicnlx2UnFl1eCxtuKh4R4TEMg/pDfex7u2PGZiOdzREOvNMxUiwKAtkFDmpXZ9F6OjgrpiaxsMrzPzqZUSfFTNPWEGLbc80zqt2JhVWO7uxm3Q2FIwSYxSpRUD6ytmw+Obm/j0BPfMRYBUHAm2NFsYqmWFyAZBXaWXNd0Yjnha4bHN3ZzdGdU++ldCFNJwY4sr2LvJLKYT8XBIH8cieVy/wZE4vB/gRvPdE4o6wBXTM4saeXgd44/jz7iN8XVrrSIvKCYMSmVdV89L6r8bjsGIbB7sMN/PsPX2Db3lPEL4i2vfTOQZ59Yy9/9bl7uWZjHbIksn55FR+5+0r+5du/m/QEVhAEli8qYXVdOQ67lZfeOcC3fvEqR0+3jnCUtCgyedkesn0uGlrGP6/Xb1rK+65djTxotNU3EOEr//0kv3t1D7HE8O0+8/oedh6s5w8+ehuFef5JjXuq1FUX8zdfuJ+1SyuQRJFINM6Pn3yHb/78FfoXkFAE8Lkd+NwOItEEv3z2Pb79y9do7eobtkD35s6jvPDWAf7y9+/hzuvXIMsSbqed265ZxStbD43Z768gx8dH77+a3Kz0d29K1Xj61T3863efoaVjeM30i2/t57k39vG3X7yfTatqKC3InvQx1FYU8IWP3Eze4H7auvr56ree5qV3Do6orXxt22Gef3Mfn37oBj505xXYrAoVxTl8+oM3cOBYE/3B0e/tUCTOj554i2Akxucfvomy4hykMZq0ZwLDMIjEEmzdc5Jv//I19hw5M2tRcBMTk4uL2XvyLFBqV2dTXD1yBU5N6ux8uZXIwMwfjrpmsP/tzlFTTUVJYPmWvFHr12aKYRgc3tbF/ncy02dnNkglNfa92Z4RV9jmEwNERqmpFCUBb45txAR/PgkPJGlvGN2N0+FSZtTY3WT2WL55ZMQPIBZOsePFVuJTrGUdjURU5eC7nWjqyOeFJImsvDJ/hJnMdDm9v4+T+3pnvJ3ejig97aOLEE+2bYTrrcNu4ZMPXkfOYPSjpaOPv/9/v+XNHUdHCEVIp3Meb2jnX77zO04NRhIVWeKO69ewtHZk0/DxqKsuprI0l8ef38ZffeNxdh9qGLX1QDKl0tLRx/5jTcTGEaNet4P7btlAti+9IBWNJ/nRb9/iiZd2jhCKAOFogsee28a3H3ud6BRNWoYxytqaKAisWlLG//nfH2T98kpEUSAUifP/fvIS//dHLyzYJuqarvPbl3by7z98npbOvhGZHIaRFmD/+dOXqG9O13MLg8damOcbc7vXbqxj1eKyoSjctn2n+Pr3nxshFCEdvTt0soV/+uZTnGqa/HemRZF5+K4rWV5bgiAI9AcjfP0Hz/PUq7tHNeExDGhq7+U/fvwiW/ekG7eLosjm1TVcsbZ23JTQeCLFL595j0/+5Xf5z5+8xKnGThLJ1LT7uI0cWzo9t6G5i18++x5f+Psf8qV//BHv7TtpCkUTE5MhLqvIomIRqVqRNSK6A+nJ/PE9M59EnaWnPUqgO05O0ciauuJqDw6PQjya2Qa38ajKgXc6iEzQy24+iYVSHN7ePe300/Pp64yN6rooCAI2h4RsWTjROjWpEQqMfl4kZeIaEpO5x2qXqF6ZhdUxcmEn0BXn1ATurpPFMKCrOUIokMSXM9Igo2SRB4tdJjHD54VhGBzc2jWhU+lkiATT/VBHax6uWESsDplI8Nxkc8WiMlYP1tEBvLr1EAeONU2Y7n3yTAdv7jzKosoCRFEky+vimvVL2HWwftJjNQyDMy09fOdXb9DZM/P0//KibFbXnRMkZ1q6+d3re8d100ylNF54az/vv20jy6Yods+iatqwbIxzqad3s3Z5BQChcIzv/foNfvCbNwlH57lB2xgYhkF3b5DHnntvwvrDxrYedh1qoLaiAEEQcNitVBTncujESLMjSRK56YplQ2Y28USKp17ZRUvn+Pfp0dOtvLL1EDVl+aO2ZLqQkoIsrttUN7SfnQfqeXXroQkzZXr6Qzzz+l6u3ViX7tNskbl+8zJe2XpoeAuPCzAMg2P1bdQ3d/HUq7u5dkMdq+vKWFZbSn62B3kwTfdsLeL5t6Mx+H5DN9ANA03TUTWdSDROY1sPx063cbS+jZ0H6mls7SaeTGW0BMPExOTS4LISi3a3QtVy36gT847GMIHuzDUdjQZTDPSOLhYdHoWcQseMap1GI9SX4OT+zExgZ4v+7jhtM6gJPZ9UQiOZGH2CJsniiHqq+UTTDBKx0ScEoihkLHJkkjlcPiuli7yjPi9aTgUJjyH+p0OwP0FkYHSx6PFb8efZ6DgzsyhRIqrSeCyQkdYNumaMKV5FURgWKbcoMhtWVOH3pk1AUqrGq+8dRpvEOBJJlcOnWonGk7gcNiyKxIrFpSiyNKVWB2/tPDoUoZopy2pLh/Wj23WonrYJBAlAZ2+QvUcapy0W48nUsGNeXFnEX3/+PtYtr0QSRQZCUb73+Bt851evL1iheJbjDe0cOdU64etisSRNbT3ohoEkCEiiQJZ3ZKQfID/bS015wdC/u/uC7D58ZkzX0bMkkiq7DzYQvDOGf4xtn8+KxaWUFGQhCMJgD8LjE4peSKeuH29oJxCKkO1zp1Oka0twOWwkkhPf28mUyvH6dk40dOB22sjyOikpyKasKJuifD85PjcuZ9pMRxJFdF0nperEEklC4RiBUJSO7gBtXQE6ugMEQlEGQlHTvMbExGRCLiux6PJaKKocvQi8qzmS0TYRiZg65vasdnnUWp+Z0tUSoa99YfdCajkVJBrOzOds6Fw8AswAfWEEOU0miTfbOmoKKqTrbjOZGRALq2Nuz+aU8WZbZywW+zrj9HVm7vmQiKX7u114nwkCw1LAHTYL65ZXDrlNdvcFaWqffBZHV8/AkFgUhLQ7ps/joLtv9LTuCzk7oc9U6t6KxSWIgji07f3HmoiMktZ6ISlV5cDxJuDKae03Hk+LRUEQqKsu4it/+CAbVlYBpFMhv/8cv3x228xSXeeIdD3cxPePQbp2T1U1JIuIKAo47SMXVABKC7PI8buHDIfauwKcmaD29CwnGzsIhKKTEoubVlYPtV0JR+KcbOyYUJCeJRCMEghGyfal5yE+j4OCXO+U0oUNwyAYjhEMxzjT2gO7J/1WExMTk2lxWYnF3GIHNufojWfjURWrQ8Ziy0wtocUmjdkKQbGIOEdp0j5TOpsipMaw4l4o9LZFM5saOs8pM6IoIEoCgjjYy04819PubERKENILBBarWZd4MZFX6sRiG3nODN0gHlGxO2WMkYkD08LmkMe8li1WCYd75s+LUH+CSDBz0VDDMMa+/84TkA67hfLinKF/2ywKn3jg2kn3tSvK8w+12Ti7vdF6M45FNJqgtbN/0q+fiNKC7CGBHI0l6ewZmJQQ1fV0g3NN0yeV7ngh8WQKVdWoLc/nzz9zN+tXDArFgQj/+dOX+PnTW0et/1yINDRP3hhK143zUiOFMTNGsn2uYX0OWzr7Jh197g2ECU/iepREgaqyvKHzL0sSD9yygavWLZrUfjxOOz7POUFqUdItNUxMTOYXVdfojwYxzquRCsUjU2rVdClzWYlFf559TCORLe8rZdnmvIztSxAgq2D0LwFRFEadhM6Ugd4Eegb7sc0Gwb4EWmphj3E8LDaJrHw73hwrLp8VX44NT5YVu0vG5pCx2GUUi5j+Y5WG/n/2fSYXD1kF9hFtWQAQ4LZHa7j63vKM7UsQGDVlHUCUhRGGMdMhFlFJROd+McnnduK0W4f+neVz8dH7r5n29mRJmpLYisSTJCcRxZoMiiLhdp27j+ODKX6THkssSSKZwnHe5zFZ4okUXreDLzxyM1evX4wkiqiqxvNv7ednv7t4hCJAYAwH0OkiCAIel2PInRagZ5KRZwBV1QhO4jw67FY8rnNtLJwOKx943+apD3gQURRQ5Myb3ZmYmEyN450NPPqDP0USzt2PkWSM/mhmyqYudi4rsejNsSEpIyd/giDgybLiyZr6F/h0EEQBWc68WIxHUgt6FUTXDaLhVEZqpuYK2SLiz7VRtdxP3cZcSmq9ZOXZcPnTAnE6EQKTiwPfGI66giDgz7PPSir5aIhiurn2TDAMg3gkNapD82zjctqGTeIzwhRSzFMpDU3PzHFbFRlFlobEgqrpk0qnHBqLqpJMqdMSi7Ik8qVHb+G2q1cNmatIksiapRXUlOWz72jjlLc5X4zmRjsTRFHAYbMMqy+OxiefjmsYxqTasdhtFqxKZqdNprmZicn8E08lON3dPN/DWLBcVmLR7pQXRjsFgSlNdiaLpo6TFrYA0DUDbR4mq9NBtohULPWx6ZYSlm3Jo6jShaxIQ2mmJpc+dpeyIM61gDDj54VhQCo5P/deun743AF09Q7wxvaj07bm7+kPTSoKdI7MPRQFQRh2KgzDQJ+CEE03PZ/evhdVFrK4qghJEonFk1iU9GLV4qpC/uzTd/En//zzCZ0/FwqZEu/nc2EWwGTrCCF9hUxmTKIw/FoOhmO89t5hQpNMqb6QUCROW1fmUqRNTExMZoPLSizKFnH0tLL5YBaGkSkDh9kiPbGa71FMjC/XxlV3l3HDByrJKXKaPRAvUxSrOCv36ZTJxBiM9GLNfJBMqcMEVUf3AP/3Ry9M2qDmQnTdmLeUS1XTh7m4SqKIMoVIkySKSNN0abYoMrqe7g34zOt7uXbDEq5YuwhJFNmyppZPP3QDX//BcwSCo/e/zDSCIMxqk/ipYBgGqdTwCK/VMtKfYCwEASzyxOdR1YZHqYPhGN9+7DVONU6vt7FhzN+1bGJiYjJZLiuxKIrCgpj7mSxcKpf5ef+XlrJ8Sx6KZfxaEsMwSCV14hGVZDzdxkNN6uiaTiqlk4xpJOMaiZiGpulULfdTWDG6G6/JwmNBZCFcAgSCUZLnGW85HVZ0wxi1gfnskRmhHE+kiMXP9Ze0WGQc9smb7VgtypREzPloms7Pn9nKN3/+Cs3tvbyx/Qj//pePsLiyCEWWeOjOLQQjMf77py9PKqVypiiyhN2WeaO26aDraYdQXdcRBwWs1zN59ylREHA7R3dZPZ9wJDHs/FstMrIszfG1bGJiYjK3XFZiMZXUR00BUpM6h7Z10nh05g2bJ4OuG5zad3GkC11OFNe4+dhfr6Z6RdaojnuGYaAmdQZ6E5w5GqD5xAAdZ8L0d8UIBZJEg8m0cExoaKqRnp4OXnB2l8IjX15lisWLiFRSH1VjJBMae15ro7MpsyYdY6HrBq2nLt4i+4FwlM7egSFH1IIcH1leF01tk2+fsVAwDIOOnsDQv512K7l+z6TeKwiQ5XVimWbNWzyR5Be/20pjaw8Ah0+08C/ffoa//cJ9VJTk4rBZ+Nh919DVG+RnT787qTTMdDbKuYtcGMx4noy0zvK5sFmnJ3xng76BCNFYcsgRNe1aK0wq48Y5aFwzEfFkitauftYuqwDA43JQnO9n96GGGY3dxMTEZCFzWYnFZEIb1VxFU3X2v93Ja4/Vz9lYtHlKCTMZHYdb4Y6PLRpTKOq6QXt9iF2vtrHz5Va6WyPEIirqJOvANFXHuIiMfUwgGdNIS/4LaqFSOttfaGHP6+1zNhZVvQjyt8cgHk9x9HQbG1dWA+nWF8tqS+bYkCVzUeLTTV1DTeIVWaKiJBeLIpNMjW90I4kiFSW5066DvbCuzgDe2nmU//mlly9/9m68bgc+j4PPPHQDx+vb2HGgfkKhlEyqw74Tz9ZB6pNoOVFVmregnDy7eoMEQtEhsZif4yXb56Knf+J058I8Py7n5EyHDp1o5o7rViMJAhZFYlltCS+9c9Bsbm9iYnLJsjAKDuaIYG8CbZRJl6SIWO0SqaQ+Z3/mq37IZCSCAGuuK2TjLcWjCkU1pfPu75r49//1Ho//38PUH+on1J+ctFA0uTgZ6IljjHKK5cF2KHP5vBhtHBcL0XiSd3cfJ3ZeauTdN6zF5Zg47W8hsudww1ArDkEQ2LKmhqxJNHO32yxsXFWT0bEkkiq/fmEH3/7la8QTKQRBoLwoh7/63H0sry2Z8P3BSAxVOycMc7M8k0rHVGSJLWtqp51SOxs0tfXQ2tk3lCJalOdjxaLSCd8nCLBySRlZXtek9rN1zwkGQtHB9wrcdMVyKopzZzR2ExMTk4XMZSUW+zpio07wJVlI2+RP03jA5OLG7bey+fYS7O6REx9N1dn7Rjs/+5cDtJ4OTbvthyAIiGabjYuKno7oqIs6siLizR69rYbJSAzDYPv+0xw53ToU6Vq7rIIHbt2AfYppjNP/xDO3OHeqsZPjDe1Dx7JiUSnXbqwbN2IoCLBhZTUrFk0s4KZKLJHk+795kydf2UUimRaMq+rK+LNP3zWhiOnpD9HTHx7696KKgkkJn+WLStm8umZB3QPReJK3dx0fekZ7XHbuumEt/gmEfH6Ol5uvXD7plNqTZzp5e9fxoTTfqtI8PvH+a/G4zD66JiYmlyaX1ey1uzVCIjYyvUYQBLIK7Nicl1VWrskg2QV2Kpb6Rp3sDfQkeOlnpwn2zczAQJQELLbL6na76Olujozal1AQBHJLHFhsCycFb6HT2x/iNy/sIJFUEQQBu83Cpx+6gXtuWodtEtEpWRJZWlPMxlXVWC3z+5zu6gvy1s5jQ2mnHpeDR+69ipry/DHfU1qYzUfuvpJs3+SiV1MlGI7x3z97hW37TqHrxpBD6mceugHnOD0dw5EER0+1Dv3b53Xy/ts3jmtcU5zv59MfvJ6CHO+CaC1zPq9vOzKUdioIAjdesYz3Xbt6zD6fiiJx703r2bCiatLHEo7GeeKlnXT0pD0OFFnirhvW8tH7rp5UtFwU09Hfq9cvuWij6yYmJpcXl5U6CvYm6GwKk1M0spC9pMaLJ8tKNGjWHVxulC724hwlqghwdGc3DUdm3gfLYpXw5ZgTg4uJvq44PW1RyhZ7R/yuos6Hw60Qj06+IfvljAE88fIuVi4p476b12O1KJQX5fC3X3yA6zcv4+lXd3OmpZvooNOkLEnYbBaKcn0srS1m3bJKFlcVsftQPV/+2mMkklP93DMnajRN59fPb2fTqmo2rqxGFAVWLSnnG3/xEf77Z69w5FQLoUgcQRBwOWwsrSnikx+4gbXLKoglUkiiOCvGMPVNnfyfbz3Fv/yJg9V15disCg/evonm9l6+/5s3R62pi8TivPD2fu64fjVupx0BePD2zYDAEy/tpLmjl0RSRZYkPC4b65ZV8tCdV7B2WQXxZLolykISPEdOtfKbF3fwifdfh82qkO1z8WefvouiPB+/e20PfQMRVFXHZlUoyPVy703refD2TditFgZCUbzuyTmovr3rON9+7FX+9FN34bBZcDtt/K+P3samVTW88PZ+DhxrJhyNo+k6siRisyhk+90srixk0+oaFlcWEorE+NRffpdwND7Ln4qJiYnJzLisxGIklOTE3l6WbhppMpBdaKdquZ+OM+Ex3m1yqZJT5ECSR64865pB0/EBYqGZLyB4c6zklkxc12QydrrgXMcwgr1xGg73U7rIM+J5UVDhpmyJl77O6TXjvhwJhmP823efJZFI8eD7NmO3KridNu64bjW3X7uKUDhGKJKeYFsVBbfLNiwqJggC+44ujGhuQ2s3X//+c/zrnz1MaWE2ggCr68r5r7/7GK0dfXT3h5BEkWyfi+L8LGRZpG8gwnd/9Tq3XLWC1XXlGY/KGcDhk6185b+f5Otf/jClhdnYrAq//+Gb6AtG+M0LO0hdYFxjGPDunhM8+8Y+3n/rRmRZwm5VePTeq7j35vU0tfUQiSawWmTysr0U5HoRBYFYIsX3Hn+diuJc7rphbUaPYyYkUyo/+M1bFOX5ufOGNciSRJbXyf/66G186M4raO8OkEim8LjsFOdn4XbaUFWNF985QH1zF1/4yC2TOi/xRIqfPvUuLoeNzzx0I26nDbvNwnWb6rhuUx3haIKBUJSUqmFRZNxOGy6Hddi2j9fPnUGWiYmJyUy4rPLiUgmd+kP9xMIjV6UVi8Sa6wqRLZfVR2IC2Bwywii1N6qqEwkmR223MlWqV2Rhdy0cM4iFiAHoY5gwSpIw5zXFiZhG/aH+UVPXHW6F1dcUIMkLKw1vodPeHeDrP3ie7/7qdXoD4aGlAUkU8XmclBZmU1GcS2GeD5fDNmxynUiqdPcFUSfREmIkmTUU03WDbftO8bXvP0dbV//QM8KiyFSW5rFxZTXrlldSXpyDLIv09If4zmOv8eMn3qa1oy8jz5TRMAyDnQdO853HXicQTJuw+D1OPvvQjWwaw1wnGkvyzZ+/wtu7jg+l1gqCgNdlZ8VgbeKapRUU5/sRBYFILMFjz77Hd3/1BifOtKPrC8t9qb27n2/88Hne2HZ06FoRBIH8HC+r68rZtKqGuuritFDUdF7eeoivf/85dhyoHyGmxyOeSPH9X7/J13/wHCcbO4c+B2GwZ2NJQRaVJbkU5/vxuOxD/R8h7Wrb3R+c0EHXxMTEZCFwWUUWAU7s6aHl1ACL1uQM+7koCazYksfitdkc2d49a1/mJguPsc61IGSmMbvDo7D+pmKsZo3b+BiQjI8+WRMlAYdbmXwTuAxxcGsnNzRVUr7EN+znsiKy/sYi3nqykfqDM09Tvpzo6Q/xjR88zytbD3HbNau4cu0iCnO9uJx2rBYZAVA1nXgiRTAcpbc/zJHTrbz87iH2HTlDZIK0vZSqcbyhHYc9XXfX2TMwK20NVE3niZd3Ud/Uxftv38iVaxeTn+PBbrOko2/xFH0DYQ6daOaHv32LnQfrSSRV3t59nCy/G1kSqW/uGtM0S9N1Gtt62HHgNACxeJJoLDnqay8c1y+ffQ+rVeamK5YjiiKGbnDzlcs5dKKZwKCT5/mcauzkj/75Z9x61Qruu2UDZYXZuF1nz4dAIpmiPxjh8KlWnnhpJ6+9d5hwNMG+I428s/sENqvC8fo2UqmR96+mGzR39A4dBwaEIpNPvezqHWDXofqh9iTtXYFxX28Y6eP543/5GQ/cupHbrl5FRUkOXrcDWZJQNY2BUJTm9l6eeX0vj7+wg75AmGRK4/VtR/B7nfQFwkTjE9epB8Mxvv/rN3l162HuvH4NN16xjMJcH163A7vVgiAIaJpGPKkSjsYJDEQ4Vt/GW7uOsWP/aXoDc5fJ5LIqlPmcuK0KBhCIJWgORIiNcs5MTExMzueyE4vhQJJ3f9dM9YqsEamHnmwbd31qCd2tUbqa56bhtsn8ExlIpl0vLwj8ybKIJzvtkjvdVieiJLD+hiIWr8seNXppMpxwIIGa0pGV4femIAiULfKy65W2UU1nZouetijbnm+hpNaDdIFJRlaBg3s+vYTv/s1uQv0TT+JNzpFMqew+1MDuQw34PA4qinPJ9rlw2K0IQvr34UiC7r4g7d0BguHJp/sGwzH+4T9/O4ujP4em6ew5coZ9RxspHowkeVx2REEgFInT2tXHmZZukudNyH/61Lv89Kl3J9x2PJHiO4+9zncee33K44rGk3zz56/yzZ+/Oun3dPYM8OMn3+GJl3ZRUZJLTpYbpz2dOhmJxmnrClDf0jXUNgTgtW1HeG3bkXG3m0yp/PiJt/nxE29P+TgAXnj7AC+8fWDK7+vuC/GtX7zKz3+3lZryfPKzvUOCs7NngPqWrqHoK0B9cxef+PK3p7wfTdOpb+7iP378It//9ZuUFGRRkOvF5bAhiSJJVSUSTdA3EKajO0Bvf3gu17uQBIFrqgv47BV1bKnII8dpxQA6glHePN3Bf797lN3NPXM6JhMTk4uLy04sGgbse7Od699fSXndSDe3JetyuOv3FvOb/zxCoCezhednJ8BzOdk1mZjejthg/80LIn+CQNliDw63QjgwdTEgCFC+xMttj9ZgtV92t9q0iARTRAaSeEcxA1q0LgenV2GgZ2bOtFNBTersfKWVq+8tp7DCNeJ5sfKqfG57pJbnf3xyWtfImAigKCK6bqCpl/Y0LhCMsi/YON/DmBG6YdDc3ktze+98D2XGhKJxDp5onu9hZIxgOMaew2fmZF/haJxj9W0cq2+bk/1NhqUFPv7pjvWsK8lGOi8VtjzLzYe8Tkp8Tj768zdpD5r11yYmJqNzWRbo9bRFefFnp0aNBlhsElffV87H/mY1ZUu8M66TkhWR/DInV91dxqf/aR2L1mbPaHsmmaflVJBoeGSamiDA4nU5LFmfM8q7xkcUBeo25vLIX6ym7IIURpOxCfTE6W6NjpoaXLnUx+bbSkZEHWeb9voQr/yyftTaRatd5raP1vCRP1tJcbWbmXqWWGwShRUurr2/gk99ZR0Vdf6ZbdDExOSy5sPralhTPFwonkWRRK6pLuC2JZnv/2liYnLpcFmGOwwDtj/fQkGZi9s/WjuiX5rFKrHh5mLKFvvY8WILu19rp6MpTCycQk2OHhUUBJAtIla7jNUukV3ooGZVFtUrsqhY6iOv1Ima0tnxUuuo7zeZP3rbo5zc10fWrfYRkSOP38r7v7iUUH+S0wf6JowKS7KAL9fG5ttKuO3RWrIK0ts0DANDB0FkwfUmW0iE+hKc2t9LxVLfCFFodync9aklIAi883QTkYHJRfJEUUCSBVJj3LsTYRjw1m/PUFbr4cq7y1Asw58XdqfC1feWU70yi3d/18T+tzvpaYsQDatoY1wvgpg21bLaJGxOmZwiBzWrs6ldlUXZYi85RU7CA0ne/O2ZaY3ZxMTExGVV2FSeizxOCYQsitxQW8QPd540vRpMTExG5bIUiwDxqMpLPz9FbomTzbeXIAjDJ/GCIJBf5uT2j9Zy1T3lnDkSoPnEAH2dMSIDSVJJHUEASRGx2SXsbgV/ro2cYid5JU6y8u3YnDKKVRoySTHTTxcmkYEk+95sZ+VV+TgucCwVRIGSWi+/93dreOvJRo7u6Kb9THiYEYsgpt0xCyvcLFqTzcqr8qla7sfqkAeFYrpW9tSBPhavzUkbtWQIURLS0SwBBNJ/l2QRiz0tRCy29OLF2X+PFf2SFZFFa7KRZIFETCMRU0kltPP+rqOpOoYx6C9jGBgG067lHAvDgD1vtLPx1hKy8u0jfu/Ps/HAF5ZSvTKLg+900NEYJhRIoqV0RElICzCHjM0h4/QoOL0W3H4LumrwymP1xCPTcx+MhlI88/0TeLJtrL62YNTnRVGVm3s/W8f1D1bSeDRA04kB+rviREPpRSZBTJ+bs2Pz5djILXGSX+bEl2Mbel6YiwkmJiaZwGNT8NgsEz5TCj2OufYOMzExuYi4bMUiQH9nnMe+cRDFKrL6moIREQNBEFCsEln5drLy7ay5rgBdBzWpoWkGAmkxISsikiyYk7yLlLN1rOtuKGL9TUUjzqM4KBg/8L+WM9AXZ6AnQbAvQSKmIkkCLp8lLUp8Vtx+C6IkDgkyw4BkXOXZH5xg31sdfPFrmzImFp1ehZseqia/1InNpeBwpUWSxSYhKSKSLCLLApKc/rukCFjt8qip1TanzF2fWkwqoaGqOlrKQNMG/6+mhWIyrhELq8SjKrFIiq7mCC//on7SEb7JcvpAHztfbuWmh6pGmFAJgoDLa+HKO0vZcFMRkWCKZFxD1420UJbSxykrIharhGKVkGSB5hNB3nqqcdpiEaCtIcTP/r8DyIrI8i15CCNKXAUsNoncYie5xU7W3ViErhmkknp6fAxGOc3nhYmJyRwgIjAZXzXJNF8zMTEZh8taLAJ0t0T54T/s5bZHa7n2/go8WdYxXysIApIEkmlWcskR7Evym/86Qm6Jk/LF3lGdS2WLSHaBg+wCx6S2aRgGkWCK5354khd/cgrDgNbTQYqrPRkZs8OlcNXdZRnZniAI2AYjcpOl/UyIrc80Z1wsxsIqz//oJIWVbpZvyRu1fYkgCIMp33N4LxrQ3hDiu3+zm/s+V8eGm4txeS1jvlwQ0umvFwpeExMTk7kgnEwRTqgYhjHu4lTrQPSiiyo6LTIuq8L5RxWMp4heIr0rRQF8diuW81y4Vd2gP5pAM/OFTeYYU/UA/V1xnvzWUVpPB7n9o7UUVbmRFTFjK/+GYaBrBsHeBNFg5vt9mWSG5hMD/PLrB3nwS8uoqPNNe5JvDOZqdrVGePlnp3njN2dIxDQkWaD+UIANNxebUaUJ6G6J8KtvHMLmWE3Vcv+CisT1tEX55dcO0nC4n1s+XENhhWswHThzzwtNNQh0x4mFL42Jj4mJydwTjCc52T3AxrJcxvLq03SDrQ2dF1W9ogB8cE0VD66qRDzvufvNrUd58uDF7ax8llyXnX+8fS3lfvfQz1oGIvzFs7voDJnOtSZziykWB4mFVd5+qolT+/vY8r5S1l5fSEmtZ0ai0dANIqEUHWdCHHy3i71vtdN0bCDDIzfJFIYOB9/tJNAd57aP1LD+5mKcHmVK598wDOJRlaM7e3j2e8c5ub9vyBRJUw3OHOlHTekjUp5NhmMYUH+on+/81S5ufriG9TcV4c+zLRjBGOpP8tqvGji+u4dr769g+RX5FFW6Z+TUqusG4f4E7Y1hDrzdwe7X22mrD2Vw1CYmJpcTugG/2tfAzYuLKfSMzIjRdYM9LT08f7RlHkY3fbx2C7fXlXDTouFlI88cabpkai9XFPp5X10pBeedt+NdA9hlc+5gMveYYvE8DN2grT7Eb/7rCK893kDt6iyWbsqjapkfX54Nm11GsYrIiphOjRPSAuNsbVcykTYDiQRTtJ4KcnJfL03HB2g9HcxY0+5kQqP1dBDFOvKBEQ4kF8TqYCyi0noqhGIdPnHWUgbRUOZSFnXdoKslgsMzsgawuy2KMQ0/IUOHpmMD/OAf9/HuM02svb6Ixety8OfbsDlkFIuEJKXP/dkeeKm4RiKuMdAT59jOHg6+18nx3T2jRoU6GsMc3dmDP+9cH8Hulsi0eumpqkFHYxhdn5+T3tMWnXXTptbTIX76L/t568kzrLuhiKWbcskucGB3yii2dD2iKKZNhIyz5yOpkUrqJKIqAz1x2upDHNnRTSyU2ai+rhk0nwjys//vANkFDmpXZ7HiygLKFnvxZlvT18tgzeTZOlFDB03VUVWdVCI9xmB/gtbTQU7u66PxaID2MyEiA9Mbq5rU6WgMjzgvhg59nZldje7vitNyKohwgT7ubYuO6RptYmIyt7x+qo2/fn43X7xqKdU5HuyKhGFAIJ7krdMd/OvrB2nou7gWpQrcdlYVZS+YxcPZYEtFHj772GVRJiZziWCMoy4EQVgA0mP+EARQrBJWu0RuiZOcQgeeLCsOt4JsERFEAU3VSUQ1YpEUwd4EvR1RAl1x4lE1bWyRYbdIURKwO2UY5RmZjGnTbg+QSSQ5Xf82YowGJGJa5gSGADaHjCSP/DA01ZiRmclZFKuI02OhqMpNbrETl8+C1Z52rFRTOvFBQdLfFaOjMUw0lEqfgzFOuyCCzaEgnqf1NdUgEVWnLPQFIW1MM9NeoNNF1yAeTU1LlE8H2SJid8rkFjvJK3XizU47iMqKiGEY6fMRUQkHkoT6E/S0xwj2xkklddRU5u/FCxEEUGwSdoecfl4UOXD7rdhdMrJFQiAtFONRlWgoRbAvQV9HjP6uGMm4lpHnhSCCzakwSks11KQ+aq/I6WK1S8iWkTsydIhF5u66OJ+yxV5cXgsGcOZIv5nGa2ICWCSRqmw3WyryKfDY0XWDo10BtjZ00RuJX3SRuPtWlPOjh6/FYRke7/jDJ7fxn28fueiO50LcVoUffOga7lleNkwQH+8a4I5vv8iZ/vA8js7kUsUwjDEnk2ZkcRzSTpYaybhGqD9J/cH++R4SupY2TVnIaOocjdEgI4JwPFIJnUB3nEB3HOie8fYMHWLhzHw2hsFlNRlWkzqhZDJ9Lx6a/3vxQgwjvWCTjGkM9CY4tb9v7segk/EI6lik26pkTnzOFJtT5qH/vZzyOh8Y8G+fe5eGw4H5HpaJybyT1HSOdQ1wrOvSKIO5ojIfyyVsHJbntrGswHdJR05NLi5MsWhiYmJictFTVOmmvM6HP8+OoRszqh81MTFZmLitChtKc5AuYSFVl+ejzO+a72GYmAxhfpuamJiYmFzUCCIU13jGbX1kYmJy8VOZ5aI8y3VJR922VOQjj1ZLYGIyT5hXo4mJiYnJRY3FJlG9wm/2tDQxuYQRgEV5Xgrck+t1fDFilUU2lOUwSnthE5N5w/xmNTExMTG5qHF6LNSuzp7vYZiYmMwiNkXiysp8FOnSnbrW5HiozvZc0pFTk4uPS/eOMzExMTG5LCip8eDPt8/3MExMTGYRj83ChtLc+R7GrCEAdfk+8t3ms8xkYWGKRRMTExOTi5rKZX6c7pH9Vk1MTC4danM8lPic8z2MWcOmSKwtycFqptObLDBMN1QTExOTixhZEfHl2igod1FS4yGv1Ikvz47VLiGKAqmENtgPNEF3a4S2hhC97TEGeuNEM9DixuaQyS1xUL7ER2mtl5xiB3aXjCAIxMIpettjtJwO0nCon66WSEba3cgWEYdLweFWyC60s+LKvOE9HwUorHRPuu+soRt0NIZn1ApEEMCTZSWv1EnlMj8lNR482VasdhldNQgHk3S3RKg/1E/LqSB9nTHUGfbFlRWR/HIXyuCx65pB+5kQqcTw7YqigDfXRvkSL1XL/eSVOnF5rYiSQDKu0t8Vp70hRMupIJ1NEQI9MbTU1LvVSZKAJ8dKVr6Doko3xdVusgrsONwWZEVM9yWOqQR64nQ2RWg9HaTjTJj+rhiaerF3xzOZTQRgQ1kuOU7bfA9l1vDYLFxRkW+moJosOEyxaGJiYnIRYrVL1K7OZs11hdRtzKWw3IWkiIiigHDBwrRhAAbouoGm6gz0Jmg6PsCxXd3sfrWNzqbIlPdvd8osXp/DlttLWbY5F3dWWnyIgpCe2Z3dt57eb7AvwZHtXex4sZVD73URj05eNMqKSFGVm8JKN/llTgrKXeQUO8kpdODPtaHYpBETrN/7+7UYk9Ri8ajK1z73Lif3Tb03piCAJ9vK+puK2XJ7CWWLvdicCqIkcP6QDCMtSlVVp6s5wsF3O3nriUZaTwenLZT8eTa++LWNFJS7AYhFUvzrZ94d1ofUn2djyx1lbLq1mLLFXmRFRBAvGNvgOVJTOh1nQjz/41O891zzpMSsIILbZ6VqhZ9lm/JYtDaboio3VruMIDLiesBIfxa6bqCldNobw+x/q53tL7bSdHwAXVs4olEAFEnEKksokogoCEPGI7oBumGQ0nRSmk5S09AXztAvObIcVtaWZF+yUTdJEKjL91GZffm1zJBFAYssYZFEZFFAENLfI4ZhoBsGqp6+z5KqRuoSvclEASyShEUWUcRzzxqD9HNGM85+BunnzVx/CqZYNDExMbnIyC60c/PD1Vx5Zxm+XNuELqBnhYEoCciKSF6JTG6xg8qlPhqPDkxZLPpybdzxiUVsub0UX54NcRzrPkFK7zcr384Vd5axfEs+bz5xhud/eIJgX3JS+8srdfKpf1xHXpkTm11Gtojjrr4LgoBikSZ9PJqmI0zDflAQoHZNNrc9WsvKq/KxOxXGGpYgAKKAJIuU1HgorHCzdGMuz/7gJDtfbiUZn3pUUxAEZIuExZY+VsMw8Oacax+SX+biof+9nJVX52NzyGN+ZmfPkayIlC3x4XArGJOYlMkWkbXXF3LdA5VULPXh9lkmdqQd1I5n91dR56O42s2qawp56ltH2flyG/o0J4SrirKozfUgMPw4VV3nvTNddIRik9qOLArU5HhYXuinJsfD4jwfRV4HLouM06JgYBBLaYQSKdoGIrQEopzuCXKie4DG/jAdwRiaMTvTuU3luZT5MicoEprGm6c6GIhP7l6cKyySSKHHQZHXQbHXweribK6qHD/qtro4mwdXV5Kpj/5YV4DDHf2zsgggAF67hSKvgyKPg8osN7cuKSHbMXbk1G1VeN/SUrrD8YyMIa5qvNvQSV80kZHtTQVJFCj2OliU62VZgZ+KLBdlfhe5ThsOi4xVlkiqOtGUSm80TnN/hNM9QY53D3Csc4Cm/vCs3WMTYZFE1pfmUOwdmRIdVzXePN1OMD65rB2nRaYmx8PKoiwW5XqpzHZT6LbjtCrYFQlNN4gkVUKJJC2BKA19Ic70hjjVE+R0b4j+aGJOhKMpFk1MTEwuEgQRlm3O4/7P1VG7OntGrSIEQaDp+AAtpwam8CYoqfbwoT9ewcqr8sfcvzH4JX7hxE4UhbTQ/Pgi8kud/Po/jtDWEJpwt7Ii4suz4fYtnD6Koiiw/qYiHv7TleQUOUYVzIZhpJeGheGfhSAIyIpAxVI/j/7FKoqr3Tz97WPEo9NPgz07Jn9e2hyjfImXj/z5Kuo25o4r5i8k1Jfg9IG+SUU7ZVlk483FrL6mYMLXGrox4nM4i2KRKF/i5dG/XE0qqbPvzY5pCcZH1tfwpWuWpaOZ55HSdD780zf47YEz474/323n2uoCHlxVyeribIq8Dqzy5BYddN2gL5agMxTjaGeA5440s72xm9O9QdQMqo0vXLWUD62tztj2eiJxbv7m8xxsnx+x6LDI+O0WvHYLJV4nywv8LM7zUpvrIc9tJ9thw2e3TMoB9aMbavnohtqMje1fXt3P37+4l6Q2/XRxSRTw2tLHl+2wUpvrZWm+jyV5Xsr8LrKdVrIdNlzWsRdzzlLkdfAf92+Z9lgupCMY5YEfvMr2pu6MbXM8BCDXZeOqqnzuX1nJykI/JT4nbqsyqdRbwzCIplRaAlH2tvTy3NFmXjvZRmcoNqeRNpdV4Q+vXc59KytG/C4QS3LTN59jX+vYWSqSkBbKdy8v557lZdTmein02JEm2VtT1XR6InFaBqIcaOvjxeMtvNfQRXswOmufgykWTUxMTC4S6jbk8om/XUt+qXNEJCyV1IiGUvS0RelqjhAeSKKpBla7hCfLSm6xA1+uHZtDRrGKqEmdPa+3E5pkdA+gqNLNh/9sJSuuyEeU0vs3DINkXKOrJULD4QDtDSGioRSCAC6fhdJFXiqW+sgpdAymZqYjSutvKka2iPzg7/fS3zX+Snk0lOLA2524fJYRv5MVkcrlfnw551bkDcPg2K4ewoHJHVsqoU36tZCOii3bnMeH/ywtFM9OdHTdIBZO0XIySP2hfvo6YySiKopVwpdro2Kpj4qlPpwey5CAc/ks3PZoLeGBJC/97PSM6hiFQbGYX+rkg/97BXUb0kJRU3WioRTdrVE6m8KEA0l03cDuUsjKt5Ff7sLltWC1y3S1RGg5FZzU/hIxlfeea2bN9YXYnWmDITWlEwunCHTH0zWJTRHCgSSJmIqiiHiyrVQu81O1wj/scxCE9ELC3Z9eQlt9iI7G8LQ/hwuRRYEcpxVJEEaNRjgtMjctKuILVy1lY3kuDmXiifuFiKJAjtNGtsPK0nwfdy8v43eHmvjs4+/SH1tYUbuFQGWWm4+sq2bpYFSpxOcky2FFEtMpiAKjLyxcLMiiwE2LirlrWSmV2W5KfS6KvY6ha+vs4/tiPsapkOuycd+Kct6/qpLN5XnYFGnK51gQBJwWhUW5HmpzPdy7ooydzT38aOdJnjvSTHc4PufpmRdiU6Rxo8O5ThsPrq7kkfU1rCrOQhHHz5IZDVkSKfA4yHfbWVuSzYfXVfOVl/fx9dcPkpjBwsa4+5yVrZqYmJiYZJTsAjsPfH4p+WXOYV8uhmHQ2x5j+wst7Hurg47GEPGoipYyMAxjKN3PapcpKHdRuyab2lVZuHwWju3qnnQEx2qXuP2jtSzdmDtMKA70JnjlF6fZ8WIrfZ0x4lF1qO5MVkRszvR+b/1IDRtvKUaxSkO/W3lVAVffW87vvnN83NSxvs4YP/+3AyMiRgBOr4WP/+2aYWIR4OlvH6P+YP+I14+GQVqQTpaiSjf3fmbJMKFo6AanD/Tx+uMNHNzaSTiQJJnQMXQDQUhHzxwehaWbcrntkRqqlmcNiWebQ+aWh6upP9jPsV09kx7HhYiiQE6xgxs/VD10nkL9Cfa83s7Ol1tpPBY4d21gIEkiilXEm2Nj8dpslqzPpa0+NGkTIsOAk/v6aDo+QNVyP231IY5s7+bIji6aTwSJBlMkYiqqqmPo6VRcWRHTn8PGPG59pIaaVVnDBGPZIi/Lr8jLqFgUBIFclx1ZEkZETLMdVj59xRI+vWUJJV7HjCfvZ98vCQKtA1HCiZkbOl2KVOW4+fQVSyhw2y9JwWSRJW5ZXMyntiwZ9bl1uSAKAkvzffzJDSu4c2kZbpsy489DGFxMsCkyV1XmszTfxy2Li/nnV/ZzoH1yz/zZQgTyXKOLxVKfk7++ZTX3rajAZ7dk5FmTrm4QqO8JktJnRyiCKRZNTExMFjw2p8ytj9SwaG32sC+YVFLj4DudPPHNozQcCYxrDhLqT9LTFuXQe13YnTLuLCvdrZOrVRQEWH1tIVfeWTYk9gzDoLMpzM/+v4Pse6MdbZR9qymdcCDJqUAfbfV7CfTEuemhKqz29FePYhG58QNV7H+7k8ajgTH3r2sGkYHRxZxhgJa64EvSSIu/0BSihZPFape47aO11K45dy4Mw2Df2x386Cv76G6JjBC+hgHJhEayW2Prs82cORLgkT9fxcqrz9Vg5ZY4ue3RGtoaQgR7p1dDJIiw7oYiRElAsYi0nAryi387yOFtXWPURGoQgoGeBE3HBnjzN41IytQmMMG+BE/891EsNomGw/30dcTGFP6GAamkzkBPgm3PN9N8coDPfnU9Vcuzhl5jdUgs25zH1meapyTgJ6LAbUcRRRKcu1aKvQ6+escG7l1RjsOS2elQIJbk3YbOWZ3AXcxIgjBkZnIpIgDyoFHJ5YpNlvjgmir+6LrlLMn3zcpnIQgC2U4bD66qZGm+n797cQ/PH20hoc4spX8m4ynyOi74Gawuyub/3LGeG2oLJ51uOllaAhH2t/XNqsHWjJ+Ost2K1e0c84bXVY1YIIgxS6FRE5PpIIgCVo8b2Zq53mxaSiXWHyRj1fXziGyzojhsiLKUdnCMJ0hFYkO1aCZzy6I12Wy5o3RYjaCuGWx/oZVf/fshetqiU9peLKISm0ILC7ffys0fqsLqOFe/FR5I8uS3jrH3jfZJOVhGQyme/+FJCspcrL2hML0qKqQjYVtuL6G9ITQtk5e5pmZVFhtvLkKSzwnF1tMhHvv6IbqaJyG+DWhrCPHEN49SutiLP8829Fks3ZTH0g25bHuhZZqjE3B60s+0tvoQP/rKPg5v65r0u5MJDaahUw+80znl9xgGtJwK8sKPT/Hpf1qPrKSvbUEQKK5y4/JZMi8Wz6t7K/U5+ec7N/D+VZVMw9toQloCEXY3Tz9KPBbRpEoonkQWRWRJRBIFBIa725qYzDcOReYPrl3GH1y7HH8GomgTIQgCywp8/Md9m/k330G+/d5x4vMgGEUBCj3nxKIAbCzL5Wt3b2JjeW7GBbNhGBztDNDQO3Ht/0yYsVgsv2Itaz92H5Jl9El3qK2LN776P0S6pm5JbmIyW1g9LrZ8/sPkr1yUsW32N7Tw2t//F6lYZpzK5ovs2nIW3XY1uYursPk8qPEE/Y2t1L++neZt+9FVM61qLpFkgbXXF+K9oCavuzXCsz84QU/71ITidKhZlUXZEt+wL/zT+/vSRiRTaHUQ6I6z4+VWVlyVj2UwQikIAsuvyOPlX9TTOwfHMlPW31SMw3Nu8pNK6Ox8uXXSdX4AGNBwpJ+T+3rZcHPx0ETf7pJZeVU+O15unVYLifR2BBIxlTd/e4bjuzMvVjKKwVBtZ17JOWfBdH/KybvZToZclw15cEXfb7fwh9cu5+7lZUizoRSBPS299M6Cy+RPdp1ib2svPruFLIcVr82C26bgtiq4rAoui4LbpuCyyLisCg6LfFlHt0zmHpss8ZH11XzpmmWTFopn22QMxFPEUiqabqBIIu4pXMOCIFDocfBnN66iMxznsb31mTicKSEIAnlu+9C/i71O/u7WtawvzZmV+1DVDbY3dc9areJZZiwWFYcNd0EusnWk8QCAnlIRpcw+9E1MZoogitizvXgK8zK2zWQoykW9vCsI5NVVc82ffhJ/ZcmwB3x2bTllm1ez49uPcfy5N9FTpmCcK7Ly7SzdmIt8XlTR0OGdpxppOhZgtiv6bY60gDkbsYJ0q4n3nm8hFJjaZFjXDU7u66W/M0Z+2Tn7/5wiJ5XLfAteLGYVpM/F+bd5f1eMHS9OXdylEjoH3+1kzXWFQ8JZkkQql/nx5dro65hcm4fRaDo+wNZnm1EvTM9dgAR64vS0RoaJRYtVxmLLbFporsuGTUn3cvvSNcv4+MZa7MrIfeiGQSCWpCUQ4UxfiPre0GDtYQpV13FZFfx2K6V+J4tyvRS47eS77Tgt50xxUprOG6fbiSQzFxk9yzsNnbzTMDySq4gCVkXCKqf/2OSzfxe5dXEJf33LGmzKwpqH7Wjq5t7vvTIpl1NIO9X+4+3rWJTnHfM1/+/tw/x2/5mMPRKbAxFS05yEx1Ia//7WIX61b/KC5Z7l5XzmiiVjpkQ39Yf509/toCM4/WfD+SQ1naOdma3xk0WBR9bX8De3rCHHObbRi2FAUtOo7w2xrbGLHY3dHOsKEIglSWo6umEgiyI2WSLPbWN9aS5XV+WzvMBPnts+pvASBIE8l42v3L6O9mCUd+o75rT/qQDku+yIAvjsVv721jVjpp6quk53OE57MMrJ7iANfSG6w3HCifRzw2VVyHZaWZTrpdTnpMDjoHAwQ+LssyacSPHGqfZZPy6zZtHExAQAi9PB8gduIauyZIToFQQBq9vJivffRufhk/SdapqnUV5+FFa6yS8f3ldtoDfOrlfb5iTj2eW3sGhtzrDFg0BXnMajgUk3vT+fnrYoA71x8krPlS/YXTKli7zseqUtU8OeFUprPeQWDzdBaTjcP+3obtPxAdSkNiQWIV276MuZvlg0DIO9b3ZMu+5xrknFtZEp0YNGOJnErsjkumysL83h81ctxW07t8BtGAZJTedYV4BnDjfz5ul2DrT10RsZv4eZRRIp87tYkudlS0UeNy0qpjLbzUAsyb7W3jmbpKZ0g1RCHdVMpyrbg74AywcCseSUWjaU+12EJxDf9b0h3mnonHdHTEgvOtT3phcbJsvyQv+4vQNjKY1dTT2c6c+c+VOmuaG2iC/ftIoCj2PU3xuGQUrX2dXUwy/21PPskSaaAhOn7794rBWbLLGmJJvf27SIe5aXj2kSIwgCldlu/u7WtXz+1+9ytGsK7aFmiCAIeGwK+S47j2yo5YNrqoYJRcMwCCdVDrX38fi+Bt4708WJ7gEGJujLaFckqrLdrC7OZmNZLtfVFFLud3GwvZ/63ilktUwTUyyamJgA4Mj2kltXPW501JHjI3dRpSkW55CSGs+wWsV0jVyQvs7MrC5PRHa+HX/u8BXiYF+CQM/00q3VpE74ArMaWRHx59oQJWFa6ZdzgSQJFJS7sTqGf222nwmTjE8v0h4Lp4hHNRzucz+zO+VRW4RMFk01aDoWuCiiipCONo92zjOdo2GRRNYUZ/PhdTX47cOFYnckzq/2NfCd945R3xsilppcrVNS0znVE+RUT5BXT7bx3W0n2FKRR7nfRUPvwp3Qm5jMBjlOK39w7TJKfCOb1cOgUNR0Ht/fwFdf2c/p3tCUIrdxVeO9M12c7B7gUEc/f3jtcoo8YzsYbyjL4aMbF/G3L+yZU8Mbp0Xm5sXFg9kL5wzhAE71BPn+9hP85sAZmvsjkzbAiqU0DncEONoZ4KmDjZT4nNy2pIRgPEVvZPYXBk2xaGJiAoAzLxvFYR/3NbLNirsgd45GZAJQVO0Zpt8NIy1QwgNz07utoNKNxTYyha2k2oNWMT1Bcn4kDQb7Z3ktKBaRRGxhmtzIVpHCSteIiYnFJlG9Imta5k9ZBY4RacSCKODJtqbV0jR0c2QgSaB7YdRNi6KAzSljsUlYbBKyLCJKAqIkIMkCoiggW6QZiePJku208fe3rSXbaRvuYtvaxz+9so8XjrbMyBAjltJo6AvR0Bcas5+jicmlikUSeXhdDddWF46ZIhpJqvxo50n+4cW9M6rn7Ykk+Oa7R+kIxvjGvZvJcVpHFYx2RebD66p56lAj752ZvNHXTKnKdvPVOzeQc96zRtMN3qrv4C+e3cW+1l7UaaYd6AaEkyrHugY41jWAKAhzkjlgikWTyxI1nqRp617i/UGsHhcWlxOLy4FsURBlCUGSEOXBP4N/F6bRPPViQlKUEY3eL0QQRcRR6nxMZo/s/OECXk3q9LZHp5UCOh2y8u1IF6QEVi7z81c/vjaj+1Es4lD/xoWILItk5Y9cTLnj44u44+OZM8oCsNqk6WpF4jGVeHR+aooVq4Qv10rZIi9lS3wUVbnxZttwuGVsTgWLVUJSBGRZRFJEpMEeoHNx3pXBRtZn0Q2D3c09/P6v32V/W19GU7pNoWhyubGswM+nNy/GKo9eG6tqOj/bfZqvvLQvI8ZPCVXn1/sbqM318Oc3rhpzv/luO5/aspidTd3TFmhTxabI2M6bJ6U0nScPNfIXz+yioS+zrqVzlWJuzvpMLktS0RhHf/c6J55/G0ESESURQZKwOOxYXA4sLgdWt/Pc311OitcvJ2dRxSUrGFOx2IQtbnRVIxlZ2CYklxKCCDbX8Me0pupEgpk3zhgLp1sZapo+mwgLvOeaKAk4PLMfATu7r+mia8aoPS9nE9kiUlHnY+31hay+poCcIgcWu4xiEWEBtnUwDIPmQISvvLwv40LRxORywyKJ3LO8jMps95ivOdkT5L/eOUJ3JHNZD6pu8PPdp7lrWRlrirNHr18ErqzMpzbXy9HOQMb2PVkMw2B7YxdffWU/ZzIsFOcSUyyaXLZoiSRaYngqX5SxncE2CQ+RU1t+cTuejkO4o4f4QAhHtm/M1yTDUfobptsDzmSqSHI6+nL+l6CuG6QSc5eqqVglhMx6jVyUCIIwKH4WOAaz7pB7Pr5cG+/7WC2bby8lK98+odBNC7N0naKmGmiano44ynP32UaSKt969ygvHW81haKJyQypyHJx34qKMaN7mm7wg+0nONoVyPi+G/rC/PbAGZbk+UZ1kRUEgXK/i+tqCjjZPTBn0cWz9EYSfPWV/Rxq71sQxkvTxRSLJiYmAET7Bmh4aye+siLEUR76hq7TuvsQnYdOzsPoLlOM0ef9cxmBM4zhgzAMg8hAit6OzEaYu1si6HP8RT5TdN2gpy1KLJzZSG+of27qUWdKUZWbD/3xClZfW4AkDTdhSiV1Qn0JetujdDZF6G6LEOpLEoukSMQ01KSGqhoIAtz/uTpqVmXP2bjfOt3BT3admnZbBBMTk3PcUFtEdY5n1N8ZBpzqGeDJQ42zsjCjGwbPH23h4xsXjTkGWRS5eVExj+1toG8Wep+Oharr/ObAGV471T6n7TtmA1MsmpiYAOlI64nn3yantoKSDSvSglEQwABdVek4dIL9P/sd8aDp8jdXaKqOphoYhjEkEEVJyHjD8vFIJfRhX/KGAYe2dfHDf9ib0f2oKX3eau0mg2EYJC+I6KpJnd/+5xH2vdWR0X3FI+qCj3i5vBbu/MQiVl09XCiqqk7j0QB7Xm/n4LuddDVHSCY0tJSOphkYujHs2Kw2ifCHq+ds3PGUxq/2NdAdXhgmQCYmFzNWWeTmxcVYxsgM0Ayd98500zyJ9hjTpSUQ4UhnYEyxCLC0wE+RxzGnYrE3kuCxvfWXxKKUKRZNTEyGCLV38fbXvk/5FWvIW1qD3e8hEYrSeegETe/tJdzZO99DvKwwjLS75fnIiojbb52zMYQCCTRNH+p7JwhpM5pgf2JO0x3nG00zCF8Q8ZMUAV03CPZdHD0NM8mqawpYf3PxsH6Imqrz3jPNPPk/R+lsnGSkeA6z+g3DoL43yFun200TGhOTDFDmd7GswD+mA2o4ofLm6fZZFUyRpMr+tl7uWlY25mv8dgt1+V4OdYxdapRJztYqHmzvm5P9zTamWDQxMRlGtKefo0+/xtGnX5vvoZgAPa3DV2RlRSSvxImsiHPSS6+7JYqa1LEOtloUBAFPlhWHSyEamjujnflGTep0X3AuJEkku8AxZ+dioaBYRTbfXoLTrQz9TNcNju/p5ef/dpCBKfTglGQRxTI3kXID2NXcM6tRDhOTywUBWJLno3SMvooA/dEEu1t6ZnUcCVXjVHcITTeQxjBjc1sV6vJ9szqO84mrGm/Xd9AfuzhKCibiIqjWNzExMbl8aT0dGpa2JwgChZUu3P65ceZsbwyN6H3oy7GN2kbiUiaV1GirD42IlpXUeuY0LXgh4Mu1UVDmGtZqJ5XQ2P58y5SEIqT7VNqdc7NurekG2xq7LqeAuInJrKFIIisL/ViksaVEY3941lM/DaA/liAxTp9URRIp9DiQ58DZGyAQS7Kv9dKIKoIpFk1MTEwWNI3HB0jEhtfyFVd7KK4euz4jk/R3xmk9HRz2M3++ndLF3oVrDDwL4zJ0aDkdJNQ/fOJTucyH/zITzk6PBadv+GJFMq5x+uDUJ0eeLCtZhY6JX5gBkprGkY7AnOzLxORSR5FEluT7xjVcO9MXIpacfffuSFIdVywKgkC204Z9jvpEB2JJ6nsv3lYZF2KmoZqYmJgsYLqawjQeG2Dx2nN9pGwOmWvvr+D4nh5SidlNfwwHEhza2kXdxlzkQRMDWRG54o5SDm3tnHfnTt0Yra+ggMWW+Whfy8kgLSeDeLKsQ+ciu8jBpltLaKs/ij7H/Q3nC0kWh66FsyQTGrHI1AyKBAEWrc3Gmz03Nbg9kURG+7yZmFzO2BWZRbnecV+jG1Cd4x5XyGWC8VJhz+K1WbDJEqHE7JdPtAQiBOOXRgoqmGLRxMTEZEET7E9weGsnVcv85wSQACuvymf1NYXseb0NTZ09kaKpBge3dnLDByrJL3MN/XzxuhzW31zMW789M6v7n3B8KZ1EVB3mGCsIkFPsBLozuq94RGXny60sXpeDrKT3ZbFKbLmjlD2vt9FwOJDR/S1UNFVHVYcvUigWacrpuL5cG1feWTZnrWD6owliqbnrUWpicimT5bDitY1fDvGhtVXct6J81lO/ZVHAZVXGfY1VFsesacw0naHYnPd0nE3MNFQTExOTBYyhw86X22hrOJfSIggCLp+F+z9fx4or8idshD5TWk4F2fVKG8Z5X35Oj8IdH0+3ThCn+QUsCODNsc0oCphMaAR64iNaTSzfnIekZP4rbu8b7TQeC6T7T5I+FwXlLh74wlJyiqefTqlYRXy5tlk/l5kgGkqNcOm12CQqlvomvQ2nR+GWj9RQtdyf4dGNTSSpktJMsWhikgmyHVZsyvjPbrsi43dYyZrlPx6bZUxH1rMo0tyJxWA8iX4JOS6bYtHExMRkgdNaH+SFH58c1vxdEATKFnv5vX9Yyz2fXkxeqRPFMv4jXZTSIrOw0sXV95bzwBeW4s6a2ChHTeq8/IvTnD7UPyQYBUGgsMLFJ/5uLe/7eC15pc5hbRRGQxDB7pTJL3Oy7oZCPvpXq/n9f15PXunEKURjYehw5khg2GcDsOrqAjbdWpzxdNSetijPfv8E/Z2xoZ+JosDqawr53P+3kc23lwymqY6/HVFKu8qWLvJwzb3lfPFrm7j/83U43OOvji8E+rtidDSGhy0eWG0S191fQX7Z+OdSEKGg3MXDf7KSWz5cjWKdO3OgpKqhXUKr/SYm80mW04pVvnjMvURBmLMshriqXVJicfbTUA2GfaGYmJiYmEwNTTXY8VIrNSuzuP7BSkRJRBDSgi0r3869n61j/U3FnNjbS/PxAXrao8TCKQzSaZIOt4Iv10ZusZPiajdFVR78+TbaTod44zcNkxpDV0uEJ795lIf/dCWFFS6EwS9ef56N939xGZtvL+X47h4ajwXo64yRiKogpGsHrXYJf66d7CI7ucVOypf4yClyoFhEAj1xpDEaOk+Wk/t66WgMU70ia+hnTq/CQ3+0goo6H3teb6ejMYya1GGwT6TNqeDyKniyrEiKyKGtXZNqBWIYsPfNdnKKHNz3+3XYnDKCICBKAovXZFNa6+HU/j6O7e6hszHMQE+CVFJDkkUsNgmnR8GfZyerwE5JjYeSGg9uvxXFIrLnjfaFaxp0HqmEzr43O1i6KRe7My1uBVGgelUWH/nyKl75RT1nDveTiGnp9GBRQFZEcosdLFqbwxXvK6VqhR9REohHVHo7ouSXuSZcbJgpumGMiECbmJhMD7siz5m76MXGpbYoNeti0TAMDP3y6T9lYmJiMhvEIypPf+c4nmwba64rGOpNJwgCilWicpmf8jofyZhGPKaiqToY6QiWrKSFisUqwaDIBAZbH0zyy96AA+90YrUf5gN/sHyoflEYFIRVy/1ULPURj6okY1p6/0J6/5I0uH+bNO2U1fHobY+x9ZlmyhZ5hyJVgiCQXWDntkdrueLOMmLhFGpKRxAEZEVIm7QoIopVItAdp/HYwKT7RiaiGq/+sh5PlpWbH67Gak9/lQqigNNjYdXVBSzbnEc8qpJKaOhaWjCdPRdWm4RsEedslXs22PdWOxtuLmLFFflDLTQkSWTNNYVUr8iitz1KV3OEZELDapPw5dnJLrDj9lux2iUEQUBN6bz7bBPHdvbw0b9cjcs3++1gLq0pnInJ/GGRxAlTP00uDWZfLOo6+ng1AoKAzePEmZeNt7QQX2khroIcLA47ss2Crumo8QSx/gEGWjoJNLYSau8m2htASy7shtCyzYrN68KZm42/oghXfg7OnCwUpx15sBA3FU+SDEeI9gQItnYSaGoj2jdArG8AXZ2as1wmsfk8OLJ9w/poAWAYRHsDxPqDo7/xQgQBq9uJI9uHt7QAX1kRrrxsLC4Hit2GIAqo8STJaIxYf5BQexfB1k4i3f3EB0IkwxEzMj1NBFHEW1KANEHR91RIReOE2rvnZQHIke3D7vdwYejF0A3CnT0kw9HxNyCA4rDjyPLiLS3EU5yPpzAXm8+DbLMgygq6qqLGE8QHQoS7ehloaifY3k20p59kKDJUpzZf9LRF+eFX9tJ8opIbPlCFL9c2THCIooDNKWObpb51akpn+wst9HXGePBLy6hZlT0szVMUBRwuBYdrctecYRjomoGuzex6UlM6b/72DKW1Hq68q2yYYJSVdPSVcdpbxCLqlCN6sYjKb/7zCD1tUW76UDVFle5h9YayIuLyTl78GIaBmtIvmshXb3uMx//jMDanQs2qrKFFAFES8OXY8OXYhkV6LyQ8kOSdp5t44r+PYHPI9LZH50QsmpiYZAZFEkyxeJkwB2LRQB/FMleUZbwl+RSvX0HJxhXkLKrA4nSk06tEcfiE0ADD0DF0Ay2VItTeTceB4zRv20fn4VMkQuEFs1woyhJ2v5eClYsp2biC7Koy3MX5yBYFQRTT4uvCm8swMPR0BDYVixNs76bz0Anadh+m68hp4gPBORdM1TdsZu1H70O2Dbc0N3SN/T9/hr0/eWrc90uKjKsgh4qr11OwcgnZNeXYvC5ESQRhcEX9/I/BMIai0LqqEesboL+xjZ4TDXQeOknvyTPEB0KmcJwCisPOdX/5WfwVJRnbZtvew7zxT98iEYpkbJuTpe7uG1n+4K2I0vDHlq6qbP1/P+HkC2+P+j5BEnHmZlG2eTWFq5eQs6gSZ27W0P0oCOIF1+K5jAhD10mEIvSebKTjwDFadh2iv6FlXheqAl1xnv72cU7u6+PGD1ZRuzobl9eCpEyuHsPQDVIpnXAgybFdPel00Smg63B8Ty/f+vIuNt9ewpb3lVJY6Z501NAwDFIJnVg4RdPxAXa+3EpP2wRCfxJEQyl+9e+HCQWSbLm9BH++HVGa+DMxDANNnZ5IS8Q0Xn2snhN7ern+wUrWXl+IOyudUjqZc6FrBsmERjiQ4PC2bt57rpn4FNtPzCf1h/r53t/u5v7PLWX5ljzsbmXca8AwDNSkTkdjmOd/fJIdL7USDaZQUwZnjgYoW+K9qKOtJiaXE6puoI8z+dYNgxPdA3SFFka7mmNdgVlv4XGpMjeRxdTwLz+b103NLVey5I7rcBfmIdss439BCCAggZQWIdnVZfgrSqi8ZgMdB45z6Dcv0XX45PgRzDnAkeOj8pqNVF2/iayqEiwu5+S++AQBQQSQkCwKNq+bnNoKam7YQs/JMxx79k1aduwnFZ27G06UJWSbBcV+gVg0DOxZXgRRHDO65MrPpuamK6i6fhO+8mIkizLx5yAI6fm6JCEpCkqxDU9xPiUbV5AIhuk8dJJ3v/FDor2BjBzf5YAggGxRRpzDmSBZ5s98Q5QlZKsV6YKmuoZhwVOYiyhLIxambD43ZVvWUHf3jWRVFiPbbZO4FkFAAGmwp6DVgiPbR9HapSy+4zpOv/oex59/i1B7N/MVBkoldQ6820nD4X7KFvtYeVUelcuzyMqz4fJZsTvltBOokY66pRIakVCKUF+C7rYoTccDHN7WTVt9kGhwGsLXSEc5X/jxKXa90sbyK/Ko25BLfpkTf64du1tBsYoIpFMNU0mNyECKgb44ga449Yf6Ob67h47GMMHeBHqGFoECPXGe+OZR9r7RzubbS6hanoU/z4bTaxmKgGqqTiKmEQunCPYl6OuIcfpgH+FAYlr71NS00PnF1w7y7jNNLNucR+2qLHJLnLj9FmxOBVkR0yI9qZOMp8VhsC9BR2OYU/v7qD/UT2dTmFh4akIxHlM58HYHzccHhn7W3x0nPsUFgOli6NB8IsgP/3Evy7bkse76QkpqvfhybVjtMrJFRFPTxxzsS9DdEuHUgX62v9BCW31wqOVKPJpiz+vt2BzpezuV1Aj2T+98mJiYzA1JTR/32a3pBt/eepzH90+uLn62SWkafdFLp/fhXDLrYlFLpYZEnCCJFK5cwsoP3UHxumWIsjztVURREnFk+6i6fhP5KxZx9OnXOP7s60S6+zM5/EmhOOwUr13KqofvImdx5YjJ7HQQJRF7lpfSTasoWLGY5h37OfLkK7TvP44xj6JYEARsXjeS1YIaGy5eRVmmcPUS1n/i/eQuqUSUZ/45SLKM3e/F4rSTjMYmfoPJZYcgCHhLClDstnMRT0Egd0kVGz75fvJXLEaxzUwwC4KAbLXgLSlg9UfuoXTzag79+gXqX9uGlpqnSJABof4kh7d1cXhbF3aXjNtvxeFSsNglJEnAAHQ1HUlMRFQioSThQDJjfRHVVDpK1NEY5vXHG3D7rbj9FqwOOd20XUiLKS2lE4uoRAaSREPp2sHZIh5RObarh+N7egbHY8XuklEGzVN03SAZ10jENKLBFOGBZEbGE4+onNjTy4k9vVjtEp5sGw63gvXsuTBAVfV0VDWUIhJKfxbGDHYd7E3w4/+zf8ZjnykDvQm2PtPMjhdb8eXacPksWKwSkiyg6+lIciSYYqBndCGbbg/Tys6XW+dh9CYmJtMhllTH7SUoiQJxVaU9OPPMEZP5ZdbFoppIq3hBFKm8ZgMbPvUBPEV56VTTDOHI9rH6w3eRXVPG9m/+gmBrZ8a2PRHOXD+rHr6bmhs3Y/W6ZyWFRnHYqLxmA3l11ez96dOceOFttMT8rY5YPS5kqzJMLMo2KzU3X8Gaj9yDqyAno5+Drmp0HjqJGjNXmk1Gx12cj2yzkghFEGWJorXL2Pz5D+OvKM74PSlKIjmLKtjyhY9g87g58tQrC6J+OhZWpxyZyiSaahDojhPoXhgpR4aeFlPB3rl/biRiGt0tc5+qPd+oKZ2etmhG0opNTEwWNn3RxLhpnQLgt1uRReGSalB/OTLrfRbVeAJBFChctYT1n3wQT3F+RoUinFv1L79iLRs+9QEcOXPT5NeZm8XGzzzEkjuvwzZLQvEsgijizMtm/SceoO6u61Hstlnb10RY3U4kyzkjAkGSqLn5StZ9/P6MC0UALZGk4+CJjG7T5NLCmePH4nKCAIWr69j4mQ/OilA8y9kI+6qH76TiqnWIF1GvKRMTExMTk5nSE0kQH08sCgK5LhsW8/vxomfWI4upWIKcxVVs/vzD+EoKRpq7nIeh62jJFJqqgWEgShKS1TJoQjHxpE+UJSqvWU8qFmfX935NtGf2UlK9ZYVs/PQHKb9yLaI0uRvBMNJmP1oyla73E9JpltKg+c1ECIKA3e9l3ccfwObzsO+nT6PG537V3OZ1I1vTYlGQJKqu28iGTz04a4I50NxOoNFMT5oqaiLJ0d+9hq+sCKvbidXjGhT6CqKiIFlkJEVBUtLXoKQoCNLFaeev2Kx4S9IW/ps/92GyqkrHPY6zBjZa4lyavCgPPm+m0LjXke1j3SfeT6w/SNveIxk5FhMTExMTk4VObyROf3T8OWhlthuHIhFNXjzGXSYjmXWx6Mj2se5j95NVXT5CKOqqRiIcob+hhe6j9YQ6uokFgqjxJBgGkkXB7vfgLS0kb2kNWZUlKE77uBM5UZapuXEL8YEQu7//m1lJD3PmZbP59x+mdNPKcYWiYRiosTjhrj66jp4m0NhGtKePRCSGnlIRRBHFZsXmc+MpzidvaQ2+skIsLse427W4HCx/4BZifQGOPPnqnLcxsLqdaZdUQaBo7VLW/977RxWKhmGgp1SS0RiJgVC6BUFvADWWQFNVZKsFxW7DmePHXZSH4rBjcdgQlXO1rIau03X09ORbdZgMoSVTHH7ilcHb7mxfPRHZbkWxW7E47CgOO4rdhuK0YXW7qLh6HeVXrJ3XcU8HyWohf8Uiqm/aQlZVyagtX7SUSiwQpO90E93HG4h09RIfCA89IySrBbvfg6+0kNy6avyVxVgcjpHbugBvST4rH3offfVNxAfCs3WIJiYmJiYmC4aYqnGsM8CGstwxX1Ob48Fjs9ATMcuILmZmXSzmL60ZbEY8PHKWCEU48/YuGt7aSc/xBhLhaHrSdqG7oJB2I7R53RRvWMHi264hb2n1uOYpktXColuvpnn7ftr3Hs3o8YiKzNJ7b6R4w4pxx6ClVDoPnaDhrZ207DxIrHeAVDwxujmNICBbFaxuF3l11VTdsJmyLauRbdZRhbEgCCgOO8vffxudR07Tc6w+k4c4IZIiY/O48BTlseqhO9I1qBeMU00k6atvpnXXQdr3HWOgtZNUNI6eSqV7qhlGunWBJCIpChaXHU9RPvnLa9MLA1Wl2LO8pGJxeo43LIiasIsSwxi8pdL3laHrJEMqyVCECyuqJIuCKy/74hSLFoUld16PbFFG9mE0DMIdPZx+7T2a3ttHoKmdZCQ6wqUZGHzeWLF6XBSvW8aSO64jd2k10jj3uiCKFK6qI3/5Ihrf3ZPpQzMxMTExMVlwpDSdI52BcV+T67JTm+ulvjc0N4MymRVmXSxeaLWv6zr99c3s/O6vad11cGIRYIAaTxKO93L8mTdo2X6ApffdxLL7b0k3dR9DTDmyfax66E56T5whGcmMi6YgipRfuZal99w0puOpMdi0/uDjz3Pi+beIByZxgxgGajyJGu+jobuP5p0Hqbx2A2sfvRdPUf6okQ1BEPAU57P2kXt45xs/nNWU2xH7FkU8xXlUXreRwtV1w1JotZRK1+GTHH7yFTr2HyPaF5hUD8xY/wADzR00b9+PxenAVZhD8brl5C6qNOsV55SLswhdEASsLseIn6diCZq37WPvT5+mr74JY6Lm70a6zlqNJzjx/Fu07j7EsntvZtkDt47b4ke2W1l02zU0b98/al9ZExMTExOTS4mUprOnpZdwIoXLOnpbLY9N4brqAl463jJfnaZMMsCsi8XzMXSd9n3H2PGtX9A9zWhYpLuPPT98AjWeZNWH7sTitI/52sJVSyi7Yg2nX92WkVRNX1khqx66A4vLMeqk0TAM+hta2PXdx2l8b+/EE9MxUGNxTr74DtHuPjb9/sNk15aPKYqL1y2n5sYtHHz8hTlLRxVlieXvvw1nbtaQsYdhGCSCYY4/+wYHHntuRmmjyUiUvlNN9J1qQlTk0SNAJiYTkIrGOPDYcxz+7UvTTg+NdPWx58dPIioyy+67edw+k7l1Vfgriuk91TTdIZuYmJiYjIKBMaHYkC7CevvzmUhLCQILzlPgaFeAUz1BVhVljTo2iyRyXU0hBW477UGz/dnFyqy7oZ5PpCfAvp88Rc+JmTXo1JIpjv3uNRrf3T3uKr5st1J57SasHueM9gdpgVR14xayqsvGFIqJYJg9P36Spu37py0Uz9sg7fuPsf8Xz5AMRzHGeErKditV12/COUcOsJCOLPorirGcrR81DJLhKAd++Rz7fva7jNYXmkLRZDoYhkH9Gzs49OsXZ1xHqMYTHHnyFXpONo55H541n/JXlo5r4mViYmJiMnUMA9QJFsQdljmNf2QcVdPH/I4BUEQRqzyn0/YJ6QzG2N/Whz7Od+OyAj/rS8euazRZ+MzZVWfoOseeeY22fUcxMtBvJdYfZP8vnqX/TMuYrxEEgYIVteQvXzTj/fnKiqi5YfOQC+iFGIbB0d+9xpm3dmZM4OiqRsNbuzjz1q4xXyMIAtk15RRvWJGRfU4HNZniwC+f5dBvXzzXFN3EZJ4wDIOe4w3s/fGTGbseg21dHH/uTVLRsVdGJUUmb0nVmM8IExMTE5Ppoer6uG0aAHKctot6rS6WUtHGmR/bFGnMdM/5QjMMfr2/gWB87JIyh0XmM1cswWc3vxsvVuZELBqGQbC1k1OvbB3d4GWaBM60cuyZ18eNLlo97sE+aDNYcRKg+qYtuAvzRv21YRj01Tdz9OnXMl6vpKdSHHvm9XFrH0VFpvr6TWmH0jlG13Sa3tvL4d++hBoz3a5M5p9EMMzBX79AsK0rcxs1DFp27CfQ3D7uy/yVJcg28wvRxMTEJJPEUxp9E7RpWFrgQ85wH++5pCeSIDlOVlqWw0q53zWHI5ocO5u6eaehc8zoIsC11QU8uqEWu2L2XLwYmRuxqOt0HDxBuKMno9vVNY3WXYcJdfSMGboXRYGcRRXYs7zT3o/N66Z47TIEafSPS0umaNq6l0hX37T3MR79TW30nGgYNwXOW1aEu2juw/yx/gGOPPVqxkyETExmgmEYdB05TdvuwxnfdjwYpvvo+LXWzryseVm0MTExMbmUiaU0ukPxcdM0y/0uShegmJosHaEY8dTYAQeLJLK6OHvBCa7eaILH9zUQiCXHfI1Nlvj9K5Zw46Kiizr6e7kyJ2IxFY3TvOPArLgEDrR00Hn4xMiWG2cRBHxlRXhLC6a9j5zFlfgqiscsLI72Bjjz9q5ZM5hJhiJ0Hjo5rnOsM8dP9ii9LGcTQ9dpfHcPXYdPzdk+TUzGQ0ulaHhr56z05dQSSXrHqVsEkG1WbJ6Ld7JiYmJishCJqxqne0PjRt7K/C5uW1yMcpFGFzuDMdqD0TF/LwgCdywtpTLLPYejmhjDgBeOtfDisZZxgxrVOR7+9a6N3Lq4ZE7MiOyKxOI8L86LvJZ1ITAnd1S0L0DPiTOzsm1D12nevh9NHbtOUFRk8pbWTGv7kkWhaM1SLI6xXVe7jpwilMmUt1HoOdFAKhof8/eiLJG7uDLdZ26OiAWCnHl7F2rcTD81WRhEuvroOHB8VhZuDN0g3NWLGh979VSUJaymWDQxMTHJOPtae8dNRbXKEp/csoTNFXlcjMGrcDLFjqbucV1fF+d5+eLVyxZc/V9fNMHX3zjIyZ7g2Jl+gkBNjof/efBKPnvlEgo99oyfJ5dFpiLLxcNrq/n+Q9fw+MdupCbHk+G9XH7MiVgMNLaTnEXjk/6GFhLB8befU1sxrW3LNit5S6rG/L1hGBMKuUwQau+eUJT5yovGtfbPNKG2bnpPNc7Z/kxMJiLY2kW4M7Pp7ueTisVRE2OLRUEQ5/QeNDExMblcONLZT2Pf+O7WdXle/uaWNawsymKUFtULmlhKZduZLhLjZOFZJJEHV1fymS1L8NgW1nfNgbZ+/mfrMcJJddwIY5HXwd/ftpb/euAK7llRjt9uQZrGyRIFkEUBt1VhWYGPh9dW89U7N/DYozfwH/dv4f6VFZT6nIhm3uuMmZPY7EBLB6nY7ImpWH+IYEvHuO0j3IW5KA77uG6GY73PXTS6sQ2kJ48DTR3oGTTuGY1EOEoiFMFdOHZdois/B9lunTNH0s7DJ0mGx06ZMDGZa7qP16PNYrsVLZlCHyeLQRAFJMVMeTExMZldRAEskoRFFrFIEtbB/1tkEassYZHSbRaWF/jHnYgrksj60lzcVoWkppNQNZKqTlLTSWpa+t+aPvgzjQyY2U+b3kiCpw83saEsd8xjkiWRa2sK+OHD1/Ctd4/xdn0Hjf1hIsmxn9uyKOBQZJxWGadFwWWVcVpkTveE6AjNnR+DbsDWM12c6B5gRaF/zP7aXpvCl29aRV2Bj1/uqedAWx+d4diYTqoC6air05I+LqdVwWNVUHWdQx39JNTMZOJohsEPd5ykzO/iU5sXj9nKRBAEfHYrdy0r4+qqAg53BHi3oYNtjd009YcJJVJEkyopTccgHZFUJAGrLGFXZNxWhRynlcpsN8sLslhe6KfAbSfPbcehSAuuF+WlwKzPanRVI9zRPW693UxJhiME27spWLVkzJvL6nbiyPYxMEWx6CstxOJ0jLPvKOHu3imPeaoYmkYiOP6KmmyzYvd5Zs1oZ9h4DIPeU42zOjE3MZkK6Wuyaez65UzsQ9cn3L4gXJz1MiYmJguPLIeVB1ZVkOO04bEquG0KLouC0ypjV2SssoRNlrAr6f/blME/soxNTovI8SbPXpuF/3nwShKaRlzViKfSfxJq+t+xYX9XiSY1wokUoUSScEIlGE/y2wONtAzM/iJ1UtN54sAZHllfw5I875jHJQoCKwqz+L/3baZlIMKJ7iCN/WEGYkliKRVRSAsPl0XGY7fgtiq4BgWU12bBa1cQEPjcb7by2wNnZv24zqdlIMLP95zmH25bi0Ue3chGEARcVoUPr63mnuXlnOwe4FRPkK5wnFA8harrKKKI3SLhtlrw2M4dn8em4LFZ8Nst7Gjq4aM/fzOjgnggnuSfX90PGHx6yxJs8tjiTRAE/A4rV1Xlc1VVPpqu0xtJ0B9LEEqkSKppsSgJAookYlcknFYFv92Cy6qYEcM5ZNbFoppMEh8Yu+1DJtCSKWK9AQzdQJBGv3gUhw27z83ABNb3F+IuzEWxj+1uqCWSaInUrDsgShbLhNFLSZHnrF5KjSeIdPfP6sTcxGQqaKkU0Z7ZXygxMTExmSsK3Ha+fOMq8lw2REFAFAVEQUCAjEVQRFHALqbFJ2PbM2AYBgagGwa6bqAbkNQ0DrT3z4lYBDjdG+THO0/yV7esmdC4RJZEKrLclPtd6IaBphvopCNtAoz7WQZiyXmre3x8XwN3Lytjc0XeuIJIENIpmGtLclhdnJ0+vsFzJJAWzek/o18rs6W1usNx/vnVAyiSyMc2LMI+yWifJIrkDUYITRYWsy4WtURqwnrCTBDtH0BLpRCl0UWbYrNicTmntE1RkXHk+BGksW2KnXnZ3PQPX5oVp9dhY5FEXPk5475GEEVky9wUPaeicTMF1WRBkQxFZ7122MTExGQuEQUhHTVcAOntwqCwEgVhyPFCEoU5cbY8i27Aj3aeZHmhnwdXVY4ZfTsfQUiPcYzuZwuOpv4wX311P/9610aW5Psm9R5REBDHCJbMB93hOH//wl56Iwk+vnERJb6pzb9NFhazLxZTKVKx2c/5TgyE0FMqjBHhkywKFtfUVitkqwW7zzPuiohstZBVVTql7c4WgiggzZFFsBpPoMbNibnJwiEVHd98xsTExMTk4qcrHOevn9tNPKXx4XU1E6baXmwYwMvHW/nf+na+fs8mFo+TcruQ6Y0m+Oor+3m7voM/v3EVWyryxk1LzTS6YRCKp0iN027FZHLMSc3ieFbzmSIVi4+fpikIKHY7gihgTLJCW1IUrO6LaDVEEBDmaOlM1/RZj6aamEwFNZk0a2hNTExMLgOaAhH+9oU9BGJJHllfQ7bTNi1HzYWKqhu8eqKNLz3xHn99yxrWleRMOp1zIZHUdN441c6p7iCPbKjlgZUVLM7zYpFmR+AbhkFK0+mNJnjzdDsvHG3lTN/slsJdDsy6WDR0fU4mcGoiNW5vNUEQ0pb2gkB63WZiRFlCHqdecaExl48Qw9AnLbpNTOYCQ9Nmpb+iiYmJicnCoyMU4x9e2su7DZ18eF0N11YXkO20zliEGIZBOJEiNs+Lj5ph8PrJdhp6wzywqoKH1lSxNN83qdTbiUhpOoFYckwH1UyiG2lx/6+vHeBX++q5e1k5964oZ1GuhyzHzM8XgKrptAajHOsMsK2xixeOtnCiO0gwnpzkjN9kPGZfLBoGxiy3lYB0BHOsvi5nERUZQRAmfeEIooi4AOoEFiTG0H9MTBYEumYuYJiYXM58b/sJXjvZNubveyIJgnOQ6ZRJGvvDPPKzN7Es0II7A9jXNvuO8GMRSao8fbiJV060sbo4i+trCtlckUdNjgePzYJdkbDKErIoIgrp8Wp62uwmeZ4DbDip0hqIcKJ7gIPt/Rzp6OdwR2DejussBtDQF+LfXj/IY3vr2VKRx9VVBWwoyyXPZcNpSRsTKZKIJKZrSnXDQDMMVM0grqbdbGMplb5okobeEMe6Auxr7eNYV4D+2Pj9uzNJUtM52R3ka28c5Ec7T1Cb62VzeR5bBs+X32HBocjYFBlFFJAuOGeqrpPSdOIpjWhKJRRPcbo3xIG2Pg6293Gie4D63hCx1OxqjlAixVdf3c8PdpwY8zX1vaGMtSRZCMy+EjKMCUVcZnajT6hdRFGckv2TIApI45jbmJiYLDRMsWhiMhtIsoLFYpvxdjRNJZmYHR+Do50BjnYGZmXb80UokeKVE2MLYJM00ZTK1jNd7GzuwSZLFLjtVGS5yXPZ8DusOCxpwagbBgk13U9yIJ6kN5KgJxKnPRhlIJ5E1dJpjNoCdHpvDkRo3d/A04eacFsVyrNcFHsd5DhteG0WLLKIKAiktHSfzEhSpS+aoC8apysUpyMUJa7qqJo+1MNwvuiJJOiJdLGzqZtvv3cMj02h1Oei0GMnx2nDaVGwKRKyKKAZBik1fTyhRIqeSJzOUIyOUIxwIkVSSx/TXB1PStPZ0zJ/CyTzwayLRUEQEMTZXxETxYlzuXVNm1qrB4MJha6aTE3Y/3CuSIYjqInZ62dpYmJiYnI5IrBkxRZuf+D3Z7ylU0d388yv/gM1dXFF+EwuDlKDQiiUSHGyJzjfw8k4ukE6GqpqdEfi7Gqe7xHNDFU3UJMqkaRKe3D2zTBNpsfsRxZFEXEOonOiLE0YNdRT6pSinPok6i17T5zhnW/8cEHUShm6TqTb7DNnYmJiYpJBBLA73BSW1Mx4U73drRedSYeJiYnJ5cysi0VRFNPGMrOMbLcijpPTbxgGajI5pZomQ9fRkuNH6nRdo+9004IQiyYmJiYmJiYmJiYmJpli1vNDRVlCts1+o3iL3T5uBNPQDVLR2JTSUPWUSjIyflhctlrmrLehiYmJiYmJiYmJiYnJXDHrKkeyKFicjtneDTafe1znUi2ZnFD4XYiaSBIPjJ/zLttsWD0u1LiZ/mliYmJicgliQDweobe7FVlWkGQLsqwM/l0x00pNTExMLmFmXSzKVgs2r2t2dyII2LO8SOOIRTWeIBGKTGmzWjJJrG8AQ9fHNOmxOGzYs3xEukyxaGJiYmJyKWJw8vAOvv9//wirzYnN5sDmcGGzObHanNidLux2NzaHE4fTS3H5EnxZefM9aBMTExOTDDAnkUWbz5M2n5klK2LZasGR7RvXdTUZiREPhKa0XUM3CHV0oyaSKPbRLcMtLgeu3Cx6jtVPadsmJiYmJiYXC4l4lI6W06P+TpRkpME/VpuDOz/wRdZuuW2OR2hyqeHLyicrp2goch2Lhelsa0BTLx7Xd8VipbCkBkWxAqDpGt0djURCgfkdmInJFJj91hmiiKc4H9lmQZ2l5p9WtxN34dirmIZhkAhFiPYGprztQGMbyXB0TLEo26xkVZXStG0f+gTOqSYmJiYmJpcauqaiayopQE0lSSXnrtG3yaXL1bc8xIYr70QU034UDacO8Kvvf4XQQM88j2zyFBRX88jn/g92uxuAWDTEkz//Gof3vjXPIzMxmTxz4sziKyvC4rDPmli0Z3nxFI+f8hJs6UCNT33/Ay0dRHr6ceZmjfp7QRDIX16L1e0k1jcw5e2bmJiYmJiYmJicw+5wU1a1HIfLOxRZtNrsF1V9rCCIFJcvxp9dODRuAwNJmv0OASYmmWTW3VABvCX52P3eWdt+dnUZFod93Nf0nDgzrW0nw1G6jo6eenOWrKpSfGVF09q+iYmJiYmJiYnJOXzZBWTnFl1U4vBCREmivHrFRX0MJiYwR2LR6nFRsGrxrGxbkCRKN69ClMcxt0kkJxR8Y743maRt1yHURHLM19j8Hqqu34Qoj926w8TExMTExMTEZHwEQaCguAq3N2e+hzIjnG4fJRVL5nsYJiYzZk7EomyzUrpx5Zh1fzPBX1FM7pJqGGPhxjAM+htaCLZ2Tm8HBnQePU1/QwvGGAY9oiRRceU6smvKp7cPExMTExMTExMTJEmmatEaxHFMCy8Gikpq8PgubsFrYgJzJBYFQSB3STX+ypKMbleUJUo2rMCZmzVmmN/QdXqONxCboF/ieMT6BmjdfRhD10f9vSAIOHJ8LLnzOiSLmYtuYmJiYmJiYjIdLDYHxeWL5nsYM0IQRAqKq7E73PM9FBOTGTNnyzZ2n5u6e25Etlkzts2s6jIWv+9aRGnsw4j1Bznzzm4MbXShNykMg5Mvvzt+dFIQqL7xCmpvvcoUjCYmJiYmJiYm0+D/Z++84+M4r3P9TNtegUXvAMEC9k6xSCTVuyVLthzZVtyT2IntJE58U3zTneZrJ07sOO7dsnrvEiVSYu8NIIje+y62l5m5fywIEsICRCMJkPv8fpTILTPf7M7OfO93znlPbkE57szcKz2MaWG22CmuWIwkXRYfyTRpLimXL8YvCJRdv4Z5N2+cETFlyXSx/CN34Swa+4Ki6zodR07TM8V6xQvxNrVz5qV3iIcjKZ8XBAHFYmL1Jz7IgjtuQDIapr3PiWCwWTDYLJdlX2nSpEmTJk2aNJcKQRAoLFmI1ea60kOZFnZnBgUll8arI02ay81lTQhXLGaWffgOijesQJhGLrpsNLDo3pso3rACURrbVCYeDFO/Yx+xQGjK+zqHrqrU79hL98mzY9YuCoKAJdPFyo9/gKoP3IRyEYfWqSIIAma3g5LNq9nw+YeZf9v1l2Q/adKkSZMmTZo0lwujyUJeUSXiHI/I5RbOm/OCN02ac1zWX6MgCDiL8tj4pY9jznRy9rX3Ji3krNmZLL7vZhbff/NFU1pbD56gdd+xMcXdZBls7+HQz57GWZw3Zp3kOcG49lMPkLt0PjUvvE3XyVqig4Fp7VuxmjG7nbhLCyhct4ycqnk4CrKRTSaOPfrCtLadJk2aNGnSpElzpbHa3RSVLZrj7SYEyiqXYzBemoBBmjSXm0suFrWEiiCKCGLyhy8IAlZPBhv+4GGK1q+gYcc+Oo6cJuwbJBGJQQphJxsNmJx2CtYuZcEdN5C9qHzcVhm6rhPs7uPYb14gEYnO3MHoOp3Hqjn8s6dZ+9kPY7RbxxSMsslI2fVrKVyzlO7qOtoOnKDrZC3+jh4SkShaPIGmasnjFQBBRJRERElCVGRkowFrVgaOghwyyotwlxbgyM/GlusZEU3VplOLmSaJICBKYvI8laThv7//MYPNypi2u4CkyNjzsogFQuiaiqZq6KqGrmloqjr0//OPXVZGHKOIKErJ/19wjIrJiNFhG3czstGILTcLxWIePiZdHTouTU3+XbtCx5gmDUl3akUxISsGZFlJnuuigICApg/9HjUNVU2QiEdJxGOoauIKjlhAVhQMBhOybECUZURRREBAB3Q9ef3Q1ATxRIx4LIqaiF/B8V5bCIKAYjChKAYkWUGSZARBRBAEdF0fPqfOn09xEok4MDOL1NcSgihSULwAV0bOlR7KtHA4MyksXYgoXh3t1ERRSv4GDEYkSU7OU4VkduC534CmJlATCeLxCPFYDF1P3/+vJi6pWNR1ncZdB3AW5pJRUTxCWMlGA8UblpO3bAHe1g56TtXha+si3O8jHo6gazqSQcbkcuAqzCV78TwyyopQLOZh4TkW8XCE6ud30FvTMPPHpOmcfX03ttwsFt93M4rFNO4KmGIxkb+yipyqSuLhMOH+QfydPYS9gyTCUbREIilMFAnFbMZgs2By2rFkulDMJiSDgmxUECRpjq+0XXlMLgfOwlwUiwnZZEQ2GpJ/zEYUswnFbEQxm8//25J8TDYl/252OcbTijiKcrntn/+EeDhCPBwlHoqQiEST/77w70PPq9EYiUiURDRGIhoj6g8y0NiKGp36RNDksuMqykOxmJCMQ8doMiKbDOePyWREHj6+5L8ViwnFYsbkHF8sZi0o49Z/+jLxUGTEscTDERLhKPFIhHgoSiIcIR6JDh9f8lhjRP0B+hta0eJXcnKe5uoiKbZcGbnkFVaQlVtCRlY+TlcWdmcGBqMZWTEgCCJqIk48HiUWDRMM+Bgc6ME70I2vv4verhZ6OpsJhQaHFuEu1WRfQBRFrHYnOfnleHKKyMwqICOrALszA4vFgcFoRpQkdF0jEY8TjQQJhwIMenvo62mnr7uVrvYGutobSMSjM5Y9kyaJKEo4XB5yCyvIzC4kJ68UhysLm8ON2WJHVgxIkjx8PsXjUcIBP76BbgZ9vXj7u+jpbKavu5VBXx+ampjydyRKMgsWr8ftyUv5fEfrWRrOHJnG0Y5GEEWKSqvG7BHo7e/i1JGd09kDgiAgiCJmi50MTx6ujBwysgqoWr5pzIicw5XF2s13Eg5NL1OrrvogXe2NTPc3LggCgiAiKwac7mwysvJxZeRQUDyfnPyylHM2WVZYsHQDNod7Wvv2+/o4eWQn2iVY6Dp3TJ7sArLzysjMLiAzqwBXZi5WmxOT2YosG0AQUNUE8WiEcDhA0O/F29dJb08rvV0tdLTU4vf1o2nqjI8xzeXlkorFmD/IsUdfwmA1s/EPP4arJH/E84IoYrBZyF5YQfbCCnRdR43FUeMJ0HUESUQ2GpKRjwkKJTWe4MxLOzn1zBtoiUtzgsZDYY79+nligRArPnoPBqt53PElI40GZJMBs9tJRkXRJRlXmvEpWLOENZ/8IEaHDUmWEOShFTJRgBkQ4pIsY8uZWE8lXdeTUbhEIhk1SKgMtnXx1j9+F19L55THkL9qMes/9xAGqxlRlpJRClkCQZiRxQbJoEzyGJPHdu4YvS0dvPE33ybY3T/tsaS5thFFCVdGDpWL17F4xRay80pxuDwYjONfj9+PruuoiTih4CCBwQG6Oho4e/oATWeP09/bTjQy/Zp3AElWcGfmUlKxlMqqtRQUz8fhysJstSejnxMcs67rJBIxgn4vXe0NnD76LqePvUdfd0taNE4Th8tDScUSqlZsobh8CQ6XB5PZOqkIka7r6JpGKDhIKOijv6edMyf30Xj2GL3dLQT93kmNSZYVrtv+QRav2JLy+V2v/5bG2qMz+t1LksySVddz412fSPl8zYk9nD66a8L7FAQBs9WBze7GanPiySkir3AeWbkluDJzsFidmC22i/52s3KKuOOBz0/pmC7ksZ/8E92dTeja5D4zxWBKHoPdhdOVRW5hOXmF88jIysdqd2Ox2DGareM6oBqMZjbc8IFpHgE01R2n5sQeYjMmFgWsNgc5+eXMX7Ke0nnLyMwuwGp3YzCMHxR5P5qmEgkH8fV3U1dziJNHdtJ09tiMXUvTXH4umVjUdR1vSweDbZ1E/UF2//cv2fTFj2PPzx7zpBMEYTjaMxXUeIKzr73L4Z89RWQafRUnQtQf5PhjLxEdDLDyY/dgy/FMy7QnzaVHMRkxux0YrFfePVYQBARZSgq5IWLB8LiGTRNBNhowux0z2qJmqiSPUR6RMm4eDKR/J2mmhSCKZOUUs3rjHSxZdT3ZuaXT+t0IgoCsGHC4PDhcHvKLK1mx7mYGB3p466Wf895bT0w57VMQBKx2F2WVK1i88nrKKpeTkZU/rfQ0QRBQFCOujJykWK5ax3XbP8jut57k8J5XCAymF2ImgyAI2J2ZLF55A+u23E1e4TwUw9Svn4IgIEgSNocbm8NNdl4pC5ZeRzjk58TBHTz9y28QjV5bk+bsvFLu/vAXySkow+bIQFGMcy5TymA0s/X2j7JszY043VmYzDbEq+BeJitGsnOLWbJqK/MWraGgZAEms3Va2xRFCYvVgcXqILewgrWb7+L00XfZ8fIvaW+uucJp/2mmwqUTi5rGQEMrEV8AdJ3W/cfY//3fsubTD+LIz57RCaOu6yQiMRp3HuDgj54gPHBpheI5tHiCM6/sJNTvZckDt5G3bAGiIl/ei6CuT3p1LE2aNGnmIorBxMKlG9l+58fJK5w3lF4689dbQRAwmq0EAz7UxNQmNpIkU7l4HddtvZ+y+Sswm23TXgxKhSiKZOeWcOu9nyGvoIJXn/0B3r6pZydcS4iiSNn8lWy5+SHmLVqDyZzah2C6CIKA0WQhGg0Ti4VnfPuzHbPFTlFZ1bRTL68kkiSTW1BBXmHFlR7KjOH25LF2812sXH8L7sy8S3I9PXfuL1uzHU9OEW++8FOOH3wrnZo6x7hkYjERjdF5rGbYsEZXNerf3keoz8uyh+6kcO3SGRFW58xsTj71Gmde3km43zcTw58wWjxB8+4j9J5pZP5tW1hwxw3Y87IuyaTgQnRNI9TnpeNINS17j1zSfaVJkybNlcbmyOD6Wz7Cui13Y3dmXvL99XQ1U1d9kCnXNQkChaULWbR80yVvzJ1M87OzetMdKAYjT/3i3wgFL8+i6VxFMRhZueFWbrr7k2Rk5l3yjIdzkcV0qnCa2YLJbGXFupvJziu95PsSJYmCkgXc85EvEYuFOX303Uu+zzQzxyW7g4X7B+murh/xmK5qdBytpr+hlYrtG1h49zacBTnI5snlQwNoqkp4YJD2Q6c4+dSr9FTXo18pZ1BdJ9Q7wJFfPkfjroMUrVtG+fYNuIrykvWMM3AT0nUdNRoj4vPTX99K28GTdBw5RX99K9oUV77TpEmTZi7gzMjm7g/9EUtXb0NWJl6moOs6mpasmdV1DUGUkCRp2M1yvPedPPQ2/sG+KY9ZTcQ5dXgnazbeSVZu8cXHqSaIxSLE4zHURBxN0xBIGpwYDEYMJsuQE+fY45ZlhWVrt9PV3sCOl39BIh6b8vivZsxWB5tufJAbbn0Yi9U+qfdqqoqqJpLnkzDkYH6RmlNd12msPUZ7a+10hz4n0TSVSCSILCsXfa005GKc6vPUVJVYLJLSNX8yqIn4pNeAdHTisQiRCZjrCKKYrPNLMffTdZ14LDptY5pYdPoR6t6uVk4c2kFWbsm4KbW6roOuE4tHicciJOJxNC2BroMoCsiyAYPRjMFoQhDG3o4gCDjd2dz+wT+gp7OF3q7maR/DpUSWYWGZCbMxeS6GYzq1jVGisZld8DEZBHI8ctI/AxgMqPR5Z1fkddpise9sM8cefXFE7RWAv717TBOL6GCA6ufeou3gSfJXVVG0fjlZC8qSrSiG2hSMMBzR9WFDEDUeZ7C9h46jp2nZfYTu6npi/uB0D2Nm0HW8jW0MtnZSv2MfuUvnk7OkEs/8UpyFSYfKc21EBCGFqcrQcZ5LLdVUlVggzGB7FwNNbXgb2+g+eRZvSyeJSOSSGfgA9FTXc/y3LyEqqU+RyMAgseDcSqfpO9vE8cdeRjJc/IZ1JYgOBoj4/NPaRn99C8d++9Ko3+NsIeL1T/m86ThaDYAgpb4ZBbv7Z7ZVTgrCAz5OPvUaBlvqutdEJIa3uf2SjuFaw2p3ceOdv8uyNdsv2qhb01TisSje/i662hvx9nUQDA4SjQTRVBVZMWI0mbE7MpLuhZ483J78YXfLcxPUoN/LmZP70NTpXWO7O5uoObEHT07RiMlvUhyqRKMherta6O5opLuziYHeDgKDA4SCg0mhJwiYTBac7myycospm7+ckoplmMyWMSdlsmxg9cY7qDmxh5aGU9Ma/9WIrBi4but9XH/LRzBbxnd/1jWNhBpncKCH7o4mBvo78fv6iISDqIk4kqRgNJkxW+y4MnPJ8OTj9uRiMg2ZnAwZi8WiYc6c3HvNRnv7e9p56fHvICsXrwVdsup6qpZvQUrRHq23u5Xdbz1BKDi9+2TT2WOTbu0Qj0bZt/M5ak8duOhrne4sbrjtYaw25+jtxCLs2/U8LfXT+20G/QPTXgyKxyKcOPQ2azbdhcPlGb5G6UNzUTURZ9DbS1dHAz0dTfR2teDz9hD0+4hGQ2iaiiwbsNldZGQVkF9USWXVWjI8+YhjOPgLgkBuQTmrrruNt178KfHYpb1nTwe3Q+J//6GQypLkeVvXHOXDX26iqW1mWxctrDDy7b8uxO1IztteeHuQ//ONDmZT97Fpi8We03X0nK6b9Ps0VcXX0oGvtYP6N/dgzcrAWZSHqzgPe14WitWMbDQmL9aRKOF+H77WTgaa2vB39BDu86HGZ2evKS2hEuzuo+6N3TS8sx+T047Z5cBRkIM914M1JxOTw4ZsNCAZDICOllCJhyPEAiEivgCB7j4CnT2E+rxE/UGi/iBq7PIdb+exmmQa8VVET3U9Pe+Ldl9q7M5McgvKRxha+AZ66GpvuCR9iHprGi5Jy5jZQOu+Y7TuO3ZFxxDq9XLkF88O/9vuyCCveP6IjirGmHG4B1ua6aEYjGzc9kHWbLoTaZyohKZpDHp7qDm+m+OHdtDT0UQw4CMSCabs9ylJMkaTBZPZRkZWPsXliymdt4z84vk4XB5aG0/T2Tb5+9r7ScRjHNn3GivX34LV7kqWTQS8dLbWUV9zmDOn9jHQ20EoOHjxSIEgYLU5mbdwDRtvfICyyuVjprdmZhewdPU22ltq0z0ZL0AQBBYt38zW2z6KxeoYNxoY8HtpOHOYk4ffoanuBEH/AJFIKOXnKQji0Plkxe7MpKisiooFq8grmkdmVgEDvR3Untw35YjY3LKCGU3AP8CRfa9N6LXuzFwWLtuIlGJ66h/s48i+1xn09sz0EC+KqsaH0tIvTk5+Gddtuz+lWEwk4tSdPsixA2/M9BCnRFtTDfU1h1ix/pakQFQT9HQ209ZUQ83x3bQ2VRPwDxAJBS5aZygrBrJyilm35W5WXncbdkdGytdJkszytds5duANOlunf529VIiCgMsu4XEnz8U+r4p0kdZ9UyGRgKJchZKCZNZMIKRiMYkEQrNHLV7aQoqJoDMshvrrW670aGYcLZ4g1DtAqHeAvrNNV3o4aS4z5fNX8qFP/tUId7F9u57jyZ/9K/FY5AqOLM1MULZgBR/7/a+PSOE5tPtlHv3R36dTAGeAqhVb2Lj9AYymsR2MQ8FBjux9jX07n6WtqWZCxgmqmhhqbTBIf287Z08fQJYVsvJKKSxZgG+gZ8Zs3lsbT3Py6E4KiuZTfew9Th3dRUdbHdHwJDNidJ2g38vR/a/TVHecuz70hyxfd1NKZ1VJklmwZAN7djxFf2860n2OnPxybr7nU1jtrjFfE49FqKs5zI6Xfk7j2eMTuk7rukYkHCASDuDt76Kl4RR7djyFKzOHwpKFCKI0re8hveyU5lKhqgn2vPMMBSUL6O5o4ui+12moPYJ3oDvlQtt4JOIxOlrP8sLj/01T/Unu/ciXsDs9KRdlMjz5LFiyYVaLxcuF16/iv0AYetwyhbkK1fWzJ+p65cVimjRp0qRJ8z7szkw2bX8QuzP16rQ+JJ5ef+5H7H/3+QnVEo1HIhGno6U2OXmZwcXjeCzKG8/9GF3T8A30kEhMfxHB29/Fq8/8gJyCZJ+3VJOxzOwCPDlFabE4hNFkYd31d5NbMLabZSQc5MC7z7Pj5V8y0NvJdGSapqn097TT39uBKIhp98c0s5bmuhP8/Lt/yUBvB5FwYNpZMYl4jOMH3iQrp4ib7vlUylpVxWCiqHQRisF0zS+c+4Mq4fB5sWi3SuR45FklFud+k5g0adKkSXNVIQgiC5deR3HFkjFr80LBQd588afs3vHktIXihei6NukV9YvR29VCX0/bjAjFc/R0NnFg1/NjTrRkxXBV2fxPl8LSRSxdvR1pDKdyNZFg387nePWZHzLQ28GMxfOGTJbSpJmtxKJh2pvPEA75Z6x8QlUTHNz98piRQ0EQyMwuxGJ1zMj+5jLhiE4kdv6eYzELw/WLs4W0WEyTJk2aNLMKi9XB2s13oYzhfBqPx9j91pPsfuvJazbdV9d1Th3dRV9PW8rnJVHGcxEX1msFSVZYs/EOnO7slM9rmkbNyb28/tyPCPoHLvPoLs5cr1lMc20y0NtB9fH3xrxGOzOyMZnHN5m6FojFdaIxfVioGw0iDltaLKZJkyZNmjRjUjJvCbnjRMVaG0+z951nZsQ+fi7jH+ynrSm1EZkgimMaTFxrZHjyKV+4asz2AIPeHna++utZKRQhXbOYZm6i6xrN9SeJjFGfbbbYMRhNl3lUsxNVO/8rl0RQ5Nm1RJQWi2nSpEmTZtYgKwbKKleMmZ6kqgkOvfcSA30dl3lks49YNExfd1vK1DFBEFAMpou2G7kWKChZQIYnL3XvPk2j5sQemuqOX4GRpUlzddPb3UoslnpRTxIlFENaLMpSMpo4m5ndo0uTJk2aNNcUVpuLssrlKWsVdV2np7OZ6uO7Z7yucC6iqSrBgHfMz0KSJKQUbqnXEoIosmDJ+pSusZDsV3ds/5sz5n6bJk2a84SDfqKRsTJAhDFLDa4l8rIVsjLO9/mNJ3RCkdl1f0uLxTRp0qRJM2twZebgySlK+Zyua7TUn8Tb33WZRzV7ScRjaGP2bBVgnF6C1wIms438osoxn+/ubKK1qfoyjihNmmsHXddIxMdw9RSSiznXMpIEm1dbKc0/L5qDYY3egcQVHNVoru1vKU2aNGnSzCqyc0vGTE1KxGM01Z1Iu0tegK7rU272fi3gysjGYnON+XxL/akxa6rSpEkzfWbKYfVqQxRhw3Irf/hRDxbzeTk2MKjS0hG/giMbTbqYIU2ay036upkmzZjk5Jcjj5GaFItF01GgNJPCnZk3Zv2rpmm0NJ6e0ZYmadKkmRsYFIGKYgNmY+q4WYZLwnTBc0aDwOJKEy779FL7DYpAbpbM9g027t7mpDhfGZEAcrI2QkPr7LompcVimjSXmfQqW5o0Y+N0ZyGNYcri9/URDHgv74AuMYIgIMkGZEVBlhUMBjMWmxOzxYZiMGEwmJAVA7KsDP3fgDT8d4WCkgWIY/QOTAM2u3tMx8VoJMjgQHc6MpsmzThIkoysDF13ZANmix2LzYHRaEYxmFAMpuHrlywbkq+Vktcoi9WOOzP3Sh9CSvKyZH7+b8UsKk99fRCEpEA8R3Gewm+/VcK0yuUFEIeqA2RJQBQZYbwViWo8+qKXWGx2XZPSYjFNmstMqhQ6UZRwe/JwDfUdkmQFNREnHAow0NeBr7/7iqTeWawOMrIKsNpcGIwmBEEgEY8RDgUY9Pbg8/ZcVX3uLDYnGZ58bA43BoMJXdeJRcP4vD3097QRi76vAfolup4LoojTlYXDnYXV5kRRjADE41GCfi++gR4Gvb3oY9aqXTpkxUhGZi4OdxYmkxVRllETCaKRIMGAl4HeTiLhwBS3bcBstY/5fGCwn3hsjPqXOYbF5iQ7rwRPdhHZeSVk5RTjyszDYrUjyQqSJCOKEqIoIogigpD8I4pC8u/DjwkpXT7TJK+rFrszpVkSQCQcJBya2rmaJs3VjCQrZHjyyc4twZNbRHZuCZnZhdidmRiMJiRJGXF9Ei+4RglD1yhx6O+ztVOoIIDJII5IAR0PURQwGS/dsaiqztv7Arz+XmDWJaClxWKaNJcZNREbXsm22pxULl7PsjXbyS+qxGp3YTCaEUUJTVWJxcL4ff20NVVz/NAOzpzcS2Qakxu3J497P/Ll4bQs/+AAz/7mm/j6u4dfI0kyBSULWbp6K/MWrcHpTgpYRTGAkGxdEIuECQV9ePu7aao7waHdL9HV0TjuCv3mmz7M0tVbhye2iXiM/bue5/DeVyd9HIrBxNbbPkpl1ZoRjz/36H/S0nBqUtuSJJncwgqWr72R+Ys34HR7MJntyIoBXddJxKMEAz76e1o5fWw3x/a/QX9fB+j6zAoXQcDp8lA2fwXL1txITn4ZVpsLk9mKJCtA8tyJhJOirKPlLEf2vU7j2WMEBvuntevbH/gDSuctQyAZ+X7jhZ9w5sTeEa9xZeSwdPVWFi3fhCe7CIvNhcFgRBAlNE0lHosSCQfw+3ppbz7LqaO7qDn+HonExGsvFIMJg9EypvgJBQcntb3ZhtXuprisikUrNlFcthi3J5kiOZZTZ5rpIUoyFotjzPMpFg2nXVDTpBlCkhWycopZsHQDlYvWkpVXgtOVhawYrsoFqXBU53R9BKddJCtDvqLtK+IJnbf2+PmL/9dJd9/sMreBSYpFUQSPS0ZRhiZ7CZ2egcT0QrJXOYoskOmWkMTkZxaJavR55745Q4ZTwmwa/4cVjWn0DaiXdYVElsDjlpGk85/3gE9Fm0XLNLFYFASB/KJKbrn3M8xfugGDwTTqYiyKIrKiYLbYyc4rYfHK6zl5ZCevP/sjujsapxRVMhjNlFQsxeHyAOD39eN0ZQ+LRbPVzsZtD7DpxgexOzOGIxcjxyWhKEasdheenGIqFq7C7+ulp7MZTR/73PbkFFGxcNXwKn8sGqH29P5JH0NyDCI5+aVULFw94vGxapPGwmx1sHHb/ay//l7cnryUxytJFowmC+7MXMrnr2L52ht584WfUn18N+FwYOh7mN5NRjEYWbzyBjZtf4CiskXIQ5HEUZ/9UMqPzZFBTn45i1deT0PtUXa+9hvOnNiLqk7tJpNXUEHFglUIgoCu65w8/A5nTx1A01RkxcD8qnVsv/MRiiuWIIpS6nNVVjBbbLgycigqrcKTU0j9mcOTEneSKCGP0xcwHougqXPv+ml3ZLBoxWZWrr+V0nlLUQxGIB0RvNSI4vjW/IlEPF2vmOaaR5IVisqqWLHuJhavvAFXRnbKe+HVRldvgk/9RQsLyowsmW9iw3Irq5eYKco14LCJGA2X9hqt6TqRiE5Pf4Lfvuzlu7/qpbF1di6GTkosZjol/ufvClm2IJnfe7Y5ykf/tJnegbl3875cLKww8p3/W0heloyuw1t7A3z2r1uv9LCmhUER+NoXcrhr6/gT83cOBPmDv2klEr18Sq0438CPv15EQU4yEvPW3gB//m8d9PtmzzmaiEfJK6zgjgc+T8WCVRetNzp3sTIYzSxfeyNWm5OXnvjupCNoqZAkCbsjA0hGPW649XfYdOMDGE3WCV0kBUEgEg7T3lI75xwqTWYbN9z6O2y5+SGMprGjWecQBAFBkigqq+Keh76E1e6ivbmWeCyKZJ56kobJbGX99R9g6+0PY3d6Jvy5Q/KcmF+1Dk92ES8/9T2O7X9j2pNfQRCwOdzDdYPL19zITfd+iqycojHT+d7/flVT6WytIxzyT27fojju70FVE1ck9XbqCOQXzeOmuz9JZdVazNaxo1xpZh4BcTgqnwpd09DSq91prmEMRjPrttzN5ps+RIYnf9zfy9XIYEBj//EwB06EefxlHxlOiQVlRjavsbJplZXrVlqHDXDCEY1TZyNEpllPqGk6kahOV1+C42ci7DwQ4HhNhEBo9l6LJjXDkSSBwlyFiuLkqnc0rg9HcNKkxmQQKMlXKMpLprSdrp/7mb+CADmZ8vB5MBZnm2KXvcWXQREoyTdQUpBcTa6ujyLNsgYxDlcWdz74h5QvWIkoiui6Tjjkx+/rIxoJkUjEkWUFi9WB3ZmJ0WQBhowwJJnKqnUYjGYe/eHf0dPZPK2xSLKMw+3BZLJyy72fYt2We4fNIJL1eiHCoQCJeAwdHVk2YDJZMZqtw2Pv7Wqmu6Np2p/L5cRgNLPl5oe44dbfwWA0j3hOVRMEBvvx+/qJxyIIoojRZMFmd2O1uRClZH3pHQ/8Ae++8TjxWAST2TqlcZgsNm686xNs3P5BTKbz29B1nXgsQsDvTaZexqIIojAcVbTanMNiThBFMrMLuPuhL2K2WNnz9jOo00zVdDiTqUcLll7H3Q99EZsjYzjqmKyl9RONhtE1DVGSMBotmCw2JCnZWDgaCVF7+sCUjEPGM4CaS6vdkiSzaPkmbrv/98ktKJ/QuHVdJxaLEAkFiEVDxGMx4vEosWg4+ScWIR6LEI9Fk3+PRigqq2LR8k2X4YjmHjr6+IZi6XrPcUh/Llc7bk8e2+98hDUb70QxGC/6W9B1HU1ViUQCRMKh5LUoHiURixKNhIjFIiOvUdEIkiyzbss9WG3Oy3RUU0PXwR/U8Ac1mtrjvPpugIXlRp75Thnzy5Jz3bauOL/3f1tpap/GgqwOmp5MOw2GNeZKoszcVy5pLjuqqvPi234CIQ2XXcLlkMhwSnjcMvnZCrI8928yyfQDiMd11Ble7Fm+9sbhyN2gt5djB97k1NFddLScJegfQFUTSLKCKyOHwtKFXLf1fsrmr0AeWvETRZHSiqVsv/MRnvz5v06rbk6UkvtZd/09rLv+XhTFSDwepaPlLDUn9tBcfxJvXyfRSAgdMJos2B0ZZOeVUL5gFQUlC2g8e3zaNXOXm8Urb2DTTQ+O6Oen6zq93S3s3/U8Ncd3093RTCwWRkDAYnWQlVtMxcLVrLv+bjKzCrBYnWy97aNI8tQuo6Iks2n7A2za/sCwYNV1nXg8Su3J/Rze+wrtzbV4+zuJRcMIgojJbCMrt5iy+StYu/kusvNKEYeaGtsdGdx41yfw9ndz8vA70/p8HG4PJRVLuOOBP8DmyEDXNbz9PVQfe4+G2iP0drUSDHjRVBVJUbDZ3WR48ikqXUTFotVEwgHam2smvV9NVdHGSaWVZWVC0c0rjSCILF29jTsf/MJQenPqa6Ku60QjIXwDPTTXn6CtqYb+3nYGB3oIBLxEQgGikdC4Ufvrb/mdtFgcA13Xx420S5KUdpJNgSCIYzoSp7k6cLiyuPvDX2TxyuuH5xapSCTihAI+utrraTx7nJ7OJrz93fh9fYSDg0TCQeIX+DC8H2dGNktXbZ31YjEVXb0J6lqiw2JR1aDfp9LTP0cU3gySvhqkmTQJFX77kpdn3vAhywKKJCDLAiurzPzP3xYOp4DOVTJdEo/cl4HVLPLUaz5O1EYu/qZJYLbY0XWdoN/LS098l2MH3hzlHqkm4vR1t9Lf00Z7Sy13f+iPWLj0uvMpIoLAomWbKS5/kbrqg1MeiyRJzFu0BqvNhaIYiUZC7Nv5LO+9+Tjevi7i8dFCtAM4e/oAh/a8QmZWwZxzQ7XaXKzbcjc2m2t4Eq/rOv297Tz7q29Se3r/CAGuoxMMeAme9dLaWE1bcw13f/iL5OSXjWnJPxHyiypZf/0HMBjNw1G7aCTE3nee4e1XfsngwEi3U11XCQV9NNUdp62pmub6k3zg4T8hr3DekBOdgMPpYeP2B2g4c4RQcHDKY8vOK+WG2z5KVm4xmpqg/swR3nrxZzSePU4sGhoVrenpaKKh9ijHD76F052NzeHG75v8AoKqJkgkxhaLRpNlTkxiM7MK2HbHx3F7clMKxeQKfYKG2mMc3f86ddUH8Xl7iEXCU0jnnkUF2bMMXdfGXUyTZQOKMvXf8NVKsp3L3L6PpxkbQRBYu+UuqpZvTikUz13fB709HN3/BqeO7KKzrW4oy2iSi9Nz+PIUi+ucbZpb85tLxey/66aZlURjOtH35W3nZskkEnP4yjDE2qUW/uzTWRgNItX1kRkXi5A06tjx8i848N4L4xp26LpOT0cTz//2PzGYzMxbuGbYKt/mcLNm0x20NVUTCQenNA5BECmpWApA0D/Amy/+jPfefPyi0UpNUwkFfIQCvint90pSsWg15fNXIIjnI1ThkJ9XnvpfTh97d9y0tUQiRs3x3QiCwP0f+3MyPHlTGoPRZE3WiGTlD4sJNRFn91tP8PrzP76o420iEae+5hDPP/qfPPDIV8nMLgSSKakVC1axYOl1HNn72pTr+1wZObgyctA0lUO7X+bVZ75Pf2/H+G8aajPS09lET+fU0pLjsQiRSABd11OKLKvdjTyOYclsQJJkNt74QQpK5qeMguq6jt/Xx67XH2Xv288Q8A9cgVFeG6iJBEG/d8zzyWi2TjmF/GpGlKT053IVU1CSzFga61qqqQlqTx/gtWd+QHPDqXGzPa5mIrFkjeJY149ridmfz5MmzWVEFGHNUjMZrku3jqLrOs0Npzi0++UJOzv2dDaz67XfEr1AFAqCwLxFa8nOL5vyWM4JT1VN8N5bT7L7zSeumj52qZBlAyvW3TziJqlrGqeP7uLk4bfHr28693pdT0ZWd7+MPkVzjJKKJSxYumHEDai1sZqdrz06qdYo9WcOc3jPqyOiUYrByMr1twzXuk6Fc+NqqT/FS0/+z8WF4gyRrBcdGFPkJvuQzu5JbE5+GUtXbRszXTYw2M+Lj/83O176xYwIxQsXPdKMRNc1Av6BMWt4LRb7sMHXbOZyT1NlScFqd13mvaa5HCgGEyvW34wrIyelANI0jeMH3+KJn/0zjWePTVsoJq9Pc1NoqSrUtUQJhmev8czlIn2XSZPmApw2iaXzzciXsIxF01Tqqg/i9/VN+D26rtNw5gg9XS0jBI3N7qKkfMm0x9TX3cqh3S8Ri818FHU24crIJq+wYsRj4XCA08d2Tyo6G49FOXNyL6HQ5FM9JVlh3qI12Gzu4cd0Xef4oR2TOicg2auyruYQocDIceQWVJCRlT/psV2Imoizb+ez+Aa6L/7iGWSgtwN1jFRUo8mKe4rR3MuBIAgUVywZbk3zfnRd59iBNzl+8K0ptzkZuT8RWZ7dkdYrTWCwf8xeipKskJldMOv7XF7ufB1ZMWB3Zl7mvaa5HFhtTuYtXD1merxvoJu3X/kV/T0zs0CoyAYEcW6KRUjWLc4mN/0rRVosXmamYA6Y5jKS45FZuch8SVMOwsFBWupPTbo2KRjw0lB7ZMRjisFEQckCFGV8Z9qLUX18N73dc7uly0TILajA4Rw5kfcN9NB49uikt9XRUstAX+eEopEXYrO7KZ+/YoSxRijoo77m0JTaj3S1N4yKUFntLvKL5k16WxfS3dnEmVP7prWNqdDZVj9mHayiGCgdSpuejRiMFopKF42Z3hXwD3Bo98tTTht/P7KSjgBdjP6e9jHrdwVBoGTesqG+l7MVfdyJQ7JeeWancla7C0daLF6V5OSX4crIGfP5mhN7aGk4zUwtUVgdrnENdGY7bV1xahuidPXG6R1IoKrX5iR+erl27/vMZAnsNgm7RURRBPQhe9hQOGlHG4vP7g9ZkQWyMiRMRpFEQqfXmyAUHjlmaajpu9Usomk6Pr+G169OWAS+P2vNbBJw2pIN7kUx6TQaiuh4B9UZ+bxkCZx2CatZRJEFGHL4DIWT407MoQUTq1nEYRcxG0QE8fy5NTCoDtsPT1eMr1xkJi/70pbyhkMBuqdY09V49hhbbn5o+N+CIODJKcJstRP3Ti19VNNUak/um3JK5VxBFEU8ucUY35fG2NlWN6Xay1BwkN6uVgqKF0zqfa6MHLLySkc81t/TwUBf56THAMlFhPeLRYPRTEZWAcn0n6m1r2htrGZwoGdKY5oO3R2NBPwDmK32Uc9JskL5gpWYLfZJ93C8HBiMJjJzilI+l2wz00Jne/0M7s+MZ6heNU1qfAM99Pe2k5VbnPL54rIqMrIK6Gipvcwjmxiapo0bhTYYzUiSPKN9bvOL5mMwTj2NPc3sJTO7cFS7qHPouk7NiT0z2svWk12EwZB6f3OBfp/KH/1jG3aLRDiq0dl7bdZvTmtWrOugazqCABXFBm7dbGfTKisLy424nTKapuP1q9Q3xzh0Ksxzbw1y+mzkoq0IKksMbF1vw2hIRncOnQzz3uHUaSTvJ8Mpce9NDqzm5Erb2aYYO/YGRjTR9Lgl7r3RickoUNMQ5fX3AtitIg/d6eJj97opzDHg9au8+q6fHz7eT21jchJus4jcs93BI/dlMK/EQDiqc+hkiJ88OcCug8GLijtdTwo1SPYDXLPEzD03Olm92ExRroLZJBIIaTS1x3hnf5Dn3hykpiEyJUFnUAQWzzOx/TobG1daKCs04HLICAIMDKo0tETZdTDIq7sCnGmMEp/FxjRmk8B1K6zcvd3Bqioz+dkKiiLgHVSpa47y5p4AL+7w09QRQ9MhMcGVH1lKfk75OQrF+QZK8g18+A4XJkPy3DEaBG7b4iDHM/7P5O19QU6ciUx4Sh4OBQhP0anS29dJIhEbEUm0OzIxTuPGHgoO4vNeflFwuZEVIy539qiocV9365hpjxejv7d90u/x5BSivC/yFA4NEo9Hp+RAKEkKsUh4xGOCIGC1OZFlmcQUei4mEjH6etpmJFVysgT8A7S31OLJKRr1XQmCQG5BBXmF86g/c/iyj+1iSJKMxTJa5J4j4B8gEpqZqCIko9TZeSUztr2rEVWN03j2OPMXr0+ZMeJweZi3cA2drXUzOkmeKTQ1QTwWHdNkw2J1ohiMKZ2rp4IgiBSVLZqW0/N00NHHXN+aK31WdRh35fpKpmVarI4xHaXVRBzvFBctUyGIInlF8zCY5q5Y1HU4dfbq9XGYKNMSi5GohiQJfOAmJ3/9BzksmmccnmhfyKoqCx+42cnHP+DmWz/p5VfPD+APjn1RXr3Ewr/+WT4uezJN699+0M3uI6EJRY3ysmT+8ct55GUlJ12Pvexl3/EQkdh5xVWYq/D1P83D45J4dZeffUdD/MHDHv78M9m4HOdTw5bON7F0vok/+oc22rri/NHHPXz5d7PwuM9/bFUVRjautPIX/6+Dx172jTtGHQhHNbIyJD7/sIdP3J9BYa6C+L4LR9U8EzdvtPPRe9187zd9/PCxPkKRiYu5vCyZL37cwwO3uSjONyQjihdQWpCMoN29zclnPxzlV895+e6ve+kdmH1hxuJ8hS89ksVDd7rI9cgjbhQl+bB8oZk7tzr46L1hvvnjHg6fjkyoGLkoT+Ern8piZZWFHI+M0y7htIkYLzh/zSaRTz6QAYxvgPCFv2vj5NkIE51nJHspTu2zjkRChIN+FNd5sWixOaaVRhUODo5Z03M1IcsKNufo79I30IOmTU0UJSNvOpMp4M/w5I+6WReVVfF7X/kOU4kCCoI4qj5REAQMRjOiJMMUxKIaj+P39U76fTNBOOSn4cwRFq/ckrIez2Jzsuq622htqiYWDafYwpUjWUOYWvDruj4k6mduYa58wSocrqwZ297ViK7r1FUfJHbbwylNnxSDieXrbuTk4bentPhzqdE0jVDAh65pCCl6QmZ48jBZ7NNqlXMhDpeH0nnLrlgdZ9KMKPVvxGAwzfr6UgBdU8eM9EqSjMFw5dq1SLIypilWIhGb0uLiWDicmZRVrpgT7Y7SjM/0xGJM58HbXHz1c9nkZSnoejItMBBKpgUqioDDJqHIIEsCC8tNfP1Pc8lwSfz7D3uueDRLEATysxUevN3F5z/qQZahszeOzSJhNSd7B954nY1PP5jJniNBvvhIFk67RE9/AkEAl11ClgXKiwx85dPZvHcoRGvXOD80PZnq+vdfzOOR+9yYjCLRWPLzisV1ZEnAZhUxGZL7XjzPxNf/OA+7VeQbP+oZ1api9PHAonIj//yVPO643oEkDVnyqzr+kEYkmlQzZqOIbShVeGG5ib/+fA5V84z82b910NIxcxeK6VKQo/Aff1nAnVsdw4JX03QCIY1QREMATEYRu1Vk/TIL//1/C/nGj3oIRy6u2nI9Mh++w0V25uXPpY9EglNewVbjsVETZEUxjmguP1ni8diYboFXE6IkYzbbRj0eCvrQppiCGw75J6sVsTkyRt2szRY7RWWLpjSGsRBFecq1TJquXTEhpmsaZ07upb/ngZRRM0EQWLZmO7Wn93PswJuzKn1a17UxJ1uCIGCcwRV2myODVRtuHTOlLM15Olpqaa4/ybxFa1JGq4tKq9iw9T5eeep/UdXZdy3s7+sgHo9ilEaLXbcnn5z8Mvp72mZkX5VVa8ktKL9iEbxoJIimpZ7rWO2uORGlSiTiY0Z6ZcWAzZHBVEsEpouaiCevmSk0t6wYZlTYLVy6kfziyhnbXporx7TOirJCA198xEOuR8bnV3lrb4C39yXTGiNRHaddYu1SM/fd7KSyxIgkCbjsEp/7cCYvvj3I0eor77xYkKvwRx/34B1U+eaPuzlRG2FVlYUvfNRDQY6CQRG48wY7m1ZZMMgCP3t6gGff8GEwCHzsXjd3bXUgigJL55tYXGkaVywKAmxabcVll5AkgcOnwjzzRrLpu3dQxWISWVxp4o4b7GxYYUWWwGoR+fzDHo6cCvPyLv+omscRx5Kj8Nefz+G2LUmhqGk6bd1xnn1jkH3HQnT2xEGA/CyFNUss3HOjg4IcBUUWuO9mJwODKn/zn11091/5nGyjQeCzH87kjhuSQlHXdQYDGq/s8vPG7gCNrTEEAfKzZW5YZ+P26+1kZch86RHPhCbunb0J/vfRfmzWkZPp69dYWb7IjCQKRGMar78XoLZp/BSEo9XhSdVKjrdyejFS1q8ISaOLqaLr+lzumzthBEEYZTyi6zqJ+NQnh4lEfLJaEYPBdFkmYtPZh67r6GNM2C4HfT1t1J7aR1ZucerUO5uTG259mP6edloaTl2BEaZGVROExqmltNpcmMzWaRvciKLEsjXbKSqvmhNpeVeaUHCQU0d3UVy+OGV0UZJl1my+k8azx6g+9t6M1v/NBL2dzcRj0TEiowYWr9hCzfHd0x633ZnJ2s13TSkdfqbw+/rHzPQwW2xk55bQ1TZzdb+XglgkTCQUTJk6LIoS2XklGE3mK5LREwr6UdVEShMuSVJwZWTPyDXVnZnH+hs+kHZrvkqYlljMz05GE7v7E/zVNzt56jUffd6RF6vn3vLx4tt+/uUreWxcaU1ai+cr3Hujc1aIRbdDRtPgS//Yxm9e9KKqsPNAEJNR4K8/n4MoCCyaZ0LT4MdP9PNX3+qgd0BFAJrb46yqslCYmxSVa5dZeGXX2BMFURQozjMQi2s8/rKXf/hOF9UN0REC8IUdg/z6hQG+/id5PHibC1lKppV+4WMejtVExhSjsgyf/XAmd293oshJobjvWIi//o9Odh4IjopK/voFL0++5uOf/jiXNUstGA0iv3OXm6a2ON/4UfcVN75Zt8zCI/e5MSjJC60/qPE33+7kZ08PjLIx/u1LPu7a5uBv/zCHBeUTi7C1dMT52n+Ozs3/xlfzWTrfjCRCOKLzs6f7eezl8c1PJmuqow//Zya5BieMk54kC6nfMw1XpKlMzpIuqOfHoetJt0NthuulZtuEdzIk4jEOvPsCS1ZtxekenWYpCAJFZYu4+6Ev8vQvv0F785krMMrRxGNRBsboSSkIAhlZBXhyimltPD3lfYiixLxFa7jhtoen7YJ8LXH84FssXnE98xatHvWcIAg4XVnc+eAXEASB6mPvXZF63bHoam/A7+vD5nCPek4QRBYt30TRriqa6k4w1ZuLyWxl4/YHKJ23bJqjnR79ve3EY1HMKWp/FYOZqhVbOHVk16yMAJ8jHA6M6QMgCAJllSvIzCqg/QqYKnn7OojFIikXHgRBoGLhGk4cmljP4bFwOD1sv/MRCksXphezrhKmHW8OhjX+9fs9/OTJ/pQCI5GA9w4H+bcfdPPTfynGYZMQhGR6579+v3uE8cyVQBCSkaFXdvmHHTXDEZ1Xdvr5/MMePG4ZWRLo6I/zq+cHhuv6dJLva2yLUpCT/BgXlk3sxr3vWJi//lYndS2j7eE1HZra4nztW52UFxpYt8yCIAhsXGnltuvt/OCx/pTbXDLPxO/e5x429qltivKn/9LOe4dCKW8d0ZjOm3sC/PE/t/P9vy+iap4Jp13icw9l8vxbg5w8e+WEvM0i8uE7XBTlJlc34wmdXz03wPd+00c4OvpogmGNJ17xIgjwP39biNM+sZqGVNfC9z+mj+9aPiVkSZ6C0EkiiOLoNBGdayKN9EIEQZx07Yquayk/J3EaaTfiFNI8k20hzp9Uuq5Rc3wP77752JTHkQrfQA/xOdw3s7Wphv27nuf6Wz+SssZHFCXK56/kI5/5G9568WfUHN9DMOCd1j4FQcRstePOzCW/qJJTR3YSnIRTbjQaor35DJqqjmiNcg6Hy8PqjbfT29U8peiiohhZtu5GbrrrE2RmFUz6/dcy3r4udr3+KLkF5SlFFyTbCnzw43/O7h1Pse+dZxn09kxr0gzJ3qCujGwKSxfR0nCK7o7GSW8jMDjA2eqD5BZWpEyjdbqzue2+z/Hsb75FR1vdpG9aNkcGW297mA1b7x+z7cvlwu/ro7ujMWWvUkmSqFq+mflL1lN97L1ZaUgESVOitqYaqpZvTuknkOHJZ/NNH+KZX3+LaGTmDK8mQld7A4HBAeyO1F4MVSs2c+DdF2htqp7C5EcgK7eIm+/9DMvWbEvXKl5FTNMNVefIqTCPv+IdNxKlabD3aIim9hhLKpMpWNmZMjkemab2Kz/JPXEmQuh9piidvQm6+xPDZjadvQlO142ceEVjOp0951cfszIu/nFqms7jr3hp7kjdR+wc9a0xnnxtkCXzzVjNAnaryI3X2fjFswNE3ieYJBFu3ZJMKQXQdJ3fvODl4MnwRdcYD50M88vnBvi7P8pFkgRK8hXu2Gq/omIxL1vmhrXWYeOfnv4Ev3zOm1IoniOhwiu7/JyojbBxpWVWr2YZTVMfnywro+oT1USceOzacusSRWnS6S26po6qw0vWkSW/j6lMChWjadIx3XA4kKwZGRa7AgH/AKePvjvp/V/NaGqCve88Q1HZIuZXrUtpyiAIAnmF8/jA7/wJtaf2cXjvazSePUYkFEBVE+NOJpMLDiKiJGOxOsjOK6GwdBElFUsoKFlIJBygvubwpMSirmm0Np7GP9g/ZkR05YZb6e1q4cC7L054oihJMg53Fus2382Grfdhd2YOX0POnbez+Zo3G9B1jZoTezi891U23fhAysUmQRBwuLLYfucjlM5bxtF9r1NXcyhpgqUmxo3WC4KAKEoIooTRZCY7t4TcwgqKyxdTVrkck9nGoz/8+ymJxWg0RM2JPazZdEfKiFsyIrSKux/6Em++8BMaa4+RSIw/xxAEAcVgIq9wHptv+hBLVm0dFjYXXgsv93kVCg7SVHec8gUrU35HVruLWz/wGdREnIbaI5O89wmIojBUE3lpAxWNtUcJh/wpxaIoSSxbexP9vR3s2fEUwYB3Uvefc7XoUxHLAf8ATXXHUtalCoKAOzOPm+7+JK889T062+ontA9BEDCYLJRVLmfb7R+jtHL5sFBMHpc+471ALxeiAAij295da0xLLCYS8ObeAG3jmboM0dWXoLMnwZKhWlezSRyKAF15sdjcER9ltuMPqgQucGxt7YildHD1+s/fPKwWEUEYfzGm36ey/1iI+EUyXDQN3trj5/c/kom1wIAoCiyZbyY7U6b5fQLbbBK5ZZNtWFz1Dai8uss/SlSmIhLVee1dP1942ENedtKZ9fbrHXz7570Tev+lYEmleVj4Ahw5Haam/uLidcCnsutgkA3LLaRY1J81WG2uKTu6GYxmzJaRJi3hcGDGbNPnCrKiYLJYL/7CC1DVRMp+ijaHG1GUppR2ZrU5J50BPDjQg6Zpw/4CgiBgtbuQZOWaixBfjIHedl579ofYnZnkF6U2Sjj3+S1fdzOVi9fT191Ke/MZWpuqGejtJBoNJU0ddB1RFJFlAyazDbszg8zsQnLyy8nMysdqd2GxOZMTfkGgp7N5ShkAbc1naK4/wdLV21I+b7O7ufUDnyW3sIKD775Id0cj4ZB/1GRRFCUsNiee7EIqq9ZStWILeUWVI9quqIkELY2nycwuGDNScCkRRQlZMST/yAqybMBotqbskXkOk8lKVm4JkXAANREnEY8PuzBe6vM/Fg3z9iu/JCe/lHmL1owpGA0GEwuWbKCscjne/i5aG0/T2lhDf287oaCPRDyOrmvD7reK0YTdkTyfPNmFZOeVYndmYLE6kRUDgiAQjYanNWFuOHOEproTLFx6XcrnJVlhftVasvNKOHFwBzUn9tDX204o4CMxdH+QJAWjyYLF5iQnr5SFyzZSWrkcV0YO4gWLMbFomK72BnILKy67c2ciHqPmxF7WbLprzAWXwtKFPPiJv+DEobc5efgdBno7iERCJOKxIdEuIskGFIMBRTFhNJkxmqxYbU4sNgenjr47oy0iUtHZVk9D7VGWrdmeUpSZLTa23/kIxRWLObrvDdqbzxDwD5CIx9A0LXkMkoysGFAMJgxGE0ajGbPVid2RgXegm+pjk19gjEbDnDj0DivW3YwpheGbKIpUrdiM053Fu288Rn3NYQa9vSkXH4wmCw6Xh4LiBSxdvY3yBStHLGQBDHp7GOjrpKRi6Zxb0BIF2LDCQtU8E4dOhWlsjY0qg7pWmJZY9PpVDp0KM5EuAJo2UlgZZAGTcXasNPT0J0ZFRuMJfYSA7OhJpFxZiMaS5iCiICCJySjfeFHWzp44LZ0TuyE2tsWob4lSWpCcHJQWKGRnjBaLpYUGygoNI95X0zBx8XC6LkpTe4zcrGRrivJCAxVFBk5eod4yyxeaMJuS54am6RyrCdM3wR/ogeMhNI1ZLRYtNicWm3NKTcXdGbmjIouDAz2XPZVlSrx/FUVgypMng9GcMk1pPOKxKAP9XaNMBzzZRUiyPCWxmOHJZ7Jqsau9kUQiPrzinEwjy8Jmd+Mb6J70GK5mdF2nsfYoz/76m9z30a+QnVcy5jlzrrek1eakuHwxkKzbjMeiSYdSXUcQxeTkSzFcspXuWDTMu288RlnlCqx2V8qJotXu4rqt97NszXZ6O1vw9nfh9/USi0URRBGzxY7D5cHhzCQjqwCL1TFqO5qmcvLIO7zy1Pe49b7fY9ma1OJ0OnhyiiirXI7RZMFosmIyW4f+nvy3YjAiy4bhz1SSFRSDEZs9dZonQEnFEj7xh/9GPJ78XhLxGInhv0eJRsJEIyGikRCRSJDY0N/7etupO31w2rW4A70dPPvrb3Hng19g/pL1Y6bKncs6yMkvIye/jNUb70DXdeKxCIl4HE1XEQURSTGgyIaUacczSSQcYMdLP6egeAE2hzvlxFsQRdyZuWy++cNs2Hoffl8fgYCXxFD0TZIVTCYLFrtraNFy9G9AVRMcePcFju5/g4c+/bWha9zlpbn+JCcO7eC6bR9MOUZBEMnw5HP9LR9h/fX34BvoIRIOJlP8h8SiLBtQDEmn8HNiUZJkwiE/na31l1wsBgM+9u18jrLK5WPeq4wmC4tXXM/CpRuT39XgAPF4dIRYVBQjitGEwWDCaLIk+1/qsPedZ6YkFtF16qoPcPrYe6xYe1PKjA1Jkikqq+LBT/wlvV0tePs68fZ3EQ750TQNxWDE7sjA7vLgcmfjzsxFlORR5+Sgt5fnH/02kUiQhz/395jMk1vgvdJYLSKf+VAmH/+Am+6+BHUtMd7cE+C/ftFLd9/sqWm+HExLLAbDGi2TSCNNqPqwc6AgwBitXi4r59p9XKxWLRBUU0YMRxgGDoWrx8MX0PAOTuxmF43pNLadX82xmkVyPAowMpWuKFfBMVSnp+s6Xb0JBia4D4BASKOlM8765cl/u50ShblXTiwW5xtQhoxtIlGd1s74hFMAWjqTUeJz75+NmMxWPNmF9HW3Tvq9BSULRvxb13X6+zoIhwIzNbxLhqomRrSZEEVpyrb/TncWdkfmpPff39NOIh4bkRqUU1COwWAmFp1c6rUoSmTlFE/qPQB9Pa0MentHRIgzPPlkZOWnxWIKdF3n7OmDPPOrb3LrfZ+lsHThhGthRFFKCptLPMb301B7jL3vPMPmmz6U0kgCkmLEZndjtbkoYUmyfYue/IEIojBuA3JVVamrPshLT3yX3u5WWhpOsnT11hleuReorFrLPQ99GUEQhv8wNK5z+5rsPhWDaVRfULgg9VHX0dGTjry6jq5r6LpOw5mjNJ09QSw6fQfJjtY6nv3Nt7jt/s+xeMX1yd5zEziOc/1Lr1S7kobao7z7xm+54daHMVlsY445mWJqJCMrP+VnPRaapnH29AF2vPwLIuEg4aAfJrcmNyPEYxHee/NxyipXkFdUMe7CjtFkJTtvNooQnfrqgxx870Wuv+UjKcXUOSRJxpWRgysjZ2JbnmatZiwa4Z1XfkVe4Txy8stSLzwIArKskFtQTk5+WfJ3eC59d0iQg5DyvbquEwx4ef25H3PswJs43Vn4fX3TKsG5EmS6JFYvMSOKArlZCjkeGUWG//r5lelBfCWZllyLxfUR0cKLMgv9+TWNCfV7jCXGyHGfxDHpOoQi2qj6yLFIJPRhQ51zeNwpmvI6pfOROB26+ycurs7R2RMfFsMWs0iG68qE5mQJ3HaJoYxaojFtlMPueITCGsEJfr5XCrPFTn7x/ElHNgwGE6WVI53q1EScrvaGWdecPBWRcGDEz0WSpGTKyhRWjUorl0/JiKGns2lUDVqGJ5fs/NJJb8uVmYvbkzfp9wUG+2lpODUi7dBktjF/8fpLHp2Yq+h6svfi4z/9Oof3vkosGpm28cilJBGPsuv1Rznw7gsXralKCq9kFEGSFSRZHk6FTb3tGDUndvPMr/4f3R2Nw2YaM+4OKSTNnwxGUzKCOBQ5lCQJURwpGGdkd+cEqZg0r5IkOZniqRgxGEwoinGqvmAp0OnuaOSZX32TXW88RmCwf1afT+dIxGO89+YT7HrjtzPedkFVE9SfOczzv/02/T3tRMNBvP1dM7qPydDV3sDLT32Pns6WOfHdpCIWi/DOq7/hxOF3ZpW7LkBr42leeep7dHc0XvTzPVePK8lD1yhJHnMxS9d1Bvo6eO2ZH7D3nadJJGJ4+7vw9l/aSO6loLLUOOxbAsnP4b1DIXq9s+u7vBxMSyyqqk44Orsn5hdjom6XmjaGLpzUzUsnFtNRJ/iRaRqjhOU5t9MLsZhFDPI5swNG1FpOlAvrMWVJwDZUf3m5URQBo/H8JCShQjgy8eNJqDqR2Ow+J2XFwIIlG3C4JhMZEyitXE5e4bwRF+iA30t9zaGZH+QlYKCvkwt/RYIgkpNfNm7KWipsdjdVyzdPyWmtq72Bns6mkdtzZLBk5Q2TEp+CKFK+YCWuzNxJT5gj4SCnj+4akYYsCAIr199CQfH8SW3rWkLXNdqbz/Dkz/6Vx3/yT9TXHE4uQMzwRDLZezM5wUk6106NQW8vLz/5P7z6zPfxeXumHQ3QdR1vfzevPfcjHvvJP9HZVjf8XF9PO96+Kzexn6v4Brp56Ynv8Mv/+WuO7nuNoN97SRw2VTWB39tLJDL9DJBgwMubz/+EZ379Tbo7m6YtQnRdx+/rY+erv+HRH/7dcBsaTdPovIL9DHVd5/TRnTz243/kzMm9JOKxOSkaB709PPOrb7Dz1V8z6OubNcegaRonDu3g0R/+PWdPH5jWtQ4YStGOcubkXn79/b/lvbeeHN6mqiZorj85E8O+rJQXGbFZzs+5Ewmd13eP3+/8amV6bqikHYIuJTrvS3Mltd/CiIf00e+ZCO//Hq9UqoDwvlZ4us6ExfW518+Fc7KorIrFK69n91tPTWhyYndmsHbLXVhszuHHdF2ntfEUna1147xz9tDT1UwsGhlRt5BXNI/issWcPPLOhLYhywaWr71xKDI7+XM0Fg1z6shOKhauHq6FEUWJxatu4MSht6k/c3hC28nw5LP6utuRp9i8uq76IE11x1m4dOPwcWRmF7Dt9o/z/GP/RX9P25S2C8m6JE1NzJpJyUwTjQQ5tOcVzlYfpGLhapau3kpx+RIsVjuyYpx0xEvXdTRNJZGIEwr4aGuqoa7mENXH3mXQO710o1BwkHde+TXtLbWs2XQn8xauxmJ1jJuS9v6xqYk4Ab+Xhtoj7HvnWeprDiVrMC9g0NtDX08bmdmFcyrNazaQiMeoPX2AlqbTVCxYRdXyzZQvWIXTnYWsGIejqBPlXOpsIh5PGsV0NFB7ch+1p/ZPq7/mhcRiEQ7sep6OlrOsWH8zVSs248rIQZENE8rU0HUdVU0QDg7SVHeCve88S+2pfSNa7ei6TndHQ8rG8pcLTdNoqD3Cb3/0D6zZdCfL1mwnM6cQg8E8qd/5ud+4mogTCg5e1Cl2pvEN9PDqMz+g4cwR1t/wAUoqlmKy2IYidBM/hnPXg3g8Sjg8/YUHTdNoqjvBoz/8O9ZuuZslq7aSlVM0VKZx8c/33Lkei4bp7mji2IE3OLT7ZXze3lFRmKa6k2iaOqfaaWRlSBgN539P3f0JGtuuTRO6ufOtTRBBFJCky3hhm+R8TJaFizqmnkMUwGQYeSzRFH0po3GdhKYjk9y2eQrGQRbz+f1ouk40OrqO83KgqiMNgiQRDJOoPxTFZGR0tmM0Wdhy80N0tTdSX3N4XMFoMJrZuP2DLFq2acTFOx6LcHT/G4SmYJRzJfD2ddHT1UxR6aLhx4xGC1tueYi25pqLpjxJskLVis1sueV3puzQp+s6NSf2sKm3ncysguEJR4Ynj+13PcLATzuGIqBjY7W52HrbRymtXDblSVTA72XPjqcoqViKxeoAkqK1asUWdODVp79PV3sDk7nAWO0u8osqySuq5Oj+1/H1X731j7qu4Rvo5tDul6k+/h4ZnnxKKhZTXL6EjKwCrDYnZosdo9mCJClIQ66Xmq6RSMSJRyNEoyHCQT/+wT76etppbz5DS8MpfAPdhIKDyfYmM0AiEaP62G6a60+SX1TJouWbKSiej9OdhdXuwmi0DPf61NQEiUSMcChAMODDN9BNS8MpzpzYQ09nM6HgYMp9xKJhThx6m2gkNCK9vaP17NQNYXSdvu42jh/cMbX3zzBd7Q2oE3HTmxI6kVCAk4ff4ezpAzjdWZRULKW4fAme7ELsLg9mix2T2YIsG4bFvqZpqGrSpCcaSdb4BQM+Bvo6aWuqoa25hr7uNgL+AbQZTkPUNJWWhpN0ttWxf9dzzK9aR3HFEjKzks64JrMNxWBMnlu6TkKNE4uECPi9+H29tDScoubEXjpb6wj4vYy+1ui0NZ3h+MG3RpVMtDefuWxVRcmIehdvvfRzjux7jbLK5cyrWktWdhE2hxuz1YHBYDr/G9JU1ESCWDREJBwkEg7gH+ynv6eNzrYG2ppq6Gg5e5lGf55YNMzJI7toqjtBfvF8KqvWUli6EKcrC7PNicmUPLcE8dx5lUieV+Eg4XCAUMCHb6CHzrZ6OlvP0tZcM0Mj0xno6+TN53/Kod2vML9qLfOq1pLhycfuzMRssSErBkRRRFOT53ssGiEU9OEf7Kens5mzp/bTVHcC30D3mJHujtZajux9bUS9r6ap+H2pe4fPBiwmEfmCypCe/gS+yZTeXUVcdWLRoAiYjZdRLExiV4IgYDYlxxeKXPxSK8sCGc6RNUx9KXKl+30q4YiOyZCMymW6JQQmp2Oz3PJwRC8SnWQt6gwSi+tDZkLJ1UxFEXDYJi5+DYqQMlV3NqEm4oiSTHZeKR/65F+x9+2nOXl4J76BLqKR8LAlu8lsxe3JY9P2B1i54dYRRhm6rnPm5D5OHdk1Y5PaS82gr5fqY++RW1COopx3Aq1YsIoPf/Kv2fXGb2muP0ko4Bu+4UiykvwcMnNZs/FOVqy/GZsjA1VNoCbiKAbTpAVbd2cT+955hhvv+sTwZyqKEguWbOChz/wNO1/9Dc31Jwj6vclxCAKKbEjazeeXseWWh5i/eD2yrBCLRpAVZdKtUHRdo/rYe+x+6wk23/wQxqEbqGIwJiOnRfM4duAtzpzcy0BvO9FoGFVNICAgSsl6LoPRjMXmJDu3hNLK5RSWLMCTU0Qo6Kfm+G4m3h1wLqMTCvgIBXy0Np7m3TefwGy2YbbaMZltGIwmJFEergUdnoTFosRiYSLhYDLSMM0UrImO8+zpA5w9fQCjyZqc6FrsyTFK8lBWRAI1kSAyJDxCAd+EoyDvvfk47735+IyOuvrYu1NzXJzDRCMhujua6O5oYv+u5zEYTVhtrvPnk6wgivJQb9bzk/pYNEIkHCASDsx4PeF4xGMROlvr6GytG263YrU5MZosyIoRSZTQSUYSY9HwkKD1TmiMHa1n+el//fllOIqLoybi9Ha1DPcotdgcWKzOYVEsiVKyH56qomrq8IJQNBIiFBycJW2JdAL+Ac6c3MuZk3sxGM3Y7G5MFhtGo3nYaOlc5DcZnU4eQzjkJxoJc6nMPxKJGL1dzfR2NbP3nWeS55HdhclkRVYUBEFE0zQ0NUEsFiUS9hMKDA6Z6118TP097fzqf792ScZ+qdD1kUcWCGlE5njp3VSZlWJRf5+XzGTmglluGaNh9kaWnDYJl0MiFLn4KqNBESjOP19HFYvrdPaOfl9bZ5zBgIrbISEIkJ+lYLeJDAYmdlIbFIGSgvP78flVOnquzIVV16GjO0EiAYqS7CFZkD3xVL8Mp4zZNHu//3g8yoF3X6Ry0RoyswvJzCrg1g98lvXX30tb8xkGvT3EY1EUxYjbk0d+cSWujJwRK7u6rtPT2cxbL/6MyAykolwudE3j8N5XqVy0hpJ556NyoiRRuXgthWVVdLTW0t3RlDwuHcwWG25PHrkFFdgdGcMpVk1nj9PV3sCaTXembHp8sXHs3/U8uYXzWL72xuG0GFGUqFiwkoLi+XS0nKWrvYFIODDctD0rt4TsvJIhF1OBSDjA7h1PsWLdzbgzcyf9eSQScd5+5deYzDbWbLoDoymZnisIAlm5JWy742NsvulB+ns78HuH2ioMuRwaDCbszkxsjgxkWRmOdAiCkHQwvFbRdcIh/5Ta0lxOopHg3Gh3k4ZYNEIsOjfMOTRNJTDYT2Bw9kZrZgJd1wj6vQT93is9lGkRi4bpn4XmdKqawO/rw+/ru9JDuaIMBjQSCR1pSFOc6+RwLTIrxWIkqo2otzEaBGSJizayB1hYbkScxd+mxy2Tk6nQ3n3xg3E7peEeiwBdvYmUzqCNbTE6exKU5Ceb/+ZlKxTmKpyaYOuLojyFvKzz1uG9A1c2L7u2OUo0rqEoErIE5UUGLGaBUPjiq1fzSoxI4uz9/gcHennvjcdorjvBbff/3lBdjAFPThGenKKh837IPn+M87i/t503nv/xnCwY7+lo4q2XfsEHP/7nI5r3CoKIxWqnYsEqyuevHH79+z8DXdfpH2rUbjCaWbp626TFIsCgt483nv8JdkcG8xatGTEOs8VO+YKVlM1fMeY4opEge99+ht1vPUlJxdIpiUWAoH+A15/9EdFIiI3bP4jRZB0WfZIkI5ltyWb0YzSkT5MmzeRQZIm1y8rJcI5uSB4IRdh7tI5wZGLR3KK8TJYtKE45gTx+poXmtt7ZaAJ/VVFZkktxfiaNbT3UNV+9qfdpLj/t3XFCER3j0DTcahExGUTg2ktFnZVicWBQHVG3lp+jYLVIF+1PaFAEtq63Xd6G7JO8E+RkyixbaOJoTfiiRiwbV1rJy0p+Rbquc6ouQleKiJ8voPLGHj/rliWLvotyFTautFLTEOViJR6SmNxPUd756N2eIyF6+q+cNfDBE2F8fg2bJWkfv3aphcIcA2caxxe/kgg3rLVOq39nNKZxrhuoJE2uXvJi6LpOT1cz3Z1NdLU3EAx4ufW+z5FbUD4c3UqKkrF6qyVobazm5Se/y9nqQ9NuTn0l0DSVU0d2Iooit973ObJyi0cVvI/XMqCx7jivP/sjzp7eT3ZuKZFwEJtjcm6qSXQ6W8/y+E+/zm33/x4Ll27EZLaO2PfYtuCdvPPKr9j/7vPEohH6e9spq1w+5frFQV8vrzz9fdqaath004coKJ4/Zm++8dA0laDfS3P9yVkfWUuT5kphs5j4yqfvYt2yilHP1TV38fCffIeWjolFVDatms+/f/V3Uv72/883HuWXz7yLOkfKBOYiOR4n//yVh1hZVcKBEw184W9/Qndf6rreNGkmy/EzYfq9CdyOpKjIz1bIdEm0dM6GlObLy6wUi509CQZ8KlkZyeEtX2imOF8ZVywKAmxYbmH98slPsi4nkiTw4G0uXtnpT5lSeg6PW+L+W5w47cmTNBTReXtfEF+K1FJVhWffGORTH8wgO1NGlgUeuS+DHfsCnG0af4W0pMDAI/e5h1N3/UGVx1/2XhFzm3M0tETZfzxEfrYDQRCYV2Lkrm0OvvXTnnEF9tL5JjautE4rTaDfqw67r5qMIgU5CqI4dYfVeDyK39dHNBJCUxPUVR8cro86eXgnvV0trNxwK1UrtpDhyUNRjMMphbquD9UHROjrbuX00Xc58O4L9E3DKVNTE/gHR9p3B/0D6JdReGqayvGDb9HT1cKy1dtYvOoG3Jm5KIoBSVKGU031c2YksSh93a0c2fcax/a/wUBfF6AzONhHZ1vdiMji+10iL0ZvVwtP/OxfqFq+mZXrb6GwbNFw7UiyDlFH0zTi8ShBv4/6mkPsfecZmuqOow2txHS01DJQuQJpyBk1FPJPzMHqAhLxKEf2v079mSNUVq1h8cobKC6rwjRkLnCur9W5z0UfNkCIE40E6Wyvp7H2KA21R2ltrJ50zVQo6Bvh/BkO+S/aHzBNmrlIOBrj0Rf2cPhkIw67GY/bzopFJWRlOCa9reM1LfzXz1/FbjPjtFuYX5rLgrI8ZDndL/VykOG0UpSXidGgUJLvwW41p8VimhmjoSXG3qMhyouSWXuZLomVVRaOVEcu/uarjFkpFvt9CU6ejTC/LDkJLMpVePguN2fqO4mkcAMFmF9q5Mu/m0VO5sStiGeESe5KEGDzaiuP3JfBt3/ek9LoRpbgQ7e72LbehjiUUtnYFuOVnWNHC47XhHnpHT8P3+NGkWH1EjNf+ngWf/vfXWNGCd1OiT/6mIcNK5IRFVXV2bEvwP4TVzaHvt+n8tLbg9y8yY7VLGAyCnzygaT4PXwqnHIenp0p89mHMinKU6b1/dc2RUkkdDAmv4cb1tn45XNe2rqmtpJ09vQBvv+NP0IQRPQhk4vz6HS1N/DG8z9m/67nKSqrIregHLszA0UxEo9F8fv6aW85Q2tjNYO+PhLx6U3g+3va+cl//tkIQ5ZEIkZgcGBa250suq7T0VJLT2czB959gfzi+WTnleB0Zw/X7sWiIQb6Oulsq6ej9SyDAz0jnNYiIT9P/OxfRjij+rw9kx5LODjIoT0vU3NiD3mFFRQUL8DtycNktqLrGqGgn+6ORloaTtHf0z4qarf37WeSjoFDbWujkeCkRevQh8Kgt4dDu1/m9LH3cGXkkJNXSlZuMXZnJorBjCCcq6EKM+jtobe7lf6edvy+PsIh/5R7rr342Hd4/dkfD/9b07Wrvu4pzbVJJBrn8Zf3IssSiiyRleHg77/0AFvXV016W6fq2jjb3IksSciyxIO3reMrn7kLW1osXha6+wapbezA5bBwrLqZfu/cqeFPM/vxhzQef8XLXdscOGwSoihwz40OHnvZSyB0bWUMzFKxqPLsmz5u3mjDZpUwKAK//zuZSBL85oXkxD0W11EUAadNYvNqK7/3kUxWLDQnG7gLs9MRU9d1gmEdu1Xkq5/NZn6ZkR881kdrR5xwVEOWBHKzZD5wk5MvPOzBbk0eQzii8f1H+zhVN/ZqRiii8+8/7KG8yMDm1VbMRpFPPphBebGB//pFL9X1UfzB5Mlts4jMKzHw+Yc93LLJjtkkous6x89E+OfvdTPgGzvKZBhyJzUqAooioiigyAIGRWDxPBOGC8yFnHaRVVUW/EGVeEJP/okn/x+NJR1XU6XJqho8/cYg99zo5I4b7AiCQFWFkR/+YxH/+bNedh0MDLu1WswiVRUmfv8jmdy0yU4srqNFdayWqX3/x2oi1DZGWbXYgiAIbFtv45/+OJf/+Gkvbd1x4nEdcaidh9EgYjYJtHcnxox6x6Lhi0YCz0XO+rpbpzTmyaCqCfp72y/5fiZKIh6lr6dtStFSfUhczQS6lhRHtaf6qT21f1LvnQlDlQWrPXzoS4tR4xrvPNPErmeaCQV8ww2yLzWDvun1E0yTZi6RUDUSqkYkGkdRZGLxqWVW6LpONJYgSnKRJhCKXrX9TWcjfd4AX/mXX5OVYaejx8vAYNo0Ks3MoWnwyk4/j77o5Xfvz0CRBbZtsPHBW5386jkv8cS181uflWJR0+CFHYPcfr2DD97qRBIFbBaRLz2SxUfvcdPQGiMY1jCbRPKzFQpyFGQJgmGNb/6kl+tWWLhpo/3yDHYS50okqvMfP+1h2wYb65dZ+N373dx3s4OG1hi+QQ2jUaC0wEBOpowoJmum4gmdx1728vNnBlL2WLyQU3URvvrvHXzzLwpYs9SMySBw2xY7N6yz0dgWo6cvgU7SMba00IBlyDVU13XONET56r93sO/Y+OlrW9ZY+ZNPZJHplrGak2LJbBKxmEXMRhHlgjNq3XILr/2knHBEIxzRCUW0ob9rtHTE+T//r2PMNNme/gT/8N0uKooNzC81IooCyxea+O7fFtDcHqetOxm5yXRJVBQZMZsEwhGd//pFL0sXmLhti31KEcbWzhg/e2aAeSVGHDYJk1Hgo/e4uWmjnfqWGKFIUtRbzQIOm4TVIvKlf2znqdeujUYFaS4NdpeBhWs8xKMap/bNjABOkyZNmqud9u4B2rsvb2ZMmmuHUETnH7/bRY5H5rbNdhxWkb/8vRyiMZ0nX/URi18bgnFWikWA3n6Vr3+vm/xsmQ0rrMhS0nAkx6OQ4xndSmFgUOUnT/bz7Z/3kuXOYfuG8ymcs4XegQSPvezltff8/OOX81i/3ILbIeOuSv01RGMar+7y8w/f7aJ/nGjfOXQd9h0L8cdfb+Mf/ziPTSutKIqAxSRQVWGC0fX8JFSd4zVh/vo/Onlzj3+EsVAqcj0yG1dZh2spx0MUkj0lzUYRnCOfK8iJ4bCOvQ1dh/3HQ3ztPzr52hdyqJpnQhQEjAaBylIjlaUjHTB9AZWfPz3AN37cw198LptbNtmnZHQUT8Cvn/eysMzI796fgckoJtuRZCvkp2jhEYlql9dQKU2aNGnSpEmTJs1lobkjzl9/q5N4XOfeG51UFBv4pz/Ow+2Q+M0LXgYuYr55NTApsRhPJFMVVTWppBvaYsQnoarPNkXZeySEIECfVyUQHDvnVweOnA7zsa+08OE7XNx3s5OSAgWHVcJgEBBIpmf2+1SOnA7zw8f7eXNPgEBIY9ehIAsrTJgMArWNQzVoFxAMaxw8EcJll0iopPyiVRVO1kY4V3rQ3BFPWSvX2BYbPqaTtZFRrwmENA6dCtPWFWfvsRDN7XGO1UT46J8289F73Txwq5OCHAWHTUSWkpFEn1/jbFOUnz0zwNOv++gaxwhn1Lg1eO9wiIf/pIm7tzv50O1OFpSZcDkkTEMpopGYjs+vUt8S44lXvDz75iANrbEJeXL0DiTYfzyEbYppnufo7k8QDI+f862q8OSrPk7VRfnUBzO4/QY7OR4Fm0VEEpPH4fWpHDsT5geP9fPqLj/+oMa7h4MsW2DGbBKoro9MqOXKiLH1Jfjzf+/gSHWEj9zpoqLYgNuZ7N8pCpBI6IQiOoGQSkdPgt4r6BybJk2aNNcCBkWiICeDRRX5rF5STmmhB4fVTELV6B3wU9vYyc4D1Zw62040NvfcCkVRoCTfw4YV81i3vIJcjxNdh1Nn29ix7zSh8Mh69Xhcpa65i1CKNh+iIJCX7WbDinlsWj2f/Gw3oNPZ42P/8Xr2HKmlobUHTRt90y/KyyTDZaW9a4BgOMoHb1nHjRsXA/DCjiO8svMYg4EwC8vz+PCd17GoooD27gGeff0g7x4+Q3yMlN5zx7d++TyuWzmPvCw3qqbR3j3A7sO17DtWR2tHP9o4ExGDIjGvJBeTcfTCbTAUpa65i4Q6/rzCZjFSWZpLQtWobexEVTUWlOWxdX0VKxeX4rSZCUdj1DV3s3N/NQdPNOD1X9wwzGW3sG55BdetrGReSS5GRWZgMMjJ2lZ27D1NTUPHnDwv0ySDF8dqIvzB37RxtjnGZz6UQWmBwr9/NZ+P3O3itXcDvLM/QGdPgkhUI6Hq0zKJjMV1egdmlwAVxsuvFwRh1sRX3Q6JBWVGcjwyVouIAHj9Ks3tcc40Ri+aojlbyfXIw8dlNIiEIxodPQlO1Ebw+ad/sljMIgvLjRTmKjisIroOg0GNju441fXROVOkKwhQnKdQWWrE4046vgaCKi0dcU7VRQinMAqaCexWkYpiA8V5hqRIlQQiMQ3voEpPf4Lm9viEor5p0ozHmhvz+fJ/XUc8qvH0/5zm6f+pvtJDSpNm1mCzmPjDj9/CXVtXUpSXOZw1pGoaAsLwv72DIX753Lt8/9G36B2YWB1xhsvGN776MLdsXjrp1hnv56E7r+Nv/uh+7FbzpFpnSJLIB25azRc+dgsVRTnEEyrhSAwdHbPRkFIcdfb6+MSff4/jZ1pGPK7IEnduW8nnPrydqsoCJFEcFoWiKKDpOk1tvfzXL17lmdcOErlAwAgC/NOffJgP37GB7/7qDQYDIf7003dhNMiIgkAwHOU/f/YKr797gn//6sMsW1iEONQXtrPHx9f+83Fe3HFk1FgNisz9t6zl93/nJsoKsxBFAVXTEYbGpGoaZxo6+e9fvMoLO44QHyPFqSDbza+++QUqirNHPXfwRAOf/D//S99FTG7WL6/g0W/9IeFonM/+1Q9YVFHApx7cSkGOG03X0XUdSTznFxHj9fdO8A/feZq2rtSprqIosHheIV/+xO1sXb8IgyInncwv2E53/yCPv7yPH/72LbrSbq1zBlGEgmyFvGyF3CyZnEyZkgIDH749GUQ451oPyWBaV28CX0AjFtNIsQ4zYU7WRvjUX7RwkXWPGUfX9THTMWdtGur7GRhU2XN0cnbwc4HO3sS4LTSmSyiscehkmEMnr6zD6XTRdWhqj9PUfnlX5vxBjSOnIxw5fe1ZJae5MqT9MdKkGUksnqA4L5PCvAz8oQjVde20dPThHQwiyzKVpbmsWFSMy2Hho/dupm8gwPd/+9acMZtZUlnIlz9xByX5Htq7B3j85b2cOtuGqmksLM/ng7euo7QgCx2ds01dtHT0Ud/STa93pCAWBYEtaxbw1c/eTUFOBj5/iP3H62jpSDobl+R7WL2kjLLCLL7yqbsIh2O8+PaREdE4AQGDIrNp9XwMssRru44TikTZvmEx2ZkO7r9lLWWF2WRnOnjq1QOIosDNm5aS43Fwz/ZVvPHeCaKx83MaWRK5ZfNS/vTTd5LjcdI/EGD/iXpaO/uRRJGywizWLi1nUUU+X/3cPXj9Id7ZX50y6hmOxnhnfzWtnf3YLEbsNjOlBR6MBmVyLbMEAbNR4eP3bWHNknIsJgPvHa7lbFMn8bhKfrabDSvn4XZYuf2GFTS29fKNH71AIjF69r6gLI+/+P172bRqPtFYnP3V9dTUdxCJxvC47axcXEZJfia/e98WZEni377/HOFoOsI4F8hwSvzo60VUzTNhUAQUOVkKley/nTzhznljGBSBojwDRTOwX1VlWi3gLgVzRiymSZPmyiAbRBwZRmxOAwaTBAIkYhrBwRi+3iixyJWJrFrsCs5MI2a7giQlV89jkQRBXxy/N0o8OrFlOZNVxpVlwmJTECWBcCBOX2eYSHByizgGk4TLY8JsV1CMIugQj6oEfDG8PRHUCTmn6ehDkyTFIOLKNmN3GxBFgWhEZaArTMA7fu/UUcdnkXHnJI9PEAViERX/QBRfbzTlhGw8ZEXEnW3C5jYiywKJuEbQF6e/K0wiPjeyFNLMPWLxBD958h2O1bSw53AtTR19+Pwh1CGRk+G0cte2VfzF792D02bmnhtX8fTrB+ZEzz2zycCH79hAaYGHnn4/f/dfT/LSO0eHf5uv7jzO4VON/POfPkRhbiY7D1Tz7Z+9Sr83MCpls6woiz/+5B0U5mZwqq6Nf/3f59l9uJbgUAqrzWLi+rUL+fPP3sW8klz+6JHbaGjr4XjNyOikIAisWFjMDx7bwb//8AVUVeOR+7bwtT+8n8rSXLIzHPzNt5/guTcPIwjwL1/5CPffspaF5fnkeJw0t5+PzC5dUMSXP3E7uR4n+47V8c0fv8TBEw3D6bN2q5nbb1jOn3zyDoryMvnyJ+6gqa2XhtbRRl/9viD/8J2nMBoUDIpMrsfJt//vI8wvzZv05y7LErduXkZbVz9f/59neO3dE8NuqmaTgRuvW8z//cL95Oe4uXv7Kp5+7QA1DR0jtmG3mvjDj93KxpWVeP0h/uV/n+PVXcfoHQig6zoGRWZ+aS5f+8L9bFg5j4fv2cjBEw289M6RSV9701x+JFGgICe1X8W1RlospkmTZhSCAI5MI8s357L8+lzyy+xk5Jox25IruNGwykB3mJYzPnY918yxnV0pxYIn38J9v78Ig0ni9P4e3nqsYczIWU6xlds+XonNaeDk3m7eeaoJTR39YotD4brbi1hzcz75pXYcmUZkg4SmaoT9cfq7I3Q1Bzjydid7XmohGk4tZg0miWWbctj6QCmFlU6cGUYkRWSwP0prrQ//wEhRFo9p7Hu1lSNvd57/nETIKbKxdFMOSzZmU1DuwOkxYrLI6DpEQgn6u8LUHu5j5zNNnD3an/KYzqHrkIhrFC9wcsvDFSxc48GTb0GUREL+OC21Pt5+vJFDOzoI+cdfnTZZZBZfl80N95dSstCJM9OEKCfFcG9biKM7O3n7ySa6WwIpv5OFaz1se6CM/s4wL/z4DK4sE7d9bB4LVnvIzLOgGEViEY2B7jCn9nbz5m8baKr2DYvdNGlmkr1H69h7tC7lc/2+II++uJubNy1h24YqKopzyMpwzAmx6LCZWbOsHEEQOFLdxJ4jZ0cICU3XOXwq+fiH7vCwadV8fvDbHaOEokGRue/mtSydX0S/L8C3fvwyb+w+OSK6GghFeHXXMTJcNv7hSw9QUZzN/Tev5WRt6yjxEonFefHtI0SGomC7j5yl3xvA47bT3NHHjr2niQ0ZAuw7Vsfd21eR6bLhsltpJikWTQaFj9y1kcqSXLr7BvmX/32OfcfqRlxv/MEwT792gDyPky9/8g6WVBZy+w3L+Z9fvZGyfjEaS1wQudTHrJG8GMne0ir/8+s3ePLV/SOiq+FIjFd3HWPNkjI+8cAN5HqcVFUWjhKL65ZVcMuWpQiiwK+ee5ffPL97RNpxLJ7gRG0r3/zJS/xXySPkelz8zt3XsetgDb4J1EGmSTNbSIvFNGnSjEJSRDbdXcx9v78Isy25qqapOrGoiq7pGM0y+eV28srszFuewc+/foyDb7SPmnBYnQbW316IxaYQj2m89XjDmO1m7G4ja28uICPHTDScYNczzaOElcWucPenFnDTR8ox2xR0XScWUQn7YyhGCavTgM1tpGSBE5fHxME321OKRdkgsvHOIu7/fBUZuWZCg3Gaa31EQyqOTCML12Qlo4MAenLCFgkmaKr2jtiOwShx7+cWsu6WAowWOflaVSMaSoAoYLbKFFU6KCi3U7Esg59//Qin943d01DXISPXzMf/YjmVKzMRBIFYJIGkg81poGpdFgXlDjwFFl78Se2YUV2TReamj5Rz68fm4c42o2s68ZhGPKRitsiULnJRMM9ByUIXT/z3KeqPj67HySmysfGuIvo7k4sCN3ywlEVrsxAEiEVUomEVo0kir9RGdqGV/HIHP/+nIzRVp9vIpLn8RGMJqhs62Lp+EVazEXOKOr/ZiM1iwmpOunv39A2OSOE8RyyeoKc/KXydNgsZTuuouspMl43NaxYgyxK1jV3sPXo2ZRpuQtU4fKqRngE/eVkuli4owmEz4x0cKV76vcERjwWCEXz+EB63na5eHwO+8z0N+31BNE3DZFQwGM5PK3OznKxfXoEkiZw628bR080pF6Zi8QT7T9TjHQzicdtZtqAYq8WIP3jpyj90Xae1q5939lenNMWJxVWq6zsIR2LYLCY8LhuCMLJM4KaNSzAZFLz+EK/uOj5mferZpi5q6jvI9bioKM6hOD+T4zVpsTjb0XSdwYBKv+/ymhj6g7PPByMtFtOkSTOKREyj6bQXb0+E+uMD1Bzqpe5YP96eCDqQmWtm2wNlLNuciyffyt2fnk/DyQF62y/tDXD19nxueqgck0Xm1N4e3nm6kdbaQdSEjmIUyS22sWC1h/Ilbo7u6hozZbNssZt7PrsQT76FmkO9PPWd07Sc8ZGIa5isCss35/DgFxdjcxpoqvby6i/r6GgM0NE4skYoGlFpODnA/JWZdDT6Of5edzIq6Y0higJ5ZXa2P1jGonVZFC9wcufvzqfhhJdIKPXNx2CU2HJvCaIksPOZZg6+0U5fZwijWaZqrYebPlJBZp6FOz8xn45GP3tfbhu1DUGE6+8r4Z7PLMRilzlzKBnVbDrtJZHQyMgxs/bmAq67o4jlW3IxmCW++2f76e9KXdfsyjLxka8sxeY0cOTtDt57sYXOxqSJRFGlg+0fKqdyZSYLVmVy28cr+eHfHCIRS6ekprn8DPpD6CRNRxR5bvQ0SqjqcDqt2WRAkkY7jUuiiGVIUKqaNsKU5hyFuRmUFyWNX47XNBMIjS20uvt8eAdD5Ge7Kchx43ZYR4nFwUBoOKoIEE8kiMVVNE2np39wRNQvFoujA7IkIV8w/pKCLApzMwE4crqJaHzsbIj2bi/+YISsDAclBR4cNvMlFYsAze19tHT2j/m81x8iFlcRBAGL2YgkisPC0mo2smxhMQBNrb20j2GAAxAMR4brRh02MyX5nlGpv2lmHwM+lUf+vAWj4fIWEIYi2kXb2F1u0mIxTZo0Kak51Md/fmkPXS3BURGs5mof9Se8/O5frWDdrQXDEcZLKRaNZolF67KwOBS6W4P87J+O0Fo7Ms2s/vgA773Qgs1lGDfdc+1N+XjyLYQCcZ7932qOv9s1vGLsH4jx1uMNlCxysfWBUmwuA2eP9tN6NkVKmw67nm3m1N4eOpsCo1JxG095qTvWz5f+YwMli1yUL3WTV2aj4aQ35bhEScDqMPD0/5zm2e/XjPjczx7po7s1xKf+dhUWh8ItD8/jxO5ugr6RE7DCCge3/24lFofC6X09fO8vDoz4XpqrfZza20PIH+e2j81j0dosNt1TzPM/qEm56q8YkrWY7zzVxC//9diI9NfGU14aTnn50n9cR16ZjUXrssgustJeNzEnyjRpJoNBkclw2SgvzKK8OIcstx2n3YzJaMBokFlcWYg47AwxyxwixqDfG6CmoYOK4hyWLyqhojibQycbR7ymOD+TtUvLgWSUqrd/9O+rvCgb01BUb/OaBfxH1sfHrIszKBL52S4ArBZTSrfVaCxBQj1//dH1ZDRORx/VruPcdeP9phzzinOGxeNNG5dQUZw9ZhmC2WQgK8MOgMNqxqBc2umpput09nhJjDMr1zRt+OAEQRhxgDkeJ26nFUEQKMh18w9f/tBwWu77kSSRqnkFACiKjMNmnsEjSXOpSKhQ0xC9+AuvAdJiMU2aNClJxDRaaseu+fH1Rji6q5Pl1+disshk5F7aG6CsiJht8lBqpoq/f+yL+HgmMJIikltiQ5IFfG0ROhpG1+ypCZ36EwNs+UAJGbkW8spsqcUiEPLHx60f7GkNcnp/L4WVTmxOI3a3cdzj7OsIsefl1lECXdfh6M5Oao/0sWxzDoWVDormO6nefz6tVZQElm3JJavASiSY4I1H61MK+FhE5d3nmrnujkIyciys2pbH67+uIxxIPdnp7wrzxqP1KY+zvW6Qs0f7yC2x4c424co0pcVimhmnIMfNvTeu5qZNS5hXnIPRoCCKybYNyT+kjMrNdkLhGM+9eYgtaxZQnJfJH3/iDn742A7qWrrQNJ3SAg+P3H89laW5+IMRnnnjYMp6N4fNjDjUqmFheT4LyvIvum9NS7Z3OPe+9z+XUtjpDEdCL4bTbhl2i1wyv5DFlYUTG5OUekwzia5DKDJ1IWA1GzEOCVqP286tW5Zd9D3aULsQeY5EvdOkOUdaLKZJk2bK9HeGiYYTGM1JUxcExqxJnC6xqJpMg9V0MnLMbLi9kJ3PNF/U6OX9yLKAYpQQBIFETCMWTb2yHAkmQE+mtJ0z9pmKE7+uQ3drEDWhYTBJSUfZMV+r01Y3SHdLMOXzIX+c6v29LFzjweY0ULzAyZlDfcNRVKNJYsX1uYiiQFdzgLpjY6dY9XWEaa8PkJFjwZNnIafIRuNpb8ox1R3rp70+tQDUNOhoDKCqGopBwuKYG7ViaeYOJfke/vGPP8TGVZUoskRLZz8HTjRQ19JFZ48PfyBMOBrj1i3LuffG1bPOdn48VE3jtXdP8OMn3uGj927ihnWLWLawGN9gCB0dh81MhtOGzx/iZ0/v5IW3DqessVMUafi4j55uprGtZ0KtQ0LRWErxqaMz3Yu5opy/1h04Xk9rV/+ENtnvCxK4xCmooE9Y9KYiKWiTH3hHt5cDJxpQ1YvnDsZVlYaW0U6vadLMZtJiMU2aNBdFkgVMFhmDSUKSRUQp2Qjb6TENr+yLonAptSLxqMahtzpYtS2PrAIrH/rSEpZvyWXnM03UHOrD1xdBjV9877Gohn8g2TbC6jTg9Jjo7xxdr5dbakOUku0hvD2RCQlF2SBiMssoRhFZERHE5OdidRgAhj+nsdA0nd720LjtSFrO+ohF1GGTIcUoEg0lX5+Ra8aTbwGS0VWnx4RiTC1ODSYJdahvmMkq4/Ckjnhqqk5nU2DMOkuAWFgd/uIVgzRlYZ0mzfsxmwz8/sM3sXX9ImJxladfP8i3f/4q9c1do0RTZUkeyRNxDqlFku6bP3xsByX5Hm67fjnBUIRoPI6u65w+O8CR6iZ2HqjmwPF6YmO4f/qDkeG002ffPMQPH3srpai8nPgD4SHRCY++tJdfP/feFR3PTBKOxIa/i9P17fz5v/2awcDc7medJs1YpMVimjRpxsRiV6hcmUn5Ejf55XYycpLtM4wmCcUgYrTKw0LoclBzsJfnvl/DvZ9biDvbzLItuVSuzKS5xsfxd7s49FYHbXWD4/Y01DWdU/t6WLUtH6fHyPpbCuhtCxIcTE7ORFEgp8jGqm15SJJA69lBOoYMXVIhCGBzG1m4OpN5yzPJLrTi9JiwDPVbVAwSFrsybkTxHJqqE/CN30fR3x8dPj670ziUepectDgyjMP7WbjGw59+d9OY0QVBSLq1QjLF1zCGqFQT+qi6yDLM2tgAAO0USURBVPejX7hEMLfm6WlmOQU5bjaurEQQBOqbu/jOL1/jzPtaGJzDYjYwF09AURC475Y1XL92IbWNHfzl//stDa3JyKCqaUSi8ZQuqRfS2eMjPlR/V5DjRpKkKy4W23u8yVY6EhTlZlxVi0gDg0GC4Si6ruNx27GajWmxmOaqJS0W08wImZWlmF32cV8TGQzQW9NwmUZ05XGXFWLxuC/J1CUWDNFb24Q2RkH9dBFEKJ7v5J7PLmTxhmxsTgM6OgFvjHAgkWxXEUxgjKqYrcq40bKZJBZR2fFEI61nB9n2YBlV67PIyDazcE0WlSsy2fKBEva+3Mqu55qTaZNjTEyOvN3JkutyWH9rATf9TgUF8xxU70+avmTmWVi+JZfSKheDA9Ghur/UaaGiJLBscw63PjyPecszsDgU1ETycwoF4snPKRBH13RMVvmi6XG6nuznOB7xqDYsAA1macQ2DWYZSU7W+giicFGBqqo6aij5fY41idM0nXhsllmzpblmyM92DxuCnDzbRusY7pWiKFBS4JlTKajnKMjN4KE7r8NgkHn85X0cPDl2P9qxqG/potfrx2m3sGxBEQ6biZ7+yaXozzS1jZ34AmE8bjsrFpVgMhoIR8ZfDJsr9A74aWrrYX5pLiUFHgpzM+jo8V7pYaVJc0lIi8U0M8LaTz9A8XUrx31N6/4TvPRn/4J+hVc7LxfLPnwH82/bgnAJCvW7T9Xx6l99k1Dv2Hbd06FkoYtPfG0l85ZnEAkmOLyjg72vtNLR4CfojxMLq8TjKgtXZ/Gpv12JI8M07X2KkjChiV4irlF9INnKI7/CwapteazelkduqZ3cEhv3fGYhq7fn87OvH+Xk7u6U2/D2RPj1vx8jEoxz/X2lrNqWx8qteQhAIqERCSaoPdzHq7+s4+Cb7ehjnLKL12fz6b9bjTvbRNAX583fNnDivS66W5ORynhUJRHX2PrBUu7/fBVG8/iXXAGQpPE/BFEWhoMnalwboYc1VR8Wksff7eLVX9URH6Mm80I0TadtDAOfy40githyPRSsWkzWwjIMditaPIG3uYP2w6foq20kcZVMONNMDk3TxhRRVRUFLFtQdHkHNEN43DY87uRiqyxLmAwGwtHJneMdPV7e2VdNaUEWC8vzuXXLMn7z/O4rGl1sbu9lz5Gz3HHDCpYtLGbrukW8uusY6hgurXMJTdN5YccRtm1YjMNq5kN3bOD4mZYR7UYmi2I146kspWDNEux5WUiyTNg7SNeJWjqP1RDo7rt6QrNp5hRpsZgmTZoRiJLAlntLKFvsRtN0djzRyHM/qMHXFxklmsYyh0nFxXSgwSgNR8UmQnyoF2Tb2UF2Pt3E4g3ZbH2glHnLMiisdHDf7y2i5YyPwb7UjnfRULKxfDymUr2/n5rDfeiaTjiYoKclSN3xfnx90TFbcMiKyE0fKcedbSIR13juBzW89qs6ouHEqPt5Ypy02AsRhsx0xsNqV4YFZSgQHzG+cCA+3OMwEkoK3skaAF1RBIHCdUtZ8dF78FSWIhmU5GKLrqMlVBbetY3q59/i+GMvkwhfagOMNLOBzl4fgVCy/97C8nzys12caewcfl4UBUrzs/jcQ9vJy3JfdHuiICAMuaiKAhgVeTgzQhAEjAYZgyKj6zqanlx8GasFhSgKye0N/UkauiS3pcgSRoNMPKEmW07oDG/v/fT0++nuG2RheT6f/OANFOdn0t03OLxfTdMIRWI0t/dx5HQjfd7AqDGdc1Xdtr6KkgIPn3pgK/2+IDv2nCISiyedOAUQRRFZErFaTCwoy6O5rZe27kuz6OgPRnjqtf2sWlxKXpaLP3j4ZqLxOLsPnyU6PKZkHbcsiditZhaU5XGmsYOeFO1BxOHvLfl/g6IMu60Kgjj6u9P0Ef0gZ5pdB2o4dLKBtUvLuf2G5dTUt/P06wfwDoZQNQ305DVdlpLnQnlRNtFYnDMNnaPGZXLaWfHw3VTctBGT044oiSAI6JpG5S2b6ampZ9/3HqXndN0lO540acYiLRbTpEkzAqtDoWyJG0kWGegKs+vZZrw9qSfmFruCrIyT6jh0wwYQJIHx7FLtbiNG8+QtxRNxjd72EO881ciZw3088pfLWbIxh9LFLsqqXBzd2TXqPZIscN2dRWx9oJTW2kF+9vWjydYYk5hXuHPMFFY6AIGOxgB7Xm4d0wTG5jQgXiRieG5c7mwToiSMKVI9BVZkQ/Jz6m0PoV7Q27G/M0xwME5mHmQXWjHblDklFu15Waz51IN4KksRLkxtFgQkg4gtJ5NlD92Jr6WDhh37JuT2mGZu09bZz8ETjZQWZLGgPJ8/+dSd/PLZd+n3BTAoMvNLc3ngtvUsW1hMdUM7C8vzL+i1OBKzycC29YvIzXJhtZiwWYxkuuwsLE+2mfC47Xzxkdvo7vMRCEYIhKMEw1F27DlN+wWCShQE5pflsnZpBTarCYvZiN1iZMmCouFeh3dtW0lpgQd/MEIgFCEYjtLU1ss7+6pHCYX27gGeeGUff/yJO8jPcfPxD2wZ8byu6yQSKv5ghFN1bfzwsR28ufvkqKjh4VNN/O+jb/J/fu8e5pXm8o9ffpAde09z6GQj/b4AsizhcdspLfCwYlEJdquZv/32k5dMLALs3F/DT554hy/+7m2sWFTMv37lI7y55xSHTjUyGAhjkGWyMx2UFWWxbEExiizx1X//zSix6LRbuHnjEpwOC3aLCavFSKbLRl6WC0j2ovyTT91JnzdAKBwlEIzQ5w3w7sEzdPdfmqyJrj4f3/75q3zt8/dRWZrLH3/yDrZtqGLngZrhdGmn3UJpoYfF8wqpKM7m+4++xdmmrlHX9wV33MCie29EMY/M0hEkCYPVTP7KKlZ/4n7e+ofvEB1MXRaRJs2lIi0W06RJMwKDScYy1CoiOBhjoDt10b6siJQscCZbZoxBIq4RDatYHeDMNCKKkCorymCUKFnknJAJzFjoOnQ0+Nn3ahvzlmditsk4M1Onx1qdBlZuzcNsVag50EtXc2DSNq4WW9K0RhBgoDtMcAxjGqNZomSRC1m5eNRUEATyyuy4slI7tEqyQOWKDIxmiVhUpeWMb0SNo38gSt3xfooXOMkrs1GxzE1fx2hb/NmIIAqUXLdytFC88DWCgNFmYeFdW2nZd4x4MG0ocbUTDEf53m/eoKI4m6ULirhr20q2bagiEIpgUGQcVjP+YJinXt3Pk68e4Ntf+zj52akjjG6nlT/7zN1UluamfN5hM3P/LWtHPf7Jr35vhFiUJJEbNy7lL37vnjHHvW5ZBeuWVYx4bNeBGt47VDuiebvdauLWLcu47frlxBIJBjoDBMOxEQshkihiMip43HY2rZpPeVE2f/T3P2X34bMjth+LJ/jNC7tJqCqfenAb5UXZfOiODXzojg2jxqdpGo1tvcTil3YxKRiO8qMn3iYSi/PpB7eSn+3m4Xs28fA9m0a9VtU0quvaiadwfC3IcfP3X35wzIb2Hredh+68bsRj3X2DfOHvfnLJxKKuwzv7q/mzf/01f/rpO1mzpIwb1i1i6/qqFK/VCYajRKLxUbcaa1YG827ehGwauwevIAjkrVhE3vKFNO48OMNHkmYqCAK4HBIuu4TbKZGdIWM1i8hy8v4Vi+u8ucePzz/3S6/SYjFNmjQjSMRVYpHkZMZgTjp5pooslla5knV+45jbhIMJBrrDZOSYySm2kVtioy1Fw/aCeXaWb84dTilKhSAkW1P8f/beOj6S/Lzzfxc0c4tZI2mYcWdmGbzgJcOafbaTODHkQncXuFzul+RyF7xLLrmAnTiJmde4Xu+uvQzDzCRmtZq5u6p+f5SkIam7pWnBzNb79ZrdmVapqrq76lvf5/s8z+eTz87ctyQIeiAoyQK5rEoqMX2mTxD0cltN02jf6GfF5gr6L0TJX5Gl0zRQ8iq5rDptli+bzk+VfE4Gjtdm8URRYPX2Kjo2+ClVpbGu1cXq7VXs+UnfdaVmDR1uVu+oQhQFhvvj9JyNXPXzXE7lwAsD3PZQI1aHifs/0Mal40HGh2YOqmSTqKsullgqO18IokjNuuUFr6dJ3PU1OKsrCHX1L8CZGSw2Zy4N8nt/9U2eengH2ze0U1ftRRJFwpEE+45e5Pk3jvOzN06SzeX5P//2LHVVXvqGx6/bTyye4t+efhW/xzGr41/subo6QVFV9h+7yF994ZlZ7advaPwqbz+LSeYjT9zOZz/yDjRN4wvfepkX95xiaCw8lTUUBLCYZSq8Lh6+cwOf+uD91FZ6ePc7tl8XLAJksnm+/ew+jp7p5cE71rNjQztNtX6cDiuaphGOJRkaDXPqQj9vHbnAsbO9U7+rafCzN08wHAgzOBIikbpcwh9LpPnS91+nwuvkyOnuq47Z1T/K337pOSRRpG/oegGiVDrLV37wOsfO9HDfrrVsW9dGY50fh9WCoqqEogkGRkKcvtjP6wfPcaFn+Lp9jI5H+X9feR6zqfRpazKll+5eSf9wkL/+t2cRBDh6pqfg71/sGeEfvvYzbFYze45cRFWvn/QrisrBk1381v/6Cu+8exPbN7SxvKUWr9uBJIokUhkGR0Nc7Bnh8OluXtpz6jp/R1d9Fc4af8HnH4BsMVPR0ULfvuMo2ZunYuRWw2oRaG0w8/CdLu7Y6mDlMgv11SZMJl13QZh41oeieR75ZBeR2PSVWYIAZpPAlKyFBrm8Rn4J6skZwaKBwTyRS6bJJlKYbFZEee4Zs4UmEc0x1B2nbb0ff7WNLffWERpNkYrrgZdsEmld6+V9v76W2lanPsOY4SEXC2XoPh1m2RoflQ12Hv7Ycp794gWGu2NoGpjMIk0rPbzns2uob3OhqdqMwYKv2sYDH26n71yEnrNhgiMp0lcEg1aHzIotFex+tAmzVWKkL8HApelXlJPRHKf2jrJqawUrNlfwmb/YQSqemwrONA0yqTyBgSTnDgU48LMBQqNXD/jBkRTBkRTVTQ4aO9ys213Nnp/0TQVdVrvMqu2VvPc/rsHhNlGK/5umaZgsIo9/ciWJaJZzhwKk4nlESaC22cm7PrWKqgYHmgqHXxoiMHBN1lDT7UUO/nyA2x9vZvX2Kj782xt48Vud9F+MkozmQACLVcLlt1Dd6GD5pgouHg9y7LXrJ2gLiSAIOKr8JW0rWy3YvG7mr3jOYCmhaRonL/RzqXcEn8eJ3WZGEARyuTyRWIpILDlV2vmtn+ydcT+xRJovf//1Gz4fVdU4cKKTAyc6b2g/zQ2VfOTx2/F7HHzxe6/xz99+iWRq+gqF4bEIo+MR7t6xmi1rW1mxrA6bZXohnFxe4dSFfs51DuLzOHDYrJhkCQ2NbC5PMpUlEktOWW1cyYt7TvHinlPXvR5Ppvnaj96c9ty6BwL8w1d/VvC9ZnMKB092cexs78Q5WZBlCU3TyGTzJFMZIvEU+RlmyoFQjH/82s8LHqMUBkZC/N2Xny9p286+UT7/zZeKbqdpGoOjYf7t6Vf5znP78ThtmM0ygiCQzyskU1miidSMSrAWlxOTffqM6ZUIgoC90o8oy0awuEi01Jv4xaf8vOcdHtpbLFjNwoxBfiYrUkjf0O0U+eT7Kuho1u3H8gq8sj/O089HZv6lRcIIFg0M5onj336Wiy/uQbaasTjsmF0OLG4HVrcLy8TfLW4XFocNyWJCNJmQTCYsLgcm28zlKPNNPqvy5o97WbG5guomJ+/69GrW766h/2IUQdR74VpX+7DYJV75bjerd1TR2OGedl+5jMpr3++hY5Of5hUe7nlvK6u3VzHYGSWXU3F5zdQtc+Fwm9n7XD/LN1VQ2+Kcdl8Wm8TuR5vw/+IKgsNJQmNp4qEs6WQek0XCXWGhoc2F02smk8zz829cmtEfUZJF+i9EGOlN0LTCg7/GBjXXP6yXb6xgx0MNbHugnq/82TH6zl8OPjMphVef7qZ1jRerQ+ajv7uRrffVExhMYrKINLS5aVrpQVM0fvrlC9zxRAveysKqsYlojn0/7Wf7gw185s+3M9gVIzSawmKVqW11UtPkRFM1Tu0b42ffuDSt8EYqkefpfziNZBLZ/kADOx9pZN2uagKDSZKxHIIAJouEy2fBV23FbJX4tz8+UvC8FgRBQJRLeyQJooAglV9l2GBpk8rkSM1jf91Cs2pZHXXVXgBe3X9mxkBxkkQyQySW1MV0ZGnCY3Vm8orKWDDGGNdXcywWubzC6PjSUF4uN6qqEYklicRmV/oviGLJqumiLN2MVqI3PbIMt29x8Kf/qY7bNtiLqpaXQjqj0VRr4pPvr0CeqHRav9LKq/vjBEJLK71oBIsGBvNEfDhAfDhw+YUrVPi4QkFPkCRMVgtmpw2bz8P69z9C653bFu/EgTMHxvjO357iXZ9ZTXWjgzU7q1hzWxWaqqEoGpFAmmf+/hx7nu3nsbSC228hk5p+cOs8GeQb//sET/3HtTQud1PT7JjKSCqKRiyU5dl/P8/L3+3mA7+5FrvLdFXGcJJUIk/XqRBWu4y3ykZFnf1yFlK77AfYdSrM6z/o4dXvd0+J61yJy2fmiV9Zxa53NiEI8NYzvQz3xsllLpcGSbKA02uhba2X1jU+1uyo5sGPdvD1vzw+lWEF2P+zAfx1du55byu+KivbH6jXVQ9VvaxzpDfOs1+8wKm9o1TVO1i9o2paH8VcTiUazNB5MsSPvnCOrtMhHv7YclpXe+nY4EcQBVRVIxnLcfjlIZ794nkCgzNPSMb6k3z9L4/Tdz7CXe9uxV9jo3mlR1d9FCbOL6eRSeXpPReZNgObzSjEgllyWYVsuvCDK5tWiIYymMwSuYwy2/ZPQF+dzyZKE25QsnmyRr/iLYFkNiFKV1deqIrytsicWC2X1TyvLU2cDr/XSW2VF03Tg5JbxbPw7Y6SyaBkc8gWc9FtM9H4rWE/JuhltYJwdZCs5PPz5h89VyQRHrvHzZ/8Zi1rOqwzCmjNlkxW44U3Y3zwUS81lfpYsGW1jTUdVl47sLREjIxg0cBgodA0NEWbdiKdS6ZIBsPEx4Ikx8MLfWbXn09GZd/z/fRfjLLxzlrqljmx2mVS8RzDPXFO7xuj51yEfFblR/9ylpe/20UslJm2l1DJa5x4c4SRnjhrd1bTtMKDy2dGyWuMDSQ4tWeUzpMhMmmFr//vE/zg82dJRHNX9Q8CRMbTfOl/HqW+3aWXtdbbcbhNyCaRXFYPtnrOhLlwdJzxodR1vw8giHD7Y82840PtZFJ5vvnXJ9n3fD/pRP6qLJ0ggMksUVlv58O/vYEt99axZkcV3iorqfjlbGU6keenXzzPyT0jbLi9htpmJ5JJJBHN0ns2wtmDAYa6Y6iqxpf/9Cg2p4ngyPVBzrmDAf7kP7xKOpknPJrm1e91c/FYkNXbq2ha6cZskYiFspw5MMbZAwHiM4jpXEloNM2zX7zAkZeH6NhUQWOHG7ffgiDolhujvQm6TocZ7olN25N67LVhek6H0TSNaHB6+5FJ9j3fz5kDYwiCQGgkNWuxIABN1Qj3DNG4fUPRbVPhKPGRQNHtDJY2oiyx4YOP4m2uu+r1wPluzvz4JfKpwtfdzc7weIRcPo/VYmLHhnbePHyeTHb6ibLNYubJB7bS0VKDqmocPNGl2zMY3PQkxyNkInHk6sJl+KqiEO4ZuCUWUmw+Dxs/+Cg2v+eq17vfOEzPGwdRl1Dj3qbVNv7o12pZ0z59oKiqGumsRi6n4XKIU1Y8pXDsbJr+kRw1lbplltMhsXOjndcPJpaUpaYRLBoYGEyLktfoPReh91zh+vlYKEssVDh40VQY6U0w0ttVcLvwWHpGmw5Nvfzz03vHCp/8DDjcZm5/vBmzVeLIK0Ps/WnfVZnCqWNperZspDfOybdG2HJvHQ63GbffwlDX1aWtmZTCxaNBLh69XtjhSkKj6ev6HidJJ/MMdl5RKqZS0mdfjHxWpe9ClL4Lsy/7SsZyJdtuJCI5EpEbm8BoikLv3qOseOddmAv076j5PF2v7Ccdmb7E2ODmwVVbxYqH78TTeLU6qdlh5/xzr9/yweK5ziEOn+rmzm2r+MiTdyCKIi+8eYJAMIqiqkiiiN1mYXV7Aw/sXst9u9YiSyLHzvbywxcPLvbpG5SJcN8QY+c6sVf6ZuzZ1zSNUPcAg0fOoN0CiwTVq9tZ8chdWD2uq16Pj4zT+9ZhYGkEiy6HyO9/uob1K6xTQaCmaSTTGifPp3jhjRgnzqcZGstTXSHzT3/cSLW/9NAqHFXYdyzJ1rV2QF+ovmu7k//7pQDZ3NKJFo1g0cDA4G2D22/B6TWjaRrjw8kZ1VKvRDLrZTKaqk1bQmpQPkZOnufCC2+w/ME7MNmsVwkHaJqGksnSu+8Y5557DU1ZGpMJg7nja2u6LrPwdmJsPMrff+UFXA4r61c286kP3cd/ePIOxkJRsjkFs0nC53HgtFuRJJFMJser+8/y9195gc6+uS2YGSw9lEyWE999Dk9THZ7mOsRr+hc1VSURCHHsaz8mOnC9b/DNSM265dd5Si41RAHu3+Xkgd3OKQ0/TdM4353hn78V5Os/DjEWyqOq+gLz8hYzuVkGeOmMypHTKTRNm3reLWs0U+WXGBhZOuW4RrBoYGDwtkHJa1PlpjaHXsKaLxAAOj1mVm6pBCAazBAvkkE1uDFyyTRHvvxDkoEwrXduw91Qg8lqQcnliA6O0vvWEc4+8zKpJVCqbXBjSCaZivbmJT9hnE80YN+xS/zuX36TDz+xm23r26ir8tJUV4EkieTzKslUhu7+MfqHg7x64CzPvnKU4bHwVT6MBjc/w8fPs+cfvsqqR++hek0HNq8bQRRJR2KMnrnEhedep2fPEhAiKwMmmxV/ezPiLGxQFgOHXeSJ+zy4HOJUIDccyPP7fz3Ms69GSWdu/B5UVOgfyZHKaNit+jFcTpHaSpMRLBoYGBgsBuGxFKN9CepaXazbXc2GO2o48cbIdRlDk0WkttnJOz7Szvrd1Sh5lSOvDBEOTF9GalA+koEQR7/6Q849+yr2Ci+S2YSaV0gFwyQCoVtD3MEAs8uh+2qWSSziZkVRVU5fGuAP//Zpqvwu/F7dGkQSRRRFJZ3NEYklCYYTV/keGtxaaIpC/77jDB87h7OmEovTDqJALpEiNjxGLnnrPHscVX78y5qW/L3fVGfi9q2OqfNUVY1/+XaQH70YKasX4uh4nnBUwW7VM8puh0Rt1dIKz5bW2RgYGBjMI5m0wkvf7qJtnY/KOju/9EdbOP7mCENdcVLx3IQKqpnqRgcdGyuoarSDBsffHOHl73YVVQU1KA+aqpEMhEgGbh2bBIOrcdZU4m2pX+zTWDIoqspwIMJwYOl5rBksHPl0hnDPwGKfxrzibanHXulb7NMoytoOKxXey0rNI4E833shXNZAESCeUEmmLi+CWswCTvvS8uY2gkUDA4O3Dxoce32YH37+LPd/oI2aFid3PdlCLquiKCqCICCbRCRZX0kMj6U5/uYIz/zreUb7lpaUtYHBzUzlilbMTvtin4aBgcECU72mA/Em8MltrDVhs14+z0t9GfqHy69Em8mq5PKXS1plWcBqWVpZVyNYNDAweFuRTSs895WLHHlliFXbK1m+qQJ/jQ2LXUbJq6TieQKDSXrOhOk8GWK4J25kFA0MyogoS7rAhdWy2KdiYGCwgMhWMzXrVyz2aZSE3ytjMV1WQB0J5InEyj8XyOU18srlYFEUQJaMYNHAwMBgUVEVjaHuOEPdcV75brf+osBV/oCGfoSBwfxg83nwtzXDEu9ZMjAwKC+epjpctZWLfRolYZIFhCsSoKmMWvYS1MnjXBkcKipLyjYDYOnngQ0MDAzmEU2b+KNe8felNU4bGNxSOKp8uBuql7zAhYGBQXnxNtdj9boX+zRKIptTudLS0mIWmY/qWZdDwm67vONMViWeXFpCbkawaGBgYGBgYLBgVK/peFtbZhgYvB2RbRaq13Qgm02LfSolMR5SyGb1lWNBEKjwSrgc5Q+bmupMVPouF3rGEirDgfL3Rt4IRrBoYGBgYGBgsCAIokD95jWLfRoGBgYLjMXlpGbd8sU+jZLp7MteleFb3mKhsdZc1mPYLAJ3bXfguCKzOBbM09W3tDydjWDRwMDAwMDAYEGw+Ty4G2sX+zQMDAwWGE9DDc5q/2KfRsmc60ozHs5P/buu2sSd2xxlbbVubTTz0B2uq147fTFN4IrjLgWMYNHAwMDAwMBgQfAta8RR6TP6FQ0M3mbUrFuO2elY7NMomcHRPK8fSkxpGMiSwKc+WMHqdgvlGL28Lolf+w+VrO24XJKfy2n86KUo+aUVKy4dNVTJbMJks2J22nFWV+Co9mOv8GJxOzHbbUgmE6JJQtM01LyCks2RTSTJxpOkghESgRDJ8TCZWIJ8OkM+lUFVbl65e1GWMNmsmGxW7FU+nNUV2Hwe7BVeTHYrksmEZDYhCAKqoqDkcuQSKbKJFKlwlOR4mMRYkEw0Ti6VIZdKo+aW2NU3A4IkYXbYsHpcuOurcdZW4qjyY3bYkK0WRFlGzedRMlky8STJ8TDx4TGiQ2OkwzGy8QTqfEhWGZQV2WJGtlkxO2w4qv04qyux+z1YfW5MNv0aF2URVVFR83ny6SyZWIJMLEEyECQ2HCAdiZFNpMglU2jK0moIL4YgipgdNsxOO44qP57GWmx+D1aPS3//ZhlBEPV7O5kmHYkRGxkn3D1AKhQmHU2gZJZWqYrBjSFbLVPPQFd9Fc7qSmw+N7LVgmwxg6aRz+bIpzOkQlESgSCxgVESgSCZWIJcKrN01ZkEMNvt1KxdbvgrGgAgmmTMDjs2nxtnTSWu2koc1X5MNuvEs15CzeXJZ7JkonESgRDx0XGi/SP69Z5MGc/6mwFBwOpxUb2mA+km6VcESKRUvvNsmPc+6MHvkRAEgfUrrPzNf23gf/zDMPuOJeekjioA1RUyv/PLVXzsXX7MZj1vp2kaB08leWV/vLxvpAwsarAoSCI2r5uqVW1Ur+nAt6wRX0s9ZpcDSZYRZQlBkhBEUU/7Tq5EahqapqGpKpqioioKak4hn82SGA0S6R8m3DtEqKuPUFc/iUAIJZdfug/RCQRRxOJ24m9ronpNBxXtTXia6rBX+pBM+uchShKCJOqrslOfB5c/D3Xi85gIqNPhGJG+IcK9g0T6hgh29hMdHCGfzqKpCzy51gofTzTJ+Jc1Ur91LdWr2qhY3orF5Zh47/LV73vyGlBU/b3m8uRSKULdA4ycOM/omUuMnr5ILpW+yg7BYPEQBAHJasFdV0XFilYq2prwtjTgaarF7LRff8+LV6zdaRqaqqGqKto113ews5fAxR7GL/QQONdFJp5c0ve6bDHja2ukZs1yatYtx9/ejNXjRDKbJ+5xEUEUrx7vVG1iUShPPp0hNjzGyIkLxEfGyvZWQ139jJw8X5bJl9XjomnnRkx2WxnO7HoGD50i3Ds4L/ueDTa/h2V3b4fp1pk1jcD5bkZPXyy4D0EUsLid1G9aQ836FVStXIa7oQbJYkKSZQRZQhAu3w+aqkv3qnn9PshncyTHQ4ye1se84RPniA2OLfz4fs17QhCQLRac1X4c1RW466vxttTTsG1d0ayiq66KVY/eQy6dKe+JaRrBzj6Gj58ruqmrrorG7esRJGn6XSkKXa8dJB2O3vBp2XwemndtQrIU7ofKJVL0vHWYbDx5w8d01lTStHOjPtZMQzaWoGfPEXKJ1A0f6yoEAbPTTs2aDqpWt1O1qg1/W+PlBULT5Jzv6mf95KKhmsuTjsQIdvUTONvJ4NGzBDv7yKcX/1kviCJVq9uoXLFsXvafDkfpfuPQkl74F0QBQRSRbVZcNZW46qpwVlfgb9fntcXu/cqVy1j95P1lXwRQ83lGTl4g1NVf8u9oGuw9luTFPXHe+5AHSQBRFLh3p5Oaykb+6RvjPPNyhNHxPIrCtI+BKxFFcNpFdm608/F3+3nyfjd26+VfisRUvvrDEMNjS+/7XZRgUTTJVC5voe3endRtXo27vhqzw156WYog6N+JJME1ixTO6gpq1i1H0zRyiRTJYIRI/zADB08wdOwssaGxsgy05cRks+JtbaDtnh3Ub1mLs6YCq9s54yB+HQIICEyn6euo9FHR0YymaSjZHKlQlPhIgJGTFxg4dJJQVz+pUESfgMwz+fT0WRDJbKJu02o67t9F3eY1OKr8iMX0ia+4BiSzCRNg9Thx1VbRtGMD6WicwLkuzj37KoNHTpMOx8r9dgxKxOJ24m6ooXHbOhq2rcNVW4WtwoNkMs3unhdBROLKm95e4cXf3kTbfbvIxOJE+obpemU//QdPEO4ZXNQJ87VYXA5qN65i5TvvpnJFK3a/F1GefiJ6FZPvXZaQLWYsTjuOSh+168prbHz6hy8SON+Nmr/xyaGjys+2X3oKV21VGc7sel75s88T7hta9EUBd30Nt//mJ6a9jjVN4+yPXyJwoXvGyZ2ztpK2e26j9a5t+NuaMNmsRe8JQRIAEVHWH99mwO73UNHRwoqH7yQ+HKD7zUNc+vkeQl39C1JhY7JZsXicWD0unDWV+Fob8LbU422q06uDnHbMDtvlIKAI/rYmbvvMh8p+nqqqcvp7L5QULNr8HnZ86oNYXNOXzWmqSmwkQP++4zd8XlWrlnH7b31Czx4XIBWOEh0aZeTE+Rs+ZuP29dz+Gx+fcQwaOnaWgcOnyhcsCgLu+mqadmyg/f5deFsbsDjtxec5E896UZJgIitl9bjwNtfTesc2UqEIgXNddL68l/4DJ0iFbjx4nyuiLNFyx1Y2f+SJedl/4Hw3/QdPkF0qwaIgYLbbsHpdWL1uXLWV+Jc14l3WiKumEovHicXpwGSzlDyfbdqxgaYdG8p+qrlkin2f++asgkWAeFLlL/9llLUdVtZ0WBAEAZMssGGllb/+r/V89sMVHD2T4uDJFNmchsV8eXyTJIG1y614XBI1lTLrllu5e4eTNe1WKn0S4hUL4rm8xrd/GubbPw0v9mNtWhY0WBRlicoVy1jxyJ203rkdm889b30LwsTqldlpx9tcR/OuTaRCUYKdvfTtOUrPW0eIDS3u6qvJZqV+yxpWPHwntRtWYvN55u1YgiAgW8y4avVSj7qNq1j33gcJnO/m8Je+T/+BE/N27EmyydRVK3+CKOBpqmPd+x6m/d6dmJ2zWDAogCDqGeum2zZSu3EVIyfOc/RrP2L4+DmjZGWBkC1mnLWVtOzeQtPOjfjbmrG4HfN2v4sTVQo2r5uatR3ERgKcf/Y1zv7kFZLj4UUNKiSTTP3Wtax51wPUb15jWAa8TRAEAVd9DWaH/brsk8lho2X3Fta//2EqOlr0iXAZjidbzHhb6tnYVEf7vTs5/9zrnP7hz0kFIze8/2upWtVG7fqVeFvqcNXX4KjwYqvwYnHN332+kKSCEeIjgRmDRUEU8bc23nCwKJpkKjpaigaKoKtJepvqGDl54YbHNH9709XVG1egaRrR/mEy0TKUwwl65nTFw3ex4qE78DTXleV6B33cd1T6cFT6aNyxgZFTFzj13ecZOHKabCxRlmMYXI0gitRuXEntuhV4muout435vcg2yy1x71/L4dMpfvsvB/nz/1zHupVWREFAEATsVoENK21sWGnjY++6/vdcDpHP/49GzCYBs0mY8bPJKxrPvBzlf/7TCIHQ0pyjLliwKFnMdDywmw3vfwR3Uy2SvLBJTUEQsPs92HzrqFm3gspVbbz5f7+0KAOKIAp4WxpY9eg9tN+/E6vPg1hqFrGMyFYL9kofmQX6DHKpNJPRoiCKNGxdy8aPPE7thpXzdj2YrBYatq7FVVvJwX97mu43Dhl9XvOIKEtUrlzGsru203TbRtz11UgW84I+QARRxF1XzaaPPI6/vYnj33yW0TOXFiVgNNltrHjkTjZ+8FHsVf5Fuc8NFg9nTQVmp+2qYNHmc7P2PQ+y6vF7sfk883JvCKKAs7aSjR96FFddFUe+/AMi/cNlPcbyh+5kxSN3IlvMJWcMbyYy8STRwTH87c0zvjdvS/0NH0cym6joaClpW1ES8bU2IFvM5G+gRFcQRTyNdZdL3a9ByeaIDIzc8OKqIEnUrl/O2nc/SNPOjcjW+QsmJJNM3YZVeJvq6HrtAMe+9mPio+Pzcqy3M5JZZv1TD9O4YwOSSdYzv7fYvX8tmgYv7onzX/5ikL/4nXo2rLCid4oUft+iKOByzLwwomkamazGy/vi/Le/GaJvaGl5K17JgkRsVq+Lte9+kHVPPVS27NFcEQQB2Wwi1NV/Q4PtXJHMJlrv3MaGDz5KRUdz2VbY5oKmaQwePkWkb2hBjpebzCwK0Lx7M7v+40dx1VaWXm47RwRRxNNUx87Pfhi738PpH76Ikl26N+VNiyDQsG0dd/ynX8BRVVG8lHieka0WWu/cjruhhrf+9ssllZ6VE6vPzcYPvJPVT9xvCHq8TbH7vdh8HqL9I4D+LLztMx9m2d07MNks83psQRCQrRY6HtiN1eti3+e+QahzdiVYhZCtZmSLZdHv8/kil0gRHRjWZ4ozzFk8TXW6CMsNBFUWlwNva0PJ21d0tCBbbyxYtHpd2Cu9M87Fcqk0oe6BOe8f9Ixpx/272fLxd+Gqq5r35zzoiyT2Ci+rH78Xd0MN+z/3TYKdvQvSZvP2QbgsuPU2IpvT+PmeOL/we7389i9V8+AdLip98pxtNDQNBkZyfOWHIf75W+N0DyztOem8B4tWj4ttv/gUKx65a0lcXJqmkQiE6Nt7dMGbhC1uJ+ueeoj1Tz2MyWFb9NWYbDxJz5uHyZa7gX2m4yVSCJJIw+Y17P61j+KsrVrQz8BR5Wfzx99NNpHi/HOvGQ+QcqNpRAdHUfPKjOVNC40oiVR0tLD7Nz7GK//rcwQ7+xbkuGaXg+2/9BTLH7pzVuOeqqgo2SxKNj9VIi9KIpLFrPd4ztPnqmnaRObVuCfKiWSW8bU2MHLiPFafm+2/9D46HthdWq9qmRBlicbtGxBEkdf+8l9IjAYX7Ng3M5qqEu4ZJJdKY3ZMv9hj87mxV/iIjwTmfBz/skZsXlfxDSdwN9Rgr/TdUB++s7oCm9c948+z8SThnrkHixaXg9VP3s/GDz22KAkCUZZp3L4em9fFgS98l/79x5dU/7rBzYmmwbGzaT71//WzY4Odjz7h5Z4dTqoqZJz24tUVmqYRT6oMjuZ4eV+CL30/yKGTKXL5pf/cnddgUZBEVj56N8sfvGNWcrnahPrfpLrnZPnYRFJqQvBBnFJdmu1ANHrmEqGehVXSs/k9bPzQY6x67J4ZHzyzQZumpG62n0O4d5DR05du+FxKJZ/K4G9vZusvvLdooDj5/jRFQVUnJrKT73ni+xclcdYlEBaXgw0fepSxs50LFji8nYgOjNB/4ASr66pmVBGcienu+6vv+cn7fnb3vCAIVLQ3s+GD72TvP3593sWORElixcN30lHCuKcr+iqkwjHGznYS6uojPhokHY7q2e+J7JDN58FVU0nFihYqO1owOeyzyuhc+9mqikImmiA5Hp6wHgrSv/+4rhpdBvLZLNHBUURZxmS1XFYynvju9L9fvncXe+FsvhBEEV+LXja4+rF7aX9gV9FA8fJ3pUwon14e6wVR1D/LWd4DoiTSsGUtq5+4nyNf/oFRWVEikb4hcsmZg0WLy4Gj6saCRW9Lw6zmBCaHDV9LA8GLvXM+pqPKP2MvJkB0cJRMdG7tKSa7lTXvfgfr3/cIFqd9xqzstVypcK9d+bznirFfKv26FwSBio4WbvvMB8klUwtSWaJpGulglOjgKGaHTS/TnGbMm1R6vVXHvVudRErllX1xDpxI0tFiZutaOxtX2WhvNlPll/G5JSxm/fvN5lTCMZXR8Rxd/VmOnE6x92iSzv4sieTNs4Axr8Fi1cplrHnXO0puelVyeRJj48QGx4gNjxEbCpAKhckmUlMPN9EkT6gvuXFU+XDWVOKo9GGv8GL1upBMhSdnSi5P16v7FzSraLJb2fyxd7HykbvmJG4xqWSaDkdJR+JkkymUTBYlm0NVVESTjMlixmTXfSqtHpcuMlCg7EPTNHr3HCUdWTiVUJPdyoYPvJOqVcsKXg+5VJrY0BjRgRFC3QPER8fJxBIomRyCJGCy23BW+fG2NOBtrsPTXFeSiiDoDxBvUx1r3/Mg+z73jSWnjHuzoykql17cw7K7tmOv8BbfXlVJR+IkxoKkQhFiw2PEh8dJhaPkkvp9L4ii3l/r9+BuqMbTVI+3uQ57hbfk0iZBFGnevYXh4+c4+5NX57V/sWpNO+ve+xAma/Eyw8ToOJ0v76Pzlf1E+ofJxhMzZrwFScTqcVG5vJX2+3bScsfWghO+qWOMBRm/1EtidJzo4Bjx4THiY0HSkRj5VIZ8JkMulSnrmBgbHOPVP/9nZIsF2WLC7LDrapluJ2anA6vbOaGUZ8fksE1sZ9Y9BmsqFrU8v5wIoohvWSPNuzez+on7MBewEtFUleR4mNjQGKHuAaIDIyRDEXLJNJqiIJlN2Lxu3I21eJvr8DbX46ypKPkeEGWJFQ/fxdDRMwwcPHnD7y0VihIdGJlVtlsQ9WvY7ChsqZJLZSZUuss7mdI0jdQsFouiQ2OkIzEcVf5pf2522nFUVwAX5nQ+stWCr7UB0VT6VMxks+Jb1jin44F+HbgbqgseM9TVT34Ovf2CJLHy0XvY8P5HsLidJf2OqijER8aJDY0R6Rsk0j9CKhwln8qgaRqS2YTV5cBZV4W3uR53Q43eC28urqYtiCK+1ka2//L7eeXPPk9scHTW72k2qLk85597jd69R5FMMrLNgsXlxOpxYnE5sLgmxj2XA4vTjmyz6n7DFjOOav/sXAEWicnqvNn2QIuShL3CW3QBNRONk4klpk2I3Aj5dJZsonzzPQ1dKfXomTRHz6QxmwTcThG7VcRiFpAkAUEARYFMViWZVonGVTLZpZ9FnI55CxbNDhurn3xAf5gVySDlkikGDp2i+/WDjJ3pJDY8VvrKpyBg9ThxVPpx1lRQtbqd2nUrcNVXY/O7r5Ln1zSN4KVeho8tXO+SbDGz/n2PsOrRe2ZdjpYKhgn3DtJ/4ATjF3r0LEA4OhE8Z6+qGBNlaSJYdGDzunHWVlLR3kzVqjY8TXVYvS5diGDis0iOh+ndc2RBSzPWvPsdWN3OKcn3K9FUlVQoSt++Y3S+so9gZz/J8VBho/UJo9eqVcvoeMftNG5fj9XjKukB0nrnVvr2H6f7tQM3+rYMriFwoZvevUdZ8chd1wm6aKpKNp4kNjLOyEndDzPcM0h8JEAmGi+p90e2mvE01dGwbR3t9+2ior25pLI+i8vBynfeQ9++YyTGQnN+f4Ww+tyse+ohXHWFLSNURWX01AX2ff6bjJ6+WPg6n0BTVFLBCH37jjF45DS9e4+x/Zffh7u+puCEPRmMsPcfvkZ4Aasp1Hye+HBp2RZBEqd6YCpXtHLv738G6yzK8pYygiBQvbYDf3szNt/0ZX/5dIZQ9wAXXniToWNniA6OFrUrkMwm3A01NN22kY4HduFva5p2XL0WR5WPVY/dy/iFnhteKDz5nec4/+yrJWeOYGLh9D88ybK7thfcbuzMJfZ9/pvlX8zTNN2HtURySb13byYBGslkwtNYi2iS57TYYnU78S1rnFWAIMkSvtYGTHYruWR61seUzKaCx1QVVfctnGWwKIgizTs3svmjT2Ausog1aW02dr6LSz9/i+ET54kPB4oeU5hQP61a1U77/buo27Sq6DNfEARq169g2y89xd5/+Nq8KANfSSaWKFk0UJoIFGWrmds+9UHa7981q/tpMVCyOQ5+4TvIJSyGXond7+GO//yL+Ir05156eR+nv/+zslW5TKIvTM9fciSb0yaUTJemmumNMm/Boq+tifrNa4oGislAiKNf+zEXf/5WwVX1AjshHY6RDscYv9hD3/7jmGxW3A011G5YSf3mNVQub8HqdYOmMXDwpC6lvwAIokjTzk2sefcDJQeKqqpPCLtfO0jXa/sZv9hLLpkqOolW83pZWSaaIDY4yuiZS3S/fhDZYsbTWEvVqjZq1i3XLTq8bkZPXyTSV151vGI4Kn3XvaZpGmo+z8DBk5z+4YsMHT1T+gNQ00iH9QBz9NRFmndtZssn3o27oabow9fqcdF2zw4GDp7UhXcMykY+laHrtQM079yEvcKLpmoouRzRgREGDp1k5ORFRk6eJx2No2Zzs15BzKezjF/oIdTVT++bh9nwocdov28XsrWw6qogCPg7mqleu5yuV/bf6NuclrqNq0oa98bOXGLP33+VsXNdc8pyKtkcXa/uR9NUbvvUB3HVV894TH9bI8sfupMjX/7+jF6ni4mmqOQSKXKJFImxEKp6az1szXbbtBlFTdNIjAU5+8zLXPzZW8SGA2gleiIq2Ryhrn4ifUP07TvGhg8+Svv9u5BMctF7oG7TaqpWt9G399ic3xNAKhQhFZrdxNvstJfk25dLpYkOjJTHuuEGUHL656xp2oyfq6exFtlinpP3na3Ci7uu+rrXNU0j1NmHs67q+mtHEHA31GBxO+cYLJrxNtXN+PNsIklsaGzW45K/rZFNH30Cq7ewJZqmqkT6hjn+7Z/Su+cIqWDpGWRNUYmPjBMfDTJ45DSN29ez6aNP4F/WWDDDLogizbs2M36+m5NPP79kLLSUTBYlkyUTZcG0I26YiXFrtuTTmZKSQJlonEj/sFEqv8SYn2BREKjbsAq7v7BvYCoU5dCXvs/5Z18t282r5vJkcnHGonHGznZy4bnXdb+3XZvxL2+h+41DC5ZN8zbXs/79j5Tsn5jP5ujff5zTP/g5w8fP3tjETtNQc3myuTxjZzv1z+Jnb+Kqq6Juw0qig2OLogZ7LUo2x4Xn3+Dwl75PIhCaW3mgpq/mXfz5W2TiCXb/+sd09bVCkyZRpHbDStwN1Yxf6LmBd2AwHaOnLjJ8/Bz1W9YycuoCvXuOMHjoFPHR8bI9BNS8Qrh3iP0TGYjVT9xXtMxbNpto3rmJrlf3l13LRbKYWXb3jqLlV/oC2Y8InJ9boDiJpqr0vnkER5Wf7Z98/4zqmpLJRPt9O+l54+CC9igbzIymaUT6h9n3j9+g/+CJOdv5qHmFUFc/+z/3TTRVZfk7bi9a5mV1O2nevYX+/ScM0Y8iqLk84d5BVEWZ0d7J3VijB4tzyIL62xqRp7lvlUyWSy/tpePB2zG3XJ+JcdVWYvd7Ss7eX4nd78Hm987483QkNuseTJPdyuon7qdqZeEWE1VRGDvbyd5//Dqjpy7O/frTNDLROJ0v7SU+PMZtn/0I1Ws6CvZxmx02Vj1xH/2HTt5Qv6eBwduReQkWzXYrFctbCj60NE3j0kt7uPTzt+ZvlUfTSEdipCMxAue6MNmtCxYgSRYz69//CNWr20pSSMrEEhz/5rOc/fGLpCPzs5qaS6QIXuxdMgNlLpXm7E9e4dC/Pl2WWnJNVenbe4xDrqe57TMfLrpYYfN7aNiy1ggW54FMLMGhf3+ak997gfHz3RMem/NDOhzj6Nd+hMlmZeVj9xT2MhQEKlcuw+73lr3CwF1XTe2GlQWPr497exk4eLIsarxKLsfFF96keecmGrevn3E7Z7WfjgduZ+xsp6ECvMhomkaws489/+8rDB4+XZZ9pkIRDv3701icDlrv3FowyyLKErXrV+Co9Bk+dCUQGwqQDsemrYwBcFb5sfk8cxpPqld3TFs+nIklGDvXReXKZfimCRZliwV/e8ucFn88TXUz9oxOVnvNVjG3edcW2u7bWbAUWlNV+g+eZP8/faNs4nKapjFy6iJv/e2X2P0bH6Nm3YoZ51vCREZ29eP38dbffaXkLL6BgQHMi/GNyW7DWVNRcJtsIkX//uNzKqOYK7lkesEmSlUrl9Fy+5aiipDaREB79Ks/4uR3fjpvgeJSQ1NVul49wLGvP1PepmNVpefNw3S/fqBoeaMoSfrDxTBKLz+aRqh7gOFjZ+c1UJwkHY5x6vsvEB8aK/i9C4Luw1Wsp3AuVHQ04ygi6pOOxOh+7cCcxCNm3Gc0TufLewv2PQqSRO3Gldgrpp/wGiwcyUCYw1/8HkPHzpZ1v4nRIKe+/wKJQLjotu76mnm5B25FdPGt6Izjimy14G6smfV+TXYr3pb6afuN09E44Z5Bgp390yufiwJVK1pnfUzQM6GFKjBCXf2oswikLG4nqx67p6jYVrhviINf+A7BrvJ5fU4yfrGXo1/9EelwrOj437xrM/4bEAgyMHg7Mi+zZMlsKjpwZOMJ4iO35qqmaJJZ/tCdWL3FxVaUTJYzP3yRMz9+qawTyKVOdHCUE9/5KclA+YVGsvEkl17cW1Izs7uhuqDflMHNQ6hrgP4DJ4qWdlpcjgkFwzIiQOWqtqIKxNH+YYI3aHY9zY4ZPdNJskD/mCAIeCZUBA0WD1VRufDCG/TtO16SqNFsGT1zicHDp4puJ1vNuqLmEhfTWAqkI7GCPVqyxYynYfbBoqPKj6PKP+0cIT46TjIYJtI7OP11Igh4WxtmZUkGuv+gu66AEqqmMX5pFlk/QaBuw0qqilRQKbk8p7/3M72KZx6UqDVVZeDQKfoOHC+4nSAIOKv9NGxbV5IglIHBXJAksJgFXRX1FslFzMvdIkoSkrmwoIumqKj5hbOvWEj8bU003bahpPLTzlcPcPK7z5fU9H+roCoqZ595eV7LP0fPXGT8Yi8NW9cWLEux+TzYq3wkg+F5OxeDhUHPVu9n+cN3FrStECUJV00loiyVrQReEEUqOpqLnJ/G+MVesiUq5c2G+Mg40YERPbM5w/VustvwtzcxfOKcUYq6CGiaRqi7X18YnKd2iHwqQ9er+2m797aComqCIOBvb0YQBTTFuBYKoakqwUu9+jN9mkohyaKrMwuiOKsePFddNfYZSluDF3vRFIXo4AjpaPy6lgpBEHBU6tZhkb6hko9pcdlxFxDDymdzsyoRNTtsrHjn3YUtYTSNkRPnuPTS3nntkVWyOc498zItOzcV7BsXRJFl9+zg0ot75iTUYmAwidcl0lBjoqPFwrrlVtqaLVR6JRx2EVkS0IB8XiMaVxgJ5Onsz3L8bJrO/gzDY3nib3efRU1Ti9aDy1bdf+ZWQzTJNG5fX9RjTtM04iMBTj39/IJ6HS42k8IOXa/Or2WFkskxfPwsDVvXFtzO4nIYmcVbiOjgKLGhsaJlRja/B1EqX7Boduj+poXQFIVw7/zYV2QTSRJjQTStcLLI21w/Mak1+nUWGjWfp+uV/cSG5tfrLdQ9QHxkHG/zzIqXAJ7GGv1amIcM563G+MVe/XOaJlgUAGdNBWanvWT1VlGWqGhv0k3br2Gyp1VTNWLDAdLhKDbf9QqjNr8HV13VrIJFs9OOs0D5cWIsSHoWCrcVHS1UrVxWcJtcIsXFF/csyDwn2NnP2LkuGratK7hY766rpnJFqxEsGswaSYKmWjP37nTy6N0udmy0U+GVMUkCogR6Vbkw9RyeLItWVVBUyOU0+oezHDiR4kcvR3h1f4JAKM9S1xqblwSpkssXlQG2uJ3425puuX4xq8dJ4/YNRU2lNUXvrQu8zcRVNEVh6MjpOam4zZbA+e6iGRTRJOurkEY51i1BJpYo6doyO+1lHXssLkdRexxNVXXF3/lA0yZMzAsHgfYK3y035t4sJIMRevccLbsK73XHGQ+TGBsv2rNtcTlnXcb4diU6MExupmywIOCo8mN22kven2iSqVjeMm1Ak09ldOsKIB2OzjhmyFYLnsZahFnUudm8HuwF1NnjwwHSpQa8kkTd5tUz+odOEh0aLZuQUzEysQSjZy4V9by0uBxUrW43xkKDWWGzCLzvYS9f+atm/ua/1vOeBz001ZqxW0VMJgFJFBAE4arppP5vAUkSMJsEHHaRlW1WPvyEl3/8w0Y+/z8aefhOFybT0p6Dzsudkkumi6qsSSaZFQ/fiaexdj5OYdHwL2vC11pfdLvEWJALz7/xtlPkysQS9Lx5eFYN9HMlMTpOroh4jl6K6i6soGlw05BLpvWgqchEWTabJ5cAy4Jss0ybJbgSTdPIRMtfgjpJNp4sujhicTuMhZFFQNM0ho+fI9I//962+XSG+HCg6LUgW8xYnIW1BQx0UuEYscGZM8KOKn/RyoIrsbqdes/oNMTHxqf8KzVVm7FdQ5hQdi7VwxnAt6xhxn5FVVGJ9A2V7Pdn9bmp37ymsAKqpjFw6NS8aBPMcEDGzlwiW8Q7WZQlKpe3zCrAN3h709pg5s//Sx2f/x+N3L7FjsclFW01K4QoCFT6ZJ68382X/qKZ//or1fg8hZNMi8m8zJCziSSh7oGiAUHVqja2fOLdOKr983Eai0LthpWYHYUHIE3TGDx6Zt5K0pYykYGRsslmFyOXzpApoT/MZLOWNXAwWDw0VSWXTBUVURCLmJfPFkmWS1rhn88+bTWvFA2SJZORSVoM8pkso6cu6tfmApAcDxftDxNlaVaBxtuZTCxOdGBkZkVUi3lW4lHelgasnuszcpqmkRgNXlWyOX6he8bxzN/WhKlAv+C1+AqY1+czGULdAyUL0DhrKvG1FF4Yz6czjJ3tXFDxvkjfcEn3mbuhVl88MzAoQlOdib/63Tp+5QMVuJ3TB4mapqEoGpmsSjKlEk8qJJIqybRKNquiqtr0ysYTQePvfLKa//bpGqr8SzNgnJ+eRUVl9PRFMrFEwX4wyWxi2V3bEUSRI1/9IaHO/pvaJFi2WvC3N8+sNDZBLpVm5MS5BbUNWSqMX+wtq1VGIdRcfubSoSsQzeUNHAwWFyWnB02FvtHp5OpvCGHqP4U3m8cMtiCJRbOGC5HRN7iebDy5YItkoC/YFnuWCqKIKC/NiclSI5/KEB0cRVNUhGk/MwFvkcDpSrzNdZid1wd5mqoRGwlcZTcUGRwll8pM641o87lx1VSWlLkTJFEvW51h7Muns7NawK5auaxooJqOxon0zX82/UqyiSSpUBR3fWGFWnuFB5vXTbR/ZIHOzOBmxGwS+I8freSxe9xYLdc/v5NplZ6BLJ19WfqHc4wF80TiCtmchiCA1Szg88jUVMhTYjiNtSZM8tX3ocMu8gvv8TE8luP/fmmM+bKfnyvzph08cvICY2c7ad65qeB2ktlE2z23UbVyGd1vHOLC868T6h68KZVSrR5nQaWxSdKhKCOnLi7QWS0dVEUheKmXXGp+lACvRVPUor0LAJJkSGjfUmjqvPeFXYuSyRUVyxEEYUYz7HJgdjqKBsG5ZHpepOsNCpMOR2clRHKjKNkSnp+iUNQH2OAyoZ4Bcqn09LZgAjOWlV6LbLXgb2uaNsuvZLOEOvuuGr/SoQix4TEq2q9XWzY77fjbmxg5daHocW0+D/ZK34zzk1QoQrRAqe21VK1qK1p6n4nEiQ+PlbzPcqDk8qSCxUV6RFmesFAq/tkZvD0RBLhru4NffK8fi/nyfaOqGoGQwjMvR/nmsyEu9mQZCeRJpgt4HQvgtIvUV5vYuMrKex/y8o7bXXhd4tQ96fNI/PrHKnl5X5xDp5aWQ8K8zZIz0Rhnn3mF2vUrMNltBQMoQRRw1Vez/n0Ps+zuHfS8cZDuNw4TuNBNNp68aSY3Vo+rJP+2SP8IiSI9nbciuWRaFx9ZoO9T0yhalgeUkhAyMChIJpYoaocgiOL8ldwLAo5Kb1FhreR4qLR7wqCsRAdGF2yRDEBV1aLjrIDRvjobwt0DZBOpGT2kXTWVmBy2ojZYFrdDLwed5sNXMjlC15jWpyN6v6S/rem63zFZLfq+JKmo/oGj0ldQjCbcPVCyhZfJbsNVW1n0AkqMBa/Kki4EmqqSiRevXhJEEccM1iUGBgBuh8jHnvRR4b1ceqooGm8cSvBX/zrGz9+KkcmW9jzVNIglVM51ZTjXleGZV6K86wEP//VT1axptyJOiOM01pr4yBM+jp5JsZSEquetJkpTNQYPnSzJJBsmFINEEVdtJavf9QD3/P6nuf03P07rHVux+WdW71pK2Ct9mO3WotuFegZQSsh43WrkUmlS4ehin4aBQdlJR2Jk44X7YwVJxNNU2M5grlic9hk9264kPjJ+U5f636zER8eNEuCbnEQgNCU8cy2CIGBxObD7vUX3Y/O6cdVN39+YiSeuEwfMp7MTJbDXXz+CKOJuqCmpYsFe4S1oVxbuHSKfLq230OpxYvVeb+dxLYuxOKWpGmouV3Q7QRBmJUpk8Pajsc7MbZscV13n57oy/N7/HuK516IlB4rTkUxpfPunYf6/vx2mZ/DyfScIAndvd+D3Lq2qj3mtv8smUhz64vdxVFVQvbqt5H4dSZZxVvtZ/o7bab19K5GBYQYOnKTr9YNE+obIxOILXmZWCs6a4ittmqYR6R0sm7/bzUQ+nSEdfvt4ShqUjiCKmGxWTA4bJpsF2WLGZLdhcTn0120WZKsFyWJCMpuQzWYksxnJLCNZzMhm/XXJbMbTNDs5+XKg5PKMX+ylZt2KGbcRRJHK5a2YHfay9+06a6vwNNQWnLypeYXxiz2Gr94ikBgLvu2Ur2818ukMwc4+qle3T/tzq8eFs9pftNy4YnnrjIvKkb6habNiwUt95FIZLK7rp2ze5jqsXldBj0dRlvA01c1YNprP5gj3DKCUEGSBbn1WSqDVvHsLT7Q1LWhxmCCJuGoqS9hQLwk2MJiJTausVPkuB225nMb/+bcx9h1PluWazufh2VditDeP82f/qQ55oo+xocbEqjYrY8H5U0+fLfPerBXq7OOtv/sy2z/5Pl1muQQRhisx2a1UdLRQ0dHCqsfvJXC+i8HDp+l56wixoVG9xGGJBI72Cm/RbVRFIT4afFuu7ivZXMmy3Aa3LoIoYnLYsHndeBprqehoxtNUh83vwe73YPW6MDvsulLjHOvkFlywSNMYPHKaVY/fp49xM5yTb1kjFStaGTpSPt8xQRRp2LKmaAVGfHR8QfvmDC6TjsZRjSD9piafyRG81KeLZ00zvpjsVpy1VQiCUDCbVrWqbVoRPE3TCPcMTit8F+zqm7Ff0u734q6rJtI7870tmUz422buqcxEYrPqVzQ7bCVlMx2VviVc6ikYPqMGBWmuN2O3XX6en+/O8OKeWFkXPzI5jWdfjfLZD1eyrFFXp3a7JOqrl9a1uSDKHoFznez5+6+y7RffS/OuzbOWrZ/c1uJyUL9lLTVrl7P8oTsZPHyKvv3HGTp6Ru9tXGRsBcxuJ1HS2QWv4V8qKLk8+czC9e0YLC1Ek4y/rYmqlcuo27SaqpVtmF12TDYrktl00yvSBi/1kRgdx1lbOeN7sbgctN29nbGzl8iXqYfNXuGl9e7tBT8/TdUIdvYRG3n79UovNpqm6b1gRq/oTY2mKMQGR1GyuWktRwRRxF1fjWg2ocxgFSHbrHrlwzRVVpqiEh0aQ8le/7upYIRkIIRzGk0EUZbwtzXRt+/YjOcumU24G2b2tM7EEsRHAjP+/FrMDntR1feljiBgqAEbFMTlEKdUSzVNo3sgy2iw/C1kvYM5RgI5Whv0eZDZJFwVpC4FFuRu11SNUFc/r/3Vv7L8wdtZ+eg9+FobiooxTIcgCMhWC97mOjxNtXS843bGL/bQ+cp+Bg6cIDIwvGhlVhZXcYPXXDpD/m0cLBYzija4xRDAXuGjdv1Klj+4m8oVy7D5PLfkQzo6OEr/wROsfOTuGeT19fGr7d6djJ65xMWfv3XDY5XJbmXNux6gauWygttlkym6Xt0/4yTWYP7QVLXk8j6DpU1seIx0OKq3nEyDt6UeuUCw6Kzy45rIPl5LJp4kOjAybaVULpki2NVP9ZqO634miBKVK5fp0c8MCxL2Cm/ByqfY0BjpyMxlrFcdTxCwuJ03/eIeLEIFisFNhaZdfTuGogqpdPnnsPGkSjRxxVxAY8ktLi7o0lAmGufk0y/Q8+ZhVj1+Hx3378Je5UOS53Yak1L0dRtXUbt+BbGhMbpeO8jFn79JuHdowSdGkrm4wbGaz78txW2ACRuLpXUDGMwfFreTtntvY8Ujd1HZ0XLLl/yo+TwXnn+Dhq3rChp023xutv7Ce1HzCl2vHpizTZDJYWP9Uw+z5l0PTCvDP4mmaQwfO0v//hNzOo7BjaGp2tuy7eBWJD4SIBmM4KiumDbQ8DTVYrJbycSm7zVy1VfNWJaZicRmLBPPpTKMX+xFU7Xr7HEEUcDTUIPV7SQdmV4TwNNUW7BsNHC+u/RrVBCQLbf2WG5gABCOKeRyGpJFv+dMkoAoQrmHc0GAK2/rTFYjllhaz4yFz3NqGrGhMY58+Qe88mef5+yPX9ab/1X1hlSzJlXB1r33Qe79g8+y+aNP4KqvXlBbBMlcPOjVFPVtK3RgZBXfJggCFctb2fnZD7PjVz5A9er2BQsUNU1bVGuI8Ys9dL92oKjypauuih2/8gFWPX6vLmc/m7J8UcRZW8nmjz7J+vc/gtlZuKIhHY5y7tlXDSXixULTltoiscEcySZSBcs1LU4Hjqrp7XEEScTX2jhj+WZ8dHxGf0BNVYkOjJBLTd/zb/N7ZjwugKuuGpNtelEdTdMIdfXN+LvXIYBYYHHKwOBWoW8wRzKlB22CIOB0iFjN5Q8qnHYRl0NkMmCJJhSGA0urGmXRis7z6QxDR88wevoi537yKssfvJ2GbesKKnaVgmQ24V/WiLe5jubdWzj1vefpefPwgqhwllJWq2maETQZ3LIIkkjrHdvY+gvvwdvSMKPYS6no94uKksmh5HIouTxqXkFVFLSJ/6t5Zeo1NZ/H01hbcOI0n+SSaU7/8EVqN66aUTUR9AePq66K2z7zIdrv30XPG4cYOnqG5HiITDypS9hPRhiCgMlmwey046yppOm2jTTv2oRvWWPRqgwll+fMM6+UbGFkME8YH/0tw/iFHpbdtX3aBR7ZasHdWMvIyeuN3iVZpmpV24ylj2NnO1EKVBlE+4dJh2OYHdcvDtl8blz1VYxf7Ln+uCYT7oaaGYPUbDxJZKB0cRswev0M3h4cPZtiNJjH79XvnZYGM1V+mZ7B8gZyLfVmaitNU0PKwEiOc11LS99j0TuUlWyOwPkuAhe6cdZU0Lh1He3378LX1oTV45xTXyPogVvl8hbdq/HO7Rz+0vcJnOuc10CtFB8tQRQXXNbfwGAhkEwmlt2zg12/+hGsvuIeXFeiqSq5VJpsPEkiECI6MEpseIzE6DjpaJxcMk0+nUHJZFFy+cuB4zV/1zSNu377k6x8593z+E4LEx0Y4eC/foe7fvdXcFT6Cn4OJquFug0rqVu/gnQsQXw4QCocJRtPoGT1sm3JYsbidExMCKsx24urEII+tna9doAT33qWfHppPXgMDG5WAhd6UBUVaRqRGtlqwdNQM+3vWdxOfK0N0/5MVVTGznYW7GGOjYyTGAvinmb/oixT0dFC356j17W5mJ023A3VM45DsaGxGf0jZ0Ir0forHYlNeDcuvdUSTdMK2o0YGPQO5XjutRgrWi2IokBHs5kta21lDRZNssB9O5001OjZelXVePbVGOOhpVWBuOjB4hSaRnw4wLnnXqNnzxGqVrXRvGsTDdvW46z2I8qzU1CdRLZYaLptI/YKL/s+9w2Gj52dN49DJVuCEawoIswxADYwWLIIAvVb1rD1E+8uOVDUNA0llyfSO8jwifMEznczfqGbxFiQfDaHmsuj5mcnilSql+t8M3j4NMe+/mM2f/RJbH5P8c9DELC6nVjdumn2taW0sx37lFyO3j1HOPTvTxsTIgODMpIYHScTS2CfxqpGlCWcNZWIJnmiR/8yrvpqLBP397WkIzFiw2MFj6vm8wS7+qnbtHran/uXNelKrNcc12S34ayeXpBH0zTiE++nZDTdl7EUjn/r2Yle6aUYLGKMjQYFSaVUvvXTME897KGhxoTFLPAL7/Hz+sEEgTIFc+tWWPnoEz5kWbfc6R3M8b0XIiy1AsSlEyxOoCkqqWCE3reOMHDgJK76Kmo3rKRl9xaqVrdh83qua/AuhiiJVK5o5Y7f+gQHvvAdul87OC+CA0qm+ACqG4ob9f4Gtxbe5jq2fOLduBsLG8NPkpsoQ+98eR9DR8+QGAvO2yLOYqDmFc4+8wq5RIotH3/3tNmAQsxVpU/TNPKpDOeefZXj3/wJ8VHDKsPAoJykIzFiQ6PTBouCIOCsrsDssJO+pkfY01SLZYb+4vhwgGQgVPjAmsbYuS49yplOXKe5DovTodu0XIHN5572XEEfpyK9g7MTA9S0ae09piMVihK40G2UwBvclGjAwRNJ/v6rAf7gMzU4HRLvuN3Ff/tMDX/zxTF6byDDKAqwZa2N//lbdWxeo1cLhaIK/++rAU6eX3p+5EsuWLwSJZcj3DNIuGeQC8+/QUVHC43b19G8ewu+lgZkm6XkSZUgCHia6rjt0x8iHY4ydPRs2c83XcIqlclmwWSfvtHcwOBmRDTJrH3Pg1StnLkfZxJNVYkNBzj61R9x6eW9101sbiWUTJbzz79BpG+YzR9/F7XrV2Cy2+ZNrj2fzRHq7OPU916g85V9E+VfBgYG5SQdjRMdGKF6Tce097KztgKL8+pgUTLJ+FrqkabxZ9RUlUjf0IxKplcS6uonm0pPW4pudTvxNtddJ8DjaaqbsV8xn84wfqm36HGvOt+J8k1N04qOZcXEtwwMljp5Bf7ha+PYrCKf/mAF1RUyn/1QBdvX2/nX74zz6oEE4+E88YRKMScsi1nA45JoqTfxyN1uPvakj2VNZkRBIBjO83/+fYx/+fY4S3HdfEkHi1eiZHOMnr5I4EI3559/g5Zdm2m9cxtVq9ungq9iA5cgCLhqK9nwwUcJdvaXvQShlLp/yWw2BlCDWwpfawMtuzcX7cXVNI1gZz+H/u279O49ektlEmdE0xg5fZHX/vILLLtrGyvfeQ8Vy1vKFjBqmoaayxMdGqPzpT10vrKfcO/gonnNGhjc6qi5PJH+EdRcflqVZ5vXjdnluOo1k8OGp7Fu2vteyeUZv9RbUrl9KhQhMTKOeVnjdT8zO2x4mup0Masr8DTUzCg0lk9nCPdOb9dRiEwsiZLJIlstBbez+fQS/MVUqDYwuBEEATJZlc99Y5x0RuP3P12NyyGxa7Od9SusdPZlOXkhxfmuDENjeaJxhXRGQ1VBEPWeRJddxOeRaKgxsW65lbXLrVT5ZSxmAUEQyGRVvvLDED9/K8bqNgsupzT1s9lwsSczb8I4N02wOImayxMfDnDqBz+n67UD1G1cxaon7qNmTUfRgQv0nqb6LWtp3rWpLKbYV1K0jAS9JNZVW4UgSW9bCw2DWwdRlmi6bSOOKn/RgS0VinDwX79D796j8xbMCIKwZPoWp9A00uEowa5+8iWWbxXenYaSzZEYHSfUPUD/wZMMHjpFdHDk7RGAGxgsMuGeAXKp9LTBomg24aypYOzMpanXzA47nsbaafeVz2QZv9Bd0nHT4SjRwVG8rQ3XjbeSxYy3ue66fkl3Yw2COL1Ogm7XES7p2FeSTaTIJlJF51zOKv+sbIEMDJYSFrPAg7e72L7BztoOC8tbLVgmrDNEQcDtlNi02sam1TY9457VyOQ0lPyEXZIAkihgMglYzAKSKEx7O0iSwBP3u3n0Hjdms4DZJCBLwqyd//76i2P86edmp2xcKjddsDiFppEcD3Pppb30HzzJsju3sfrJ+6lY3lJUQdVktbDynXczcOhUSQFeqcSGxkoqzfC2NiCZJPJGsGhwk2Oy22jetblogKapGueefZXevcfmNeslSGJJfqcLicluY8277mftu98xrZm3pqokAiGGj59Dtlqwup3INiuiJKKpGkouRy6ZJh2JkQyECPcOEhsOEB0cIT4cMAJEA4MFJtQ1QDaRwupxXfezyZaXK3HWVmKboW8wMRokOljaBC+fzhLq7qdxx3qka7wOJ49rcdpJhfQSWJPdiqPSP2O8FuzsJ5tIl3TsK8lEYqTDUewV3oLbuRuqkS0mckljjDK4+fC6JP7it+tY3V68dUwQBKwWgRJyVtchSwLLGufwi9dgt87fQvnSmlXNkUw0zvnnXmf0bCe3ffqDNGxbVzRg9LU2ULVyGT1lDBaT42Ey0Tg2r7vgdv5ljchWq9FTZHDT42mswVldUXS7ZDBM58v75j2bLplNJVtLLARmp53173+E9U89jMlxfb+ims8zfOI8x7/5LEPHzgACgihMiHhNbDvhzaqp6pSv5HwIdBkYGJRGOhIjPhLAXV993c8EQbjudV9Lw4x9g6GeAbLxZMnHDl7qI5/OXhcsArjqqjBfESxaPS5dgXWaaFFTVSK9g3Oy1UmFoyTGw/jamgoujls8LhyVfsK9g7M+hoGBwdJhidVrzR1VUQhe6mXvP3yN0dOXik6mLC4n1Wvay1oikY7GSYwGi27nqPLjaZydOqKBwVLEXV9TtAdX0zQC57uJ9A3P+/mYrJZpV/sXA9lqYc2738H69z2M2Wm/PlBUFLpeP8jr/+ff6N17lFwyTS6ZIhtPkokmyETj+p9YgmwiSS6VRsnmjEDRwGCRyaczhLr6p//hhDbClT3cvtYGpGmCRU1VCXf1k52F0Fewq59scvrtbT4P9grf1L+tbteMdh25VIbIwMicxhMlmyPSN1S0SsTmdeFtqZ/1/g0MDJYWt0Rm8UpC3QMc/tL3uet3Plkw4yHKEp7mekx2a9kUGdORGOG+ISo6Wgrae9h8buo2rmb09MVZecgZGCw1HNV+ZFvh8gk1l2f8QveCGMNbPE6ctdN7ii0ogkDHO3brgaLj+mBaVVUGDpxkz//7allL4Q0MDOaffCZDsLMPTVWvK8EXBAGL24XF5SQdjiLbLHgaa6ct1c/GkwS7+mcVsKVCESJ9w7hqrh/nJJOMv72ZoaNnALD63FiuEduZJB2JER0YKfm41zJy8gIrHrkLszxzJYfJbqN6TTt9+46V5ENtYLCUyGRVXtob53z3/M9dysGZS7MvKS+VWy5YBBg9fYnBw6dZ8fCdBbez+zyYrJayBYtqLs/YmUu07N6MyTZzjbMoy9RtXs25n75KKlhcQdXAYCkiSCJmx/UZs2tRcnliw4GC25QLb3M9Ftf0K+kLiau2kjXvemDGLGdidJyj33jGCBQN3l7cImujmqoRHRwll0xPW1lhdtiwevRg0eZ1Y6/0TjtOpqPxWauR5pJpQl19NGxde90+BUnC39qg/10UcVT5EeXpW3LS4egN+bAGLnSTDIQxN88cLAqCQN3mNdh/+BKx4bE5H8vAYDGIxFR++y8HEW8SkaZcfv4G2FsyWMwlU4ycusDyh+4oOJGVbZYZ+wjmysipC2TiyYLBoiAIVK1qo3pNOz1vHC7r8Q0MFgpBFJHMppK8FWfTk3MjNGxZu/hqqIJAw7b1+Gfo59E0jYGDpxg727kIJ2dgsJhoqCVk0QRRnDc/0nIRHwmQjsZnDBYnyz+tHhc2n3fafSTGgiTGireuXEk+kyXUPYCmKAjy1fMXQRRw1VdPzWtctZUzfo7hvqEbqvZIjUcYO9eJp6m24HflbaqjduNKI1h8m6NpWkkWKov+/L4CDUilNW6ZVa4bYOl8K2VEU1XS4ShqETGN+XgYRfqGGT11EYrcFBannVWP3Wd4Lhrc3JTin6VpaNr899m566up27yaWetNlxnJJLPszq0zimzlUxlGTp4nn5q/khEDg6WIbvuSL7qdbDUjzJARWyrER8ZJBSPTToDNDpsudCcIOGsqsbimf86Pne2cfXmmphHpHSIdTVz3I0EQsPu92HxuREnCVV81424C57pvqA0mm0jSt/dY0X5Ls8POiofuxOpZ/IoPg8VDU1XUfPF732S3LqmA0UDnlv1GRJNc9IJTsrmyy/hn4wl69xwhX+wBIAjUb1pNy+4tRc3MDQyWIpqiks/miq4WCqKIaZ4VSkWTTPPuLbjqqhc9I2HzeXDWzTxJy2ezpCOxBTwjA4Olgaao5FLF2z6sXjeyxbwAZzR3lGxuRpVPQZJwVPqQTDLelvpp5yKaqhI43110UXs6IgMjpCPRaX9m9bmw+TyIsoSzevr+bSWfJ9TdX9piXwGGjp4h3DNQcBtBFKhZt5zm3VsMz8W3MWpeIZ8p7gDgqPQhGnPiJcct+Y2Isoyzeubyi0ky8WTZm641VWP42NmivkmCIGCyW1n3vofxtzWV9RwMDBaCyfLSYuIMoknWzZnnEW9zPSsevmNaxcGFxuJyIFtmFv2RZHneg2cDg6WIqiglLZTYK7xFLaiWAsFLfdO+LggC9kofktmEt3l6NdBMLKHPE+YQsKUjMWJD0/eBW1xObD4PZqcd6wxKqOlQtCz90qlQhO7XDxUNeGWrhXXvedBQgX8bk89kS2pHcdVVGc/HJcgtGSxaPU7qN68uGCxqmkZiZHxGCeobITY8xsUX3kAtIWtZubyFHZ/6AL7WxrKfh4HBfJMcDxf1C5VMJio6WsreHzyJ1edm00efwN/WPC/7ny2CKBRcQDfZrTRsXWuUoBu87VDzConRYNFyNJPNSt2m1Qt0VnNn/GLPjN6xjmo/JrsNT1PttD+PDQfmLDCjKQqBGXqeJZOMu0H3v51JqTo2PDblxXgjqHmFSy/t0ZVhiwS9Fctb2P7L78fdcL03pcGtj5LJkgyEi86LHZV+qla1LdBZGZRK2YNFUZZwN9ZgdtgWpeRAEEWad22ienV7we3y6SzBrj7UXPEa6tmiqRqdL+8j3DNQUolew5a17Pq1j+Jb1lTQcsPAYKkRHRwhmyiyWihA5cpleBrKv6psslvZ8IF30nrH1hlV/xaabCJVsC9LEEVa79rO+vc/gs3vMfozDN5WxEfGycQKjxmiLNGyezPWJZ5dTIyHSI6Hp/2Zo9KHq6Zi2uyepqrEBkdJh+cWsGmqRuBC94xtNJ6GGpw1FcjW64NFTVWJDY2RiV3f8zgX4sMBzj37KvlUYbEcQRRp2b2F2z79YVz1Cx8wirKMvcKLo4ClmsH8Eu4bQilSimpxO2i5fctNl10UAFkGs0nAYtb/mE2FF45vJsq+1G+yWbntUx8kl87Q8+ZhRk6cn3EwnQ+qVrex9j0PYZ7BW2iSdCTG2Jn5UyOMDQc499PX2PqJ9+iBcwFEWaZ+yxru+E+f4MhXfsjQ0TPz7klkslupXN5KJpYg2NVniD0ZzInY4BipYKSgp6kwIfLQeuc2wr1DZTOVt7idrH7iPlY/cT+S2VSWfZaDVChCKhydMaMAugDGhg+8k8rlrXS/cYhQVz+JQIhsPIGSzaHmZ9/HZGBwMxAbGiUVjmL1umas/hEEgYoVrbTeuZVzz742Y/ZusclE48RHxnFO43lo83lwN9RMO+lV84qejbsBzQRdjTWGzee57meu+ioSY8Fp+z6VXJ5wz2DZxmGArlcP0LhtPc27NhVc/JLMJpp3b0aUJQ7+23cJXuor63nMdExvSz0NW9fRtGMDvXuPcuLbP53XYxpMT7Czl1wqhclewC1AFGm6bSN1Gw/Qu+fIAp7d7JFEaK4301Rnor7aRE2FjN0mIksCCJBOq3zpByFGx8uflFpoyl8XJgg4qiuoWtVG2907CPcNM3zsLP0HTxDs7CM5Hp6XbJ7Zaad+y1q2/eJ78S1rLFqCOnjktN7gPU9oqsqF517Hv6yR5Q/dMaMy4iSiJFG7YSX3/P6n6d1zhDM/eolQV3/ZjMwlixmb14WnqY76LWupXb8CX2sDx77+DKHu/pIkjQ0MriUTTzB45DSVK5cVvOdESWTNux4g2NVP396jNxQMCaJIxfIWNn7oUVp2b5l29XwxyaczDBw8Qc265QUnwyablZbbt9C0cyOZaJx0OEYulUbJK/rkuCShWRUlr6BkdNGcVDBCdGiUSO8QyfEwqVC0bGOIgUE5SAYjBM524pvwA5wJk9XCpo8+QTaRovv1g/Myb7hRMtEEkYER/V6/Jkgy2a1UrW6fdrE4n80xdubSDR07OR4mNjQ2bbDorqsmFYpOu4imZLKMX+q9oWNfdy6BEEe+8kNcdVVFNRgkk0zz7s14W+q59NJeLv7sTaIDI2VbIBNNMla3E2dNJXWbVlO3cRUVHc3YK7xomsbQiXNlOY7B7An3DBLqHsBe4Su4nc3vYfsvv490VE/qzPeCwmyprpDZucnOhx71smm1jZoKGY9LQrymMjAYzvP8G7EZg0VJgkqfjEnWf0/TIBpXiCWW1vuFefRZFAQB2WqhoqOZivYmVj1+L5G+YcbOdhK81MPomU5iQ2PkM1mUbHb2A4UgIFvMmJ12atYtp+2e22jYtg6Ly1E0UExHYlz82Ztkk/MrXZ+OxDj+zZ/gba6jeu3ME8dJBEHA5nOz8pG7aN65icHDpxk+fo6h42dJBsN6xiGXn/6zEkAQJURZ/yOZTFhcDjyNNfjbm/Eta8TX2oinqXbKG08QhEW3GTCY8BQTBQRRRLZaSiqnFCR9W8ls0v2LVFUfUBc45ldzeXr3HmXlo/fMKKYwib3Sx87PfhhnlZ+LL+4hE43P6liSxYyrppLWO7ey8tF7cNdXX1fqrkvz5xBledEU1TRVo+vVAyx/8A5c9cXVWUVJwubzTDvpK3qsKxd5NE3XytA0lFyO2PAYwUt9DBw6ydCRM8THgktvwi0IU9e+fv2bS1KzlcwmTFYLqqJMXfs3YgNgsIBoGt1vHKT9/l1FKwJctVXs/NWP4G2u4/xPXyM5HilJfv9KBFHQxwNZQpQkcql02QITTVUJdw+Qz+YwXbNoZfO6abl9y7S92qlgmMjgyA0dOx2JE+kfoWpV23WBqrO2CrPTPu3jPRNLEOkfvqFjT8fYuS4OffF73P4bH9fL6wvcx4Ig4G6oYdNHHqftntvo23eUoWPnCJzvIjshPKjmlemDBEFAlEQEaXKuI2NxOXDWVuJf1oS/rQlPUx2+1oYpG4bJc1lKGeorxz39Gi3huS/q82olm7963LtJFvsz0Ti9e45St3F1wfcrCAL+9mbu+u1PcvK7z9Gz5yjpcHTWmXhBEhElCVHW3RFyydQNBZ4mWeC+nU5+6xOV7N7iwGEXEZi7DZ/bIfHfPl3Drk26foGiavzopSh/8c+jlNmo4YaZd+lAPSDRA7uKjmb8bY3kM1kysQSJ0SDhviFC3f3EhwKkIzEy8QS5RIr8FYPF5GAvW8xTZrfOmkoq2puoXNWGt6lODxJL6f3RoG/fMYZPnF+QGyzcM8ihL36fu37nkziq/CUFjAgC9gov7ffvovn2zaTDMaIDI0T6hye8ncJTn4/A5cDB4nJg9br1Xon6KhwVPkx2Kya7rSTzdIPyIUgistmMZDEhW8xIFrP+b7MJ2WpGMpuRLSZkiwWT3Ypss2C227C4HFSvXV50/87qCjZ95HFSwQi5VFr/k0yTT+uLL/oiTE7/fyZLPpu76t9KLl+263/8Qg9jZy7RuH19wXtwcoKw7ZPvo2pNhy6McKmPZCA440RfMsnYK314m+uo27yGph0bcDfWXjcxmySbSHHuJ6/QvGvTjCqEC0G4Z5Azz7zMpo88gWUehWyuuqcFYWpyKMoS/mVN+Fobad65iXDvIJ2v7OPCC2+SCkbm7Xwmkcwm/VqfuPYn/y5f+3erBfPEGGWyWXDWVGKyFe9VabvnNjyNteSSaXLJlH79pzP69X/FtZ/P6n9XMpfvCSWTm5NdgUH5GD3TyfilXj3QKRJUOCp9bPzw4zRsXUfv3qOMn+8mPjpONp5EzefRNL1yQZTlifHVgsmqj6tmpx2L24nd78VR6cPicXHs6z9i9PSNZfWuJNw7SD6duW5Mkq0WnDOMU+HeIbJF+jaLoakqoZ4BlFz+unJTk82CaQZxm+jgaEmqlLM+H0Wh583DeJvq2PSRJwqWGoL+3QqShLe5Dnd9NcsfvIPkeJhQVz/RwVGSgRDpWBw1NzEPnJj4m2wWzC4HVo8be4UXZ00FjiofJps+jsiW0hac5gNBEvVr0DzxzLeY9Ge91Tz1uj7umSfO14rJpo991WuXF9X5cFT62frxd5OJJsgmU/r4l86Qnxz7slc8968Z9ybnAIsZWKp5hYGDJ4mPjeOuK9y3KggCvmWN3PbpD7Hs7h30vHmYUFc/yWCYbCKlL/gI+mKrZJKRTCZkm0X/XG36vW/zubF53dgrfQiiyKF/f5rY0Niczt1qEXjqIS9/+Gs1tDWar8sizoVYQiESU9iwyobZJKBpGpIk8MXvBRkcXVoLuwuuMy+I4tSX6ayuoGadPjFW8wq5VFq/6DNZPYOmqqBqMLECI5n0gFG/wWZv3KmpKqNnOzn61R8VbbItF5qmMXDwJPv+6Rts+6WncDfUlDyQCaKA2W7DbLfhrq+mcfv6qX2iaaiqqgeLoqhPFI1gcFFpv38X7ffuRLZbkC0WJJOMaJKRZP3/oixd/vvE64Ikzul7s/ncrHr0nqtem7wulHweNaeg5vMouTzqlf/O51Fz+uu5VJrkeJiT33mOYOf0EvClkI0nOfn081S0N2OvLFxeIggCFpeD5Q/eTusdW0kEgsRHxicEF+Io2TyirE8IbH4vzmo/Vq8bu9+rrxIX+Kzy6QzHv/EMZ595GdlqWdRgUVUUTv/g56BprH//O7H7Z581LAeCIGB22qle00HF8lZa79jG0a/9mIFDJ8vaF23zedj0kcf1QN5uRTab9GyOSUaSpct/n7gPJq//uY5bDVvX0rB17VWvaZqGqihT1RdqbuJ6v+rv+r2Qz2TIJdMMnzjP8W/+pFwfg0GJJMdDnH3mZdwNNUUrEgRBwGS1ULdxFbUbVpJLpslE4+TSmalMkSCIejAhS/pChUmemKybr8osKdkcZ3/8UlnfS7h3kGw8WbLVh6aqBDv7yMRvXGAmcK6LfDpTuielphHqHiCXKL8KPOiVJie/+zwIAuueeqjkz0SUJaweF1aP66oyVk3T0BQVTdMuZ+JgSfk1tt17G8vu3qFbJlknnvtXjn1T4548lQkVJGlO457V62L1E/df9drUc39y3LvyuZ9XrpoDKLmcvrCWSHHw375LpK/8GeZihLoHuPjCm2z66JNFq38EQcDidtJ020Yatq8nG0uSjSfIZ7JTGUJBnMweSlOLlJMLklfGCLGhsTm3rFjMAr/6kUp++5NV1FSUTx8hr8Bzr0f5+Lt9NNXpixzrV1jZvMbG4OjS8mJefFOyCURZwuJyYCkiTDNXNFVl7Gwn+z/3TcI90xvpzheaqtL5yj4y0Tg7Pv1BKtqbb0gBcTL7KBkqikuKyuUttNy5derfCx28T2XxzWYoMneYLF/MROJ0vrzvhoJFgMEjZzj9oxfZ+MHHiq4oT56r2WHDZK+/HNRdueApXL1tMTKxBGd//DInv/s8+UyGsTOXUB+7p2iv8HySS6Q48Z3niA2OsfUX3jOjOfdCIZlkatav4M7f/iVOfvd5Tn3vhbL1M5rsVpp2bsTTVDf12mJc/5I8EYQWQtOmLjVRkoxgcTHQdFGUyhXLWDWL+3Ry3CgmGreQZGIJwr1DeBpnFrS6kmwyTair/4bEbSaJDgyTCkWxelwlba/kFcI9gyWZo8+VXCrN8W89SyoYZusvvFfP6sxxLBAEAWGJqFzPREVHs67GPVFuvGjPfYsZisRCk899TVE59b0XFiVY1FSVMz9+mfrNa6bt9Z0JURSxepxYPYUXl+aDJ+5z8zufrKbKf/la1DQNVYVoQiWRVAnHFPJ5jdXtFizm0p/z57oyXOjJ0lSnT9rMJpG7tzv56WsxllKr5tsi2tA0jfFLfez7/LcYXqTmZk1RGTh8ij1/9xWGT14wyqBuUSZ7QZd6lrfcPatKJsu5Z16h+42DJfmLXnsewlTv2sSfWXyOuVSaMz96kePfepZcKo2maoR7B8lEyyMNP1cm+6m9rQ36Cvmino2OMFHivvFDj9LxwO7yBq/C7L63RePK81vCp3mrk4nGOfn082UtCV0M8ukskb6hkrfPxhOz2r7wvlKzO3YiSWx4tCzHLoSSyXLh+TfZ97lvEu4tr/Lq0kN/ji75cY/yP/fnSmIsyNGvPzMvvbPlprpC5lc/UkmV/3I2WNM0gmGFb/4kzK/9ST9PfqaLd/5yJ7/2JwOEIrOb2ydSKodPXS4LFwTYulYvS11KLJnM4nyRTaQYOHiSQ//+9A1nT24UTVEZOnaWl//nP7LmyQfoeMfukvoYDQxuBhKBEPv+6RsIgkjrXdtKL42aI5qmkQpGOPLVH3L+2dfIpS4LVoV7B0mMBQvK888HgiDgqPbTcvsW2h/YrfdTu51L6h4XBAGrx8WWT7yHRCBI/77jhhqywaIQ7h7grb/9Erf/5ieoWt22qJUAcyWfyRLq6kdVlJLOPzEanHPf1LVkEymCnX203LG1tAqMqC6KsxAouRwXf/4Woa4+1r73IZbdtV0X3VnEsVBT1AVrQTIogKbRt+8omqKw87MfxtvasKSekZPIEjx2j5udmy5ft4qq8fqBBH/xhVFe2Rcnnbn87LSahVkL06QzGkfPplBVbaoPsqHWRF2Via7+pXOtlj1YzKXSdL2yD5PNiquualGEVSYVEccv9nLq+y/Q+9aReWnonivx4QAHvvAdut84yLr3PEjD1nVYPM6Fe1BqGqqqkY5ESYWiN4uQlsFNQHI8zJt/+yUifUOsfPRuHFUVCGVoBL+WfDqj95t961kGDp68buU6E00wfqmXiuUtZT/2TFjcTjoe2M2KR+6ioqP5ql6pQkz2nJQesE0Y/d7gSrajysemDz9OpG+Y6MDCTCANDK4lcL6bV/7882z4wDtpu3sH5iKK5ksOTSM6MEImliipR2/sXFfZykDVfJ5Q9wD5VKak8v/4yPiC+l6jaYxf7OXNv/kiPW8eZt17H6JyecuCfseaqpKJJwle6qP3rcN0vXpgQY5rUBhNUenbd4x0JMa2X34ftetWIFstS+re97gknnrYc1WW79jZNL/6x/2cvlSeFg5Ng8GRPLGEiselxwAep0R9tXxrB4tqLs+p7/2MgUOnaLptI423baCivUVX5pq4CObjYpicaCnZHIHzXfQfOMGln+8hOjRalt6AcqMpCqOnLvJW/wg161fQeuc2Grev14UwJlUNy/g5TX4+al4h0j/M2OmLdL12kKHjZ28a2WWDm4NMNM7xbz3L2Pku1j31ELXrV05J5N/IvT9pERIbDnDxhTe48PwbxIbHZlRSHTt9kRUP3znn480Ge4WXTR99kuUP3YHZYZv2fU71i6gq6Uic2JCu+JeJJ1Eyun1QKbeiIDIl+CWZzbo6oNOB3e/BXunT+7lKGGsnjc9b7tjKiW89O7c3bmBQBiK9Q+z/528RON/Nqsfuxd/WhCjPTQRkOqbuvXl61sVHx0sKFjVNI3ipd9b2H4WYDFRLCRZDPQOLYh+hZHP0vnWY8fPd1G9ZQ/t9u6hZvwKTzTpVwlkupuY6uTzhviF9PrjvOMMnzpEKxcr62RvcOGPnunjjf/87He/YTcc79Gqccgo23si939JgZlXb5QA2r2j8+9NBznaV17s4GMkTjStTwaLDLlLhW1qFn/NyNvlMlsD5bgIXujnzzMu462uoXtVG7caVuvqZxzWlHHWjk0clmyMVipIYCzJ2tpO+fccYv9hDOhS9KUqr0pEYPW8con//cTyNtdSsW079lrX425qw+dyYnfY5ZxxVRSWXTJEOR0kEQgTOdzN4+BSh7gESgVBZPddCXQOYHIUtAoJdfQvqA6jm84xf7NFtIgoQGxory7USGx5j6PjNZfibjSfJxMrf25dLpel96wijpy9St3EVLXdso2ZNB44qH9IspM0v3+MRwj2D9O49ysDBk0T6h4suAg2fOM/gkdOI0wiehLsHytY37G2pZ/sn36d7qs0grqJpGtl4ktHTF7n00l4C57pIhaNkE6kbkjMXRBHxCpVoq9uJv62Jlju2Urt+ZdEyXJPNStvd27n4wpukQnO31FCyWf09haJz3seCo2mEugZuaBe5RIrh4+cKLuypuTzZ2Ow8RW+U5HiYkZMXEAv4GE7a7iwVMpE4Z370En17j1K7cRWtd2yjYnkLdr+3ZP/NK9E0jVwqTTahPwMj/cOMX+iZl3aUxFiQwcOnil7/SjpD4EJ3WT1BI/3DDB4+hauhpui2g4dPz6qnvJxoqkZ8dJzzz71Oz5uH8S1rpHbjKhq3rsNVV4XV40K2zWFOqGkoeYVsIkk6HCM2NEbgQjdDR88S6RskFYwUnQPcCLHhMYZPnJ9x7F+KaKpKdp4UcWeNphEbGuXo137EpZf20rxrE023bcTbXIe9wqt7JM723ldVcsk06VicdCRGpGeIoWNnSYwFZ7WftR1WvO7L32vvYJafvVl+4ZlESr2qnNVsEnDYlpakjFBokiwIQtmn9ha3E0eVH0elD0eVD5vfi83vweZ1Y7bbkO1WTDYLoiQjyrphqaaoKPk8SiZLJp4kE42TGAsSHwkQHw0SHRghPhxYUg++G0EQBOyVPlx1VbhqK3E31GCv9GP3u7G4XbpPz4QEvapqaIpCPp0hm0iRjSdJhSIkAiHio+MkAyFiwwGSY8F5HTANDAohiCKu2kp8bU14GmvxNtfhqK7A6nbqPnyyjKapKLk82USSTDRBMhAiMjBCdOJPpH94yZnKO6p83PlfPknjjvUzLuqoisro6Yuc+PZP6dt/jHyqvKuS0yGZTTRsXcfWX3wvlStaC1uOZLI89zt/xeCR0/N+XgYGpSJIIq66arxNdbgba/A21WGv9OHwuWmp9WOb8BHMpLP0j0dJJdOkwzFS4YgeNAwHSIwFSYUieuYvsrABu0FpSBbz1FzH01iLs7YKR6UXm8+DyWadskLRVA01n5/y6c7EEvp3OzJOYjRIYjxEfDhAcjx8VVuCLApUOa2YJYloOks4lV0SYmMGMyOZTbjrq/G2NuBprMVdX429wofV40S2WnTl2Qm7ECWbm7LTSYUiJMbDJMaCJMeCJAIhEoHQnK1ifu9T1fzRf6yZUjd94Y0YT/16N7HE9NHi8hYzL3+lg4YafZEuGM5z78cucfxc4dikqc7ET7/QxtoOvTpAUTV++Q/6+PenQ3M677miadqME4UFXwrJRONkonGCl3pBEHTPLVlClCS9x0cUp9QQr1qtnShBU1UVTVGnvOJuRZUtTdNIjAVJjAUZPnH+sjeZLE3580x9PhqAhqZOfD6KMuE1pqAq+QXN5BkYzISmqkQHR4kOjk75IYkmGVGU9J7GK1TGNEVFUxTdIyq7hA3UBYEVD99Fw7a1MwaKmqoyduYSb/7fLxG81Ltg45WSzdG3/xiCJHL37/5yQZEdyWyiYnmLESwaLCk0RSXaP0y0fxhBkia8OyWqPQ5+/aP3sK7eD0BXIMbHv/4qXYEoqqKg5fVnoJLLGy0WNwFKJku4e4Bw9wD90gkkk+nyfGey73ty7NL0uY6qKPp8Z8JHcKbSWlkUeHhVI//l3vVUOKwc6B3jj547TG94cZWyDQqjZHOEugcIdQ8gyjKSecKnUrp6vjB5PVw1983rf8px77vsIrJ8eW4SjikkU+V/hiuKriMyiS5JsHR6N2Gx1VA1TTdQXmLZgiXFRBleOQ20DQwWk6nB/CbH39bEykfvKVh+FBseY9/nv8n4he6FO7EJNEWlf/9xBg+fZtnd22cslRQEgYrlrROLT8bk2mDpoSkKuZQ+ZmRRcWYy+HK6+EMgmyYXjpIO30Ql0AbToikqeaV8lReVDiu/efc67mjTPTDbK1wcHRjn7143FsZuFtR8ftH6TCVRuMplJJvTZq12WgoWs4hJvnykvAKZ7NJ6Fi+tolgDAwODmwDJYqbt3ttw1VbNuAKYT2c495NXGTl5YYHP7jJKNkffvmNFS9BdtZXl9Vw0MDAwWGTMskiN67LwjyQK1Hsci3hGN4bLYqLaacVjNS22VeLbgkRaZTJpLQgCTrs4L/6HFV5pStwGIJlWCUWWVhLNmB0YGBgYzBKr20nD1nUFbUESgRC9e44sivrglYR7B4uuzMpWC5L55hFoMDAwMChGIpvn9HAYRdVQNY14Ns/xwdmJnCwVRAE+c/tq/u1Dd/Grd6zBarr5PElvNgLBPJns5VRilV/G7Sxv2CQIuuqq33P5+4wlFEYCSytYNGYHBgYGBrPE19qAq66q4DaB893EhgILdEYzk40nyaezmAuoFYuSiCTL5Jl/8R0DAwODhSCUzPC/fnaUQCJDhcPCKxeHeOZU72Kf1pzw2iw8tbGVLY2VpLJ5JFEEbv52jqXMxd4MsaSK06EHcstbLLTUmwmEyqck67CJ3L/TOSWiAzAayC8pj0UwgkUDAwODWeNb1ljU12z8Yk/ZzLdvhEl/ymLbLJakvoGBgcF8oGpwfCjErz791mKfyg2zpsZL401cQnszcvpimr6hLHVVurpplV/m/e/0cuJ8mmzuxnsKBWDnJjvvvOdqf9Y3DicIx5bWQoBRhmpgYGAwS+wVXiTTzGttmqaRHA8vCSVXySQjWcwFt9FVBQ0RLQMDA4OlhiQIrK314bdbFvtU3lYEwwov7omjTgi/CQJ88J1e7t7hQC5DFXBro5nf/HgVjTWX/XDjSYXnXiu/l+ONYgSLBgYGBrNBEDDZbUUFYfKpzJJQF3VUVxQMbAEyscSi91YaGMyVxb/LDAzmD6fFxPbmSmTJmLIvJKmMxg9+HmVoNM+kJ31TnYm//O163vuQF6tlbmI3ogCr2iz85e/U8cBuJ5Kk70dVNd44lGD/8WTZ3kO5MMpQDQwMDGaBIKB7wRbbbok82GvXrygaLEb7h5dCXGtgMGtUjas8ymRRwGMz47GascgSmqaRySuEUlmi6SzqTX6dW00SPpsZp9mELIkT708llskSTefIzqKcXAA8VjNVTiuiKJDI5BiJpcldk9awyhI1Lhs2k0ROUQkmM3M2tzeJIj67GZfFhEnSfRSzeYVENk8olSGTX2IplSKYJRG31YTTYsIsSUiigKZp5BSV9MT7iqZzU9mpuVDjsrKjuXCPfDmxmSS8NjMOs/4daZpGVlGJprOEU1ny83QTSYKAz27BZTFhkfVrI6eoJLN5wqksyUWw2Tt8KsmXvh/kP/9iFRaz7nG+cZWVf/qjRh69x81XfxTkXFeGUERBlmaeFZhNAm6nSHOdmcfudfO+Rzysadfvu0l6h3L83ZcDBCNLb+HWCBYNDAwMZoGmaijZPBrMGDAKgoDN70GQpEXN2Nn8Huo2r0GQZq6Z0TSNUPfAksiCGhjMFlXTyKsqoiDQUenm3etb2NlazYoqDz6bGRUYT6Q5NRzitUvDPHOqj4FIomigYxJFHlndyIZ6PwDpnMIzp3s5Oxop6bz8dgsf3dqO26qXgA9EEjx9rJtoZuZy7xVVHh5d04TDLBNKZfjaoUuEU3rfs1WW2NVazRPrmtlQ76fZ58RplsmrGqFkhs7xGKdHwrx0YZCXLwyhXHE/WySRx9Y2s7rGSzyT42uHLzGeSLO7tYZf2rmCO9tqMUsSvaE43znWxRf3XyCS1o/b6nPy8R3LeXxtM7VuO9F0lqMD43xh7zle7xwhV2JwajfJbGuu5N6OOm5rrmJZhQu31YwgQDSVoy8c58jAOM+e6edgX4B4gc/pWkQBtjVV8eDKhoLb5VWVbx3poisYK3nfM+E0y+xsreb+5fWsrvHS6nfhtZmxyCJ5VSOeyTEWT9MXTnBqOMSxwSCH+8cZi6cKBlsWWcIqi9S47LT4nLRXutjZUk2zzzm1zaoaL79z33qyBQLrdF7h64cuMRgtLUslAC6ribvaanlwVSNra700eZ24LDKqposFXQhEOdQX4Pmz/RwbDM5qYcJplnnfpjYaPHZUTeMHJ3o4PRIGdEuTNr+Lx9c1c3d7LW0Vbnw2M6IgEMvkGIomOTUcZn/vGD8+1UswuXBCbHkFPv+tcbastfHALheyrAeMXrfIhx7z8ug9Lrr6spy+lCaV0a5SS7WYBT7wTi8P36VQU2Gio8XM5tU2qvzyVOA5SSyh8LlvBHjtQGLB3ttsMIJFAwMDg1mSicVR80rBjF1FRwuyxUQuuTjBoiCJNO/eTEV784xekAC5VJrAhe6FOzEDgzKiTEy8H1rVwP/34GY21PsxT2SsJql12VhT4+XR1U28a30Lf/jcYQ72Bq4KqK7FJIm8a30LH9u+HNAny13BWMnBYoXdwm/ds44mrz7J398zxs/PDxYMFldVe/id+zZQ5bTSH07w6qVhwqks1U4rv7RzJb+8cyWNXgfiNfdzndvOmlofD69upN5j56ULQ1f93CJLvG/TMp7auIxAIs2JoRDBZIa/ftdtbKyvQJrIbtS5bayt82GVJf7f66dxmGX+9LFtPL62GdvEWFfrsrG80s36Oj//+Yf7+Nm5gYKBtwDUe+z8xl3reP+mZdS4bJiuqbqodtroqHJzV3sd79vUxjOnevm7105xIRAt6bMWBYHbWqr4o4e3FNwuk1c42Be44WBxXZ2Pz+xezRPrmql22qY+v2tZXuUBIK+ohFJZLo1H+f1nDvJ65/C0n5nbauK3793AnW011LrtuCwm3FYTVlm66npeXeNldc2mgucYSmZ47dJwScGiKMDWxko+c8dqHlnVSIXDet01VuOysarGy8OrGvnotg7+Zc9ZvnzgImOJdNH9g+4R+cs7V7KjpQpN0xiJpTg7GkYSRJ5c38xv3LWOzQ0V11mCVLtstFe6uX1ZDXd31LK3Z3RBg0WA3sEcf/B/h5Elgft2OhFFPdCTJfB7ZPwema3rrlcbt9tE/vMvViFJApLIjM/hTFblyz8I8S/fDpJILc3MuhEsGhgYGMyS2OAo+XSmYLBYt2El3tYGxk5fWsAz0xFEgfpNq9n4wceQC4jbaJpG8GIv0YHRBTw7A4Py8uS6Fv7TPeto9jnRNI1UTi//09CwyTIOi4woCDgsJh5Y0UCd287v/fgAz5/rX7JlqRZZpNZlYzSW4i8f38F7N7ZiM8lomoaiauQUBQ2mSh8B8orGgd6xgiWPNpPEtqZKNjb42VDnJ5rWy0k9VjOSKOCymPj07as4PhRkU30F717fiqZpBBJpzJKI02JCFARWVXv4T/es48RgkKHY9FYCArC1qZI/eWQr9y6vQ57o81Y1PfOWzusLaXaTjN0sI4kCTV4Hv7JrFevrfPz69/ZyYihYUrlrMptnLJ7GLIuYJf2PKAgFF8rmwuaGCj7//tvZWO+fsK/Qy6AT2RypnIKKXgptN8lYTRKiICBLIlVOK+pESfRM78dhlnnPhlZWVnvKes6FEAV45+om/veTt9FW4ZoKEvOqSjyTI5PXs/ZOs/5+TJJIR6WbP354K+vr/Pzhc4fpCcVndUxBEKhz27GbZd67oZW/eGwHFQ4LgiDolQKKSl7VMEki8kRgJggCp4fDjMVLC07LzeFTKX7lv/fzJ79Ry5MPuHHYxKLXliAIWMwzb6NpGiPjeb74vSB/8S+jhKNLM1AEI1g0MDAwmDXBzn6y8SQW18xS5o7qClY9eg+R3iGy8YVrWBckkYYta9n2yffhaawtuK2SydK3/zjpyI2XZRkYLAZNXge/efdaGr0ORmIpnj3dx4G+MfrDCRRVo9Jp5Y62Wp5c20ylU8+YrK7x8t/esYlL4zHOj5WWKVxoTJJIs9fJXW21vG/TMkRB4FIgyhudI1wIRAgls2ho+O0WVlR52N5chVkS2dtdeOHHIkt8eGs7bouJbxy5xE9O96GoGh/b1sGDqxqxyBJ1LjufvX017RVuRmIpvnzwAvt6xqhyWvXsUHMVgiCwpbGStXW+GYPFZRUu/vTRbdzVXossiuQVle5gnB+f6uVwf0DPEAlQ57KzpbGSx9Y20eh1IIkCu1tr+ONHtvBbP9hLd7BwMKKoGs+f7WcwmsRjNeO0mPBYTVQ5bTy0qoH1df45fw9XYjNJ/Od71k9lYxVV4+RQkJ+dH+TEUJCxeJq8qmE3SdS6bbT6XGxs8LOxvgKvzcyBvjFODodm3H8ik+fLBy5Q5bzalmmZ38U7VjZgN+tT9ouBKC+cGyCbn7lqJZVTGC6SVRTQM4p/9th22itcgJ59PdQX4MULg5waDhFOZTFLIo1eB/ctr+fejjr8dgtWk8RTG1tJZPP87jP7iWdm109Y77ZzX0c9f/COzfjtFoLJDAf7AhzsCzAaT5HOKbisJlp8TjbWV7Cy2sPenlEiqcWxo9I06OrP8lt/OsChU0k+8riPNcutWM2zX5DQNI10RuPAiST/8LUAP30tRiyxdANFMIJFAwMDg1kTHwkQ7OrDVTez6IBkkmm75zbCvYOc/v7PUbLzb01hdjlovXMbmz78OJ7GGoQZyqMmifSP0PPmYaNf0eCmxWMz47aa6Asn+J0fH+D5s/3Erin1/OHJHt7qGuG/P7h5KnuypbGC/7Ctgz987vANiY/MFxZZ4qlNy1hf5yObV/nByW7+/vXTnB+LEs/kprJTggBOs4l6j50mr6No6aYkCKyp8fLTM/383jMHGZkI9DrHYzT5nGxqqECWRO5fUU9OUfnvzx7iC/vOk8zmEQWBVE7h79+zC5/dgt0ks7mxgp+fH7zuOCZJ5LO3r+aOtho9UFRVnjvbz1+8dJzD/eNkrgl0vn2si5+c6eWvn7yN5VUeRFHggRX1fHRrB3/18vGCwjca0B9J0h+5Ojjy2y1UO61lCxZXVXu5s71mKvt2bHCcT337TU6PhKY9P1nUBVuW+Z3c0VbLxbEoiezMQVU0k+NvXj3JtbHHQysb2b2sZipYPDUc4o+fP1ywr1PTKNpPWuu281/uXc/Kag+CIJDJK3z5wAX+8qXj9IUT1/VWPn2sm/dsaOW/P7iZeo8diyzxgc1tPH+2n2dO984qS7+tuZKNDRU0+Ry82T3C379xmjc6RxhPpK86rlWW9AWRao++ALTI9+pYSOEfvjbOM69Eec87PLzzbjfLWy3UVMhXidVMh6ppjI7nOXk+zU9fi/G9FyL0DWW5GSyOjWDRwMDAYJZkYgm6XtlPw7Z1yOaZyzzNTjtbP/FeHJV+zj7zMpH+YbQyPxkEScJe4aV+82o6Hrid2g0rMNmsRX8vl0pz+gc/I9wzUNbzMTBYaEKpLP/zZ0f53vHuaQO/eCbPNw93Iosi/+fJHbitZkySyHs3tvLlAxdK7o1bSKyyxAMr6knnFP7s58f4p7fOTIndXImmQSyT49xohHMl9FMKgp4R+9KBC4xekRE8PxbhubP9bKz3IwgCJlHk9HCYbx3tIjkR4KiaxltdIwzFUvjsFkySyMqq6UsmdzRX8aEt7ZhEvQftUF+A3/rBvhn7BZPZPC+cHeAPLYf5u/fsotppw2aS+ei2Dn50spfjQ8Gi7+1aFFUr60JAW4WLGqdtKpj7+uFLHBkYn3H7vKoxFk8zFk+zvzdQ0jGmE43R1Wkvvw9V1RVwb0Q5VhTgfRtbeXBlI6IgkFdUnjnVyx88e4jxGXoCx5MZvnTgAk6LiT99dBsmScRrM/Pp3at5o2tkVr2EmxoqAHj14hC/8p036R6PTVuem84rDEaTJQv1LATZnMaF7ix/8S9j/Mu3g7TUm1mxzMKaDgsNNSaq/DJ2q4ggQDqjMR7K0zec40xnmjMXM3T2ZQnHlp7iaSGMYNHAwMBglmiqSt/+EwTOdVOzbvmMZSiCIGB22Fj7ngdp2LqW7tcP0rvnKNGBEfKZLEouP6usniBJSCYJUZaxel1ULm+lalUbdRtX4W9rQrKYSyqJ0VSVnjcP0/nqAdQCpUwGBjcDh/oC/PRMf8HAIKeq/PhULx/Z2s49HXUIgsAyv4vbWqq4NB5bctlFQdDteV69NMTn95ydNlCcK4FEmguB6FWT81RO4dxoZKJXTEADTg6FpjKPkwSTGQLxNNToAUelw4oocFVWyW6Seff6FqqdVgRBz3D9856zdBcRltGAVy4O8UbnCO9e34IgCDR67Dywsn5OwWI5EdDLUK8Us0nMsvRyKVHltPGu9a04LXoYMBhN8rm3zs4YKE6SVVR+dLKHX7ptxVRGcmODn62NlfzsfOkLj6IgMBxL8ucvHqdr/OZtgwhGFIKRFEfPppAkXdlVELicHdYu2/vklZu3iMcIFg0MDAzmQCoY5uyPX8Lf3oTZbiu4rWSS8bc3422uZ8XDdxHuG2L8Qjeh7gFSoSi5ZIp8OouqKGiapk8URRFRlpDNZmSbGZPdjqPSi7uhBnd9De6GGqxeF2aHDbGANca1aKpK8FIfR7/2YzJGr6LBTY6qabzVrZevFSOUzPDShUHu6agD9FLJ21qq+d7xbpK5pbdokldVvnmks+zqj+OJNNH09cFnKJkhnVemvPUuTNPPqWraVN+YIAhYZV305MosV5XTOhWQA/SG4rzVPVqSUE0wmeVg3xhPrmtGEgTMssTOlmpkUZg3f79S0IBwOksmr04pdt67vI5vHum8ruz5ZqCj0j2VRQY43D/OiaGZ+ymvpCcU59xYhBXVHgR05d+NDX5evDBQcimqqmm82TXC/t6xOb6DpYWmQT4P+Tm5jy59jGDRwMDAYI50vrIPf3sTq5+4v2jppyAISGYTrroqXHVVNO3YoCsbZrPk01mUbO7qYFEQEWQRyWRCNpuQzCYEUSx4jGKoisrIyfPs//w3CV7qvaF9GRgsBZLZPGdGwiV5vimaxt6eUTJ5BYusT/g3NVRgNclLMlgciCQ5UGL54myIpnPT9s6l8wr5ic9R1fTjT0fmCu9YSRSQBBG4/PlvqPfR4NGtBDRN4+xomIFwaf5xqqbROR4jnsnjmfDaa/Y58NstjC6SEuYkp4fDdAdjUxm1x9c2E38yx7/uO8/xwSCpJXgNzcSu1uqprKI2cV9EpllAmI68qi8k5FUVsyQhSyLLq9zYzaaS/TGT2Tyvd47clIH22xEjWDQwMDCYI/l0lmNf/wkgsPqJ+0rqFbwSQRCQLRZki2V+TnACTdNQc3l63jrM4S9+n2BX/7wez8BgoYhlcgxHp1fjnI6xeJpgMkOdWw9mKh2WKTXGpUZfKM54svwBUiqvTGvormraVWVy0wUPGpe9LWGiXPaayvflVR6cFtPEPiGcyk4IEZV2fiZJF8SZxG0147aaFz1Y7A7G+NbRTn7v/o1YZAmbSebj25fz4MpGnjvbz9P/f3v3HR/HfR74/zNle8Oi90IQJNg7JVJUoXqxilVc4xbHTnzOJZdLcS6+XPJLcsndJb44sc8tjlziFkWSi2R1UYUiKVFsYAUJgOi9LbC9zMzvjwUhQrsAUXYJkPy+Xy8m8g4w893dwe48832+z3O8jWPdw4yGoos6Czoba4u9k7OKCT3ZyiTPPvvvIU2feq4UOm1YVWXWwWIglpjVGlthaRDBoiAIwgKER8c49uNfYRgGqx+4DZN9bgFjthmGQWjYR8urBzjxH88THFjctT+CkEnRhDZjo/v3C8YSjIVjk8GiRVXItU9fpGox+aNxIlmYrUpoOpqRZibWmPw/GKQvtnIpEskG7hdmbmUJ7l1dwbbK6StHv5/DpOKxvfeeXOibuNh0Ax5/5xx1BR4eWls10RtSpsxj5zPb67hvdQXHe0Z45lQHrzb1cH7YPyWwXipkCUo9di7E+Ios8We3b+T3bloz6314bckCRxfYTArqJaqBXiyu6YwuwRs0QnoiWBQEQVigiM/P4X99kpGWDlY/dDv5K2pQTIv78WroOmHfOF0HT3DmmT0MNp5Hj1+5BRkEIZ2EbswpoIol9CltG1RZxmE2ZWNoCxZN6JdsfzAfumHMam2ZMY9qHCZFxmM1T7aXkCQJr82C1zb/7AlZkib3t9i6x0L8wS/e5rWmHr64azWri3MwKwrKRKP5Ered2+pKOT/i582WPn58uIVDnYNLKkXVqqo4zOrkzKIsSZROpA3Pl5Jmhnkmum5MVtkVlj4RLAqCIGRAIhqj6aV99DY0Unvr9dTduQtXcQGqzTLnpr3zZeg68XAUf+8A3YdP0v7WEQbOtFyWHo+CsBgMY27tEXTDmNKrTZLIYiCysP3OJ1ib/c6zs1tZkqbMMBmGQTShLajNgz8aX/T+ehcbDkb5/sEmXmvu5ZH1Ndy/ppJ1JV5cVlPy+Ssydflulue7eXBtJf9+tJXvvnOW032+JVF1V1WkKVVddSMZuC1kFjQYS8ypz6KBcZWWgpkfkyqhTkRkug7R2NJ6dUSwKAiCkCmGQaBviBP/8QId+49StmUt5dvXkV9XjS3Xs+ACNekPaRAPRxjr6GW0vZu+hrP0HDtNaMhHIiLSfISr2/uDk0tRZAn1or9Dw2DK+rhMSQahGd/tkqcbxpSgI67rPHemi1+dnH9BrWAsTu8S6rMHyVi7bSTA1/ae4smGVm6tK+HBtVVsrcyf6MWYbH1S4LTxuR0rWV+ay5efO8SBtoHFHvpE/8n3/nc4nuCb+85wqs837332+UNpK+wKs3P3jS52bLIjSdDZF+dbPxmeU/CdbSJYFARByDA9nmC0rZvRtm7OPv8GzqJ8cqpKKVhZQ15dNfZcDya7DdVmQTGZUEwqsqIgyRMNmgwDwzAwdAND09DiCfREAi0WJx6OEg9HCA2NMtraxWh7N2OdfQQHR4iM+UXfROGaYlJk7ObZX8okC5O812omrumzLsoxFxZVmRKUXivius54NI5uGMkZWwNah/386HDzYg8tK2KaTvtogO8dbOI/Gtqoy3dz/5pKHttYQ22eC7OqYFEVdi0r4u/v387Hf/Q67aOBRR1zJK4RiiUmK29jwP62AZ45JSpkL5b7b3Xzm4/mosgS7zSE+M7PhtGX0Fe5CBYFQRCyKB6KJIO61i5aXz+IJEuYHHZsOS6sHhcmuw2T1YJsNiErMpIsY+g6hqaj6zp6PEE8HCERiREPhYmM+Yn6gyK1VBAAm0kldw5VHN1W05SfD8cTDM6iR+NcFThtc5rxvFoYBvSMBYkmNGwmFVWRKfXYF71P4uUQiMY52j3Mse5hfny4mY9uruV3dtZT7LYjSxLbKgt4eH01X997ivgivhaaYdDpC2CQTJS2mlSKXDZkiSU1m3UtcTvkBSatZ5cIFgUhSyRJwuFwkJ+fT05ODjabDbPZjKIoaJqGpmlEIhECgQB+v5/h4WEikcUtDS5kn6EbxPxBYv4gY519iz0cQbiiOS0qxa7ZF+coctnwWN+rtNnvD+OPpN540Q1jSnAjSdKcKnJWeZ2YFeXSP3gVah5K9km0mVRkSaLK68Rrs2QlKF+KDKBl2M9X3zyJbhj8+Z2bMCkyiixxU20x/3KgkfgiF3c51edLromVkusX6ws92Exq2v6bQvY5HcqcCgRdbgsOFmVZZvfu3dx9990p24LBIP/yL/9Cd3f3Qg8jzJMkSdTW1nLjjTdSU1ODLMu0t7ezb98+Ghsb0bOwVuNapigK+fn5rF27lq1bt1JaWorL5ZoSKMqynGzGrmkkEgmi0ehk0NjX10dzczMNDQ00N1+daTuCIFxbJFnGW1OOKU1FzFgozOj5+ff9tKoK60u92I4rl6w4qcoSNy4rRr0o6DvSNUw4Tep2XNcnUvWSmeEmWaLAObu2OMlZpPwp6a7XkobuYTp9gcnXa22JlzXFXl5v6V3kkV1egWiCJxta+eS2Opbnu4GJmwiqAnMIyjR9ajEYeWI95ELsb+3HH02QM9Gi5JblJZR7HJwdFL0PLzdZBodtaaesLzhYlCSJ3Nxc6uvrU7aNjY1htS6tnmPXmpqaGv7wD/+QsrKyyYqM69evZ8eOHXzlK1/h1KlTizzCq0deXh533XUXN9xwA+Xl5cgzrFeRJAlZljGZTNhstsnHly9fzq5du3jppZf4xje+gaYtoaR1QRCEeVCtFm7+089RsHJZyra+E2d55vf+BmOeLSIkSeLWulIef+ccjZdo8l2e4+DOlWWT/zsUS/Dm+T6iaYJMTTfo84eJaxpmVcFqUthYlodJkS/ZzmJZnislKL2W9AciPHOygw2leSiyhNtq5rd2rORI19CcemJeDWKaTuyimxHzqYbqj8anFA3KsZmxmRT8C3gtzwz42Nfazz2rypEliRUFHn5j63L++qWj8+qvKcyf1SJjNkuXrWr6fFybn2TXCFVV2b59O6WlpVNOQkmSyM/PZ9euXSjXaJpMphUWFvKZz3yGhx9+mIqKihkDxUsxDIMzZ86IWV9BEIRZqCtw85FNtVjV6b/PbCaFRzfUsKLAAyQ/Z5sGxzjWPTxtCf+mwbHJC3JZkthZXcSKAveMY7GZFD6yadnkTNK1KJrQeOZ0R3Jd3ERwdNfKMn5j63IccyhGpMoSHqsJZQlcRMuSRI7NPKXlxKVIwIoCD6Uex+Rjnb7glOBxNoaDkSlFmGrz3Qvui+gLxXiqoZXRULJits2k8Btbl08Ej7Pfj1mRcVuXZp/SK4XVLGE2Lf45PhMRLF7FVFVl+fLlaQMXSZJYvnw5qiqWrS5UQUEBn/70p9m1axcWy8J76vl8Ps6fP5/dHluCIAhXCbtJ5XdvXMUXd62iyGVLWfvjtZv57R31/P5NayYrp0YSGj89ep4uX3Da/R7qHOL8sB9Ifmcuy3fxF3dtpr7QkxI0yJJEbZ6LP9q9jt+/aQ2qLF3Tn+Enekb51v5GQvFkuqXXbuEv7trE/7l/O1vK83BZTCmplCZFpsBhZXVRDh9cV8W3H9vFX969ed7BSHKd4NTrH7Miz6uvpsui8j/u3MTXHt7B3fXl1OW7sZumv35yWUzsrivhy3dsxDMx/oSm8/LZbiJzDBaHglGO94xM/u8St53fu3FN8lyf5ncuFfAZwLOnO/n3o+dJaDqSJFHusfPVh67nv9y0llVFOdjTpFFbVYVil43N5Xl8elsdP/z4zXxqWx2ma7CYU6ZYLRKWJR4sikjhKiZJ0oxpwCaTaUEzYELyNfzABz7AddddN+0srWEYxONxotEo8Xh8csZQlmUURcFkMk2uZwTo6Oigv7//sj0HQRCEK9Xp/lF0HVYX5/DX92zhg+uqOdQ1RMvQODFNp9hlY2dNETurC7FNXNwnNJ0XG7v4t0PNMzYG7xkP8YN3m1hb4p0s1vLg2ipWFeWwv7WfU32jhOMaLquJlQUedlQXsqLAgyxJ7GsdwG01sb409/K8EEuMZhh850AjpR47n95Wh9tqJs9h5fM7VvLA2kpO9o7SNRbEF44hAQ6zSp7DSonbTkWOgxK3DUWWeeZUB/IMgYjXZub+tZXk2a24rSZcFhMOs4rTYsJtNbO+1Dv5s6os82e3b+ST2+oIxzUC0Tj+aJxANE4glqBpcIyXz3anrdp6oVDPg+uq+NS2Orp8Qc4NjnF+2E/3WIixSIyEpmMzqZTn2FlfmsumsnzyHckbyLphsL9tgF+cbJ9zVVhfOMZTx9u4Y2UZbmtydvOjm2upzXezt6WP9tEAmmFgN6nk2MwUOq1ohsH/2XNixv6UI6Eof/dqA2U5Du5dVYFJkanwOvnbD2zlCzes4nS/jy5fkGAsjirLuKwmChxWilw2luW5yLUnn9vZgbHkwt4Z/5qE6STTUJf2tbgIFq9iuq4zPj4+7Xa/308iISpfLURJSQk7d+7EZEq982kYBpFIhMbGRk6dOkVPTw8+n49oNDq5XtHpdOLxeMjPz6eoqIiioiJOnz5NMDj93W5BEAQh+Rn770dbOdM/yl/etZlVRTlcV1XAlop8ogkNAzDJMhZVRpKSM30GsK+tn/+95zgD/vCM+49rOk81tHHL8mTDdVV+r3JkXYGbSFzDMECWJSyqjCrL6IbByd5R/vLFIzy6oYZ1Jd4lvRYpm8Yjcf5+z3GC0QS/s7OeHJsZSZIocdspdtnQjWRQKZGcCZOlqeu2jIl+szPFICUeO39x5ybynTYUSUKWJZSJfQFT9qfIEtdXF06eB7puoBkGumGg6wavNfeyt6WPwDTFZ4yJMVlUhdp8N8vyXGi6QUzT0SbGKk9UzTUp8uSxE7rOiZ5R/ufLx+gdmz54m45uGLxyrofnTnfx2MYaZCk5a7qzupCtFfnEEjoGyWMrsoRJlunwBfnGvjOX3HfveJg/+/UhdN3gzvoy7CYVVZapyXNRneucfH0kJGRJItkKOPm8Lrw/V9IMuscls329nZICE7G4QUNjmKa2KOkme2UZ8nJUsp2AV1FswmZZ2p8RIli8iiUSCU6dOsXOnTtTZr0SiQSHDx8WBVQWaOvWrRQWFqa9GBgYGODJJ59k//79MwbtF5jNZpxOJ7FYLBtDFQRBuKqE4gneOt/HvtZ++sbD/Pc7N3FDTRF2k4LJMvUGnmEY+MIxXjzbzd+8dJRzg2OzmgcZDEb4k2fepd8f5sG1VZR6kj3zVEnCaXlvNsAwwBeO8tb5fv72lQYOdQ6xrsSLphuoytK+EMym3vEwf/vKMY51D/OFG1axvjQX70TQqEigpEmk1HSDkVCEU30+fnGifcZ2Dook4ZiYTZwtaaKaqKxIUy6CbSaV6fI6IwmN/W39rCnOodLrxDwRDKqKNG0ho4Su0zMW4plTHfzLgbOc7vfNe+5tJBTly88dIpxIcO+qCgqdViRJwqIqWNKs1b1UkH2xswNj/O7TB3hwbSW/uX0Fa0q8WFUl+fymudER13T6xkOc6BvlteZetCugxkK+V+F//VEJD97mwemQ0TQ43xnlf35zgCdf9PH+y2GvW+Hxv61gWYU5/Q4zxGKWKClY2us+RbB4FdM0jX379rFmzRo2btyI3Z5cEO33+zl06BCvvfaaKKKyACaTic2bN6cNFCORCE888QSvvvrqrAPyWCzGyMjIpX9QEAThGuULx/jTZ98lx2YmHE9wtGuYhJ5M8fuNH73OLctL2FVTxPrSXPIdFgySvRQPdw7xRksysJxrL7mO0QB/8sxBfvBuE7fWlbK1Ip8Stx2P1UxC1xkMRGjoGeHVcz282zmIL5y84ffLE+10jgZRZInRUJShS/QZfLdziM89sRfLxM3dnrEQiQx8R4fiCb76xkn+41grkHw9ommmUk72jfLZf38Ls5Js73SkazjlZ2IJnX9+8xRPH28DksH0pdbgheMaTx1vY09TD+tLc7mhpogNpXmUemy4LWZ0wyAUTzAYiNAyPM6Z/jFO9o5yqm/0khU/O0YDfG5izAs1EIgQmab9Sjiu8dU3TvGrkx1sKM2lviiHFQXJQjNuqxmbqmAA4ViC0XCMc4NjnOgd5WDHIGf6fZesoDsb7aMBfv/nb/P9g03sXl7C5vI8il12HBYVTTcYi8ToGw/TNDTG0a5hemZIQX2/fn+Y7xw4y69OdrCjupDN5fmsKfZS5rFjNSkkdAN/NE7/eIjzw36OdY9wZsBH0+DYJVvWAIyGY3z5uUPk2pPtc0LxxIzrhbPh5u1OHrs7B7fzveB63Qob//UzBew/GqSzd+q5pioStZVmVtWKrg4iWLzK+Xw+vvvd77Ju3TrKy8sxDIPW1lZOnTo1q9kuYXp5eXnk5+enPG4YBl1dXRw8ePCqmLmVpOTaSpvDjTevGJc7F5vDjdliQ1FUkCS0RJxEIkY0HCIY8BEYH2HcN0QsGkbTNQxxU0IQrkiKOv3adl3T0LTLu5QhmtB4takn7baRUJRfnGjjhTOdWE3qZBGahKYTjmuTqanzO67Oka5hTvSOYjMpmGQ5uZbOSM4gRRJaMi31ot/p8AXpmMMFce94iGdPzT1N8VISusHb7YPA4Iw/NxCI8Mypjhl/RjcM3ukY5J2OmfeVzmg4xhstfRxoG8B68Ws4sV9NN4glNKKJZFrnbIxF4pccc6bohkHz0DgtQ+OYFRmzqmCaKJhzYVnlhecRTehENW1Ky4tMCMUS7Gvt51DnIFZVRVWS6aFMpPQmdJ3YxLHnkx3a5w/zixPtPH+mC4uqYJrYv2Ekn1tc14lresq5fimRhMZrzYvbZ7PAq6btZ1hVasLlWNprBhebCBavASMjI7zxxhuLPYyrTl5eHi6XK2Vm8ULrC5/PtzgDyxBZUSgoqqS2fjPLVmyiqGwZ9okgUTWZURQVWZJBktB1DV3X0RJx4rEIsViEcCjAcH8nna1n6Ok8R1vzcaKRzF8ICYKQHbKscN+jX6R21Za02xsOvsIbL/4ELbF0eufpBoTiGqFZzHbMR1zTMzJLdC2LafoV3cvPAKKaTnQRn0M0oRNNZGfJikEyuJtr1dalbmg0QTCsT5lZBBgcSRCOXDnrLheDCBYFYZ7cbjc2my3lccMwOH/+/CKMKDMkWaa0vI6tu+5j7aab8eYXI0kz33VTFBVFAZPJjNX2Xk+p8qqVrN92G2OjA3znK79Hf/eV+7oIwrVGkiTyCssor6pPu729+QTStMX7BUEQlo43DgZ4+qUx7r/Vjd0mY+jQOxjnWz8dprv/0je8YnGd3sEEiURmA0uzSaK4wIRJXbqfpSJYFIR5stlsaftUGobB8HDqWo8rgSTJrFp/A3c//DsUldagKGpGKvmNDPUSGBPrMQVBEARBuPwGRzW+9A+9/Pr1ccqLTcQTBsfOhDlyOkwsfukAsLUrxu/8jy56BzObel9baebbf1VOeXF2C+kshAgWBWEeJEnCZDJNG0iFwzOXZF+KZFmmbvV2HvzoH5BXWJ6xcu+6ptHdfpZQcCwj+xMEQRAEQZirgeEET744v2uR0TGN0y1RBoYzGyzGEwbB8NJOyxbBoiDMgyRJKe1ILjAM44osbFNauZJ7H/0i+UUVGd1vNBKkufHQFdWLSRAEQRAE4YJASCcSzXxQF4nqxGJL+/ooq8HildasUxCuVSazhetvfoiS8tppf8YwDOKxKEH/KEMDXYz5BolFwuiGjqqomMwWrHYXLlcuHm8BFpsDVTUxOtJPb2fzZXw2giAIgiAImWEYEAzpRKKZj2kiUYPoLNJgF5MIFgVBoKC4ilUbd6Go6RvD6rpGV9tZDu79Fa1Nxwj6fcSiEXQtgYGBJMnIsoKqmjCZLVisdnJyiyivriccDhIYF+sVBUEQBEG4EhkEQjrxLAR1kag+qzWTiymrwaKu62mbvsuyTE5ODiUlJVRVVVFeXk5OTg5msxld1wmFQgwNDdHR0UFrayvDw8OEQtkrua+qKsXFxSnFSoaGhggEAtP+niRJuN1uiouLqaiooLy8nNzcXKxWK7IsE41GCQaDDA4O0t3dTU9PD2NjY4yPjy84TdFkMlFUVJS2wMpsDQwMZPV1nS1JknC5XHi9XiorK6moqCAvLw+73Y7ZbEbTNMLhMENDQ/T19dHe3s7g4CBjY2Npz69MUlUVs9k8+c9kMmG1WvF6vSxfvnza51NaWko8Prdy8oZhMDg4uCjvyar1N+D2pPaMBNC0BKeOvsmzT3yN4YGuGfcTvei/+3taOXvy7QyOUhCEa42kyJgddkx2K6rZjKTISJKEoevoCY14JEo8FCYejjKvxnIZHayEyWbF7LCiWi3IioIkJxvc65qGFo0TD4WJBcNXTO9ZxWLGbLdhsluRVRVZST4fQ9NIxOIkIlFiwTB6/PL225yJrCqT54xiMiEpyRZPhqahxRMkwlHi4QiJSPTSO8sCSVEwO2wzn9PBMPHIEjinBQA0DUbH59+ndSaRqEE0mpxcy1StiEzLarCoadqUi3lZlikpKWHbtm1cf/31VFVVYTabURRlStNfwzCSPds0DZ/Px5kzZ3j77bc5duwYweDsG9zOVn5+Pl/60pcoLCyc8vj3vvc9XnrppZSARJZlCgoK2LJlC9dffz3Lli3DZrMhyzKyLE++2RdmVi8EzcFgkK6uLs6cOcOxY8dobGwkkZjfB2xRUVHaMc/FV77yFQ4ePDjv318oVVXJz89n27ZtbN68merqalwu1+T5cPEfzcWvYzQapbW1lePHj3Po0CE6OjrmHJilYzabqaurIz8/H7fbPfnP6XRO+W+Hw4GiKNMG6oqi8Lu/+7tzDmTD4TDf+ta3ePvtyxtgKYpK7crN035IDfa1s+fXP7hkoCgIgjAXhmEkm7q97wpMUmSsbhfF61dQUF9LTlUpruJ8LG4nqsWMJMvoiQTxUITQ6Bj+3kF87d30NZxluLmdWChy2S6yLwSz+XVVFK1bQU5lcqy23BxMNguyqmJoOololMiYn0D/ML6OXgbPnqf/ZBMR3zh6FvvZVd2wmcJVtUx2jQeCg6M0vbiXeCiS9ncUswlnYR7FG+opWrMcV0kBjoJczA47ilnF0A0SkRhRf4DQsI/xngFG27oZbm7H19ZNLBTGWEAPwrzlVVTfuAXZ9N53bCwYpuWVAwT6h9L+jiTL2PM8FK1bSUH9MrxVZTiL8zE7bKhWCwBaLE4sGCI0NEpgYARfew9D51oZbe0iOh5Am0PAq5hM1N+/G3t+znsPGtB/qomO/UdTx6fIWD0uitetpGBVLd6qUpxFeVjcLlSLaeo5PTKGv3cAX3sPvQ2NDDe3L42bIdcYA4jEDEJhnWhMZ3AkOzdEdAOC4aVd5yLrweKFGTRVVdmxYwcPPvgg1dXVWCyWaX9PkiRkWUZVVYqKiigsLGTz5s28/fbbPPPMM7S3t2c0vVWWZaxWK3a7fcrjeXl5yLI85aJfVVW2bdvGQw89RE1NDVarddqL7AuPXyiEYrFYyM3NZfXq1eTk5NDS0jLvYFGSpLRjnovpCrRcDi6Xi1tuuYWbb76ZqqoqrFbrjD9/4ZyAZFC3fv16Vq1axe7du3n11VfZs2fPgttV5OTk8KlPfYqKigpMJtNktdO53um58N7Mx2K8J66cfHLyitM+T8MwONOwjz7RH1EQhCzQEokps2xWj4vKHRupu2sXecurMDsdyEr6Pq82rwd3WRFFa+rQExrh0TH6jp+l+eV9dB8+hRZb+E3EmVi9bqp2bqLmpu3kr6jC6nEhKco03xkunEX55K+oQdd0YsEQYx29nH/tHdr3H2G8uz8rYyzfvp5VD9yKfNF3y2hbN51vH0sbLLrLCqm760aqb9iMq7QIk32aaxwPOIvyyFtehWEYJKIxYuNBhs930PCTZ+k9dmbeY/bWlLP+w/dhsr/3PRoeGWP4XFvaYNHmdVN+3Qbq77sFb005Zod92nPGke/FW1WWvAGdSBAdD+LvHeDci29x5levpty4mI5sUll5783kr6iefMwwDJpf3p8896KxycetOS6qdm5m+Z03kFdbhdk5/fgmz+m1753TvcfO0PzyfnqOnEbLwI1xYXYCQY1//N4gXo9CImFw8Hj2sr78QR3DgCU6sZjdYDEej5NIJHC5XNx33308+OCDOByOeV18u91ubr/9dlauXMnPfvYzDhw4kPWKk7m5uVNmPN1uN3fffTcPPfQQTqdz3tPFuq7T2dlJJJL+rt7VTJZlampq+PjHP87GjRsxmdKvkZsNk8lEWVkZH/vYx9i4cSNPPvkkDQ0N805NlWUZl8uF0+mc95iuRDneQhxOT9ptsWiYlrNHiMeuvXNVEITsmwxYJIn8FdVs/eyjlGxchck6/Q3l95MkCcWk4izMo/a2HVRct4GmF/dy7MfPEBr2ZXzMqtVM8fp6Nn78forW1KGY5/Y9JisyVrcT69o6CuqXsfLemzj+xPO0vnFw2tm+TLK47JhsU29oqhYzFddtYNMnHyJveSWSnD6YSUeSJExWCyarBdVmweyc/03s6SgWM9Yc9/sPTNHaOrZ86oMUb6hHtcy+T13ynDFhz8vB4nHS29A460Bxpn26SvKxOO2EojEkWSJ/RQ1bP/sYJRtWTs5wzn58yXN6+R03UHH9Rppe2MuxnzxDeES0obocQhGDf/vl6GU51phfQ9PBYGnWesl6sGixWLjnnnu49957sdlsC8rHlWWZyspKPvvZz6JpGgcPHsxqwJibmzs5XpfLxWOPPcadd9654OcxNjbGuXPnFnRCGIZBLBYjFotNSX9dqvnOkHz/tm/fzoc//GGWLVuWsbGqqsratWspKiriX//1X7N+Xlxt7E4PFmv6L/dgYIzRob7LPCJBEK4V8VAYSZYp3rCSHf/p4+TVVSPJ8/9ukCQJs9POqgdvw+J2cujxp/D3DGRsvBa3k7WP3En9/bdiz8tZ8P5kVcG7rIIdv/sb5NaUc+I/XiA4mN2CYGaHHdX2XuCiWi2sfuh21j12N/Z874K+m4ODIww3tWVglFMpFhNWz3s3cmVVoXTTanb850+QU1kyp+D2/RKRGD1H5z8TejFnYT5mp53w6Dilm1Zx3Rc+Rt7yqgWf0xaXg9UP3Y7F7eTw40/h7xvMyHiFpeGnz/o41RxFkqB/KM4CsrizIutpqNu3b+euu+5KCbB0Xcfv9+Pz+QgGg2iahqIoOJ1OCgoKpk3vlCSJvLw8PvaxjzE6OkpjY2PWxu/xeCbXpt11113ceeed06Z96rpOOBwmHo8jyzJmsxmLxZL2OfT399Pd3b2gsY2OjvL0009TUFCAw+HA5XJht9uxWq2T/ywWC06nE5fLtSSCyHXr1vHJT36SsrKyKTO2F9N1nbGxMXw+H6FQCE3TUFUVu91Obm4uTqcz7e/KskxhYSGf/OQnCQaDnDhxYs7B+MXn5GyYzea054NhGAQCgTkHrBfOn8vNYrWjmtLfkY1FQoSC4i6mIAhZYCRnFvOWV7Lts4+RV7ewi+oLLswa1dy8nVgwzMFv/Yx4eOEzdia7lY0fv5/VD96Gapt+CcpcXQgGLgS473zzp0TG/BnZdzqKxTw5+yfJMsvv2MnGj9+PxT3/jKkLhps7CI+OZ2KYU8iKkhyfLGEYULyhnu1f+Cg5VaULHrO/d4Cxzt6MjNPqcWLzejDZrGz9rccmZmkzdE6bTSy7ZTuxQIh3/+WJjJzTwtLw5qEgbx7KfE2WTMlqsFheXs4jjzwymbJ54SK6qamJvXv3cv78eQKBAJFIBE3TkGUZu91Ofn4+GzZsYNeuXWkDC0mSqKqq4iMf+Qjf+MY3GBjI3F3Di9lsNtxuN7W1tTz88MPYbLbJbfF4nKGhIc6ePcvp06fp6+sjEAiQSCSQZRmTyYTX66WsrIwVK1ZQXV2N1+vFYrFw/PjxBVe8DAaDvPrqq1MeuxCkXvxvw4YNfOELX1jQsTKhqqqK3/zN36S8vDzlg90wjCmFjNra2vD7/USjUXRdn1xT6vF4WLZsGTt27GDNmjUpNxQkSaKsrIxPf/rTfOMb36C5eW69/UZGRvjnf/7nWaXGyrLMDTfcwGOPPZayTdM0vv3tb9PR0TGn4+u6ztBQ+sX72SJJEibz9Bc9iUSMWFR8IQmCkA0GZqedLb/5CIVrlk+ZHTJ0g8iYH3//EL62bsZ7BogHQyAnUzjdpYXkVJfhLi1Etaa/MatazKy460YGTjXT9NJbCxqp2Wln/UfuY83Dd6ZPdzQM4uEIwcFRfJ29+Np7iIz50eJxFLMJu9eDp7KUnKpSHPnetPsw2azU3bmLeCjCu999ImspqZIk4cjzIqsKFddtYOtvPpoSKBq6TnQ8SGTMTywYIhoIoccTqBOBptlpx+JyTFlTaug6XYdOzKlQzFzGbMtxo5hN5FSVcf1/+hh5tZUphfBiwRDRsQDRQIioP4AWjSOb1OSYHTYsTgdWj3NybalhGAycbiaUodROWVUp37aO/LpqCupr05/TfYP42nsY7+knFgwjyzIWtxN3WRE5VaUzn9NWCyvuuZGBM800v7w/I2MWhEvJarB48ayLYRh0dHTwxBNPcOTIEYLBYNqZH7/fT39/P2fOnGHfvn189KMfZevWrSkFcSRJYu3atdx+++387Gc/y0oLBYvFwsaNG7n77rsnA15d1+nu7ubll1/m0KFD9Pb2omnatLNYkiShqiqFhYWsXLmStWvX0tDQMO/CNjPRdZ1IJDJlLWRJSUnGjzNXXq+XD3/4w9TU1KR8+GmaRmNjI0888QSnT58mGo1Oe14MDg7S0tLCvn37uOmmm/jgBz9IcXFxSsC4bNkyHnnkEb7+9a/PqXpuIpGgq2t2FT9lWWblypVptxmGQU9PD62trbM+9uKRZiyqk6zou8TyIQRBuDpIEpU7N6GYTZMX1YZhEPH5ad93hJZX9zPU1E4sGAZDnywGKUkSkixhcTup2L6e+vt3U1Bfi2JKvaRRbRbq799NxzsNROc5WyerCivuvok1H7w9JcgzDAMtFqe3oZGmF/bSf6qJ4NBoshqoYWAA0sRzlRQZd0khZdvWUnfnLvJXVCO9r/K3rCqsuOcmRtu7OfvcG1lrSWHP91JQv4wtn3kEW65nMnBKRGMMnWuj+90T9J9qwtfRS3TMj35RpoysqjgKvLhKCsmtraB04yryV1SjxeIMN7VnrWqnNceNsyifLZ95hNyLAkUtFsffP0T7viP0NTQy1tVHcGBkSjEYSVGwepy4igvIW15JwapaiteuQLVZ6T/VPKUgzUJIiszqD96ByWpGlt+rjB8ZHadt3xFaXj3AcFPbRMXeNOe0x0XFRFGi/BU1ac9pk91G/QdupfOd40THp2/vJgiZktVg8YIL/eMef/xxGhoaZpWep+s67e3tfP/738cwDHbs2JFyUWs2m9m1axevvfYavb2ZSSG4mNvt5uGHH6agoABJktA0jTNnzvDDH/6QpqamWQV8hmEQj8cn+yy+/fbbxGKZ+VC6EsiyzM6dO9m0adO0geK3v/1t2traZpU2ahgGwWCQl19+mWAwyKc+9amU9iGKorBlyxbWrFmzqK1BrggSSEyfIpOmqr0gCEJGSJKE2W6b8thYZy8NP3mWtr2HiPrT3+wzDANDT1bIbHppH8PN7Wz+1AepunFr2kykvNpKCuuX0flOw7zGmbe8itUfvB2z05GyLRYIcfb5Nzj55IsE+ofTBkpGctAYuo6vo4fx7n56jzWy/fMfpnz7OqT3XduY7FZWP3gbg2daGDrXNq8xX4q3ppzcZRXkLquYDBRDQ6Oc/sUrNL28j9Cwb9pAVU9ojHX2MdbZR/fhkzS9sBdvTTnu0iICWVxL5yzMZeW9N1O2Zc3k+xwNBGl+aR/nXtjLaGsXiemCvoRGcGCE4MAI/SfPYXppH66SAgpXL6fv+NmMjVGSJCzvK/Dj6+jh2I+fof2tI8QClzinh300vfgWIy0dyXP6hs0p6zElSSKvrpL8lTV0v3siY2MXhOnMf0XwHASDQZ588kmOHTs253VcfX19/OhHP6KlpSVl24W0w+3bt0+7Bm4hLBYLJSUlqKqKpmm8/fbbfP3rX+fMmTPzmhk0DINQKJSVWcWlqri4mLvuuguHI/VLtqWlhe9+97u0trbOeX1hIpFg//79PP3002mDb5vNxr333jvvFhaCIAjC5WMYBmNdfbz1le9x7oW90waKKb+n6ww3d/D2N37C0Nn03yUmh42yrWtRrbOvlnmBarWw/iP34SkrSrnhGQuFOfy9pzj8r08R6Bua9YyarmmMtHSw/59+QNe7J6e0DoHktY23uoxVD94250qrs1V1w+ZkL0NVwdB1+k+e4/W//RbHfvIMgb6hWc9oGppOeHScniOnaXz2teQscJYkg/Y7UC3m5I3jwRH2ffUHvP3NnzLYeH76QPH9Y9YNYoEQw03tnPnlqxktgDTlOIaBr7OXt77yOM0vvTVtoJg6Pp2hc20c+H8/Zuhc+hvpZoed8i1rUeZQAVYQ5ivrwaJhGJw4cYL9+/fPO1W0t7eXZ599Nm1QcGHmKtvtDlpaWvjRj3604MI015qdO3dSUVGR8iUbCoX4xS9+wfnz8+/fl0gk2Lt3L83NzWk/TOvq6qZNFRUASUJVTShqdi5GliJFNWG1OXG6vbhz8vF4C/F4C3B58nG4vFhtDtRFfz2S60htDjdOdy7unIKp43TmYLE6kJXLkhgiMDEDNvGeuDx573tP8ibeEzuyvHi9a9NRTebkmC86j9w5+TjduVhtTpQldA7FgmGO/vCX9Bw9nRI8zYa/d5CTT72YNsiRJlosmN43i3lJkkTJhnrKt61LaYB2oade4zOvzbvQyHjPAMd+/Cv8falr1SVFoWrnZnKqSue170sxWS0oE+vzh5s72PePP6D7yOlk+uwSpZhNky1VQkOjHPzOv9PyyoGMpZBmWiwQ4ugPf0HvsUYMfe45Ov6eAU4+9RJGmkkWSZIoWleX0gJFuPItgXqUKbL+TRGLxTh8+DDj4/OvjqXrOidOnKCrqyvtureSkhIqKys5efLkQoebViwW44UXXqCnpycr+79aORwOtmzZknZNXHt7O8eOHVvwWtPx8XGOHDnCihUrUNWpp7PT6aS+vp7Tp08vSpXRpUKSZKw2O1abC7vDhc3uwmp3YXd6cHvyWLZy07S/63B62HTdnSTi8/sy7mw9zUBv2zxH/p78ogqqatdNecwwdIb6O+k4f+qSv+/OKaC8up6S8loKiqvIzS/BYnVgtliTRRGiEcIhP6PDfYwO9TDQ28ZAbztDA12XrcekyWyhqLSGwpJqSivqyC0ow+3Jw2JzYDJZ0HWNeCyCf3yU8dFB+nta6e1qpq+7hXHfMNlIGJYVhdqVW3Dn5Kfd3tfVQndH5lK4IFmdsaxyJUWlNWm3j43009x4eE77zM0vpWbFximPGYbB8EAX7S3Tp3GpqpmC4krKquoprViON78ET04BZqsdVTWh6xrRSIhQYIzR4T76ulvo72mjt7OJgP/y9OdKJZFbUEpZ5QrKKldQWFqDx1uAxepAVVXisSjhcJCRwR76e87T29lEZ9sZgn5fyp4MQ89KPYCU4+g6vUdP03Hg6IL203+yibGuPnKXVaRss+flYMv1zKlHnWo1U3PzNsxOe+oNz2EfZ3/9+qxns6Yz3NRG18HjrH7o9imPS5KEzeuhdPPq5DrALImHIxx/4jlGWjqyttYw07R4gqaX3qJt76F53Vi4HAxdp/vwKToOHFvQfvpPnmW8eyDtTQN7nheb103El/nqs8LiMKkSG1dZOXQyvKT+HLMeLI6MjHD69OkFN5kcGhri+PHjVFZWpgQFbrebFStWcPr06Yx/sRmGQUtLCwcPHrwsX5pXk2XLllFdXZ22+umBAwfw+zNTGvzYsWM89NBDKbPLsiyzdu1aXnzxxVm3w7jSOV1e6tZsJ6+gDJcnb+JfLhaLHZPZitliw2yxYjJbUFXzJUuO5xWU8aHPfHne4/nlT/4vg30dCyqSI0kytfVbUsah6zpHDrxAx/m/SPt7sqJSUr6c9Vt3s2bjTeQWlGK2XLpHqmEYaIk4/vERhge6OX/2CAf3/orR4cz3m5QkGW9eMSvWXseGbbdTVFqDw5Uzq9lNwzCIhAP4RvppaTzM4f3P09fVQiyDwa3JZGH3vZ9k5drr0m5/9dnv09O5sJ6x76cqJjbvuJub7/pY2u2nju2l5eyROR2zum49H/v8/zflMcMwOHX0Tb7/tT9O2ZfV7qR+3Q42XXcXZVUrcefkI8vKLM4dnXAowMhgNyePvMGJw68x0NuOrme/76uimiitWM7mHfdSv24HOXlFmEzpKyoC1K7chGEYRCNBBnrbOf7uq5w8+gZD/Z2Tr4eu68RjEQzDyGr7pch4gHMvvrXgdhHBgRGGmtrw1qRW3VatFlxF+Yw0z75KdU5lKaWbV6fsS9c0Ot8+xnDzwoO4eChC+74j1N25C5N96iyRJEtUXLeR0z9/BS2W+RueuqbT+U4D7XsPL8lG4NMZaengzK/2ZK1abCZExvw0vbh3wQVoAgMjDDW346ksSTkPTTYLzqJ8RltnV5hPmBunXea2HU5e2OsnGsv+30e+V+G3Hsvj5m0O7v+dVhJLqF141oPF3t7ejLW2aGho4I477kgJFmVZpqamBrvdTiCQ2cpQ8Xicw4cPMzYmes3NhaqqrFixIu1axVAolNFZ4JGREfr7+9OmIpeWlpKTk3PNBItFpTU88JHfx+VJnQlaCr02M0mSJBxOD6pqIpGYeiHlcOaw89ZH2LH74YlZMWnWz1+SJFSTGW9eMTm5RVQtX0d7y8mMB4sOl5ctO+9h2w0foKisZjKFcS7jtNldWG1Oistq2bj9Dk4d28v+PU/R03FW3NyaBY+3ELvDQzDgA5IzqdXL13PjHR9h1fobJvuPzv49kbE73NjsLkorV7L1hvvYv+cpDu79JeFQ9qoWur0F3Hj7h9m842483sJZj1mSJKw2JxU1qymvrmfbjR/gjRd/wtG3X5xsmRMOBdB1LaspqyMtnfSfOLfg/eiJBL6OXrRYPKVqqWJSseW457S/ss1rsOd7Ux6P+UO07z+KnqGrudH2bgIDw3iry1K2ecqKcJUW4mvL/BKY6HiAcy+8dUX16zN0neZX9ieLCS1hw80d9J9qWvB+9HiCsY4etHgc1Tz1nJZNJmw5rgUfQ0jPYZP5088XUlpo4ntPjRDJYsBYW2nmL363iEfvyuH42aX395j1YLGrqytjBV36+voYHx9PCUAkSaK0tBSr1ZrxYDESiXDmzJmM7vNaYDabqaurS3vBMjg4yOho5lK0IpHItMGg1WqluLiYtra2jB1v6Zt9YHQlkyQJi82B2WKbEizmFpSy+55PsGXnvbOaSbwU33AfQwOdCx3uFEWly9h97ydYt2U3FmtqittcXPhdpzuXLTvvpbyqnhd//h0aTx5AS1y76deXIkkSdqcbp9tLMOBDkmTWbLyJOx78LCVly5FnaCkzm31LkkReYTl3PPhZHK4c3njxJwSzkJqaV1jOXR/8POu37EadYSbx0uNVKCyp4d5H/hMudx4HXnuKYGCMcMifTPXL0nJMwzAYONVELLiw3sMXRHx+9EQC3hcsSrKMarVM81upTHYrecsrJ9f1XSw0MpbR2ZzwyBiRMX/aGVyL24GzKC8rweJYV29GZkcvp8h4gL4T55Zs+ikkz+n+U00Zm/kM+/zJGxPvq2UjK3M7p4W587gUvvT5QgZHE/zy1XHi8cwGjJKUDBT/zx+Xcs9NLqyWy1J3dM6yPqru7u6M3eEOBAL09/en3ZaXl5eVIjfDw8PTHlOYnt1up7y8PO22wcHBjAb1sVhs2v2ZTCby8vIydixhabHZnVis75Upzy+q4OHf+GOuu+nBBQdhSQa9Xc0Zm1WUJJmV63bwkc/9BVt23oPV5shoYK+qJsqqVvLIp/6UG257DLNljgU9rjFOlxe3Jx9Jllmz6UYe+vgfUVqxYkGB4sUuzP7eeOdHuOOBz2KzZ3YWoKSijoc/8Sds3H4nJrN1weeSJEk43bnc+oFPc8+jX8ThzCEUGEPLYhqtnkgw1NSWsTTLeCictkiLJMvIaXrWTcfqcU3p5Xex0bauWVdrnQ0tFp92LaXJZsNZkJeVqhf9J5sXnPp7uY119THevbSvyfR4gqFzl+GclqQ5ndPC/FSWJIO5D93tQc3gTTNVgVuvd/K9v6vggdvcSzZQhCzPLBqGwfDwcMZy4aPRKMPD6VMPzGYzeXl5GZ9BGhwcJBzOXinoq1VhYWHaFFTDMEgkEni93oydFyaTKSU1+QJFUfB4PBk5zpVA13Wi0TDRyGwvZCRkRcVkSl9+O1lUJcp8i6doWnbbxNjsrslg0eMt4IGP/AH162+Y9qLZmOh1pukJMCYuICfWoqX7nXgsSkvjkYzM0Mmywoq11/HIJ7+ENy91/cnFdF0jFo2QiMfQtPjE34qEoqqYTBbMFuuMlTc93gLufPBzWKx2Xnvuh/MuUHS1M1ts5BaWUYvBfY/9Z3JyC9P+nKZpxKJhEvHoRPsnA0mSUU1mLBYbimqa8f00m61sv+kBfCP9vPHijzMyK+LNL+HBj/4BtfWbZzwXDMNA1xJEo2Hi8ejEsWc+lywWG9t33U8sGmaovyNtNcZMiY4HM5pSqMUT0363zCWYtnk9OApz027z9wyQiETnNb7pRP3BZIGZ941RkiXseTnIqjLrdhazocUT+Nq7l2wl0XQMXcffM0jUv7Qb0UfGAwQHMnhOx6Y5p6f53hIyS5KguszE33+plEjM4JevjC14PaHVIvHx+7389y8UUVU29fsjoS299cNZDRZ1XScUykxqCSTXD/r96VM1ZFnG5cp87rbf77+m+iJmisfjwWxOH4Bs2rSJurq6jB5vulllWZYxpUkjuloND3bz6jOPYzbPbkZJkiWq6zaw6bo7024fGxlg78s/IzHParKtTccWVNzmUpIVTW1YbA5uuO1DKYVYDMPAMHRCgXH6e1rxjfThHxueXIdlMlmwOVy4cwrw5hVTUFw5MSMpI0kS4VBgVtVWZ6O0cgV3f/B3pg0UDcMgEY8x0NtGW/MJ+rpb8I30EwyMoSXiyIqC3eEmN7+UotIaqpevo7h8OYqipt2f1ebghlsfpb/7PCeOvL6k07YWiyRJ1K/bgdliI79oagXNZJXcMH3dLZPvx9joIOGgP3numC24PfkUl9dSUb2K6roNM84Um81Wtu+6n1NH32Swb2Gpf6rJzM7dj7Bs5aZpA8XkjbkYXW2NtJ47Rl9XC6MjfcSjEWRFweZw480roai0hpq69RSX1U4JemVFYesN99Lb2ZzV9jqxUJjIAouAZIOzOD9tCipATlUpK++7JaN/U57Kkmm3mRw2ZEVGz2BWeSISJTx6ZVXR1DWd4OBINgo/Z1Q8GM7ozLOweC6capIkUZyv8le/V8zQSIK3jgSZ7z00l0PmEw96+fIXiigpeO/72zAMxgM6v359nKX2dZ3VYDEWi6XtjThfiURi2lk+RVGykoYajV64kyzMhdvtTjvbJ0kSVqsVq/Xy9AaSJGnaWcer0bhvkHffenbWPy/JMrqmTRss+v2jHHjjF8Qimbvpk0kWqx2708Pm6+/m+psfmixIApCIx+hsO8PpY29x9uTbjI32Ew4F0s4Smi1WrDYXObmFVNaupW7VNipqVtPdcZaRoYW3zMnNL+Wuhz5PWdXKtMGEpiXoaDnJ/teepvXcMcZGB2asoCnLCu6cfFZv2MV1Nz9EaWVdStAgSRIuTx53PPBZhga66OlYeAGRq9GajTdOzDC/lwKUSMRpaTzMgdeepr3lJP6x4WlvejS8+yo2u5Pqug3cdt+nqKxdm7YYjCRJFJRUsXH77ez59Q/RtPld+UuSxIo117H9xvunLTqj6zr9Pa3se/UJTh55g8D46LTjl2QZT04B9et3ct1ND1JeVY+sKBMFpHJYvmrrvMY5W4lINGPrFTPJUeBFktMH/tU3bqX6xuy+LhdTzSYkKbMpalosTnSWTeKXCkPXCV8BbSLikSixoMhIu9IFwzqv7PdTW2HGYk7eQF5Va+GrXy7lT/6+l1f2B+bc3qK0UOW/fqaQ33zUi9f93ue3YRi0dcf5yuMDPP7UCPNoy5lVWb2KTiQSGQ+0YrFY2pnFZNPk9DNZC6Fp2hVVUnqpsFqtafsrLgaRpnH1kmWZdVt2U7d6Gw5XDpC8oBgd6WfvSz/l8IHn0/aPe79YNEIsGmHcN0jH+VMceO1pSsqXAxAKLKwSsqKa2HXHh1mxZvuUgOSCSDjA4f3P88ozjzPuS23OnY6ua/hG+tn/2tOcO/0u9z7yBdZu2Z32b664fDk33flRfvnTfyQcXPoXWpfb+2fNQsFx3n7957z+/I8mq6TOzCAc8nOm4S0Gelq586HPs+n6O9MGcrIss3bLbg7t+/W818F6vIXsuv3DON3pUyR1XefcqXf49X98nZ7Opkv2zjN0Hd9IP2+//gvOnnyb+x79Iuu33ZbV6qcX0+IJEpGllwpp83oyHqDNl6QoGV+zqGsaeuzKypoyDCPj6b/ZoMXiC+6/KSy+QEjnL7/Wj82SnAm0WpIB4/p6G1/78zJ++8+7ePNQcFYBoyTByhoL/+sPS7jnZjdm03t/z7pucOR0mP/2lV5ePxhgKSYzZvWTMJkCltlAS9f1afe5VIITIdk6I92FsSBk2pYd95Cbn0zhMgyDns4mfvXTf2TfnidnFSimoyXidLWdoavtzIJ75JVX17Nx+x1pU/ni8SiH9j3Hy7/87qwDxakMhvo7eP7pb9HVdjptWpwsy9Sv20HN8vXz2P+1JRoJs3/PU7z23L/NMlCcaniwm1d//X16OqYvme/NK6KsauW8x1i/bgeVy1an3WYYBoN97bzw1DfpnUWg+L7fZnSol+ef/hatTQ2XpTckJIPVdMU7FpvJaoGr+T7jxPrtK8oVMubkOS0y0q4Go2Maf/2Nfn7+8hiRaPLckyWJuioLf/dHJayts17yPo4iw7Z1Nv7xz0q57xY3JvW9X4gnDN5pCPF7f9PNa+8szUARLkM11EzP6sy0PzEDuHSI2TzhcjGZLZMzAEP9HfzqZ1/l5NE3lkTbCJPZwvZd9+POyU/7N9F85jCvPfdD/OMjCzrOYF87e577IYFpWjM4XDls3nHPlDRdYSrDMDh17E32vvRTQsH5zyYP9rZx4PWnpy3uZLO7KKuqn7EozXRsdhfrt96G1ZZ+yUU0EuKNF35MV3vjvL8Phwe6eOVXjzM61Duv35+ziXXFS41iNnF1R4tLfulfelfCoLMwUSIsns7eOP/tK7385FkfsYnWGbIscd16O//4Z6VsWj19jQhVhftvdfPtv6rgjhtcqKo0GVxGYzpPvzTG5/+8iwNHQ/NeA3k5ZDXPRFGUjM8uqWr6Yg6GYRCfZxEOIfPi8XjaD8tEIsHRo0c5duzYZRmHruu0trZelmMJiysaCfHyL/+V5jOHWSpXFOVV9azakL46azDg440XfoRvZCAjx2o+fYgzx/ezbdcH0hQAU6it30RRSQ3dHWczcryriWEY+Ib7eOOFH00bcM9lX+dOvs1Ab9tkKvPFZFmhsKQKi9VOODS3tgXF5bVU162b9juw6cy7yWJGC7xQbWtu4MjbL3LbBz49r6D2qjDNS2gYBtHxwGVNM4z5g0syoBZmsDS+goQMae+J86W/70GW4KMfyMFilpFliVu2O/nan5fxn/6yi4bGqX01XQ6ZTzzk5X98sYjC3KmFbAIhnf/342H+8fuDDAwv0enEi2Q1WFRVNaOpobIsY7GkbzpsGAaRSGYaoAoLF4vF0q5X1XWd8+fP8+tf//qyjSVTfT6FpUvXdZrPHOJ0w1sslW9pRTVRt3o7Lndqn0/D0GlvOTlRaTUz442EAzSdPsj6rbditaW2rXG58yirrqen85y46/0+hq5z7vRBejubM7K/Md8QfV0tFJcuQ0pzw9TjLcRssc05WFy2YhNmiz3ttkg4yOmjby54jS0kW8Y0ntjPdTc9gDunYMH7uxJp8Tjp/jb1hMbJJ1+k690Tl20s4dGxK6rFhSBcjYZGNf7ya324HDL33ZLsi6goEtvX2/mff1DC7/5VF23dyUmrglyFL3w0ny/+Rj4FXmVKoDg4kuAbPxnmn344hG98CU8nXiSrwaLZbM5o1UtVVXE40pcm1zQNv//Kai57NRsfHycej2OzTZ2eVxQFh8MhKswKGRUO+Tm079dzvvjOJqfLmyxqk+aGWSIe40zDPqIZrjLb1XaGwPhI2mBRkmVqV27i8P7nlkSK7lISjYY4/u6ejPUF1bUEfT2tJBJxTGZLynaHK2fa3qbTURQTtfWbp03xHx3upaXxyLzGm05PRxMDve3XbLAYD0XS3seRZInAwDADpzNzY0EQhCtHe0+cL/1DL5GYwYfuycGkSqiKxJ27XPztfy3hz/+pj2jM4K9/v5hH7vLgckz9/m/tivG33xrgZ7/2EQxfORMZWQ0WJUnC6/UiSVJG7mRbLBZycnLSbtM0DZ/Pt+BjCJkxPDyctm2KLMt4vV5UVRX9K4WM6W5rpK3p+GIPY4qi0hoKS6rTbgv6x2g9dyzjxxwbGcA30p/SM/CC4rJarFY7wQzMPl1N+rrP09uV2Yv/0aFeNC2OidRg0Wp1zLl3oTevmLyCsmm3tzUdxz+euUbg8ViE1nPHst46Y6kKDvsmiqm8ryWNLGNxO5Fk+YootiIIQma1dMT4w7/rQQIemwgYTarEI3flUJinoqoSuzY7UJT3buxpmsGxxjB//L97efPdAEuwpteMsl7gpqCgIGPFTqxWK/n5+Wm3hUIhESwuIUNDQwQCqY2WJUkiPz8/Kz0xhWuTYei0tRwnuICiJNlQuWwNZkv6he9DA50LXhuXjjbRUmM6docbt7cw48e9khmGQW9Xy7yqn84kHPJPmwKvqKa06akzyS0oxe70pN1mGAZdbWeIxzOXqmgYBt0dZ6/ZlOXQ4EjaYFCSJBz53okCOIIgXIv6hxN8+au9PP/mONFY8nPCbJK45TonN26ZGijG4jp73g7wn/+qmzeuwEARLkOwWFFRkbEiN263m4KC9CkxAwMDhMOiCepSEQqF6OrqSrutuLgYr9d7mUckXK1i0Qh93eeXVGqlJMsUlS1DNaW/oBwZ6s14CipMLJyfoV2IyWLF6RJ/exdLJGIM9rWTyGCgBcn2K9O1rpAkac6FYzzeAqzW1PRiSBZ3Gh7syfhMl29kgGj4ymrcninjvYPEw+l7+nkqSlCtqTPGgiBcO9q64nzp73t59rVxEonkZ70iS8jyRYFiTOc/Xhjj9/6mm7cbQlypyQhZ77pbUVGBy+VidHThd9FXrFiB3Z66uN8wDNra2giFMn/xJcxPNBrl5MmT7Ny5M+VmgdvtZs2aNaJKqZAR4ZD/8pX5nyW73Y03rzhtU+8L/WfziyoyfnEvKypWa/oCKAAmkwW7w5XRY17pYpFwVs4fwzAyVmpJVU1480rSrn8FCAXHCGQwBfWCcMhPwD+K1X7tZYJEfGOMd/dh87pTtnmry3Dk5xDxjS/CyARBWCoaz0f5L3/bg2HAg7d7pvRQTCQMfvCLUf70H3oZGbuy63RkPVjMy8ujpqZmwcGiqqqsW7cOU5o79bFYjLa2NqLR9HcBhctP0zSampoYGxsjJydnSiqyJElcf/317NmzRwT4woLFYxGCM8ymLQarzYHDmTPt9s077mb91t1ZOfZMvRRlWUE1iRmRi8XjUfxjmQ+0MklRTTjd088IR8MhwqHUtP+FikXDWdnvlSAyFmCoqZ3C1ctTUoatOS6K19cz3NyxSKMTBGGp6OqL8yd/3wsS3HuzG7v1vc+LWDzZJuNKl/U0VJfLxbp16zCbF9YMurS0lBUrVqRNaR0dHaW5WVQmW2ra29tpaWlJu2358uVs3rw54304hWtPIhHPSkrnQpgtNmzTzMZIkoTJZMZmd2Xln2mGYFCSZRQl6/cIryhaIkE4vLQDIllWsDtSZ7guiMUiWfkbSMRjxGLX5vIOLRan/1QTsWDq8zdZrVRevwGzc/pZfEEQrh2tXTH++H/38IOfjxCOJINDRYEP3uFhxyY7GSrdsmiyfqUuyzI7d+5k2bJl896H2Wxm9+7d065XbGxspKenZ977F7IjGo2yZ8+etGtJHQ4HDz/8MMuXpzatFoS50HWdxBJarwhgtlixTLO+bDFJkLGCY1cLTU8Qiy7tgEhWFCxp2qFckIjHiMcy32c4kYgTj127GTu9R88w2pa69l6SJYo3rqJ827pFGJUgCPMhy8kiNJn4Z1IllPdFUG3dcf7s//bxv74zwHggmXZaWmjiT36rkMoS06z3rWauPX3GXJZbzIWFhTz00EN885vfZGxsbhULZVlmw4YN3HLLLWlnoaLRKG+99Rbx+NK6WBSSGhoaOH78ONu3b095/5YtW8anPvUpvvOd79DR0ZGxqnuyLGO329E0TRQ9uhYYBoaxtNI8ZFlFUcUM3hXBMNCXeN9XSZJQp2m1YRgGup7ISu9aXdfQM9R78koUHh3j/GvvULCqNuXvWbWYWfehexg618Z49/QViAVBWBpu2ubgQ3fnZGRfBhCPG4TCOqGITjCsEwgl/7u1K8b+oyFu2+HEpMLN25187X+U09U7uyJqbd0x/uHxwSVVDOeyXM2oqsq2bdvo6enh6aefTttSYTqrVq3iwx/+MHl5eSnbDMPg3LlzNDY2XrPlvZe68fFxXnjhBaqrqykuLp6yTVEU1qxZw2//9m/z05/+lMbGxgUF/aqqUlZWxqpVq9iyZQuvvPIK77zzzkKfgiDMmazIc652KSwOYwnebHg/iZnTh5MtOjL/HZgMRJf2a5NNekKjfd8RVt57M7m1lSlr7wtWLmPTJx7k8Pd/TqBvMKPHlmQZxaSSiGa2Sq8gXKvWr7DxhY+lb783X7puoOnJYjYJzUDTIKEZU2YeHTaZ+3dPv4zg/d5pCPF/vzfIUvrkvWy3vs1mMw8++CClpaW8+OKLnDt3jmAwfUluSZLweDxs3bqVRx99lJKSkrSpUz6fj2effXbOs5XC5dXQ0MDTTz/Npz/9aWw225T3UlEU1q5dyx/90R/R0NDAm2++SXt7O36/n0gkfVqVJElYLBasVit2u52ioiJWrlzJihUrqKqqIi8vD0VR2Ldv3+V6ioIw1QzX7bqu4x8fJhzyX77xTNASiUU57pxIIlX2/QwM9BluiEpk6fUyDLIRhF5J/L2DnHjieXb83iexvG+NoqwqLL/jBhwFuRz+3lMMNp5HT8x/hlc2qdhy3OSvqKZy52YGG8/T+MyehT4FQRCyRJYlZJkpVVCvRlkLFg3DoLu7G8MwKC8vR5IkzGYzO3bsYN26dZw+fZqzZ8/S29uLz+cjFouhqio5OTnU1NSwatUqVq5cidVqTXvhEIvFePXVVzl69Gi2nsKSZLFYUBQFWZaRZXkiPUnFarVO+Wez2bBarTOuCdyyZQsOh4NoNEo4HCYSiUz570Qiga7r6LqOYRhomkY0Gp3zLG4ikWDPnj0UFhZy//33YzabU+7Qer1ebr75Zq6//nq6u7vp6elhaGiI8fFxYrHknVVVVbHZbDgcDjweD7m5uRQUFOD1elFVdfL1EITFpukauqalTUVNxGPsfemnHN7/wiKMzFjy1S3n04PwqmcYM/YRlSY++zKeYSNJadu/XGta9x6ioL6WlffdjGqZWqxPMamUbVmDp7yYppf30XngGL6OHuKRaDJwTPeeSBKyqqCYVBSzGXteDvkrqilcVUv+yhq81eVIEoSGfZfnCQqCIMwga8FiPB5n3759tLa28rnPfW4yjVSWZdxuN9dddx2bN28mGo0Si8XQdR1ZljGZTNhsNlRVnfbC3zAMjh49yvPPP3/NrUl74IEHWLZs2eSsms1mw2w2oyjKZBB58X+nazVywe7du9m1axe6rqNpWsr/j8fjhMPhyeBxaGiIX/ziFwwMDMx53NFolF/+8pfYbDZuvfVWbDbblO2SJCFJEjabjeXLl1NbW4thGJMBKzAZICuKIoJCYUnTtQSJRCxtsCjLMol4jHFfZtPWrhaSJE+7Pu9apRs6iXj6dERJklBUE6pqJh7PbDEaWVaQRfVc4sEwJ554Dnt+DtW7tqS00pBkGVdJARs+ch8r7trFcHMHg43n8fcNEvUH0WIJkJLp6arFjNnpwJ6Xg7u0EE9FCY58LxaXA5PdOrnvREzUYRAEYWnI2rdAJBLhxIkTnDp1CrPZzEc/+lGKi4snL/IvzDTOtaVGIpHgxIkTPP744/MKWq50W7ZsYfXq1RkJlub6+o+MjLBnz555v+4+n49/+7d/o7Ozk0ceeYT8/Pxpn8eF4HGhLVcEYTHEomEi4QAWa2ppfUVVsTk8JGuTXtspfunIirokK8kuJl3TCAWmX25hMlkwW2wZDxZV1YTJLPpyAoz3DHDg6z9CkiQqd2xETnMjSDGbcBbl4yzKp+qGzcmMnHgCYyI1VZJlZJOKJEvihqcgXGbPvj5OxyyLzCym0TENbSktWCSLweLAwAC9vb0kEgn27t2Lz+fjE5/4BDU1NfOaGTIMg2AwyP79+3nyySfp7e3N0siFbAoGgzz//PN0dnby0EMPsWrVKhwOR8a+OA3DIBaLMTIywsjISEb2KQhzFYmECAXG8XgL02yVcHvyMJnN13Rbgumoqgm707PYw1hSNC1OIOCbdrvFasdqdxKc4Wfmw2S2Yk1zw+NaFegbYt8//YDw6Dg1t2zH4pr5u0uSJFSzCcxiplwQFtv5zhjnO5d+sLgUZS1YbGtrm6x6mkgkaGhoYGxsjA984ANs3bqVnJycWQcImqbR1dXF888/z1tvvSUK2lzhdF3nxIkTdHd3s2XLFm688Ubq6+uxWCzzDhoNwyAQCHD+/HmOHTvGsWPHaG9vz/DIBWF2wkE/gfH0NyskScKbV4zFYhfBYhqqyYzLk7vYw1hStESccd8ghmGk/Yy02hzYHW6GM3xcs8WG1e7K8F6vbMGBEd797hMMt7Sz9tG78ZQXZ2WWUIvGiPmX9vpiQRCuDQsOFg3DYGRkhLNnz04+pus6x44dIxQKTXns/PnzfPvb3+a5555jx44drF+/ntzcXBwOBxaLZbIPXzweJxKJEAgE6Ojo4NChQzQ0NDAwMJCVFhmxWIzW1ta0QWi2jjlfnZ2dqIvUv218fHzaCqVzZRgGw8PDvPTSSxw4cIDq6mrWrFnD6tWrKSwsnCzQYzabJwvXXLyW8kIhHr/fT1tbG2fPnqWtrY2+vr45tWZZyPh9Pt+U8/6CRCKRsddJuDJFI0EG+zuprd+CrKQWayksqcbh8hLwjy7C6GbPMAyYoa2ELCsgSemLeMyT0+XF5RbB4sV0Xcc33E88HsVstqZsdzg9eLyFdLaezuhx7Q4XTpc3o/u8GkR8fk7/4lV6j55hxT03U3HdejzlxSgLmEE0DINEOEpweJS+42dpff0gA2daMjhqQRCE+Vlw1KHrOq+++ip79kwt7zxdgBWNRmlubqa5uRmbzUZBQQH5+fm4XC5UVcUwDCKRCOPj4wwMDDA8PJyVZsMXGxoa4u/+7u/SbltKgSLAN77xjUU9fjZeD7/fz4kTJzhx4gSKopCXl4fX68XtdmO32yeLHem6TiwWmwwSfT4fPp+PeDx+2d8nwzDYv38/Bw4cmHa7cG3rOH+SzTvuxmpLXX/ndHupql1Df8/5RRjZ7Bm6jqZP//lrtlhRFJWEnrnUntKKOswW26V/8BozMtRLKDCGOTc1WJQVlbLKFTQe308ikbn3Ir+oIu2627kyDJ3Q8Bj+vqGUbeGRsYwu3U1EowQGRoiHp87aa/E4sVAGC+IZBqNt3Rz89s849fOXKN24mrKta8hbXoXN60axmFFUFUmR3yuIYyT/pnRNQ09oaLE48VCY8Z4BBhvPM9h4nuGWDgJ9QxgZ6m8Z9QcJ9A+nFOUJDY2iJxIZOUamJSJRAgPDqNap62W1aIx4eInciDUMQiO+tOd0aDSz2W+JSJTgwAjx0NTnrsXixEJL5PUQrmoZm6Kaz8VxOBymo6ODjo6OTA1j3q6Ui/srZZzzpWkaAwMDV0zxoqv9/RDmr6utkaDflzZYVE0W6tZcx+EDL8zYEmGxaVqCRDw2bfqj3elBNZmnrdQ5V5IkUV6zCtUkClu93+hQDwG/j5zcopRtkiRRsWwNZos1Y8GiJMmUV6/KSIplIhJj799/FyVNdW4tHs9YYATQ19DIS3/2lZSWHwYGMX/63s4LYeg6gb4hzr24l7a3DmFxOXCXFeEpL8aW68HicqJaTEiyjK5pxEMRYoEg4dFx/H1D+PsGifmDxIJhtCxUQD3xxPM0PvtaSi9OXdcIj4xn/HiZ0PXuCYbOtaWce4ZhEB1fGqm58UiUN//Pd9O3R4pl9pzuOXqaF//bP6Q9p6NZOKcF4f1ETWxBEIQsGB3u4/zZI+QWlKZc9MiyzPL6LZRX1dPecmKRRnhpup6swmkYOpKUmk6bX1iO1eYkkqHejR5vIdW160WfxTTCIT9dbWcor1qZdntpxXJKKupoaTyckePZHS6WrdiYkX1hGJetZ2AiEiMQyfTqzVkwDGKBELFACH/vIN2HTl7+MaQRHQ8smQBrthKRKIHIEl/PbRiEhi7PMoIr4vUQrmqi264gCEIWRMIBThx5g3Aw/d17d04+N9z2KDaH+zKPbG5Ghnqnnf3MKyynoKgyI8eRJIm61dsoKq0WbQXSMAyDMw370LT0qYNOdx7rt96amVYXksSy+i0Ze28FQRCEK5cIFgVBELKkveU43R1np01Xrl9/A+u33oqyhJvQD/V3EJ8mzdRisVG/fkdKetR8uNx5bNl575J+LRZbb1czwwPdac8nRVGoX7+TkvK6BR/H4fSwfutuLGlSqAVBEIRriwgWBUEQsiTg97Hv1SeJRdMX1nA4PdzxwGfZdN2dKEp2VgVIsozT5UWe5/57u1oI+n1pt8mKyrotuymtXLGAEYLV5uSG2z9ETd2GBe3najc61Evj8f3Tzi7m5pdy632fxO6Yf59KWVbYfP3d1K/bKWZ4BUEQBBEsCoIgZI1hcPbk2xw7+DKJaVI5c3KLeOCjf8Duez+JO6cgIxfoimrC5clj+aqtPPCRP+DhT34Jd07+vPY17huitakh7WyWJEnk5pdy10OfI6+wHJj72J0uL7ff/xl23f6YKGxzCbqucfjAcwz1d6bdLssyqzbs4o4HP4vLkzfn/SuqiQ3bb+O2D3wam+ivKAiCICAK3AiCIGRVLBrmrVeeoLislspla1KCQUmScDg93HrfJ6lctoZjB1+m6fRBgv4xdEO/ZA9DSZKQJBlZUfF4CygsqaKiZjXVyzdQUl6Lw+lhaKALZZ5FYyKRIE2nD7J+261YralpiZIksXLt9dz32Bd57bl/o7v9LPoM7TYuUFUzxeXLuOHWx9hw3R2T/QMvDkrFzFaq/p5WGg6+Qv79n0FNk7Krqia23/gAZouNvS//O/3d5zFm6JUJydfZnZPPui27ufnu38DpzkWSJPFeCIIgCCJYFARByLbezmZeePqbPPTxP6aotDrtz1isDlZvvJHlq7Yy1N9J+/mT9HScY6i/k0g4mEw9NAwkWUFRFExmC05XLh5vIfnFFRSX1uDOKcDhysFmd2ZkHSEAhsG5UwfpbD1D3aqtaX9ENZlZt+VWyqvqaXj3Vc6eOIBvpJ9QyD9ZHEdRVMwWGzaHm8KSKtZsvImaug3k5BVNqX4ai4QYGuiisLQakykDxVquMvFYlIN7f0Xtqi0sr9+S9mesNgfbdn2AZSs2cuzgy5w79S5jowNEQv6JFFYJ1WTGZnPgdOeybOUm1m3ZTXHZsik9LmPRMCNDvRQWV4q1pIIgCNcoESwKgiBkmWHoNJ0+xC9/+n956GN/SEFxRdpgTpIkLFY7ZVUrKZtokaDrGrFomEQijmEYyLKCqqqYzNbL1mIiMD7KGy/8mNKK5dgdnrSzTLIsk1dYzu57P8mu2z/E2OggAf8o8VgUMFBVM1a7E6c7N7mGUk59/pqW4N19v+b0sb186DNfJiev+DI8uyuPb6SfF5/+Nt7f+ou0rVkgGZwXllRzxwO/xc13fRzfyABB/yiJRBxJkjCZrTicHtw5eZgt9pR9JBJxDu59hvPnjvLop/4bDuf810EKgiAIVy4RLAqCIFwGhqHTdOogzz7xz9z54OcoraybVbAnywpWm/MyjHAmBi1nDvHu3mfZeesjmMzWadMSJUnCbLFRUFxJQfHsWy/ouk7ruWPsfflnxKIRImHRbHombc3H2fPr73Png5/D7Z1+reuFGxDJGe3qWe07kYjTdPogb770E8xmK7FISASLgiAI1yhR4EYQBOEy0XWN0w1v8cTjf82xd14mFo1M21ZjqYnFIrz+wo94581fEo9FMrpvTUtw/uwRfvWzrzLU30k4NI5vpD+jx7ja6LrG4f3P8+sn/x8jQz0Z228iEefkkdf51c/+iZHBHkJBP6MjfRnbvyAIgnBlETOLgiAIl5Gh63R3nOPJH/wvzp58h+tvfpCSijos1tRUwAUdx9AJh4IM9LZy5MCLBPyjC96nf2yYF57+NkP9Xdx010fx5hUvKBXWMAyCfh+H9j/HvleemAx6dE2jr6eV+vU7Fzzmq1k8HuXIgRcYGerhroc+T2XtWswzzPrOxNB1An4f77z5S9548ceEAmMAxKIhBvs6WLZiU6aHLwiCIFwBRLAoCIKwCKKRIEcOPM/5s0dYsfZ61m/dTVlVPVabY7Ln4mwv+g3DwDAMdF0jEY8xPNBJx/nTnD97lJazRwiMj0zbm2+uIuEAB15/mr6uFjbvvIcVa7bj8uShKOqsxnthnJFwkM7zpzi49xnOHN83pRelrusM9rVjGIaownkJhqHT1tTAE4//Deu33cam6+6kqLQGRTVNVMqd/vUzDAND14mEAzQ3HubIgRc4e/LtKe9FLBpheLBbvBeCIAjXKBEsCsK1zDAYHemn8cT+tJsH+zowtEu3Qcgug7EZxjg80D2rVg1Lka5rjAz18PYbP+fkkdcoKK6ievl6qpatxZtfgs3hwmZzJovZKAqyrGDoOpqukYhHiUXDRMJBQsFxRod66e1qoavtDIN9HQT8IxPFZTJPS8RpbjxEZ9tpCoorWbn2eqpq15GTV4zTlYPF6kA1mVFkBcMw0LQEsWiYYGCMwPgIna2nOXN8P71dzckZz/el4hqGTnf7WRqP70eSpwYoXW2Nl+omkmLcNzTt+eMb7icRj81th7MQDPhoPv0uFps9ZVs0EiaawTWZhmEwMtTDmy/9lBOH9rB89TbqVm2loLgKlycXq82JajIjSTK6liAejxIKjDPmG6S3s4lTR9+ks/UMoeA4MPXF1XWNzvOnOX3sLRR16ixyf0/rJdtyCIIgCFc2aab1MpIkXRmLaQRBEK4ikiTjcOVgd7ixO9yYzFYURUGSFQxDT17wx2JEoyEioQCh4NiiF4RRFBWHKwenOxerzYHJZEFWJoLFRIJoNETQ7yMwPko0IorXZJskyTjdXlyePGx2J6rJgizJaBPBYtDvY9w3RCQcWOyhCoIgCIvMMIxpU0dEsCgIgiAIgiAIgnCNmilYFNVQBUEQBEEQBEEQhBQiWBQEQRAEQRAEQRBSiGBREARBEARBEARBSCGCRUEQBEEQBEEQBCGFCBYFQRAEQRAEQRCEFCJYFARBEARBEARBEFKIYFEQBEEQBEEQBEFIIYJFQRAEQRAEQRAEIYUIFgVBEARBEARBEIQUIlgUBEEQBEEQBEEQUohgURAEQRAEQRAEQUghgkVBEARBEARBEAQhhQgWBUEQBEEQBEEQhBQiWBQEQRAEQRAEQRBSiGBREARBEARBEARBSCEZhrHYYxAEQRAEQRAEQRCWGDGzKAiCIAiCIAiCIKQQwaIgCIIgCIIgCIKQQgSLgiAIgiAIgiAIQgoRLAqCIAiCIAiCIAgpRLAoCIIgCIIgCIIgpBDBoiAIgiAIgiAIgpDi/wd3INmAgeL6ZAAAAABJRU5ErkJggg==", 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bnOkJ8JPDjbzc2E17IEwokcRpSYvZW5aX8JFttZT4nAghUBWFW1eUcM/acv7z9TNT3qfbauF/3bKBqux0KmzTQDB97zZ2U98/wkgsiUVVKPU5uXl5CR/csoyV+T6U8ym5G4pz+MDmGj7/zJFpHetMUBSwWQRul0ppoYXCXI3ifAset4rdKrBaBMmkSSxhMBwy6O5L0tmbor07QThiEE+azHBtRCKRSCSSJYeqCVZtz+N9f7GerDw7p/f38YMvHqW7OXTJ54SAmvXZfOSzGylf4cPQTQa6IowMxrHaNfJKnWy6sYhlG7J5+GuneekXzaSSmV+o2QUObn5PFTe+qwrNqtLfGaazMYg7y0peiYs11+RRXO1BCHjt0baM2zj6chfxaAqn24I328baXfn48x1TPm5FFWy7tYT3/dk6vDk22utGOPRCJ4mYTkG5m+Wbc3D7rMSjOgee6aDl7DDnDg2QTEzNi0GKRcm0URVBhd+NYZgcaOvnM08c4PWmHhKX1QV2B6Mc7RzkaOcgX7pnO6sKskZ//5416Ul+X3jiZqrX1RTyO9eswHPeoCSS1PnOvnP84wvHxtSsDUUStAXC7G3p5blznfzrO3eyPM+LEIJin5NPX7ea070BOoen70FcnePhM7duoibHS8NAkH947ihPnumgOxjJmGZq01SKfU40RRCITc3JKs9tZ29zL59/+jBnzqdX9oZifPnF42wqzcFtsyCEYHNpDinD5G+fPsx/vXFuNFr640ONbCrJ4Xd3rEAIgcOqsa4om5causfdZ13fMN/YewaPzcrjp1ppD4QJRBNjRPxQNH1u97X0crCtn3+8d/uoKLVqKu9YXcZPDzcSjE+canExDotGVY4H3TD4zek2vvDMEY52DpK6SIQNkaBjOMKbrX3U94/w93dvpdDrBMBts3DvmnJ+fLCBkSnuV1EEy3K9GKbJkY4B/uqx/bzaOPbe7QlGOdY5xKH2fr587zWsKfID6Xv37tXlfPONs3TM4D6aChZNUFtpZfs6J1vXOdm2zkl+jobTLnA6FCyaQFUFijhfW6mbJJMmkZhJJGrQM5DkwIkoew+HOXgySkNrnOQctmhyORS2b3DicoxNGYb0eI6djdLRM/ud5vpVtq51ommZ06MvMDSc4uDJKLH47AS8osCaZXYqSqzjfuZcU5xzzfFxfy6RSCSShUcosHZXAe/907UUlLs49koPP/uXE7TXj80E8hc4+K1PraZ6jZ/+zgi/+X4dR17sJh5NoagKJTUe7vxILWt25HPfJ1bS1x7m+Os9mBn0Yk6Rk9s+sIz2+hGe/H499UcHSSV0rHaNTTcU8sAfrMKfb+fGd1Vx9OWejA6rp/f3c/pAP6oq8OXY8RdsnZZYzC50cNsHlpFd6ODoy938+Msn6GkNpVNjvRZ23l3Gg3+8FtM0qT82yNM/bJjWuZViUTJj6vpH+J+PvsnrTT3jRgiTusEzZzv4t6xT/PP914zWh1Vmu1lVmEXfBEImy2HlD69dTbEvLQ5ShsFDR5r426cPMxgZf7IWS+o8V9fJ3z19mK8/uBuXVUMIwe7qQu5eXcY3956d9rHmuuzkOG20BcL80S9e57m6zglNeuIpnaYpptleIGUYPHqylfr+Sx9sB9v7OdUdYHtFHpBOWW0cGOahI02XpNUG40n2tfTxgS3LcFo1LIrCslzvhPuMJnW+9trpKfeYiiZ1HjnewrqibP7q5vWj6Q0r8n0UeR0E+6YuFiGd9nqkY5A/+9WbNA2Of77iqfS1X1+Uzaf2rMaiptNy1xT6KfO7Odk9NK39Ng4E+Z+P7uel+q7x713D4MX6Lr7yykm++s6d2M7fuxV+N2sK/XMuFnOyVK7f7ua3bvOxc5OLsiILmjqxSFIATRXYrOBOa3cqS61cs8HFxx/Mob07wcv7w/z4sQD7j0cYGpm9o6vTofDlvyxm0+rML7JE0uBP/76Tf//hwKz3ddf1Xv7t/5TgcY2tK72Yc80x7vlkE+eaZ2cx7nWrfPYPCnjwzqyMPzdN+MRft1HXEpd92SQSieQKc6HeTiiwcU869TSnyMHhF7r43heOMtA19j2taoIdd5ayenseoeEED331JK8/1nZJ7d5AV4SetjC/+7ebWb09jzs/UkvbuWGGescGOBRVMDIU57ufP0LzqaFL3g3P/KiBoioPN727irLlPgoq3ITGq0E0QU+ZxKMp9NT0XjBVq/2U1npJxg2e/UkjbXXDozWKwwNxXnmkhV13l1GzPptV2/J47mdN6ONESjOReWlYIpkEwzT5wcF6DrT1T5pKmjJMXm7oumRy7XNYqfS7mWgqvLEkh52V+SjnBUnncIRv7zs7oVC8mOfrujjcPoB5/pvrtVm4dXnJaJRyukSSKb659+z5VNYZbWJCgrEkZ3oCl0TWgHTLiqHg6HGYpsnJ7gBdGdJLO0cihBNpwaYogjy3fdL9TnfSmzi/AHBxOxCX1TIa8ZsOKcPkm2+cnVAoXiCW0nnmXMcl17/A46DQM/XVN0jfuz862MC+lt4p3buvNnbTFngrldjnsFCV7Znw3p0OLofC7bs9fOvvyvjWF8p4z91ZVJVaJxWKk2G1CKrLbHzoPj8/+Kdyvva5EnZudGKzzm67obBO3QSRNYsmqCq1YrfN/gxtXuPAbpv8NZWTpbG80jbr/XldCtVl40cVY3GDs01SKEokEsliIB5NoWiC1dvz+cBfricr386RV7r5wT8cyygUAdxZNtbvLkSzKjSfDnD05e6MJi997WFefzQtIqvW+Kla6888CBNOvN47RihCWvydOzRAMm7g8lpx+8Z/v8yGnGIHqiaIBJMM9Y418gmPJAn0pYWux2/F5ph4AfZypFiUzIi+UIznznUSn2Ivv9ZAmL7QWysymqKQ7bRldBNN/zxt+OK1vyXsDncMcGIaEaS+cJSjnQPo57+9QgjWFaX7B86E+v4gvzzePEbMzRWhRIruYHTMv8dTBoMX9SPUTZO2oRDhDG0xQvEkifOur4J0zed80BuK0n9RCrFFFTPaV8tQiJcbpu4uWtc3zHD0reiRRVXO97ecOv3hGM+e65hy38T24Qi9F10XdZJ7dzqUF1n4y0/k85+fL+Xem734veqcbPdiVFWQl63x7juy+M4Xy/n4gzn4fdN7UVxMUjc5UTf2Pr2AEGmxOF6a6lRxOhRWVdvJYFY7BoddYd2KmX2vL8bvS9eHjkdnb5Ke/ulFzyXjk5/t5bptK7lpx2qqy/IyulxLJBLJeMQiKZZvyuV9f76O/DI3h57v5Mf/eJzetvG9Ijx+6/kaQkHj8SFi4cwlE4Zu0lY3TGg4gd2lUbUms1g0Tag7MjDuImIoEMcwTIQisExh8XNGmOk/QiGjoY0QoJw3JzQME3Oa81iZhiqZNqZp0jQQ5GxvYMq/E06kCCWSmKY5eiN77BZURWQUXw6LxnXnTV0u8GpjD5FJ+gZejGFCXd8IsaSO+/wXtMTnosDjGJPqORmmOTbCNNfEkqlxo6aRZArdMFFUQSJlZBSVkI76XSyOtfPpmnPdGzCW0oleVAgnhMjY9mIiTNPkWOcg7dM4p8OxJJHLCvC8dgtCTC1CapomLYMhTvUEprzPSCJFMH7pveu2aWiKQsqYWVqnqqSjZv/wF8Xs3uzCYpn/SbKqClZU2fj7Pytk1yYnf/2Vbhpap5+2qafg6NkYKd0cN/pZW2nD41YZCMw87bWkQKOqzDpuO5eLsVsF61c4sGiC5DTTdy5mRZUNtzPzfWyaJs0dCXoG5rAA9G3MsooC/r9PvZOdm2pRFYXGtl7++isP8fqhuis9NIlEsgQwdJPiag/X3lNOxcoshvtjPPn9ejqbJs5U8uXYsDvS8qe/M4I+QeuIYCBBNJTC47eRW5Q5e8o0zXGjmMBonaMQaafW+aC9foR4VMfts1KxKovm04FLoqV5pS4Kyl0Yukl3c2hKDqgXI8WiZNqYQGsgxHBseivsl/c5TDdAz/zFKfQ6KLoordEwTQLROLku+5QawF+MfpGKsKjKjCKLKcPkTE9gWmJ1uiR1YzSFNNP+zdH/NsY997phjqarQjq6KC7urzNF1PPtIjRFoCpi1PlUCFAQ5DhtqNMUh5eTMtKLDpEpRvggfR9cbkZzoZXHVLlg4jMdEpffu6rCFDRMRiwa3HGdl7/9dCHrV9gXPJricig8eFcWXrfKX3ypkzON00urNIG2riT9gykK8zJH4Qpy0u6tze0zryEsL7JSWjC1lHEhBDXlVnL8Kt19M/+Orl5mxzKOmY5uQENbgpGQtJidC27ZtZYdG5fhsKfTspZXFfLO27ZJsSiRSKbMXR9djttnJZUw8OXYuPk91fR3RhjsHj/7xWJTEeenDcmEfsmc6XL0lIGeMhAi/XuMM59KxGbvBzAbWk4HOLWvl+23lXLnR2rRUwZn9veTiOsUlLu46cFqCivc9LWHeePJ9oxGPRMhxaJk2himSffI+F/EuaDA7cBlfWuiKID/7/bN/PmN66a1Ha/ditt66YTTY5v+bR9P6QxGxrqEziW6YY4RJZkwTKac/jsdVEVQ7HVSm+elOsdDaZaLQo+TLIcVp0XDblGxayo2TcVts1CZ7Z7V/hK6QU9oBvfRLC6CYULXPN+7k3HTDg9f+JNC1ixbeKEIaWGlCrhtt4d4ooj/9eWuabt79g4k6eobXyzabYJl5TbeODIzEyBVSQu3qdY9CgHlxRbys7UZi0UhYHmlbVyxGI+bnGmIyXrFOaIoLwur5a1nsRCCkoJxaoIkEonkMhRVoGqC537aSCplcNv7a9h6SzGB/hi/+OqpcQVcPKqPpmFa7en+zeY4EwvNoqBqCqZ5XhCO8/y/0u+FUCDBE9+tw5drZ/mmHD74VxsIDcXRdROHy4I3x8ZAd5RfffMsdUembz4nxaJk2pgmU25VMFOyHNbRRvGQnkiUZrlmvV0B006XhHTU7/L0x7nGwLwkCjo+5pymlXpsFq6rKeS9m6pZX5xNWZYLz/k2HfOJbhiXmOQsDCYj8dk5Zs4UIeDazS7+9bPFLKu0jRo3TUQqZdIzkKKxLc7pxjjnmuJ09iQJRw1SuondppDtUykvtrBhpYPaChulhZZJ3UMhbURzz01ewOQP/qaDnv6pX4vegRQtnQk2rrJnvE9sVsHqZTM3nNE0wTUbnNO6B/P8GsvKbRw7O3E7nvHwe1UqSqzjCvhIzODomZltWzKWkXAU3TDQSN+rpgkD85jmL5FIrj6e+n49j3/7HKomsDs0bnx3Fbe+r4aBrijP/rgho3HNcH+McDCJO8tGfqkLVRMZPwfgzbbh8lpIJQ36Oxfv88k0oenkEC881ETpMi/xqE4wkMA0TbqagjSdCnDw+U7a60bGPdaJkGJRMm1MID6N1MGZYNNU1IsmihOlCUyHmW7FhDmv+8u0k4VcnRIC1hdl80d7VvPA+sq0QCQtzE3TRDcM4ikjXQdppGshDTPd6F0RkOOyTzsF9GIM05yXCOlEmMxPVHYqLK+08fk/LqS20japCIrFDY6djfHYCyM8/WqQk/UxonED00jfIxffJkKk/2iqoDjfwq5NTt57dxZ7trrxeZQJ96WpcM9NPs42xfncV3tIJKd2AyZTcKohxl3Xe7BmqLe0WgS1FTY0FWZyurO8KmuWjXXyfes5IMakASuKYPMaB488N4wxg0zRglyNonEipZAWyM0dV2ah4Wrklf1nufO6jdRWFiAQdPcHePT5Q1d6WBKJZAkxPBAnlTRIJuCRr58mu9DBhj2F3PeJFfS1hzn2aveYNhQjg3GaTwbIL3VRuyndrD5TSwxVE1Sv9ePyWgkG4jSM1/JikVCzLpt7P7GSUCDBt//mEOcOD2AY6QlD2tRm5tuWYnGB0RTBnurCSevmzvYOc6RjYF7THmfDeCH7+dp+Ujd4ob6L3tDsVvYNw5y2uc3Vyoo8H1+6dzt7qguwqhdW902GYwmOdgxS1zdMXf8IHYEwQ9EEoUSSaCJFNKlT7HPyn+/eTcUsU1GvBFciXcTnUfjUB3PZtWniaJlpmgSCOt/++SDfemiQpvYE8cTEAzbPLzIkjLQBS0tnghffDPHArT4+/eG8CVtKCCGwaPCh+7J55rUQL74ZmvL5OVUfI5E0sWbQV0IIivItZHlV+oemrxary6zk+sdGR1M6NHckqCy2ZjQFWr/SjqqI9AtymuTnaORljx+RrWuJMxK6snUpVxNHTrfwN//2MLdfuw5FEbxy4Cwv7Tt9pYclkUiWKEO9MR75j9N4/DZqN2bzwB+sIjgUp/7opSIvPJLg6KvdbLiukNJlXrbcVMwLP28aIyoLKz3suLMMRRU0nQzQenZ4IQ9nWiiqYO2ufIqrPOz9TRv1xwZJxueuvl6KxQXGpqn871s2cGNt8YSf+5eXT3C8a3De2jQsdiIJ/ZKG80nD4B9fOM6L9VNvsyAZH5dV47O3beSGmqLRVg3RZIrnznXyLy+f5FjnIIFofNx+kknDuOT6SMZHCHj3HVm8/54srJbxI7GmaXKmMc7nv9bDw08PTyoSx98OdPam+PqPBzh4Msq/fqaELWsdE9ZHlhRo/M+P51HfGqeta2op5qfq4oQiBm5nZoFVUmAhz6/NSCyuWWYnxz/29RSJGnz34UF+/325GVtc1JTZKMjVaO+eXpq8osCyctu47T5M0+RkfYxgWN7zc0UimeKV/Wd4Zf+ZKz0UiURyldB4cogf/eMxPvmFrVSv8fO+P1/HN//6IN3NodHPmAYceLaT1dvz2XV3GQ/8wSq8OTYOPNtJNJxEVRXKlvu48yPLqFnnp78rwpP/XUegf37LEFRNoGoKDrcF9fxcQdUETo+FVMpATxpjBO0FBIy+42s35HDDb1XReiZA4oJgNE2SCYPQcILh/ti42xkPKRYli5KBcIxoIgXnyxQdmkaWfX6amb4d2V6ex+0rSrmgH3TD4MeHGvnck4foHJnclEQV4pI0Ycn41JRZ+aMP5eL3TlxHeLYpzqf/roMX9oXQ5yCApRvwxpEIf/L3HfzH50pZuzxzfSGkI4HXbnbx7juy+Jfv9o27SHAxfUMpmtoSFOZmTt0szNXIz9E43Tg98xynXbC21o7dOnasQyM6L+8Pc/8tPkoKtDHHk5etUVthm7ZYtGiCNbXjn59Y3ORsY3zGAl4ikUgk849pwLlDAzz0ryf56F9vYsWWXN796TV89/OHCQ69VUYQCiR46CsnsDlU1u0q4J1/uJpb31dDaDiBZlXIznegqIKB7ig//+pJTuztnVUa53iommDdtQVsuakYm0PFalNxuC1UrPABUFzj5VNf3k4iZpCIpYhHdeqODPDao62XCD5dNznycjfbbi2htNbLh/7XhnRp0/ksPdOEeDhFb3uYk2/08tT36xmYwDH2cqRYlCxKOkcil5joKIpgWZ4XiyJIvk2jrXOFRVXYUpZLluOtHnY9wSjfefPclIQigF1TcVhm3tj97YKqwr03+1i9bHwhAhCK6Hz52328vD88J0LxYvYdi/C1Hw3w939eRJZn/Gvmdiq86w4fP35siK4pOIqOhHQa2hLs3JTZeMpmFVSUWBEHwtNK/fW6VVbVZD5fLR0JmjsStHUl2bLGMaZuMcujUl1m5cU3p5durKmCFROk6waCuqxXlEgkkiXCoRe60tHBD9ey+cYiWs4EeOr79cSjb71g+zoifP/vj3LtPeVsuqGI4ioPBeVu9KRBf1eE+qODvP5YKyff6JuRKcxUUFRB7cYcbnqwCmDMe8/ts7LxuqLR/zdNE4dL443ftKNfZAjgzbFRudqPYZgYhkk0mCSVNDExEQhUi8DhtlC5OovSWi82p8aPvnTskvMxEVIsShYlA+E4p7oDrCl8y0r92qoCvvXG2Wn3yJNcik1VWJ7nu+Sh1DIU5kjH1O2UC71O/M6Zu12+XagssfLh+/3jNq+HtOPpw08P8+PHAlM2mJkOqRQ89GSA67a5eN87xm9NIIRgyxoHu7e6eOg3k9dmhMIGZxpipHQz4/EJkY4Qqsr0TG7yczRW1WS+t842xRka1jl2Nso7bvRivSxr1GIRrFtux+lQCEemvgyc7VOpKB0/c2FgSKehdXoRUolEIpHMPV0tIf7vx15BVQU9bZkXIxMxnUe/dZb9z3RgsSpEQylSybHvhP7OCL/+5hle+HkTWbl2LFYFXTeJjCQJ9MVIxMd/eR19pZvPve8FTBPa68b3wqg/Nsj//djLqKqgsyl0yc9SCYPnf9bIkZemXmIVHEqQTFwkFLOt/PZfb2LDdYU0nhjinz+1l/7OCPpoKzaBooLHb+OG36rkmttLueb2UvY92c6pfX1T2qcUi5JFSULXefJMOw+sq0A777i5vTyPayryePpMx6I1/lkKCCGwa5dGmALR+Jhm9+NhUxVurC3COgsn1LcDmgr33uRlZfXEorqpI8G//7CfcHT+6uEGh3X++5Eh7rrei2+C6KJFE7zv7iweeWaYyTrFGCaca44TDOn4fZlfJWtq7aiqIDWNVdkNKx0Zx5hMmtQ1x4lEDQ6fipJMmRmdWDescuB1TU8sVpdbJ0wTbmiLMxCYechXUxXycryjz7JINMHgcPgSl2dFEWT73FSX5bN+ZTmlBX6cDlvadCoYpbs/wNnGLhraehgeiRCdYfsiVVXweZwsKy9g9bISigv8ZHnSxkuRWJyu3gCn6juob+mhb2iE5Cycr1VVIdfvwTqFLATThKHhMOHo3ItyAbhddvJzvCyrKKSmPJ+cLA8uhw1VVYgnkoQjcbr6ArR3D9Lc0Uf/UJBQOEZqis/FibBoKn6fi2XlBaypLaUoPwu3044AguEYXX0BTta1U9fSw9BImNQVcmyWSJYCiahO4/GhST8XC6doPhWY9HOmASMDcUYGpvfsCQ4lCA5N7pAaCSbHHa9pwkBXlIGumfV/FgI27Clk6y3FDHRF+NGXjtF4YvxzM9wfZ/nmXHKLnRSUu6VYlCxtDBP2NvfQOBCkNs+LEIJcl42PbKvlcPvArF1R384YpkkocelE022zoCkKujH5JKU238ddq8rmvQ/jUic7S+PmnZ4JTW0Mw+TZ14Kcqp/fqJVpwqFTUeqa42xZ65jw2q2pdVBWZKWxbfIIfmNbguGQgd+X+eclBRa8boW+walPftevsGO3jR1fMKLT1JHAJC2wR4J6RkOayhIrudnalFJpL1BRbMXrGv86naqPoc8iDak4389X/89HKMzLAuD5vSf5+//8NSOh9ATBZtW4eecaHrxrB2uXl+F1O7BZNBRVARNSuk4yqROJxWntHOCXz+znR4++TjwxvT6lfp+L265dxx3XbWD9ijLcLjs2i4aqqgiRrl1OJFOEI+n9PP7iYX793CG6+wMzchHO83v40l++nxVVRZN+NpXS+cdvPcYjzx6c/o4mwGpR2ba+hvtv3sLWddXkZntw2KxomoqqCIRIu+deOPZEIsVwKMrJunb2H2vgzWMNnG7oJDlDAZef4+WeGzdx2+71LK8qxOW0Y7VoqOcXDnQ9vd9QJMaZhi6efvUYjz5/iIFAaJItSySStzuKKihb4UPVFHrbwgx0T1xKlIinZJ9FydVFQ3+QHxys5y9v3oDLqqEqCu9YXc5QJMHnnz5Md3BqKzECyHfbKfe7Od41ROxtvmqb0A0aB4KYpjkqGir8blYV+DjSMfEqWW2ul7++bRO1ed6FGOqSZuNKO1vXja2ru5j+IZ1HXxghNI0o2EzpHUjx+pEwG1c70MYJ9AghKC20sGmVg6a2xKQR/OaOBL0DKSpLMqdw+n0qFcVW+gan9l11ORTWLrdj0caetMCITl1zWlQPDKWob41TlD/WXMfnVli/3M7xs1NbUNJUqCm34hzHCdUwTI6cjjKbAJOmqRTmZVFamA1ATUUBdpuFkVCUglwfH3/Pjbz/HbvwujMIeQFWRcNq0XA5bWT73Bw90zKtiJeiCDasLOfPPnY312yowWG3Zlww0FQVTVVx2m3k+j2sX1HGnddt4D9/8jzPvn5i2oJJVRXyc7yjxz0RyWQKp2NuU9vLi3P4nXfdwH23bCXX7x53kURVBaqqYLVo4ITsLDdVpXncsWc9XX0B/vgL3+eNI/XT2rdFU7l283I+9aHb2LK2CoumZty/oqlYNBWXw0Z+tpcdG2u4Y896/t93nuDgyWb0OYhsSiSSq5cLxjs2p4bFOn4Wh6IKVm/Px51lJRpMMvh2MLgpy3Kxrsh/iSNj0jDY29zHcEzWtF0N6KbJt/edY22hn3eur0RTFZxWjd+5ZjnL87x870A9e5t7GYrESeoGhmmiCIGmCGyais9hZX1RNlvKctldVYDdonLffz1Dx/DUTFyuVpK6wf7WPgLRxGjdYYnPxZ/fuI4vPHOUur7hS1q2qIrAZ7eyrTyXv7p5Azsr8tN9/XQDy/mVecmlCOC23Z5JHVDPNcfZf3zh7sfXDkX4xIOZawwv4LQrbFnr4ImXR4jGJpaLkZjBiXNRtq93Zvy536tSWWLlwImpvZSK8zVqym0Z76me/hRt511Oh4Z1zjXF2b3FNeazLqfCptUOfvhoYEr79LhUllfaxm0tMjSSNvKZy/6cuX4PdpuFwrwsPvN79/GOmzalhQppAwNdN0jqOphpoampyuhxjoQi7DvSMGURoakKt+9Zz//8+DtYVlE4+u+maZLSDaKxBMlU6vxn06JFOy9sLBaNbetrqCrN58vffoIfPfb6tFIkdd2gfzBIz8AwFlUdPZb03+lo5nw9P4rysvi7P3mQ67etRLtodcQwTGLxBPFECt0wEICqqditGjar5ZLxqKpCMByjrWvq9dyQForvv3cXn/rAbRQXvFUnbJomyZRONJZIn0chsFrS4lw9f41tVgt7tq2kpDCbL3/7CR597hC6bFMkkUgyYOgmjccHScZ1ylf4uPX9NTz300bCwwl0PR0Q0KwCl9fK5huKuP1Dy3B5LRx9pYeG45On0F5gyYrF926q5n9cvxbLRS/4kViSd3/3OY50Tv0ESBY3PcEoX3rhGAUeB3tqChGkJz/XLytiU2kOncMRTvUEGAjHiad07BYVr91KkddBud9Nlt2Ky6phURXO9i3ehqoLzZGOQfa19nHbihIUIVAVwX1rKyj3u/n18VYaBkaIp3ScVo2yLDdbynK5rrqQAo8DMHmxvgtNUdhTXcgEuuNti8etsH6FI2OE7GIOnogsaO++hpY40ZiJfZIAzspqOw6bQjQ2sTBIpkxO1scviVJfjNOhUFZkQVFgKvPd4nwLJQWZW3Gca44TP98zKho3aWhLkEia2C5rsWHRBLWVNpx2QWQSsQvgdilUlo5/Qjp7kvQNTi/dczKyPE58bid337CRO67fgEVTSSRTtHT0c6axk+aOfkaCEQzTxO91UV6cQ015AdXl+fT0j3Cyvn3K+9q6tpo//dhdVJcVAG8JlhPn2njjSD0NrT0MBMIIwOd1sqqmmD1bV7KsomA0Gpbjd/OHH7yVxrZeXj98DmOKjtT9gRB/828Pk+v34PM48XkceFwOfG4HK6uLuXHnahy2+WmJdP+tW7nuIqFoGAbd/cO8fugcx8+20dM/TDgaR1UV3C47RXlZVJflU1tZyLLyAjwuB4ZhsO9oPd3TeHcIIbhu+0r+6IO3U5iXzs82TZNYPMnRM628caSOxrY+RkIRFKGQm+1hRXUR129bRVVpHsr5BbjKkjz+5KN30tTWx9EzLfNyjiQSydLGNOHMgX6OvtrDxj2F3PaBGtbsyKOrOUQsnELVFLzZVgrK3eQUOrHYFNrrR3jsW2cJDU89sLYkxaJVTU9SC9yX2qurikBVpOnG1YQJHO0Y5NO/3MsX7trKzcuLcVg0FCHIctjIcthYfZFjqmRqDMcSfOm5Y1Rle6jN86IIgcOisbOigB3l+YST6VV3i6pg1zTU84sySd3ghfpO/uLX+7m+ppDt5Xk4rUvyMTKvlBZaWFmdOUJ2AcMwefNYZF4cUMcjMKLT3Z/E75s44rmiyobHpTA4PLFYTKXgdEMso2iD9DN5WYUNp12ZNNVWUdL1ik575mf48XMxEhf1lTrdECMYNrBdZokqhKCm3EZetkZL5+QmMDlZKhXFmQWqaZq0diXpHZhbsehy2njXHdv5rdu3Y7daaOns57u/eJlnXz9BT/8wkcuyYxw2K9lZLlYvK8XvddLTPzXxkp/j5U8/dhfLK4tGI6c9/cN875ev8NBv9tHdP3yJyQ6kU1YrinN58K4dfOxd16eNWISgpMDP//jI7bR29tM6xUhbKqVT19xNXXP3mJ9dv21lOiV2HsRiTpabe2/ePGooZJom+4428E//9ThHTrUQS2S+LzRNJdvnojjfzw3bV7F+ZTm/evbgtCJ7VaV5/NnH7qIoP2v035ra+/jGT57nyVeO0T84Mia9W1UVlpUX8Mn33sS9N2/BYbeiKIKa8nw+/eHb+OMvfJ9gWNbpSySSsQwPxPn+/z1C27uq2HR9IXklLsqWZ6FqAtMwSSYMIsEk7Q0jnHith9efaKOjfoTpOEUuyVleRbab5fk+mf72NsEETnYH+N2fvsqDG6v44NZlrCrIwm0d25T7clK6wUg8SdNAkB8fbmBYtt0Y5dWmHv7g56/xFzetZ3dVAa7z51MIgcd26eRZNwx6QzF+cLCer792hpahEA5NZTiWkGIxAxXFVooz1NNdzHBQp6l9btMbJyMSN6bk6ul1KxTkWqYkttq6knT3p6gozjzpX1Flw+2cXCxqquCajZl7NsYTBqfqY6Qu0mxnGuMERnRy/WPvv6oSK0X5Uxv/ymp7RqMcSEdOTzXEiMXn9iK5HDY+/MAeNFVl/7EGvviNX7P/WOO47+5oPEFHT4KOnskdAC9g0VR+67btbN9QMyoUBwIhvviNR3nkmQPj1h8ahklTex9f+d6TWDSVT7znptEUyc1rqrj/1q38+w+fWdS1dFVl+RTn+0ffD+FonG/89Hn2Ha2f8PuWSun0DozQOzDCkdMt2KzatOo0XQ4bH7pvN2try4C0SO3uH+b//MtDvLT/zLgRWV03ONvUxRf+41fohsl7796BoqTP+Z5tK7lp5xoeff7QlCO6Eonk7UVfR4SH/vUkz/ywgfxyF26fFc2iYOgm8ViK4FCCvo4w4eGZuWgvyVleTY6HYm/mGhnJ3BNOpHj4WDPHu9Lpvbphsr+1f9rb+dWJFs71BtIFXcDe5l5S01ix7Q/H+NYbZ3nyTDu3rShhR2U+tbleSnwuPHYLmhDEdYNIIkV/OEZ7IMzpngBHOwd5o6WXrpEI8dTU9jcQifOdN+vIdqYnwJGETtNAcLqHPCGheJIfHWzgxfp0f53O4QjxcSYmrzX1oCnpdNFoUud0TyDj53pDUb7zZh3+8+M+0zOMMc7syDBNXmnsoWngNe5fV8lNtUXU5HrJc9uxayopw2A4mqQ1EOJk1xBPnG7npYYuwucdGBsHg/zLSycp9jkIJ1I0DozfZwjS7Tm+92Ydue50yl80qXOqe+qTX4B4SuenRxrZ29Iz+m/HOgfHnQBGEikeOd7Cmd7A+WOGfa1Ts4q+mEdPplNzL6xNvNrYc0ld58UoApZX2lAnyc8dCOgMTBK5m2uSSZNgePJ9Wi0KedlTez109yfp6U9RXmTJuHhTXmzF41bp7p84OudxKaysypwOOhDQ6e679CXXN5iuYVxWMfZ3HHbBymobbxyZvB50RZUtYwsOgHjC5FT93Ed0hBBYLRrt3YP8638/xYETTXPeDqgwL4t33LQJy/k0TNM0efb1E/zmpSNTEkCxeJKHfrOPu67fSHlxzvl6Oo0bd6zmZ0+8QfcUo5tXArfDhu2iRaxQJEZ33/QdXafrNltbWcgt1669xOn00ecP8crBqaXuDgRC/PTxvdy8cw35OWkXcKfdym3XruOlfacJBN/e9fYSiWQCTAj0xwj0z/07a8mJRauqsLUsD4dlyQ19yRKMJ/n662dmvZ1vvXF21tu44OT59dfP8N/76/E7rXhsFqyaiiLSQjapG0SSKUZiSUZiyXHF0kT0BKN84Zkjsx7vRAzHknz5xRNT+uzjp9p4/FTbpJ/rGI7wd9MYt2GatAbCfPXVk3z/QB1+pw2nRUNT03bysZTBSCzBUDQ+RmgPRuJ8+cXjU95XfzjO3z93dMqfz0Q0qfOVl09O+fOhRIpvzsF99+03z035s0KBVcvsk34uENQZCS6sWEzpkEhM/n2wWgS5/sl740G6h2NzR4KtazM7v/q96TTPC06m47GswkZBbuZobFdfckwrjGjM4PjZKDde4x7zeSEEW9c6+e7DEy9GKMrEYjESNeZFLEJavP3quYPsPVI3LxGjnZuWsay8YPT/Q5EYDz+1n1Bk6m1aGtp6OXCikdKibNTzWQcrq4upKS9Y1GIxkUxd4hbrctjIy/YimFbm1bS5ZddaivPfKovoGxzhl08fmJYp0LGzbZxp7CQ/J+04nY7oVlJSmC3FokQiuSIsOcXltGrsqS6Y0I5e8vYgkkwRGZ7bWqK3K6YJQ9EEQzJNd9YoQlBVOnkdVmWJlf/8fCnJBaxZtFgEW9ZMnpWhKIxbO3g5hgHHzka572ZvxrpFu02wusbOs69P3DdudY0to0A1TZO2riR9Q5d+12MJk6NnYhiGmdHJdMNKB3abmDCF1O9VqSixjuuE2tyRmFa/xukwEAjxm5eOTjt6NRVcDhvXbFiGy/lW1LW+pYczjZ3T2k4qpXOirp07r9sw2tbCbrOwcVUFrx2a+gLKQtPRO8TQcJgsjxMhBG6nnY88sIfO3iHONnXNizj3eZxcs6HmkojmsbNttHRML5MhkUxx/Fwbu7euGHV7z/K6WLu8lJN1Uzc2kkgkkrliyYnFCr+bqhzZ400ikSxObFZB9iQGMgC5fo17bxqnm/0VRlHAmkH4jcfJuhjJlEkmrxKbVWFZxcTi2WETrKqxZxSbqRScbYqjXxacMQxo6kgQDBv4PGPPd2GeRlmhhbqW8RdA8rI1CnPHfw2ea44TDM199Nc0Tdq7B6fdkmGqZHmdrKgqGk0LNk2Tjp4hBoen3+i9u2/4krRVVVGoKMmds7HOBx09Qxw900pVaR7AaO2f1+PkR4++zvN7TzI0Ep7Tusu8bA8VJXmj59wwDJra+2ZkTNPVe2nKrM2qUVaYM1dDlUgkkmmx5MTixpIc8lyTp3hJJBLJlcDnUacclVusKEJM2vbjYupbEgwHDdzOsaJNU6Gy1IrDLsbt2+h1q6xfkaEhPefbc9RlnnC3dSXoHUhlFIt5fo3qMtuEYrEgR6NwnNRXwzA51xQnOIkxz0zp6gvMSLxNBa/bSUlB9uj/G4aJ1aKxZ+vKaW+rpjz/EpdxRUm30ljMpFI6P/jVq+zaVDta+2e1aGxdW8Wq6mLec9cOnn71GK8cOEt9Sw+J5OyjuzlZntHUUUibq3ndDvZsm/45LyvK4eJvgkVTyc7KbP4kkUgk882SEosOi8rWslzctiU1bIlE8jbC41IyRsiWGtNJ9R8IpKhviWfskSiEoLzISk6WRnt3Zie2glyNlTWZzW3CE9QNtncn6ehJsqzCOkZoetwKq5fZeO6N4CUuqhdQFNL9GMdxQg2GDc5kiGjOBYZhMjQcnjd3y4JcLw77W9dCVRVu272O23avm5Pt261WhGBBnXyny4HjjXzhPx7hUx+6jWXlBaPuom6XnR0bl7F9fQ3d/QEOnWzi+TdOse9IPR09Q9NyP72YwjzfqJkQgNWi8f57dvH+e3bN+ljS5kITuytLJBLJfLGkVFeO086GkmzZMkMikSxaLJoY7Uv5dmE4pFPfGue6ba6Mz+eiPAs5Weq4YnFNrR2fO3PqbnN7gr7BzJGfWNzkdGOMPVtdqJf9uiIEa5en22IMB8dGB1Ulnfo6HkMjOg2t81PDa5om0dj81QdneVwoYn6i2xfa6wgE5rzaxcyO1Hkn0tbOAX73wRu5fvsqXA7baH2qogiK8/0U5vq4cccamtv7ePLlozz92nHqmrunXUvq985f5E8IgXL+vF/eF1MikUjmmyUlFsv8LmpzF2eNj0QikUDaSVSZmpHoVUM0alLfkiCZgkwBkJwslcJcC0fJHCHcuNKB055ZYJ9pijE4QYuRw6ei6IaZsVXJ2loHbqeaUSxqKqwaJ5oJ0D+UorVznsQi6Zq2+cJm1ebVBG6pLIUkkjr7jzfS0NrDTTvXcM9Nm9m6tpqsi1pvKYqCy2FjTW0ptZWF3H/rVp546Sg/fvR1Wjv7pySHBWnjH4lEIrkaWVJi8dqqAjwyBVUikSxiFCXda/HthAmcaYwxEtTJzdCfUVUFq2psPP1acEzqotupsG6FHUuG9hXxhMHxczHCE9QNHj0TJRw1sFrGRtJKCy1UlVrp6Bkb0czxa1QUj2+8c7Ju4v0uZi6PPiVTOq/sP8O+o/Vzsv3WroEZtSS6UgwOh/n5k2/y5MtHWb+ynLtv2MTOTbWUFWaPurxCOnW0pryAP/zALVy/fSVf+8EzPP3a8SlFGS9PKY7GEzz96nFOzZGD6enGThlVlEgkV4Qlo7wsisL28jys2ttsyV4ikSwpUjpMZrJomiaJpLloxUg0bk7YciIT55rjDIcyi0WAFdW2jHVu+Tka1aVjaw4BhoM6p+pjE0Z3evpTtHQk8XvH7tftVFi33M6rB8NjflZRYiErgzEOpK/P8bMxkvrSnJxHYolLxJxhmBw728rXf/zcnGx/qWqWUCTO64fqOHiimZL8LHZuXs5t165l4+pKsrwuNDW94KAoCuuWl/HZP3wAi1XjkacPTCiOTSASu7R/ZSpl8PqhOn7y2OtzMvalJM4lEsnVxZIRi4VeB8vzvCiyXjEjDotKrstOjsuG12bFpqlYtfSLL6UbxHWDUDxJIBqnNxgjGE8u4mqTyVEVgd9hI9tpJdtpx2lVsagKFkUhZZgkdYNIMsVQJE4gmqAvHEOfJzMJieRiEkkTfRKRYZrwzGtB/vor3Qs0qulhGNDdP72are6+FB09SWrKM6d21lbY0FRB4rLvYUGORmlh5hS+wWGds00TN5EfHNapa4mzcZVjzM+cDoXVy+woAi7/+pcXWfF6Mtf1pVJwujE2L+Y2C8HAUPCSSJeqCHwe5yWN6t/OxBNJGtv7aOro58mXj7J2eRkP3LqVW3atJcvrHK3LLCnw8/vvu4VDJ5po7uifcJv9g0FM0xxd9LBoKh6XXZ5ziUSy5FmUYlEAdouKz24ly2Gl2OfkxmXFk/ZXVIXC8nwvqXmoBRmKxGkLhBdOYE2yI00RlPhcbC7NYUdlPptKcsh3O/A7rbhtFmyqikUVgCBlGCR0g3AixUg0QX84RstQiFcbe3ijpZeWoRCBRd6MXRGCAo+d5Xk+tpXnsaMin9IsF1kOK36HFbtFxaIoaIqCbqbFYjSZYjiWZDiWoG0oxIG2fva39nGyO0BPKCrFo2ReiMcNJjNUFCLdVP7I6en3YFusxOIGx87GuG5b5rYKRXkWcv0anb1vpYQKYFWNHVeGlhsAZxvj9A5MLFpDYYPTDTESybGpqJoqWF5lw+dRGRq5qFegClWl1nFbnHT3J2nrymzGsxToHRwhMBLG604LaFVVqCjOxW6zEIsv3eOaa0zTZCAQ4qU3T/PGkTp2b1nBpz9yO5tWV6Ked09dWV3EbbvX862HXpjQvba7f5hwNI7bmTZNslk1KopzsVpUEskluuoAIAQWpx2bx4Ujy4MrPxd3QQ6uXD82jwury4lqtaCoKqZpoCdTJKNxEqEw0cFhQr0DhHsHCfcPEQ+GSYTCGDN0nL0c0zQnnStJLkMILI709bS6HTizs3Dln7+eXjdWtxOr046iaelriomR0tETSZKRKPFQhNjQMOH+IUI9g8SGR0iEIsRDEfT44p5HSmbOFRWLQoBVVbCpKi6bRonPxbJcL8vzfFT43VTmuKnO8ZDtsGHR0lGjiXDbNL7x4O55EQE/OdzIpx/eS2KBVgljKT3jM9CqKmwsyeHOVaXcvbqMlflZWFUFVRHjusSqiopNU/HYLBR6HNSaXnZU5vPO9ZX0h2Psa+njF8eaeeZsB4FofMwK/JXErqksz/Nx1+pSbltRyroiPy6rhqYqCMh4zAoCi6rgtGrkuOyYpsnG4mzuXFVGJJniZNcQT51p5/HT7ZzpCRCboxeXRAJpZ9BYfPLnhMuhoKlMKiyXCvGkyYlzsUuiKxfj86iUFlouFYsKGSOCkJ4IHjwVnTQd1gRO1MUIhg1yssa+I2rKrOT4LxWLTrtCVal11Bnz8v129CTp6lu6oioQjFDf0pPu13c+SlZRkkthXhbN7X1XeniLkngixfNvnCIUifHl//VBqkrzgHRK6jUbl/Hdh18mYYy/cNE3OEJb1wArq4tHz/mKqiKyfW66+4cX6jDmBNVqwepxkVNTTsGaWvyVJfjKi3Dn56BaLQhFQVyYc2Sad5gm5vk/GCaGrhMLBBlu7ybQ1kX/mUZ6TtYTGQiQjMZmnNdspHSMpRr+XyCEoqDZbTj8XnJXVJFTXYa3tBBfaSGu/Gwsdtvo9URMcE3hretqnP9b14kHwwS7+hjp6CHQ2kXf2UYCLR3Eg1I8Xk0suFhUhaA0y0VplosKv5uaXA+rC/wsz/fhd1jx2Cy4bRa0CcTPeAghcFjm55Bs6sI22Q7Fk2NWzPLddj64dRm/e80KKrLd2GZYv5m2PQebplLic/HAOifX1xTy7LlOvvXGWV5p7CZ1hRWjACpzPHxoyzLeub6SZbke7DO8tqNpQarAp1rZVVXA5tJc3re5hl8ca+a/9p2lbWgBo8aSq5qRkEEwPLFYFELgcSm4nJnbOixFdB0a2uKEowbuDJFCr1uhMO/S77BFE6xeljltNZmCk+diJFOTfzPPNMQZCenkZI19RhTnWyjMtVDf8tbExeVQxjW3MU1o60oyNIED62JneCTC0TOtXLd9Jdr5niJlRTlsWFFOS0e/NEoZB9M0OXGunf3HGkbFIkBhrg9VVWCC9YO+wSBnGjpZXlWEev6ds6K6iBXVxUtGLGo2K7nLqyi9Zj3Fm1fjLS7A7nUhVHV687Hzc4wLqFiwOOx4ivIo2bKWZCRKeGCI/jNNtLx+iO5jZ4kMDk9bNOrJlBSL46BoKt7iAgrW1lK8ZQ25tZU4sn1YXY60OJxJSdeF6zr6eE9fV3d+DoXrV2AkU2nx2NNPz4lzdBw4Sf/ZRqKB4NItdJYAV0As5rrt/Oe7r2VzWS4+u/Vt149sqozEkqM9rFQh2FVVwP+8aR031xZjUdU5tUUXQpDjsvPgxiquryniK6+c5D9eO0UoPr2apbnC77DyjjXlfPq6Nawvyp6Xe8RuUVlZkMVf3rye21eW8LVXT/PL4y0EZYqWZJboujluP8GL8Xs1sryZ2zosVdq6knT3p1hWPlYsuhwKZYWWS+oHi/Mt49Yr9vQnqW+NT2mO0dWXpKE1QVXpWOFpswo2rLzU5MbtUqgsySwWE0mTY2ejk5oULWZSusGLb57m3XdeQ2lhNvBWk/g3jzXQ1Re4sgNcxOi6wUgoesm/CTF5u5BEMsVTrxzj+u2ryM5Kp2J7XHY+eN+1HDrZRDC8eFPOHX4fpdvXU33DNvLX1GL3eeatn7VQRDrV0e0kq7yYqhu2M9TcTuveozS+8AaB1i7MKQpAPZ7ASMh39ihC4MjyULhhJVV7tpG/ugZ3YS7K5U1o52XXAtVqwZmThTMni4LVy1j1jpsItHbSefg0jc/vZbC5Q0YblygLLhYtiqAi2022c/z+VhLSBjRmWijes7acv797KzU53oxpU3OFOF8X+JlbNpDtsPIvL52gJ7SwL7hyv4vP3rqJd66vxGe3zNsL6wKaorClNJd/uu8aNpRk84/PH6c7GJ38FyWScTBMONs0+fcmP0cjP1ujpePqmex09ibp7ktSUzbW3VRRBBXFVuw2QSSWVoCVJVayfWNfQ6aZFtytU6wbjEQNjpyOcssuz5ifCQEbVl6a6lqUZyHLm3kClRaLi3diP1VO1bXz/N6TfPC+3aPvjW3rq/ndB2/kaz98hoFAaNrbtFstpAyD1CLPnbZbLaR0fUbmMh63nZXVxZf8W1dfYErb2nuknr1H6rnz+g0o51P6bti+ig/ccy0/+PVrhCLTu68EYLNZSCZ19HnwYrB6XBRvWs3q+26mcN1yVFtmV+L5QggxGs3Mqalg2c07OffkyzS8sI9gZy/mJMeciifQk1dmUXsxIRSBM8dP+c6NVN9wDflrlqHZrG+llV4hLE57OvW1tpJlt+yk5fVDNL34Jj0n60nFJjYukywuFqXBjSSdhqoogh0VeXz+zi0sy/UuyJdeCIHbZuHjO1eQ0A2++NxRogtUnL8s18vn79zCvWvLZ5xiOxOEEPgdVj6xcyUOTeMLzx6hYziyYPuXXF2YBpysi49bu3cBv0+lpMDCgePRqyYFOhg2aGpPsHOTCzXDoZcXW7HbFCKx9DOlotiCL0P7CtOEhtYEw8GpPXtiCZOT9TF03UTNsOPaShtWiyCRfEukWq2Zr81wUKexbemvfkdiCX7y+F5u3LGa0sJshBDYrBbe946d2Kwa3/jJ87R2DUy6HSEE2T4Xa2pL2bq2ihf3nebQqeb5P4AZ4rBZeeDWrWiawmuH6mjt6ic5xXeY02Hlt27fzvoVZaP/Zpomh040o08h2jUQCPHjR19j27pq8nPS72ynw8Yn33czDoeVnzy2d0pRXUUICvJ8rK4pYeOqCn7x1JuTurFOF39VKWvfdQcVuzbhyPZdUVEhhEBoKr6yQjZ96D5Kt63nxC+epHXvEfQJIoepWGLCn78d0Ow2SretZfUDt5G3sjqdZrqIugYIIRCqwJWXzcq7b6R85yYann+D079+nmBHj0yJXyJIsbgIMU2TYDzJ5tIcvnzfDlbmL/yDPMth44/2rKahf4T/PjA3jZwnYkNxNl98xzZuqi1CncTIaD64UO/60e21+BxWPvP4AZqHpr/yLpGYQH1rnMHhzDV0F9BUwc6NLp54KTgqYq4GjpyO8eCdJmoGMVZVasVhV2BYx2ETrKhOi7jLSaZM3jwemXKZi2Gk+zwODuvkXdbnUQhBUZ5Gcb6F5o60CKwpt2LLsF+AupY4A4GrI1px/Fwb//K9J/lfn7yXXH866urzOPnQ/bvZsXEZz+89xf7jDbR3D442nldVBbvVQm62h5qyfDatrqSmooDyohxSusHJ+o4p7dtq0bBZNSyaiqapWM7/ufDfVaX5qBctCgohKC3MZvWyEpIpnVRKv+TvC39i8eSEE0xVVdi4uoL33LWD9p5Bmtr62He0nkOnmukfDBKKxIgnU+i6gSIEVouG22WnpryAd962jT1bV4y6yJqmSXNHP8++fmJKxnmmafLqwXN8/cfP8ue/czdORzqDKj/Hyx996DZu272Op189zsETTfQOjJA4HxXTVAW7zUpRfhaVpXlsXl1JbWUhJfl+RsJRnnrl2JTO+VSwuBxUXLuZTR+8l6zykrSxySJCs9so3LCC7Joyzj35Mid/8TQjXb0ZXU+NVIpEZHxTrasZoarkr65hzf23UL5zE1a380oPaVIUTcWdn8O6B++kbPt6zj7xEnVPv0osELzSQ5NMwoKLRcOE4ViSwcj0QtCaIvDYJk5LNEyTUDw5L+YsocTCTR5Shkmuy87vX7uKjSXZ4x6zYZqEE+legvX9IzT0j9ATihGOJ0nqBlZNJcthpcLvZmW+j5LzrSbUKaYmeGwW/vSGtext6aWub2SuD3OU2lwv/3z/DnZV5U9JKF64zv3hGA39QRoGRugNxogkUqSM9HF77RZKfC5W5vsoy3Lhd9qmFK20aioPrKsgltL581/tY2iRtxSRLE7auhKcbYyzc9PExhC7t7jI8qj0Dl4d4gTg6JkoyZSJLUNJYEGOhtet0NEDLqfC6hp7xm3E4iaHTk4vHbypLUF3f5Jc/9hznufXqChOi0UhzkcWM4hF0zQ52xifckRzsWMYJo88cwCbReNTH7qNorysdOqfqrKyupgVVUV8XL+RcCRO6Pyk22a14HLYsNksKEKMprAKIaacuuq0W/nYu65n69pqHHYrdpsFh916yX877Taslreeyaqq8Afvv4WPvvM6YvEk0XiCaCxJLJ4gFk8SiSUYDIT4tx88TX1Lz6Rj0DSViuJcKopzuW77SvSUQSAYpu+8YEwkU6iKgttpJzfbQ67fg+Wid4RpmvQPBfnGT56nrmXq/VCTKZ0f/Oo1vG4HH75/D36fazSqu255GWtqS0mldMKROOFoeh5ks2q4HHZsVg1x2TkfCc9dWYQrP4cN77ub2tt2Y3U7F63AEkJg87hY88Ct5C6v4tB3H6bz8OmMaanxkWBaSC7OQ5kXbF43y+/Yw7oH78SV60dcgQX22aAoCv6qUrZ94j0UbVjJwe8+zGBj+5RrVSULz4KLxcFonM8+cQC3LbOpwXisLfTzmVs3nu8dmJloIsUXnjlCw8Dcr1K0DoXmpX9jJgTwh7tXsaE4B22ch0AonuS1ph4eO9nKGy19dI5EiCRSJHSd1HlbY0UINEXBYVHxOaysL8rmXRuquG1FCTku26QvCiEEK/OzeOe6Sv7l5ZPE56FO5YIg3VWVP+6xXsA0YTAS4/Xm3tHj7gtFiSR1Eikd3TAxeeu47ZZ0u5DKbDd3rCzlnjXlLM/3Tbofi6rwrvWVHG7v5z9fP0NyMfUSkSwJBgI6R89G2bbeyUQmvjXlVjatdvDUq1fPympHT5L+IT2jI6rdJijMs3C6IY7LqVBdltlkpr17+q0regdTtHcnWVs7VoB6z7ftEAIcdkFBrpbRJCyZgoa2BNHY1fOdj8WTPPTkPkbCUf74I3dSXZ4/Wk8nhMCqKFh9Gn6fa/KNXWiHMAkWi8r2DTXcvHPtlMcphMBi0fBZNHxjS0+BdEuQHz/2+pTE4oVtQrr2X7Uq5Of4yM/xTel3ewdG+PpPnuOXz+yfsL9iJsLRON/86QsMBEJ8/D03UV6UMzqeC2OxWS2jRjgTYjInqXqu/Gyu+eR7qdyzBc2+NDwjFE2jcN1ydn76w+z72o9o3398jGCMj4R5O6lFX1kh6959JzW37MK2BKKJ4yGEQLNaKN+1CWdOFkd++Citew/PWQ9Oydyy4GIxltR59lzntH8vEE1gTPLATBoGL9Z3c7B9bnP7FxpNVdhZWTDm303TJKEbvFDXxTffOMOL9d0Mx8aPfBmmScrQiaV0hqIJmgdDPHOug12VBfzpDWu5qbYYyyQtQTRV4QNbanjidBvHu4ZmfWwXY9dUfmfHct6/ZdmEAs40TWIpnd+cbufrr59mf2v/hK6lFx93IJqgLRDmtaZevvNmHe/eUMUnd62kNGv8iZEQApfNwh9fv5ZT3QFeqO+6amrKJAuDYcDTrwZ58M6sCVNR87I17r/Fy2uHwoQiS9h+8yIGh3XqmuMZ3UZtNoWK4vRCYUWRldzsTOY2cKohRv/Q9KKtug6HTka5bbdnTL2kpgqWV9mwWQVZHpX8bC3jYtlwUOdMY/yq+75HogkeeeYgJ+vaec9dO7hxxxoqSnKxWTKfh4uJJ1IMBkLUt3bzyDMHOXC8cYFGPTNi8QRPvHSU8uIcVlYX4/e60KZYA5/SdfoGghw61cR/PfQih042k5zh5DUQjPC9X77Cm8ca+PD9e7h283KKC/xYp9ACKhZP0jswTF1LDw8/tZ/GWfbGzK4pZ/sn30PptnUL4ow5lwhFIbuqlN1/+tsc/M4vaHhu7yWmNrHhYDoN9QqOcUEQgqINK7nm999H7vLKJXcdx0NRVfJW1bDnzz7GsZ89wcmHn5HmN4sQWbO4RDBNk1AixddePc0/v3Sc/vDMvkzRpM5zdZ2c6hnin+69hneur5xUMFZme7hzVRknuobmdBJ1Y20Rf7RnDU7L+A890zTpC8X46iun+NprpxiOzayY3TBN6vtH+NLzxzjU3s8/3rudlQVZKBNMlCr8bv70xnWc7RuWhjeSabPvaISDJ6Pcuss97oRcUQTvuMnHz58a5rm9V0eNbGAkLRZvyXDcNqugvCgtIlfV2HDaxz57kimTk3WxSXtVZmL/8Qi6DpkeaSur7ThsClledUxd4wWGRnTOTcHJdrr0DY7w+X//Ja7zNWyGaVLXPPXUxrnANE3ONXXzhf/4Fd/5xctsXVfNhpXlVJXmUZiXhdtpRwDReIJgOEZP/zAtnf2caeikrqWHhpYeolO0vY/EEnzzZy/w+AtH5vQYEskUjW29E34mpRu8uO8U+47Ws7qmhGUVBdRWFlJenEtOlhufx4HDZkVRFAzDIByNMxAI0to5wPFz7Rw708rZps7RGs7ZoOsGJ86187++/FOqSvPYtKqCDasqqCrNIy/bi8thwzRNovEkI6EonT1DtHUPcLqhkzONnbR29s96HLnLK9n16Q9TsLZ2yaUrXoy7MJftn3wvmt3GmcdeGI1ARQMjGesZryZUm5XynRu55vfei6cof9GmD88UIQR2v5fNH3knNo+L4z/7DdGh+St9kkwfKRaXCJFkiv964yxffvH4tOs9M9E1EuX/PnuEZbleNpfmTPjwcVhUdlbm43NYCcxRDZ/fYeXjO1ZQ6pu4bmI4luCfXzrBf+49w8gMheLF6KbJs3Wd/O3Th/niO7ZR4R9/Ii+EYGdFPrevLOXb+87Net+Stxd9QymeeiXI9dtc2MZx3gQozNH42LuyefNYZEYCabGRSJo0tCWIxU0c9kuP22oRFOenI4s15TbstrGT11D4fHRvBhPApvYEgZEU+TljyxyqS9NtO7xulWxf5gWqzt7kvNSPBsMxHnvh8JxvdyYYhkl79yAdPYM8/cox7DYrVquGqigIAbphoOsGiWSKWDxJPJGc9rVIJnVe2X92fg5gikRjCQ6ebOLQqWbsNgt2qwWLpqJqCopIH6tpgmEYo8Y5kVh82imnU0HXDepbemho7eWJl45it1uwaulzbmJiGCYp3SCRTBKLp4jPkcOnM9fPlo+9i/zVy5a0UITzJnTZPjZ+4B5CPQO0vnEETJP4SOiqdtQUqkr19dvZ/NEHrkqheAEhBBaHjVX33YwQgsM/+DWJkFykXyxIsbgESOoG39lXxxefOzYnQvECp7oD/NMLx/nKAzvI9zjG/ZwQgk0lOZT4nHMmFu9YVcZtK0onNLRJpHS++sopvv76mQnTTqeLbpj8+kQrOS47f3/3Vrz2zHVTAF67hd/eXssTp9pk/0XJtEil4FfPDfPBe/1sWj3+90vTBPfd7OO1g2G+9dDgVeGMerohxkhITzufXoSqCApyNPxelZpyW8Z6zsERnePnZvZd6x1MUdeSyCgW83M0SgosFOZqOB2ZnzvHzkSJJ5b++Z8KppmOAEYmKGW4GjBNk2gsQXQRHKdpmoSjbxnbzCcOv5dtH3+QsmvWXzUpi0II3AW5XPP77yURidJ97Oz5yOLV+Z0VikLtrbu45vffhz1rYdqnXWlsbherH7gVRdPY/18/JxVd+j1vrwaW9lLT24Q3W/v4pxeP0x+e2y+NCTxzroNnznVMujKX77azusA/J/vNclj53R3LsWnj336GafJSQzf//uqpORWKF0joBj893MgzZye2gRdCsLk0l2urCq7+mgjJnNPUnuAbPxsgkZw4YuhyKHzm9wv4rdt9E0Yh55u5moucbYozNJK51ivHr1JWZKGsKLO7dV1znK6+mUX3BoZ0zjXFM9a3uxwKyypsVJZmbjxumiZHzkSvCrEueXtjcTlY/567qLlpx7wKRdM00ZNJ4sEwkYEAod4Bgt19jHT2EuzqI9QzQLhvkOjQCIlwFD2ZmpMoYFZFCds/+R6yq8tIhCJXZa9FxaJRed1Wtv/e/ApF0zRJJRLEQ2GiQyOE+wYJ9vQT7Lr4Ovanr2NghEQ4fb7nM5prcdhZdd/NrHv3HVicmR2zJQuLjCwucuIpnf964ywdgfC8bH8kluDJ0+381voq7BPUDiqKYEX+1FzkJkIAuyrz2Vg8cerrSCzJt/edm3Ft5lQYjib4yeFG7lpVhsM6/lfBpqm8Y005j59qIyaduiTTwDDg8RdH+PD9fq5Z7xy1xM9EYZ7G5z5VgKYKfvabwIJFuISAbJ/KtvVOOrqTHD83+0WpwIhOS2eSldVjX/R+X7rnYVFeJnMbk+NnY8TiM0vHTaZMzjbFicVNnJelwDrsaXOd8eoVQxGDpvYEC2R6LZHMG+U7N1J7xx406/Rc5yfjgkDQkylG2rsZbGxjuL2bkY4ewr2DJMIRkrE4RiKF0FQ0mwXNZsPudePKz8GVn423KI+sihJ8pYVoditMsZXXxQghyFtRxaYP3kvHoZMYV2HLheKNq9jy0Xfi8M+dUBwVeKZJNBBkuK2LYHc/w21do2IwNjRCKhZHT6YwdB1F01AtGprdhtPvw5HtxZWfQ1Z5Md7ifLylBVidjhldx4nQbFbW3H8Loe5+6p/bK9tqXGGkWFzEmKbJ/tY+fnOmfd7qtw0TDrb30zEcpibXO+7nFCFYOQdi0WOzcO/aCrz28V9ipmnyamM3z9dN3zV3OpjA3uZeTnQPsbUsd8IH3Y6KPCqz3ZzpHZ7XMUmuPtq6kvzDN3r5t/9TQmnh+CnPihDUVtr45/9dzIoqG9/82QBtXUnmo3OLEJCTpbKiysaerW7uvclLaaGFv/m3njkRi9G4wfGzUW7fPbYHQm6WSlWZlYLcsc8AXYfDp6PE4jM/6KNnogRD+hjzHLtNUFVqIz8n82uvqy9FR/fVF6GQvL3wV5aw6YP34fD75i5VADB0nWBnH52HT9H8ygGGWjqIDg5PO6qnWi3Yszy483MpXL+C8p0bya4um3bfR9Vioer67ZRds+Gqiz5lLytn2yfeg7+yZO6EomEQ6h2g92Q9nYdP0XOynshAgEQ4gpGcfiaHarNi87hw5+dQsmUNJVvXkl1Tjs3jmrMxO3Ky2PzRBwgPDNF58OScbFMyM6RYXMSEEykePt5CX2h+c7abB0O0D4epzvGMb/YCFHqdqIpAn8XsdVmelxuXFU0aVXzkRAsDc1ifOR49wSivN/eysSRnwh6exT4nW8typViUzIinXgnyr//dz2f/oACve/wIvhCCnCyNv/xEPnde5+HnTw3zy2eGaetOEokYM140slsFLqdCrl9j3XI7OzY6uWaDk7XLHfjcCkIIhoP6nM0t43GTY+di6IaJelk0NTtL5bqtLjJ1M+gdTFHXPDNzmwucaYrTN5gaI0YVRbCy2kZR/liRapomHd1JOnvn3txGIlkorG4n6997N/6q0jmbsBu6Tqi7n3NPvULDc3sZ6egd0+twOuiJJOHeQcK9g/ScOMepR56hYO1yam7eSdk163H4fVMeu6KpWJdwr8FMOPxetn/8PeQur5yTa6gnkgw2tdP00pu0vHaIQGsnpj779Ak9niASTxDpH6L3VD0nHn6a/JXVLLttN+U7NmL3eRATZNJMBSEE3uICtn7sXTzf0UOoe2m3xVvKSLG4iOkJRnmpvmve95PQDVoGQ5jV47e1FULgsmq4rNqsXEmvrSqgYAIzHYDOkQhvNE9sjz5XmMDBtn5iyRQWdfyoj9Oisa4oG4elmWhSpkNIpkcsYfLdXw5RW2njt38rG1VhwomApgo2rXawstrO++7O4oU3Qxw6GeVsY5yWzgSBoE4qBZd6xguESDuOZnlVcv3pfoLlxVaqy6ysqLKxbrmDXL+Ky6lg0eY2behiDBNaOxKMBHX8vktfMxZNcO/NY7MUTNOkpz9Fa9fsonsjQZ2zTXHWLh/7nNmx0YmaYVHIMKCxLU44KnNQJUsTIQSl29dTvmvTnHyvTdPESKZo2XuYU488S8+JOvQptk6ZDslIjPb9x+k93UDra6tZ/967yF1RjaKpbwtDl4tRbVZW3HUDxZtXz3pbpmkSHRzm3JOvUPf0qwy3d88ogjhVkuEoHQdP0n+umfb9x1j1jpsoXL8CoSqzuo5CEeSvqmbl3Tdw+Pu/uirrU5cCUiwuYg609dM2T7WKl9MWCKfnnRN8p22aisMyc7HosKhsL8/DNUF9IMCh9gE6F7Cv4cnuIcKJFJ4JXFGFEKwqzMJjs0ixKJkRfYMp/vbfeyjI1bjzOm9GJ9CLEULgdAjWrXCwdrmdWMJkMKATGNEJRXQGh3UiMQM9lXZUtVkFbpeCx6ngsCs4HQouh4LXrWLRJhan80FbV5KegdQYsSiEGFNPCGlDw/qWOP1Ds5vQhKMGR05HeedtWWMipTZrZlOtZMrk6FnpuidZurgLc1l9383YfWNTv6eNaZIIRznz6+c5+uPHiA0HZ7/NyfYXDNP08n4GGlpZdd/NrLjreuxe9/zudzEhoGz7elY/cAuabfy5yFTQkym6j5/l2I8fT9d0zqNIvJx4MEzDc2/QfewcGz9wD7W37cbqmjhAMBmKprH8ruvpOVlH275jV6377WJGisVFim6k6xWH56hVxWQMRuKTpripisAyi15NBR4H64uzJ5y0mqbJmy29RBbw4TYUjdMxEqHQO3E6y4o8Hz67ld55TguWXL20dyf5H3/XyeCndB68KytjU/pMCCFw2AQlBQolBXNrWjFfdPQm6exNsqLKNiWhqhvw5vHIrOcB8YTJibq0Sc7lrTsm+p2jZ2RrnPnE483m5nf8Nt6sXFqbTvHib75/pYcEwLJVW9m25x4s2qUT9JSe5M2Xf0396QNT2IrgmuvuZcXaHUSjIZ751bcIDPbMz4Az7V0R1N6+J91PcQ4WhcL9Qxz5wa858/iLCx7JGeno4cC3HiLQ0snW33kXzpyst0WE0VtcwIb334MrL3vG2zBNEz2e4PSjL3Dsp48T7h2cwxFOayCEewfY97UfMdzezYb33j2r4wJw5fpZ9+47GWxsJ9w7MEcDlUwVKRYXKcF4gvqBEfQFWkGJp3QmCy2qQoypP5oOhR4HFf6JVwqjSZ3GgSCp+XD1GId4yqB/CgLQa7eQ57ZT1z+yAKOSXK00dyT4P//aTShi8JEH/Lids0vTWazEEybnmuNcv93NBOXAoySTJkdPz41ga2pPMBBITWgodDHd/Sm6emV603xitTtZsX4neQXlKJoGv7nSI0qTlVPIqnW7sNmdIASKoiCEQioZp/7UVIRi2kemtHIlG7bfQnBkkFee/gmwcGLRXZhH9Q3bUWfpfmqaJolQhCM/epRzT75yxVL+9ESS+qdfRVFVNn/0gateMApFYfkde8hdXjHj4zRNk1QszulHX+DI9381/9HgKZCKJzj7WHrBYdvHH5yV+Y0Qgvw1y6jcvYWTDz89xyOVTIYUi4uUQDRB6+DCpKACUxJnQszOXG1Zrm/C9hyQjvJ1Bxd2hT+R0hmeQsNmi6pMGn2USKZCW1eSz/xzFw1tCT79oVwqii0TttVYqhw9E8PQQZ1CgK+zN0lL59xMTpvbE/T0pygpyNzL8XLqW8bvCym5ujlz7HWGB3txebJwuX3UrtrG6o27r/SwpoxQFCp3byGronjWgsrQdU7/6jnOPPrCFa8N05Mpzj35MprdyuaPvhPbVWZkczE5tRXU3rY7vYgyQ/REkrNPvMTh7z9CfDg0h6ObHclojHNPvIQrN5sN778b1TLzBQ2Lw87yO/bQ/OqBKxc1fZsy85xCybwSjCXpCi5c3d5CsLbIjzJJa/uRWJKB8MKmeeqmOaU6RE1RJjXnkUimykjI4Kvf7+O9f9LCd385xEBgbhpWz4Rw1OB0Q4yWzrlNez9+NkosMblpjGnC6YYYvYNzk34+HDI43TA1N2XDSPdmDASlWHw7EhoZpO7UmxzZ9zSvPfcQZ07sRdeXjiuuK9fPslt3oagTL8ROhqHrtL1xlGM/+80VF4oX0BNJzjz6Aqd++QxGaulck+lgdTlYfd/NuAsnbt81EYauU/fUqxz+718tKqF4AT2Z4vjPnqD5lYMYs+hVLYQgp7aCyj3bELMoiZJMHxlZXKQMxxIEZ+E6uhipzHZPGpn02a387o4VhBML92KwaSprCv2Tfk457wgrkcwVug77j0c41xTj+b1BPnCPn2s2OvF5VBQxf6Y0pmmSTJkMDescOR3liZeCPP7SCG2zdCK9nJ6B1Pm6xYknsrqRTlkdCc2dYDt0KsIH7s2a9HPRmEF9S5yrdC4quZoRguLNa8gqL57ddkyT4bZujv3kcWKBxVVmkYzGOP3r5yjauIqCtbVXXTpq/upllG3fMKv008HGNo797AmiQ4u3tVc8GObEL54iu7psVlFwRVWpvmE7jS+8QXRw8R7v1Yac+S5SBiPxBatXXAhUIchzT944t9jn5H/funH+BzQDhEgLS4lkLjFNCAQNfvRYgGdeD7F1rYP33p3F1rVOKkusUzZpmQrRuEFnT5KGtgQv7w/x/N4Q9a1xBoZ05qNMeHBYp7EtwYqqib/7obDBiboYs2jfNoajZ2IkUzBZGddwyOBs0/z3dJVI5hqbx0X5ro1odtustqOndM49+TJ9pxvnaGRzS6hngFO/fAZ/RTG2q8gh1eK0s+zWa3HmZs14G4lQhGM/eZzh1vlvszZb+s80cfaJl9j28XfPKh01u6acog2raHzhjTkcnWQipFhcpAxF4lcsJW0+8NoteGxTqx9arChCYJtK8ZVEMgNME3oHUjzxUpCnXg1SUWxlVY2NHRtdbFnjoKLYitedbothtyloarofo6Kkf9cwQdfTEcN4wiQWN4nGDPqHUtS1xDlVH+fomSiN7QnauhJEovP/fAmM6Hzm/3XxtR9O7F4XT6bbXcwlB05EuPf3mrBoEz9zIjGD/cevrpT/twtCKDhcHuwON5qWfr8Yuk4iESMcCpBKLoyb+JUit7aCwnUrZv1e7TvTSN2Tr6InF282U+sbRyjbt5FlN++8alIQc1dUU3bN+hkfj6HrNL9ygJbXDs3xyOYHPZmk/tm9LLtlF7nLK2e8HavLQeXuzbQfOE4iuHDeHm9npFhcpMRSV1dzaJfVgv0qiMotZbErWTroOjS2JWhqS/DMayFsVoHfq1JSaKEoVyM7S8PlTItGqyYwzqeVxuImwbBBYESnfyhFT3+KvsEU8YRBMpXuJ7iQGAYcPh3j8OmFbzczEjJ46tUr7wgomR4eXw7rttyA25tNIh7lzPG9dLc3XPIZi9VOScUKalZsprxmLbn5pThdXhRFJRGPMhLop7XpJIf3PU1Hy1n01OIQQYqqsXrDtRSV1QLQ0XKWM8f3YsykRlIISrevx+Z1zWpMhq5z7qlXiAwFZrWd+SYRitD4/BuUbFmLM9t3pYcza4SiUHPjNbOKlAa7+zn7xEskI0unnVdkYIjGF98kp3bmzq9CCArWLcdXWrBoo+FXG1IsLlIS+tVltmBRFbSrZDVQsjhw5maRXV2OMsEiRCwQpL+ueUGbEs8lJpBImiSSaRHYOsc1hZKlhcXloGBN7YT3/EwZbGwj1N0/59udDk6Xl9vv/zibd96Joqi88eIvCQcDYz63ct1O7nnP/8CXnY+mWTBNg2QijmEYOF1esvOKKa9Zy/I11/D0I9/g2IEXMM0ruwCrqBrrttzAve/9Y7xZuXS0nOXs8TcwjZm96+0+NwVrl8/KQRNguK2bjgMnmLTR8iKg+0QdfWcaqdi16UoPZdZ4CnMp3rR6xlFF0zRpff0w/XXNczuw+cY0adt3hHXvuh3HLES/I8tL8cbVUiwuEFIsLlKupnpFAIs6ux6NEsnlFK1fybV/+tvYJ1iZbT9wnBc+/zWiQ4vLtEFyZbH7PBSsW07xplW4C3IBCPcN0nHwJN3HzhIfWXyOggDe4nxu/tynsLlnF03KxKtf/g6nfv1cOqf5CuDx5XDHA59k6+53kEzEee25h3j20e8Qj41NM+vtaiEcChCLhqg/fYCWxpOEhgfQDR2fP491W25k7eYbKCiu4uZ7PkZr0ymG+q9cTZdmsbJ5xx3c/sAn8fiyqTv5Jo///N/paDk74236yorIri6bVbaLnkjS/OpBQt19M97GQpIIhml8cR9l29fNWiRfSYSiULx5Nd6Sghlfv+jQCI0vvEEquvTqrYfbuuk5VU/FtZtnfPyqzUrx5tWc+tWzSyqyulRZut82yZJCVRQpFiUSyRXHlZfN9t97L+U7NmJx2kdX9k3DoPb23TS/coCD336YUM+VjbK9ncjKLuCWez7Gll13Eo+FefXZn/HK0z/JKBQB+nvb+MX3vkgoOERwZBA9lWI0NCYEDacPYrXaWb1xDwXFVRSX1V4xsahqFrbtvodb7vltPL5sTh95ld88/B90dzTNfKNCULCmFotzctO4iYgGgrTuPYw5H+5W84BpGPSerCfY3T8roXWlsThslO3YOOMMAdM06TvTuPSiiudJxeJ0HT1NyZY1WBwzu4eFEPgrS3Dl5xBo7pjjEUouR+YFShYE3TAxlsgLSSKRXJ0IVWHlPTema4U8LhRVRQiBEAJFVbG5XdTctJNV99101ZhoLEYu7pnn9vi5/YFPsmXXneipFC888X1eefonRCPj15vqqSTtLWcIDPacr0e86N1imoSCQxzZ9wwAiqKSk186X4cyBkPXR1NeVVVj4/Zbue2+38Xjy+HciX089tBX6e5oZDZ5n4qmUrh+9sY2A/XNDLd1z2obC02wq5ehpvYrPYxZ4S0tJKe2Ysa/b+oG7fuPoceXbllC3+nGWUcEnbl+fKWFczQiyUTIyKJkQUjqBqlJxKJpmuxt7uWLzx1boFFND8M0aRyQhhkSyVLFnZ9D9fXbJ0xh06wWKndv5cyjLxDsWhrpeUuN2PmIoTcrl7vf/Uds2nEbkfAIz/7627zx0i/nxMW0v7cNPZVEUTUcjoVrt5BMxND1FBarnS277uKOBz6B3enmyL5nePLhrzPY3znrfbjysmfdW9FIpWjff3zRplyPh5HS6Th4krIdG2bVfuGKIQRFG1bizMma8SYiAwG6Dp+euzFdAUY6exnp6JnVeVBUlYI1tbS+fhhzLvsuScYgxaJkQUjoOskpfJmHYwmeON22ACOSSCRvN7wlBZObKgiBuyAHV162FIvzRDwWwZedz+33f4KN229hJNDPs49+m4OvPTFtoSiEgmaxoKoaQnkrUmyzuzAMHUXVFjRKnEzGEUKwfc893HLPx3A4Pbz5yq957rHvEhjsmZN9+CtKcPi9s9pGNBCk70zTkpxk955uIBmOoWYtPbFodTnIX71sxkLXNE0G6lsI9U7cjmixk4xEGWxqp3D9illtJ3d5JYqmoieW3n28lJBiUbIghBMp4qnJXd+cFg1FMC8NwiUSydsbq9uJap18kqbZbVgcs2t0Ph+konH6zjTh8Hux2G1YHHY0hw3NZl1iabOCG+/8EBu334pmsXL2+F6OvvksyeTUzTpUVSO3sJzyqjUUllaT5S/A6fZitTnQNCt2pxvNsvDXMJVMULt6Gzfd/RE8vhwG+jp47fmfz5lQFIqCt7QAq8sxq+1EBgOMtC+tFNQLRAaGGOnqxZ7ludJDmTYOv5ecZTNvG2HoOoNN7STCc9uXdqFJxZMEu/owTXNW6dSuvGzsWR7CvYNzODrJ5UixKFkQRmJJhqOJCR8MQghcNgteu5VA9OpupiyRSK4Apjm1UjHTXJSmHyOdvTz/t/+GarWi2dJ/VKsFzWbF6nVh87iwe9zYfG5sXjd2jwuH30dWRTF23+KZWK/dfD1urx9V1TBNkxXrdtJw9hBH9j2DMYVWEjn5pVx32/tYtf5a/DmFmJjEomES8QipZHJ0G0IIzAV2d83OLea2+z+By+XDNE2ysgvYvudenv31t4mEh2e9fYvDlnZBneXiwMC5ZuKhpdnQPDYcYqi5g7yV1UvO5MZfVYor1z/j30+EovSdabhirsVzhanrhLr70BNJNJt1xtuxeVx4CvOkWJxnpFiULAiGadIVnHwlzGOz4HfYpFhcYFSrZUzExdB1UrH4kui/JZFMhdhwiFQsPqmLZDwYJh5cfBNp0zCIBSaomxYCcf5vRFosWV1Orv3Tj1Jz446FGuakeLNyaTp3hPozB9iy8y7yCsu57f6PExweoO7UASZ66Lg8fu55z/9g9cbdmKZJ/ZmDnDryMr3drQSHB4jHIqSSCQpLqvnYH/8/FGXue1JOhNPtZWigh+df+h4FxVWs3riHa667j2h4hJee+hGJ+OwiQhanHX9Fyay2YZomPSfrF+WCyFTQ4wmG27owUqklV7dYsHoZinXmU+9EOMLQVeL+GQ2MkIzGZiUWrS4HrrzsORyVJBNSLEoWjKaBIIYJ6gQLgX6HlXy3naZBaSSzkFTfeA1lOzZy8SLtUHMHx3/2JMnI0k53kUguMNLRQ2RweMK6RdM0GW7vJtSzBGuCTDMts85HHUxAT6UWnSjoaDnLQ9/5AsOBPgKDvdz3vj8lN7+U2+77OIN9nQz0ZZ4MCyGoWbGZFet2IITg3Ml9/PIH/8Rgf+eY2jufP/+KRJ3isSiPP/RvnDz0EjkFpbg9fiprN7Drpncx2N/Job1PziraaXW7cM4iMgVpc5uRjp4lHZ0KdvaSjMaXlFhUNJWsylIUdeYLGJG+QRKLcCFrJiTCUfTE7BxdVZsVh9+XXiBbwvfzYmcpFTlIljhHOgYwJvky+502KrLdLK3EkqWNYtFYfvseam7aQc1NO0f/FG9ajTqLFVCJZLERGQhQ/8xrE05QYkMjnP7180SHZp8yKMnMyHA/A30dpJIJDr/xFC/+5r+JRkJU1m7g7nd/iqyczHb4mmalqnY9VqudeCzCGy8+wkBve0aTFo83e8GjipA2uOlubxj9+9c//Qq9Xc14fNnc8c7fZ9mqrbMSsd6SglnX00YGAkQHl/b9PdLZSyq6tJqxO7J9uAtyZnX9Ay2dpOJXR+ZVIhRBn+WxCCFw5fmnVIsumTlSLEoWjIb+kUnTSzVFsKU0F7tl4V/yb1e8xfl4ivMz/ERKdsnVhWkYnH7sBU48/AyhngFS8QSmYWAaBslYnIH6FvZ94yc0PP/GlR7q2wY9leS15x7i9ed/TioZZ82m67j13t/B5RkbPROKgu18Gwxd1xkZ7s+4TUVRWbFu57yOe6q0NpzgiZ9/jcG+Tvw5hdz97k9RVrUaZigYPEV5s54Yh/uGiA0v7eydcP/QkjN5ceb4ceXMLio80tWLnkhN/sElQDIaQ5+C8eFk2LO8qBa5sD2fyLMrWTB6QzHq+4fJc49fLySEYFt5Lh6bhWhy9g8RyeT4SotwZvuWnFGARDITEsEwh7/3S9r2HqZw/Qpc+dmYhslIRw9tbx5L10Ilr47J2FIhFg3z6rMPkZNfysbtt7Jx+60M9Lbz0pM/RNffuhaGoRMOBQDQNAu5+aW0Npy4ZFtCUahZuZnVG3cv5CFMyJnje/H587jjnb9HSfkKbn7Hb/PIj77MUH/XtLflyvNP2Cd0MkzTJBYYIRGOzHgbiwE9kSQ6NHKlhzEtHFlerG7njH/fNE2iQyMY+tUxNzJ0fU5at9i9bhRNBhjmkyUlFifPRpaT3cVMXyjGm639bC3Lw6KOH9RemZ/FtvI8Hj8l+y3ON6rVQv7qmnEKzGX+v+TqJBGO0Hn4FJ2HT13poUjOExzu5zc//xoebzbVKzZx450fIjDYw5E3n8U4LxhTqSRNZw8Tv+ld2GwOrr/jg0TDQfp6WjENA4fLy6oN17L12rvRNAvxWBirbfzJeVZ2ISXltdgcLmx2Fw6Hm6rlG1FVDYQYdW2NRcPEomHisQi9Xc30dbdM69hSyTj7X30Mh9PNLff8DqvW7yIei/DID/+JSHjqgkcoCq7c7FlNjE3DIDIQwJiDiM6VxEilllSvQaEqeEsKZnXt9HgibXB1ldTmGSkdU5+9WLS6HbOqA5VMzpIRi4ZhYkxSpK8KwZJqNfU2QzdNXqzv4n2bqsn3jN8jKsdl5961FbxQ30XkKkm3WKxYXU4K1y2fcUqURCKRzBUDfR08+tN/5YEP/jkVNWu5852/TzwW5dTRV9IRCNOk4ewhDu19ki277qSkfDkf/tQXCQb6MQwDt9eP1eagt7OZR3/yFXbccD8r1mZORxWKwrqtN3Lf+/5k3PGs3riH1Rv3XPJvLz/9Yx79yVcwzelNchPxKK8881N8/ny27b6HDdtvITDYw3OPfZd4bGqGJZrdis3rnlUWiJHSCfcv/TYDRkonOhC40sOYMoqi4s1Y7jF1hKqw5p23UnXDtjka1ZVFUVXcBTmz3o7FYUdMEICQzJ4lIxZThkFqknC1TVOwytWFRc3h9gFO9wbIc9vHfeGpiuDm2iJWFWRxsC1zTYpkbnAX5uIpyhvnp1JASiSSuSEeDXNs//N4fNl0tJwd93MdrWd56pffYN2WG1BUDV9WLhaLbbTlRDwW4dlHv01oZJCV668lt6CMrOxCdD3J8FAvjeeOcOC1x2muP4bV5iAw2Et78+mxOzJNejoaefOVX0/rOFobTmBelnVhmibNdcdQNQvxaJhoJHO0MB6L8MJvfkA0EsTtTdv9u73+qYtFmxWra/yF1qlg6PqSN7eB821kllDdpVAFztysWW1DtVgou2bD3AzoKkK1Wmfdd1QyMUtGLMZSOrGkjneC9lgWVaHIO/N8cMn80xOM8oujzeyqLMAyQQ+NsiwXf3jtKj71i9eJyNrFeSN/dQ02r/tKD0MikVzlhIJD/OYXX5v0c6ZhcO7kPs6d3DfuZwKDPTz9q2+x98WHcbn9qJqGYejEIiGGA/2kknEADu39DYf2/ibzfkxz0v1Mh4N7f8PBcfZ1MYN9HTzx88nPQyY0mw2ra3ZzHDOlE7kKxKKhG8RGQld6GFNGqKrsBzhPKJoqPRfmmSUjxYOxJCOxifuxCCHYVJqDKm+aRUvSMHj8VBtnegIT9ppSFYX711Xw4KZqrDK9YF5QbVbyVlaj2Wdnwy6RSCQLjWHoDA/10dl2jramU3S0nD3fjiN+pYc2b6hWy6zbZhiGcXX06TNNEuEIxhzUvC0EFod91kJfkhmhKrKUZp5ZMrPwQCzBUDQ+aTPba8rzcNuWTMD0bUlrIMTPjjYxWZ9oj83Cn16/lj3VhSjyOTDnOHwe/JWlE6zIXR1F9BKJRHI1oFi0WS/umYZJIrK0+hOOh55IYqSWhq+B1eVAke0d5gUZVZx/loxYHAzHaQuEJ52+ri/O5rqaIrnIsIgxTfjJoQaOdg5MKP6FEKwsyOLL923njpWlaAusGB0WldUFWVTneBZ0vwuFpygPX2nm5tdp5JdIIpFIFguqRUO1ZnKunjp6IkkqfnVEX5eWWHTKXoCSJcuSEYu6afJmSx+JSeye/Q4bf7RnNSvyfAs0MslMaB4M8aXnj9M5MnGvJ0UI1hT6+fq7d/OH166m0OOYVwnjsmpU53h4z6Zq/us9e/jFb9/M3avL5nGPV47C9SvQ7LObeEgkEolkYVBUFdU6O8GRjMYwU0sjdXMy9GRqybQAsThsshegZMmypJY59rb0MhxLYp9gdUYI2FmZz2du3chfPbafzuGITKZbhJjA02fb+f6BbP7k+rXYJniICiEo8jr4P7dvYnd1AT842MCL9V0E40mMWfQbEqSdV62aSnmWiw3FOeyqymdXZQFVOW48NivxlH5VpjgIVSFvVc0kDmLymyORSCSLBcWiztr10Uilpt32Y7Fi6sacNHVfCKRjp2Qps6TE4pmeAG8093Lv2vIJJ/AOi8a7NlSR67Lz/146wcG2fgYj00+7sGsqbpuGx2ZlIBKb1GBHMj1GYkm++vIpanN9PLC+AmWCayqEwOewcv+6Cq5fVsSh9n6ePtvB/tY+2gNh+sNxwonkuHWQqhA4rRpumwWf3UKuy06F38264my2luVSluWiwOPAZdWuSnF4Oe68HHxlRW+LY50Omt2GzePC6nZisdtQNA2hKWCmLeeNZIpkJEYiHCE+EkZPLtFnghBYnQ6sHidWlwPNll71FqoChomR0tGTSRLhKPFgmEQosmQmZRIJQmB1ObB5XFicDjSbdcz9nUokSEZiS+r+VjTLrJ/Zpm5cLT3d08/kJXDdIG1OJBvHS5YqS0osDkbi/OxII7urC8hxTdBDg3QbjVtXlLCtPJfjnUPsbe7laNcg3SMRgvEkumGiKQKbpuK2WfDaLWQ5rOS47OS67OS77eQ47WQ5rGQ5rPzvxw/w6MlWGWuZY3pCUf7qsf1kOaxcV1OIZRLnUyEE2U4btywv4ebaYsKJFG2BMN0jEYaiCQbCcaLJFCnDQFMUrKqCy6bhtVvx2iz4HFaynTby3Q4clreP3XLaRc+OxenAmZNF6bZ1kzbD1ew2fKWF2L1zW7OZjMYI9w+xIDMWc+L4qKKpuHKzya4po2DdcnKWVeDw+7D73FidDhSrhqJpYJ4XUIkEiVCU2EiQyMAwg41tdB05TaClk8jA0OJNiRJgdTrxluSTt7KG3BWV+EqLsGd5sHtcaE47qkVDUVVMw0BPpkjFE8SDYWKBIKGefgbqWug6doZgZy+x4dAVn1wrmoY7Pzt9feYQE5P4SJhYIHOvPMki5Lw49JYUkL96Gbm1FelnV5YXm8eF5rCN3t+GYWAkU6RiF+7vEYLd/QzUt9B97Awjnb3ER8JX/P7OhDIHzuCGri/Ms3cBMA2TSZ3yFgmKpiKkU59kibKkxKIJPFfXyYv1XbxzfeWUJvpZDhu7qwvYXpFHPKWTMkwMI91SV4h0KqIiBIoiUIVAVQSqoqApAoEYNcpxzbJOQDI+zYNB/vfjB/jcHZu4dXkJ2hRfiEII3DYLqwqyWFWQhWma6KaJaaYnfOkrmL6+Qrw9HLOEoiBUBdVqwZXjx1OUi6e4AG9xPt7ifHylhTj8PlS7Fc02cb1izrIKbv+/fzbnKUvtbx7n5X/8Fnpi/qNyejKVcTKhaCq+0kLKr91M1Z6t+MoK0ez2Cfs1KaqKZrNi87jxFOVhmial29ay6p4bGW7voeW1gzS9tJ9gV+/iEY1C4PB7KdmyltJtaynauBq7z51e5VYy240LRUHRNCwOO44sL5QWYq5ZRuWercSDYQbqmmnb9/+zd9bxkZxXun4KmlEtZtaAhnk8Mx4zJo7j2HESh3mzm91N7u5dxtxsNktZCmfXYXBiipntIQ8zg5ippWYouH+0Rh6NcMTS1PP7KRl3V1d91f11db3fOec9x6jffZhwlx99lqzrndnp3PLXv4srJ2NK96spKmeffYNDjz4xpfs1mAYEAbvPQ8GGFeSvqSZ31WIs7tHntySKSJfnd5obCnPIXlZJ6Y3riQdDdJ6rpWn/cep3HybS3TunRONUiA1N1cZ0lZ836Pq8WcBPpaAu/HsQg4XJvFNA3eE433jrJGsKMijxOcclAAQhFUEcrS7OYPbQgcNNXXzpqX189d51vHtpIeYJfFaCICBfB4JwEAJYPS6c2Rk4s9LxFOTgLcnHW5yH1ePC7LBhdtgn1LRWMslI3ql3gjU7bTMm3JVYfMjNntXrpuqubVTduQ1PUe6EHeoEQUAymZA8JixuJxmLSii/ZRMXX9nDuRd3EPPPbmTK4nZQsGEFS++7lfTKEkx268Ted0FIfbcsqQUGe7qXvDXVVN11Ixde3k3Nm/uIdPmn/gTGQJQkrG4ntrSpNTNTFQWTbfTMFYPZx+p1UbBhBUvuu5WMimJkm2Vy89tqRrb6sGekUbBuGVV33cj5F3ZQu/Mg0Z7eKR//rLFQhCKQSh2ZH+cjCMJwaxcGBvOCeScWdWB/Qyd//eJhvnbvOvI99usiYrTQ0YGLXQF+9ze7ObOtmk9sqCTPbXy2YyGbzVTffztLH7gdq9tpFNBfRTISG6hpEUSR9Mpi1n3yfRSsXz6l6YuCICDJMukVxXiL88ldvYQD33+MnosNM76KL0oS2curWP7QXRSsXz7pvmxXc1k4Zi4uw1deRNlNGzjyk6dpOXJ6RqLFBtc3oiyRs2IxKx6+h7w1S8fMkLhWUsLRQtbSctIriii7dRNHfvwUrUfPznqbBm0KUi5FSTREyyyg6wunVtTg+mPeiUVIZZU9eaIOsyTyp7euoDzDPao5isH8oSsc559fP86Rpi6+sHUpW0qyscjirIhGRdPwR+N0h+dwA2NRwJrmTqULGgwhGY2lIouCQP66Zaz9xPvIXFw2JbU/IyHKEoUbVmCyWTjw/V/TduL8jK1+yxYzpTdtYM3HH8CVkzmt5wmp6HP28iq2fPnjnHjsBS68tItEaPR2OAYGE8Vks1J280ZWf/R+nDkZqVTTaUQym8hdsRjn//kkR3/+LJdee5tkJDqtxxwNXZ18ersgScOm5xpML7o2+SiopqoosbhhVH4VyUhs3kSY5yvzUiwCxJIqvzh8iabeMH95xyo2FmdiNpymFgThhMJvTzZwuKmbD6+r4H0rSlia7Z1QaupESCgqdf4QOy618fixWvY3dM3IcQ2mnlQaqk7WkjI2/s4H8ZUWTHv0VUgVyJKzfBHrP/N+dv3bo/hrm6b1mAAmh42l993K8vffjT3dO+3Hu4wgCLhyMln78fdhS/Nw7GfPkIzO4QUWg3mJ2Wln2YN3sfT+27D7Zq6PsiAKuPKyWP/ph7Cnezn+y+dSN+yzgKao6Lo+qcXTVGTREIszzeXPbjL01rfw1j9+z8jguApNUQl3znwpxPXEvBWLAAlV47ULLZxu7+WBFSW8f1Upy3LScFsnby8NoOs6SVUjEE8SSc5u+sn1hg409ob5+mvH+NnBi9xUmcsHVpezNNtLptM6pfWnSVWjL5agLRBhb30nr19o4XBTN7U9QdR54rRmMDzJaAxndjqbvvAI6eVF43qNrmmoioKuaOjoiKKIaDIhiMI1XVcEUSRneRVrP/E+dvzT96c14mayW1n9kftZ+p5bMTts1/RaXdfRkgqaqqJresrgxiQhSuOvcxUEAavHyYqH70GURI7+9LckwtMbgdEUhXB3L7LVgmiSEWUp5XgpXx/tb64nTA4baz7+AEvuuwXTNaZVD8xvRU0ZnwkikklCuMb5bUtzs+pD70rN7589MyuCUU0m0TUtFR2cIKIsL5jIoiBOvu/kTKHEEykn2kmgKQp9TW1G9obBjDOvxeJlWgMRvrvnDE+dqGN7eS7by3NYme+j1OfGahKRRRGp3/H0ykukroNGyh1V1XVULSUO/dE4Tb0RLnT1ca6jj/Mdfeyp65iSyH9C1fjRgQu8dalt1O321XdMquH8tXKosYu/e+nIqOm83eEYvZHEjI0JUinHDb1hfnbwEr892UB1ThqbijNZV5jJkmwPeR4HFklMOdyJwjvOp/2v1+n/nHUdrf8zVjSNUFyhqS/Mxa4AJ1t7ON3ey4kWP+2hKAlFnS9u3KDT3+IgdE0vEyV5TEMITVFJxqY+vSMZjc9YHZ9kNlF9/+1kLS0f9nld19FVlUQ4Sl9zOz2XGgl3dhPrCw1EJSWzjNXtwpmdTlpJPmllhZgdtpTz7Fg3XYJA4YYVlGxdy4VXdk+Lc6hkNrHkvltZ+p5bMdlHN2ZJna9GMhajr7ENf10z4Y5uov5A6nPRVERZxuywYfO6cRdkk15RjD3di2yxjOnGKFvMLHn3LUS6+zjzzOuo8em7XoQ6e9j9jUexet2YHTZMdhsWhx2z04bJZsPstKf6ZdptmJ2p50wOG1aPa8rr3AymD9lqofq9t7PkXTeP+bkNzO9ojL7GVnpqmwh39hDrvTy/NURT//xO8+DO75/fPi+y1Tzm91m2Wlh6/22EOrq58NKuGY/w6Gqqrc1k+vXJVvO0p6fPFKIszptzUeKJSacRi7KMZDJN0YgMDMbPghCLAIqm09wX4eeHL/H0yXp8dgv5HgeLsjwUeOxku+14rWYscko8JlSNuKISTSp0heN0hWN0hKLU94ToDMUIJRQCsQSRhDKl6eFJVeOnhy5N4R6nhiPN3Rxp7p7tYYyIquv0RhPsrm3n7bp2PFYzXpuFHLeNsnQXBR4H2S4bbqsZu1nCLEnouk5C1YgpKr3RON3hOO3BKE29YZr6wvTFkgRjCYLx5PwRh1ehxBOpWrEXd17T63JXLWHz7z2CMIrJS/fFevZ+6+fEA9cmRMciEYmmWlrMAIvu2d7vBjv0PHVdJ9TWRd2uQzS8fYTehlbigRBKPDGsQJYsZixOO76yQipu30LBhhVjpsMJgoDJbmXRPdtpOXKaUPvUfscEUaRgwwqWP3jXmBHFy+fbuO8Y9XuO4K9pJB4Mo8RTonjIviURs92Gzecha2kF5bdsInfl4tQN+yg31RaXg+Xvv5tgawf1uw9P+hxHQksq9FxqHPY5UZJS0VFZ7r/B6o88Wsys+tC7qbpr27SNy2DqECSR4i1rqH7gjnEthARbO2nYc4SGvUfx1zUTD4ZQYsN/nwVJwmy3Ykv3krO8irKbNpKzYhGy2TTq/La6naz84LsIdfTQtO/YpM/xWlAVBTWeuObo6pXIFsuCERxif+/M+YASjU26pZIoSUhGGzeDWWBBzrpwQhlo1r63vmO2h2MwxWg6+KMJ/NEEtT1B3q67jj9jXSfS5b/m1gXOnIwxA4bJaBx/XROx3uAkBji7OLPSh308FghR+9Z+Tj/5Kj01jePqpabGE0TiCSLdvbQeP0fO8irWf/ohMheXjxlxy6gqpeiGNZx+6tUpjdRmLi5j3SffhyMzbdTt4sEwdTsPcfI3L9BT2zSuCKeuasSDYeLBML31LdTtOEjp9vUse+iu0Ws/BQFndjqrP3o/PbVNBFtm/vupqWp/ytfgyKYgilO++GEwfWQvrWTtxx/AMUYNbqwvSN2Og5x8/CX8dc3j+j7rqvrO/K5rpuaNfZTdvJHlD92Ntyh31Pntzstizcfup7euacoXgEZDTSRJRuNYPRNvaSRIImanfQpHNXtIJhPiBFsfzTTxYBg1MblFUslsQjba+hjMAvMjfm9gYGAwBei6TqS7lwPff4x93/oF3RfrJ9R0W40naD50il3f+CFd52vH3Idss1CwYTkWl2OiQx+CyWFj2UN3klZSMHIkRNcJd/k59MMnePu/f0r3xYYJp8ImwhHOv7STnf/yP7SdOD9qKrEgCGQsKqXqrm2IRn9bgwlgdtpZ9v67cBdkjz6/O3s48INfs/dbPx/3ws9wJEIRzj2/g13/9igdpy+NPr9FkawlFVTesXVG6//URHLStZKCKGJ2LAyxKFvME+6TO9MkQhGUxOTS8mWbBYtz6n5DDAzGiyEWDQwMRmCe5uaOQiIc5ejPn+H882+RCE/SJEDX6Tpfx5GfPD2mE5sgCGQuKhsx0jkR8tdUU7Rp9ahiLBGNcexnz3D2mTdIhMKTPqauanScvsSB7z9GsLVz1BtqURQpv3kTnsLcSR/X4PpCEAQKNqygcP3yUdMME+Eoh3/8FOdf2DH57zOpaGPb8bMc+P5jhNq7R5/fkkj5bTfgzsua9HHHixpPTto4SpRErN6JRybnEia7dVJmPzOJmkgS75tcVoPJasHiWhhC32B+YYhFAwOD6wIlFufMb1/jzG9fn7qaSV2ncf9xzr+4Y0ynO4vbQeaSsik5rMXtpPqBO0atU1QTSc499xZnnn1jap0bdZ22E+c59otnx7xxdRdkU37LJiTzwqiRMpgZbD4P1e+9HZN95PmtxBOc/u1rnH9hx5QazeiaTsvRMxx/7PkxvzfeolzKtm+YsVTIZCw26UUfUZZxZPqmaESzhyBJWD2ueeN8rGkqwbbOSe1Dspixet0Lxs3WYP5giEUDA4MRWDg/SLqu03rsLKefenXKHTrVeIKaN/cT7ugZdTtRkslcNHmxKAgCBeuXk7l45H3puk7n2RpOPfHy9DiS6jp1Ow7QevTMGNEXiaIb1uDMzpj6MRgsSARRoHDTKtIri0fcRtd12k+c5/RTr02PI6muU/vGPtpPXhhzfhdvWzdj4kuNJ4gFQpNykxZlCUfG6DXO8wFRErGlzVy/zcmiqxrBtsn1bL7c03a+pN4aLBwMsWhgYLDgUaJxzr2wY0xBN1F6G1rovtQw6jaCKODKzZx0FMLsclCybd2o7pBKNM7F1/YQbJ3cSvZoRHuD1O8+RDIaG3U7d14mOcurpm0cBgsLi9tJyda1mEYx8khGYlx4ZTfhjsndfI9GpKeP+t2Hx4wuegpzyF5aMW3juBJd04l2907KVVMQUyJrvvQnHAlRkrCN4UY9l9BUjWBLx6TbRnkKc4xMDYMZZ35fLQwMDAzGQNd1Os/X0rj32ITNL8ZCSyq0HDk96jaCIGD1urC6nZM6lq+8iJzlVaOmX/XUNlK/6/C0nS8Auk7LodNjClKTzUr+2mrD6MZgXGRUlpC1tGLU+d19sZ7GvUeHbfkyZeg6TQdOEOoY3e3U7LSTt2bpjM3vYHsX2iTS6AVBwJ7unfe1b6Is4cyeuhrwaUfXCbZ1koyMvrg2Ft7ivFEXUgwMpgNDLBoYGIzAwjC40ftTJpORyRlDjEXPpYYx6xZNNuuodVhjIggUbV6VqlsZAV3Xadx7lKg/MPHjjJOov4/Oc7WjbyQI+MqLsKfP/9Q3g2lGECi6Yc2orsG6rtOw5wixGWiBEun203W+btRtBEEgvbJkxlIigy0dqMnJpd46Mn1YPSNfQ+YDJrsVR8b8qr2MdPcS6e6d1D5sXjeuHCOt32BmMcSigYHBCCyMmsVEMEzbifPTfpx4IEQiNLoglS1mZKt5wsewOO1kVJWMGsVQojHaT11EU6bIxGcUVEWh52L9qNsI/X0XbWnz++bUYPqxuh1kVBYjSCPfmiQjMdpPX5xwC5hrQU0k6RkrvVxIpZdbPZPLGBgvwbauSRtW2XyeGRvvdGFPTxs1FX8uEunpI9Ltn1QqqtlhJ71i5HpeA4PpwBCLBgYGC5qeS42EJulCNx6SscSY9v2iSUaSJ16z6MhKx1daMGqKXqi9m77Gtgkf41rQVY2+pvYxhanJbsNTkDMjYzKYvzhzMvEW5Y06v4MtHQRbOmZkPJqi9s/v0TMGzA477hma3/FgeNJGKbLFjKc4b167anoKcuZdOqYSjaV6gU5ioUO2WchcWmHULRrMKIZYNDAwGIH5n4aqqRr++mbigcn3GBzzWIqCOkbTZVESJ9UXLK0kf8wU1FBnD5Hu0fs+TiXxYIjEGHU4giCk+i3O45tTg2lGEPCVFWIZJeKl6zrB9i6iPX0zNqx4X3BMEydBAO8M9RNNRqL465onvZ+cZVXz1+RGEPAW5867yCJA24nzk0ojFgSBjIpi7OneqRuUgcEYzNMrhYGBgcHYqIkEfU1tk3agGxeaPvaKsSBMSi+ljRFV1DWdUFvXpNwSrxUllhhXWpw93WtoRYMREUSBtOL80ee3qhFq7xqzNngqScbiKGMsAiEI2HzeGRmPEkvQ19g6afMqX1kh5nkotiBV++3Oz5mXYtdf20SsNzipfbjyMkkryZ+iERkYjM38+6YZGBjMEPP/zl6JJ2YsZU1nnLHYiSomQcBXVjD6GLTUzfRMoinKuMSpPcPLQphTBtODKEmkjTG/NVUlNMkUzGtFSyro45jfM9W7UNc0/HXNxEOjp7yPhSPTR1rJ6O/3XMWW5sJXNvrC2Vwl3OWn81zNpBYwZYuZ0u0bEMT5d/4G8xOjs6eBgcGCRU0kx7S+ny+YbBacWaNbxQuiSPGWNamUzxnC7LBh9bjG3M5ktxla0WBETHbbmM3tRUmidPsGfOVFMzSqVGsMyzja3cxkSqS/tolId++k2vBYvS6yllXQcebijGYiTAXeojyc2ZmzPYwJkQiGaT16hqJNq5CtlgntQxBFclYswp2fQ19j6xSP0MBgKIZYNJjTCP3/Iwy5y9RTURx9IVTWzVXm/zurJhUSk1yBnyuYnQ5ky+g3F6IkkrW0gqwZahJ+LUgmGQFhAcwqg+nA4nIgW0Z3ChZliexllWQvq5yhUY0fyTRzt1PR3gCBpjZ8pROPDIqSRO7KJZx/YSex3ulvszOV5KxYPKPv91TTfuoiUX8AV+7EBa8zO4P8tdUEWzpmNC3b4PpkRr5t5ekuctzvNIDVdZ3jrT2E4tNv7T7fyHRaKfQ6kEWR1kCE5r4I2kzUW80xPFYzi7LcrC/MZHG2lwKvA6/NjCwKJFSN3miCtkCE2p4QJ1v9XOwKUNcTRJnOJs3XHfM/DJQIR1An0cB6LmFxOSa8Ej0XECQp1RLBuLExGAaL2zmmWJyrCIKQmt+iOOlawvGgKSrNh05RvHXtpFIxMxeV4CsroOXw6Skc3fRicTnIWblo1PYqc52+xlbaTp6flFiUTDJVd22jaf9xAjNUamFw/TLtYlESBL60fRmf37Jk4LGEqnLTfz/P/obpt7OfTyzJ9vLP923ghpJszLLIiZYevvrKUZ493TjbQ5sxrLLEPUsK+diGCm4ozSbNNvbNsaJpPHuqkS/8ZjcdodFd6wyuL9RYYkZu3mYCs8OGZJm/dunzf+nBYDqxuOzzux2AwMxNcl2n/dQF4oHQuFLAR8LqcVF200bajp+bN6moGYtK8ZXMz3rFyySjcWrf2k/ptvWT6rvrKyuk/LYbOPazZ4zoosG0Mn+XZhYg9y8r5uaKXNxWE1ZZYm1BBh9dX4l9HqdbXAuyKPChteV84/6N3L24cFxCEVILEs19YcKJhRFBMpg6NEVdCNm0QGolWZxE2w0Dg7mMZDJNqq3M9UawtRN/XfOkjFIESSJ/3TJcuVlTOLLpQ7KYKdiwApPDNttDmRy6TueZS/Q2tEzq85MsZipu3TymMZSBwWQxxOIcYkm2F9MVqRWiKFDkdeC2zuPV1nEiANvLc/nL21eR73UgXuHypes6SVXDH4nTGYrSFY4RiidR+1NOIwmF/Q2dhliccua/ytI0jYVwHgCiLM9Lq3gDg/EgyhKiMb/HTTwQovXoGbRJpNkLgoA7L4uSbWvnRQ9Ub2EOxZtXz+uo4mXCnX5qdxyYVERXEAQ8RXksf+juSUUoDQzG4voIWc0TAvFEapWp/0Ko6zqhhEJ8nqSHTIZ0h5XP37CYQq9j4DFd12nwh3j2dCO7atppD0ZJqCqiIOAwy6Q7rJT4nGS7bOytM3L2DYZjYQhFSN1MG2LRYKGSmt/zXwTMJA1vH6Hyzm24cjImvA9BFFl093Ya9hzBX9c8haObWiSziYrbt+DKmx9R0PFQ8+Y+ym7eiK+scMICWJRESm9cT/vJ85x/cSdqIjnFozQwMMTinOLNi628b0Up6Q4LAhCIJXntQgt9sYX/5V+c5WFDcebABVPXddqCUf74mf28cq6FUDw55LZfAEySiFkSiSQXvqCeeYwbt7mErmkwRsqSrmkE27tQ43PvmhFo7ZxUypXBwkbX9DHnh6am+ojOxRviYGvnjK9N9TW20X7yPM7s9ElF29wF2VTeuZXDP34aJTo36/7TK4op2bYOUV44qcrBlk7qdh7EU5iDbJ54ZFC2WVjx8D2E2rtp3H98zN8JA4NrxRCLc4gXzjTxx8/s5+7FBZglkRfONvHUifrrwg11Y3Em3itqFDVd55mTDTxzsoHkCA6nOpBQNRLqwjAwMTAYDVVR+9NqR0ZJJNn/3V/RebZmhkY1ftREclIpcwYLGzWpjGlGlYzG2Putn9N9sX6GRjV+1ERyxs204qEI9bsPU7R5FWaHfewXjIAoSVTcvoWOM5eo23lwziVkmGxWqt93B67czAWRgnoZTVG49OrbFG1aRebisgnvRxAE3Pk5rPvUgyRCEdpPXZjCURoYGGJxThFOKPz04EV+evDibA9lxlmU5cF2xYphQtV44WzTiELRwOB6Q0sq6GM53umQCEUIGlbqBvMMLamgjbXwp+skQmFjfl9G12k+eJLOc7Xkr6me1K4cmT7WffJBAk3t9NTMHQd2yWyi6q5tqajiAjRA6mtu4+TjL7H1y5/AZLNOeD+CKJBRVcrWP/oku7/xQ9pPXlgwTuCXEU0ykiyTnKPR74WMUQBjMOuYJRGf3Tqovj6SUGjwh2ZvUAbMueXl65xkNDZmz0hBEDA7Jx5hMDCYLZKR6JiRZ0EUJhVBW4jEgyFqXt876X6ygiCQVpLPqg/fhzXNPUWjmxyCJFKwYQXLP3APpnnag3MsdFWj4e2jtB49M2lxJ4gCvtICNv/ehynYuGJ+t6K5jCAgWy1kV1ey6pH7qLpr22yP6LrEiCwazDomScQii4PSSyLJ68PYZ26zcNJ9FgLxYBglFh91G0EUsPs8MzQiA4OpIxYIocQTo24jiBI2Y34PQtd0GvYeY/G7G8moKplUmqYgCJTeuJ5Yb4CjP3uGSHfv1A302gdD/ppq1n3qQVw5mfPCrXWixAMhjj/2Ar6KYpyZvkntSxBFMhaVsvVLn+DUEy9z9pnXSYSjUzTSmUMQRZw5GWRUlVCydS25q5Zg9bo4/8LO2R7adcnsiEUjYGFwBYIgIF71Q6BoOkYGqoHBO8T7giQjo6ffCFLqB9bAYL4R6w2OuRgiyhKubGN+X024o5tzz72Jp+DhyUVeBQHJbGLxfbdgcbs49OjjBJrbp26g40SymCnZupYNn3sYZ3bGgqpTHIm2Y2c59ZuXWP2R90w6O0QQBFw5Gaz71INkV1dw6slX6Dh9aczv12wjW83YfV7Sq0oo3LiS7GVVuHMzByKk2lhlGAbTxqyIRU1nWNMWWRQwSxKSKKQWkXRQdB1llkxMZFHAJInIojiwqKXpOqqW6vunLCA1IwmXz1UY6HGo66D29zhUVG3aNL4oMOs/BpedVU2SiCQIqQf6z1/RdBKqeh0ajF13JzynSUZiY670C6KIOz8bQRQXXL2KwcImEY4Q6e7FV1Y44jaiJOHKzzLm9zDU7TpE4aZVFG1eNenfU8lkouzmjVi9Lg7+4Nd0X2xAU2bAnEoQcGb5qLxzG0vfcyv2jLRZvzeYKTRF5fxLO/GW5FN559Yp6TkqW8wUb11HxuIy6nYc5MJLu/DXN6OOEcGfKURZQjKbcOdlkV5ZQtaScrKXVeLKzUK2mhdkjep8ZVbEoqJpg8SiwyyzpiCd9UWZrClIp8jrxGaSiKsaLX0RTrb6ebuugwONnfRGJz7JZVFgcZaXorRULz9Nh0NNXXSGBq/W20wS1TlpbC3NZmV+OoVeB26rCU3XCcSS1PtDnGr1c6qtl9PtfloCkXELiSynlXWF41sZ1XSo7QlyrqPvms7zWrCbJCoyPWwoymRtQTpFaU58dguyKBJJKrQEIpxo6eFIczdHmrtpC0w8ncEsibgsJpwWE25r6s9pMVHgcVDgGbySZjfJbK/IoSLDNeo+VV1nf30n/gnOC0kQKE13sTLPx7rCDBZne8l0WLGaJOKKSmcoxqXuIPvqOzjc1E1dT3BBLRIYzB90XaentpGizatG3EYQBByZPqweF1H/9F03DAymGk3V8Nc2UbB++YjbCKKAMysDi8tBrC84g6Ob+0S6eznz29fIXFSKPd07qX0JgoBkkilYtwxHpo9zz73Jpdfenta0VLPDTs7KRSx/8C6yllVislrGftECI9rTx7GfP4OvtICMRaVTIpRFScSVnUH1e2+n+IbVNB08Qf3uw3Sdr0v9Rszk7YyQ+pydWem487PxlRWSuaQcX2k+Vo8b2Wa5bhYH5huzIhaTqoaq6ciiwJqCDL60fRm3VuWRZjMPO1Heu7yYUFxhd2073337LK+ebyY6gb56NpPMF7Ys4bM3LAYgrqh84hc7eOxoLQCSKLC+MIMvbF3KLZW5ZDttI05cXdeJJlXeutTKZ361i7bg+ETUhqJMnvrU7ePaNq6o/MeOU/z5cwfHtf21YJFEtpTl8JlNi9hckkWexz4kFfQyD64oIZpUOdXm50cHLvDUifpxny9AntvOn922kqpMNy6rGadZxmU147aYsJtlTNLQFbRsl41vP7hlzH1HEgp3ffdF9tRdmzueJAhUZrr52PpK3rO8mJI0J+ZR+jcl1SXUdAd4+VwL391zhvOdfUaarMGM03WuFl3TR21e7srJxF2QbYhFg3mFrml0Xagbc36787Nw5WYaYvFq+p1Rzz73Jqs+9O4p6UcoiCK+0gI2fO4DlN20kfMv7aLl8ElCbV2TNtSBVOTLkekjd9USSrevJ3tZFWaHbdyv1xQFNakgWxeOyOitb2Hvt3/BjX/8qVSWyBSdlyhLuPOzWZKXReXtW+ltbKHzTA1tx8/RXdNAvC9EIhyddKqqIEnIVjOyxYxstWBxOnDlZpBWWkBacT6OrHScWT7s6d5U5HCBfG4LnVkRi5dTSh9cWcqf3LqCpdlpSKP8OAiCgMtq4o7F+SzPS+O/d53mW7vOEE5M3v0r152KaJkkkbsWF/C1e9dRkelGHiMFQBAE7GYZURAmHNWaLdLtFj66vpI/uLGaXLd9zDTQy+d6OfJ2S2UeX33lKMdbesa1KOWxmblzcQGlPuecuKCbJZH3LCvmS9uXsSrfh0kSxxyXSRKpyvRQlu5mU3EmX3n5CK9daF3gJjyz/1kZDKa3voWov2/UyIHF5SBzcRkdpy+N3WrDwGCuoOv4a5uI9QWxjeLGafW4yFhcRtf5OiMV9SrURJKzz7xO7qol5CyrRJiCVEYAySSTVV1BekUxgZZ2Wo6cpv3EBbou1hHt6etve6Kiazq6rr/TFF4QEAQBQRQQJAlRkpAtZtwFqahSRmUxOSsW48rNRDKZRl0kuBpNUWjYewx/bRMrP/guhCkQx3OFtuNnOfToEylznynuLSkIAia7lYyqUtIriqm660bioTCBpjYCrZ2EO7qJ+vuI9QaJBUKo8SSqoqAlk+h6KlIpyqnPUjSbMNmsmJ12zHYbZocNq9eNzefB5nVjT/dgS/MgW8z9n784MCcM5hezIhbjisrG4kz+6ObllPhcAxEtRdMIxJLEkgqyJOK1mgdFe0RBIM9t5//evILeSIIfHrhAchK1jKIAOS4bkiBwS0Uu//iudVRleoZM5Cuue0PYVdNO4hoEQ18syek2P3azjN0k47DIWGV5VLE8lXhtZv7vLSv45MYq0uyD0zwuR0tD8SQ6qXRcp8U08PkIgoDLYuK+6iJ8dgtf+M1uzncGxjymcPlvDlwgJFHgvSuK+fq7NgwbTY0rqfNPqBpWOXX+lyOfgiBgkgTWFWbwz/dt5G9fOszjx+qGrb+dH4wxbmHgfwzmCKGObvx1Tdh8Q69TlxEEgcKNK7jw0i7iAaP9jMH8IdjWRW9DC1ava9T5XbRxJRdf3k0yMv9cHqebUHs3x37+DK4vfRznFJoBCYKAbDXjKyskrSSfyju2EusNEOrooa+pjWBbJ4lgmGQ0jppIIIgiktmEbDFjdjpwZPlwZqbjyPJh83mwOO2Tigj21DZz5CdPg65T/cDtmOWF01JFVzVqdxxAlEQ2fuFDWD0jfx8miiBcIeCtZhwZaeSsXAy6jppIoiYV1EQSXdP6/4ZZABDFlGg0SYiyjChLCOLYi+8G849ZEYtem5m/uH0VeW47OnCpK8BvTzWwu6ad5r4wcUVFlkSynDbuXFzAu6oLKfY6EcXUJE2zW/iz21bS0Bvi5XPNEzYeEQWBfI+DDUWZfO1d66nK9KADHcEoJ1p72FXTzsWuAL3ROKIgkuW0UpHpZmNRJpWZHhxmmbdq2q4p5ftAQyf3/c8r2GQZq0kaEI0em4kby3P59KZFmIdJy5wKLLLI/7lpOZ/fsgSHOfXR6/11mDtr2nj2dCMXOvsIxJLo6NhkmbIMF+9aWsS28uyBtFxZErmxPId/fNcG/vDJt2noDY963NZghL9/+Qguy/A9f6wmiU9sqGJJtnfgse5wjO/sOUv7GOmuiqZR0z2+dCRJELhrcQH/eO96CryOgcejSYUTrX6eP93IvvoO/NEESVXDIkvkuGzcUJrN/cuLKfW5+s2XBKoy3Xz9XetpC0TYWTPzbnGTRVevuPiPgGQ2pVYCDeYMiVCE1qNnyV5WhTxK37HMRWXkrVpC7Y4DMzg6A4PJEQ+EaD12lqwl5aP2iMtaWkHO8ioa9x2bwdHNH5r2n+DIT3/L+k8/hNUzet3/RBBEEYvLgcXlwFOYS/7a6ik/xmiE2rs59OjjdJ2rxZmdTqi9G1/ZwhGLAGo8wYVX9oAgsOFzD2NLG3mBcKoQBGGgr6F8HdaMGozMrIhFl8WEy2JC0XTeutTKX79wmCPN3cM6br55sZUnT9Tx93et4YbS7IFIUKHXwe9uWcrxlh5aJ2i6IgDVOV7+4o5VLM3xElc0nj/TyA/2nmNvfQeRhIKq6QNjEoWUwLSZZKpz0qjIdHOuvfeajhlTVOp6hq72C4Ci6nxiQyVMww26KAjcXpXPZzYvwm5KRWs1Xedsey//vuMUjx+rIxhPDKnD29vQwW9PNnBrVR5/e+caqnO8A60ubqvK4xMbq/j6a8eJjRJd9UcS/OzQpRGfd1lM3FaVP0gsBuNJfnmkZlzmPuON7C3J9vKnt64cEIq6rtMbTfBfO0/zwwMXaOkLDzGvEYAXzjbx+PFa/uqO1dxWlYdZklLRG6+D/3vLCk617aAnMrctqa9GU5QxbahNVguSaQE09V1gNOw9SuUdW/AU5o64jcXtpOL2LbSeOEfMP3b038BgrtCw5wiVd2zFNUoLGKvXRcXtW+g8W2PULg6DpihcfGU3jgwvKz7wLiSzaUFEe3RdJxmNcfyXz9G47xi6phEPRQi1d43qojtf0VWVi6/uAWDVI+/GU5i7ID5Hg/nHrIQNhP4w9tHmbv7q+UMcaOgkOUJrhpiisqumjb964TDNveFUPnz/PjaXZHFT+cg3TOMZx9KcNG6pzEXX4VdHa/jSU3t55VwzgVgS5QqhCCl3UkXTCcaT7K3v4GcHL9I9RSJBB6avOQVkOq187obFpNvfSftoC0T5mxcP89ODF+mLDRWKkErBDcaTPHuqgb9/+cggN1q7Web9q8qozBy5vuQymq6P+Kfq+sDnOnBcQNVGfs2Vf+PBJIp8ZH0Fq/PTB84/rmr8z77z/OubJ2jwh4Z1OdVJGTIdbOjir54/xOHG7oHnBEFga2kOt1TmMkNZxFOGEkugJpKjbmNLc2NyWGdoRAbjpa+xjebDp4d8Z65EEATy1iyl+IY1MzgyA4PJ09vQQtuxs2PO78INKyjcuHIGRza/SEZinHz8ZWre3LdgapfVRJLzL+zk3Is70PoNdpKRKKH27jEzZeYrWlLh0qt72PvNn+Gva57t4Rhcp8xajlkkofCdPWc53Nw9pkTSdNhT286j+88Tv6JG0WMz8+DKUmymiRc2p/rqibxyvpm/ffEwzX2RcUu2+XJpEoB7lhSwpfQdZy1N0/nB3rM8d7pxXD0sFU3nudONPHu6EeUKU4FSn5MHVpRM08injkVZHt6/shRr/1zRdZ1dl9r4zx2nxmWUpAMnWv38967TRK7Y3mU18YHVZfjs8ytlIx4Mj9ng3eJ2klZSMEMjMhgvyUiUi6/sJtLlH3U7s9POqkfeTdbSCqP01GDekAhFuPDyLqI9vaNuZ/E4WfWR+8hYVDozA5uHxHqD7P/ur7jw0m6UOdJbb6Iko3HOPP0ah3/0BMnwO9lkuqrR19SGkpjf5zcaalKh4e2jvPnVb9O4//iCPleDucmsicV6f4jXL7SgjnM1SNV1njxRT/MV9XECsDLfR0mac1JjaQ9G+dauMzSOUXs3X/Hazdy9pHBQzWBjb4jHj9eNSyheJq6oPH2ynmDsnYiUSRK5sTwXt3VupyvetihvUJ1iIJbk18dqaQ1Exr0PTdfZWdNGTXdw0Kr32oIMyjPGjq7OJaL+PuKB0Oir96JI8ZY1U2LBbjC1dJy5RO3Og6OupguCgDs/mw2fe5iMypJZsSgfre7MwGAk2k6cp3734TGji96iPDZ87gOklRYY83sEIl1+DvzPrznz29dJRuOjvqdzkcupp6eeeInDP3mKWO/QtOO+xjaU6OiLnwuBrvN17PznH3Dil88T6emdd5+lwfxl1sTiuY4+WvrGf6MO0NQb5kjT4DTAPI+dYt/kCrgPN3VxoLFzUvuYy+S7HawtyBiIKuq6zqm2Xmq7r90p8Ux7L/4rUm8FQaAozUG+xzHKq2YXkyRyS2XeoFz/9lCUt+s6rjk63BqIUt8z+MfKYzOzItc3BSOdOeKhCMH2rjG3y1mxiPTKkukfkME1oSUVzj//FqGOrjFvqHNWLGLD5z9IzvKqGbuhtnqcFGxcwdL7bzMWGwyuGSUW59zzbxHu7Bk73XrVEjZ+/gNkLS2fsQi61eumcNMqlrzn1nnRJy7S5efIj5/izG9fm3cOsolQhFNPvMyxnz9LvG/4e5ZgawfJ6PzyDZgoofZujv7smVRaak0T2iQ6AhgYjJdZE4vHWrpRr3FVpDeW4Hhrz6A0SLMksSx39D6No6HrOm9eaiUQHb1+az6zIs9HhvOd2rOEqnGspYfIBJrqBmNJmq4S+dlOG9mu8TfSnWkKvQ4qr4r8nevou6ao4mU0XaemJziovtNmkqnK8kx2mDOLrtN65MyotSyCIODI9LH24w/gKcyZwcEZjIfuiw0c+8VzxIOjZ0SIkkT+mmpu/ovfYdmDd2LPSJvyG1xRlrBnpKWE6ece5q6v/zG3/s0Xqbj9BgTJEIsG107n2VpOPPbCmOJGlCUKN67klr/8AtXvvQObzzMt89uR5SN31WI2/s4Hufuf/y+3/s3vUn7LpvmgFQGI9QU5+D+/4e3/TtW+zfUaP13X8dc1s/e/f8rhHz056nUu2hsk1NE94vMLjWQ0xsVX9/DKX/8Hx37xDKH20RcNFwJqMkmgqZ2eSw2zPZTrkllxQwXG3e7gSnQ9lb4aTih4rO/Yxpenu5AEAXUCVYRxReVcex/JBdzcd1lu2kCvQLjczzJBgefarabTHdZBYh1S/Rh9tpFt/Geb4jTnkJrCnnCMTKd1oIXItXD1NVkWBTId1tQcnEcX7LbjZ4n09OHMSh9xG0EQyF+3jC1/+PEBq3J1AosMV+4PgTl/ozIf0DWNi6/sxpOfzZL7b0MeJSVOEAWcORls/NwHKNu+gfo9h2l4+yjhzh6UWBxtvL1iBQFRlpDNJmSrBWdWOr7yIjIXl5FeWYK3KBeTzXJF4+V5cidtMOfQNY3zL+zAU5jLortvHDXlUxBFXHlZbPzChyjdvp6GPUdo2HeMSGcPSiwxpvPzOzsSkGQ51R/QZsGVnUFaWSFZS8pIryrBU5CDyXrl/J5fKLE451/YQdf5WlZ/5D0UbliJbJt4r8PpQNd1lFic5oMnOfyjp+i+WI8+xv2ZGk/QW99C3qolMzTKOYAOfY2tHPrfx2nYc4Ql991KwfrlWL3uBdPySlNVEuEo/ppGat7cR9OBkwRa5l+rsoXArInFrtDE8su7w3HiSRWuMGnMctomvLoXSaoE4gs3qghQ4HUgX/EG2WSZL21fxqc3LbrmfUmiQKZzsEOmIAjYzTKiwLCOqrNNhsOK86oej+9ZXsyN5bnjdlO9kjS7ZZD7qSAIWE0SsiSgKnPwDRiBQEsHbcfPU37LRgRx5B8XySSTt6YaR6aPi6/spuXIaXobWkdt+C7KErLNitlhw+K0Y3basbhdWF0Oemqb6Dh9cTpO6bojEYpw4tcv4MrNpHjr2lFv+gRBQDKbyF5eRXpVCYvuvYnOM5fovthAX1Mbsd4AiUgMLZFE0zQEUUg1bLZYkG1mzA47tjQ3jgwf7vxsvMV52NO9mB02TDbrrN9AC6KIZDEjW8zIFtM7/zabU/+2mpGtFrxFeaPvRxDwFudRetMG1HgSNZFAiaf+1ERy0L/VeGL8QnsaECUJyWLqP2fLwL+lgfM2YXW7Rm1DcZnMJWWUBYIosfjQc40nURIJ1H4X5XGLr0kSD4Y5/qvncWb5KNy0asz5LZtN5K5aQubiMha/+2Y6Tl2ku6aBQFM70d4gyUgULan0z28RURKRrRZMVgsmhw1bmgdn5uD5bbLbrloAmd/omkb3hXr2/OdPqLyjlqq7tuItzp8T56brOoGmNs6/tIvzL+wg3Nkzrtelok5t0zy6uYmmqLSfvEBvQys5y6uouH0LBeuXY3ba58RnOhE0VSPY2kHb8XM07j9O+8kLRLr96EbK7awxK2JR01PtJyZCIJYYYsritZsRJriCHVdUopOIlMx1JFHob5fxzmOiKJDlspE1hamjqcilwFzziBWANLsZ81UrbV6bBa9t6hxMZVEc6AE6X0hGYpx/cQc5y6twZo8cXQQQJZG0knzWfvJBqvuCRHt6iXT3Eg9FUsYCgoBkMiFbzQPiQTKZkKz9N+z9N2SapnHkR08aYnEKCbV3s/fbv0C2WchbtXTMGkFBEDBZLXgLc/EW5lJxu46aSJKMxFATKfGj63qqxZEoIppkJJM8IEJm6wZEMpvIX7eMtJJ8zA57ap7ZrZgddkx2G7LVjCinxirK0gj/lhHGWHUXJYnCTasoWL8cVVFTPUmT/f+vqKhJZeDfmqKgxBMkIzESkSjJcJREJEYyEiXS3UvDniNE/WP3ih3xnE0yJdvX48rJHDjX1HnbMA+cc+r8RJOMJPefb/+5Sv3/Hm0x6DJVd99I5R1bUK88V0VJiav+c1X7/63GE6nzjURT5x6OkIzEiHT5qd11iMQYqdHXQqCpjb3f/Dmy1ULOisVjRk0EQcBks+ItysNblIeu66jxBMloDCWeRFfn5vyeaSJdfo7/8jlqdxyg6q6tlN+yGWd2BpJp5m8LNVUl1NFD/c6DnHnmDfqaWq9JGGiKSl9TO0o8gWyZu1lO00k8EKJ+92GaD50io6qEkm3rKFi3DHd+DpJlbvfZ1HWdZDhKuLOHznM1NO4/QeeZS4Tau2Z1Mc7gHWZFLKqaPm4X1KtJqtqQaJBFliYcWdR0HW0uhsOmCLMkYpalGbhQzM0LkSgK2E3ynL5Qziatx85y7vm3WPXh+8Z1kyBKInafB1uaG1950ajbDvee67Hrw4Rgpgk0tbHrXx9l7SffR+mN66/phkkQhP7I1Ny+yTLZrCy57xaKNq8ecZup+p4LgoAgpwQXjLKopOsjLo+FO3vw1zVNSizKNisrP/hu0iuG/65N5XVtvOc8Wm1UqL2L9jOXplQsQqr34s5/+V82fPb9FG5ehWy+xvlttSBb51d7o5lA1zQCTW0c/J/HufDybgrWL6fspo34SgswOWyI01hvrGsayUiMvqY2at86QMPeo/hrm8ZMOR2JUEc38UAIOXN+mc1NNUosTtvxc7SdOI+jv448f90ysqsrsGekYbLZEMTZi5Lruo6uqv2LTFF6G1tpO36OrvO1dF9sINLdO7TWx2DWmbU0VIOZYbiqIVXTaAtGiSanbsUmEEsw16KK0H/+w1wUO0MxArHElI24LRCZl9c3NZ7g7HNvkr28ivy11eP+ATHE99wj0NzOwR/8mkQoQtVdNyJbF2KUZI6lAgpj5bRMfqyCMLe+b6OPZfrG2dfUyv7v/YpYX4jKO7ZcV1HAaUfX6WtoJdjSQd2Og+SsqOpP5y0nrTgP6YqFJAGu2UDoygUGTVEJtnTQceYSbcfP0Xz4FOHOHrRJZniFOro4/+JO7Onea3pdX2PrvPztHhNdJ9zZw6XX99K49yg2n4fs6kqyllbgLU5F3a1eN8JV5pBT8Z0asqCk68RDEcId3YQ7/fQ2NNN5thZ/XTOR7l4S4cikP3+D6WVWxKIkCsjSxCakRZaGOJ/GkurC/LJPAUlNR9E0dP2d63swrvAXzx/i7dqpKxTuCMXmZL2ipuvEFXXQ+QP8YO85fnroIsoU5cCHEwrxeZouEe7oZu83f8oNf/AxcpZVGa0O5jHB1k72fecX9NQ0Uv3AHXiLcqc1OjAWo7ntGhhcE3qqn97eb/2MnpoGqh+4E3d+9qyaeeiaNhfXSCeMpqgpgfHaXmre3I8tzYMrJxNfeSEZVaV4i3OxupzIdismqwXJbEqlQEti6gdW19E1vT9dO9mfoh0lEY4SaG6n63wd3RfrCTS3E+7yT6lAiPeFOPD9x6ZsfwsGXScRTn0GfY1tXHh5N2anHbvPgzM7A29xHmkl+bjysrC4HJhsVmSrOVVGYpIH0thT5nTvfMa6rr3zWSeSqMkkWvKdtPyov49QezfB1k76WtoJtXURD4ZIhFIp6wbzi1kRi6IgDHIzvRbcVtOQ+jN/NM7IyUDXN0lVozeaQEcfqOsUgGhC4dIEHGnnG5oOvdEEiqYNcYSt7wkRm6cCb6rpudTIzn/6AcsfvpvyWzdjdszf4vjrHSUa58xvX6flyGmq7rqRyttvwJ6eNmOLAGpSIdYXpOtcLeeefwstubANxAxmlmQkxqknX6XlyBmq7tpG+a2bsad7Z2xRRE0qRHsDdJ2t4dzzby3YlgW6qhHp8hPp8tN+8jyQMi6zelxYPM6UaLRZkC2pWmFBFNB1HU3RUuZIsTiJUJhYX5BYXwjFKEGYE+iaRjwQIh4I4a9rpnHfMSDlmG2y27C4nVic9ndEo8WMKMkIkoAgiOiahq5paKqKrqY+62Q0jhKLkYzFSYajxINho9ZwgTFraaiZzomZq2Q4rFivuulpD0bnZFRrrtDSF0HVdMT+aK4sCeRNoG3GfKU7HCOSUPBc0d4j32PHJImGWLyCvqY2DnzvMXpqmljy7pvxFucjTmG9q67rA38G00x/WtmRHz9F88GTlN20gYL1y3HmZAyYnUxpupGuk4zF6WtopeXoGZr2H6f7YgPxQNBok2Iw9eg6/tomDj36BE0HTlB+yyby1lTjzE6fvvkdidHbP78b9x3DX9s4YpP4hYqmqES6U+ZmBgsLXdNJhCIkQhEWfhjB4FqZNbFYmekee6OrEAUo9jmxX9Vv6VJXcEGb1EyWk21+kuo7kTWLLLEsN23OtrqYaur9IXoi8UFicWl2Gg6zPGFX3oVKPBjmzNOv0rj3GHmrl1By43p8ZQXY0jypPn7XeAOmJhUS4QjxQJhwZw9d52ppOXx6SsYa7Q3QfvI8ZvvIC089lxpRp7A2dzTUZJKuc7WjmnskozESociMjAdSZgcth0/RfvI8zpwMclcupnDDSrzFudjT0zA7bONyyrySVPRAJR4IEesNEmzroO3EedpPXiDQ0kG0p2/CJhWjoSkq/tpGzHbr2BvPAaK9QZLhyX3WmqLSea52RufMZIj09M1oBOlyP762E+dw5WSm5vemVXgKclJtXSbQPiA1vxXigTBRf4BgWydtx8+lomv+CIVmH0XImEUX9frCvq0WEChMyyHd6aXJ305naHytLKYSl9VBZVYxZmnwfZ+OTnugm7ru5kntuzyziGAsRH13C4o2c4vHaXYPi7JL0HSNhp5W2gJdM3ZsA4NrZdbE4ur8dEySSPIaasa8Ngsr89IH1SzGFZWTbf551Qx9pjnc1EVPJI69vwG9LIqsLcgg122nuW9+3IRMhtqeEBe7ApSmuwYeK013sbognRfONM3iyOYmuqYTbO3gXGsHF17ZjacgB09+Np6iXDwFudh8HqweJ7LViiRLKWv6ZBI1kSQRjhLzB4j2Bgh3+Qm1dfavRPcR7uye0tSUlsOnp0x4TgUxf4C3/vF7sz2MYVETSfoaWulraOXc829hT0/DnZ+NpyAbV3YGjux0HOlpyDZrqoWAWU7dNCdVlHicRChCPJgS/JEuP8H2bsKdPYQ7uon6+2YkepgIR9j/3V9N+3HmEslIlB1f//5sD2POo8aT9Na30Fvfwrnn3sKekYY7PwtPQQ7OnAycmen9TpAWJIsZySQP1FspsZQrYywQItLlJ9zZQ6ijm3BH6v+j/sCAO+Paomoe/cj/w2Nz8+ieJ/ibZ/5rUuMWEEizu3FYbHSF/ESTKaFtkmSyXOkomkpnsAdNn53+cnneTP7rA3/JsrxKXji1kz96/J+IJWc2nbQ6t4Jvf+hvyfEM7hWqqAo/2vs0f/n0v09ovyZJ5rNb38/nt3+A5t52/uBXX+VY07kpGPH42FS6gv/92D8QSUT56vPf4X/3PDFjxzYwuFZmTSxWZLgp9bk43zl+W/GiNAer8t+xRdZ1nea+MPU911cqyLXS6A9zpKmbfM87q6xVmR42FWfxxPG6BV/tmVBU3rjYwm1VeQPn77NbuHtJIW9ebJ1SV9iFhpZU8Nc24a9tQpSllKGBJCFIUr+LWn9vzcspppqeqmVQVDRVNeoW5iC6qqVc6Tq6aTt2JmVQ0d+f77KRgSAIqTpwnQEjA11V+/sOqoZxjcGcRVNVQu1dhNq7aD169p2+k9Jo81tDU7WBfpIz1fzb5/DwV/d+gbVFS/nOjl/xiwPPoekaN5St5i/v+R2C8TD/59dfp7Z7dhY1M5xpLMopxWa2sjinFLfVOeNisT3YzW+Pv06+NxunxU6Wy0dldsmk9yuJEquLluC02ClMy6EkPX9GxaKBwXxi1sRiodfB3UsKqOsJkhjHhVkSBB5YXkKu+51aO12HI03dNPgNsTgaPZE4z5xqYHtFDu5+YyG7WeZ3ty7hQGMnDf6p7Yk119CBF8408TtbllDodQJgkkTeu7yYF840GtHFcaIphvhbaOiannKySxjp2AYLD13TUBPanJ3fPoeHbRVryfNmsaViDb8+9CIJVWNN0VKW5JYhCAJFvtxZE4v+SIC67maqsko4315HIDbz91q1XU38v+e/jUU2Y5ZMrC9Zzn8+/BfYzZNLR1c1lTOtNdxQtprm3g7qu1umaMQGBguPWROLZlniM5sXcarNz+sXWkatnRMF2FaezcfWVw5yQvVH4/z6WK1hUjIGOvDs6QbeVV3Iu6uLBqJrm0uy+eo96/jKy0e40Bm4pgijKKSic26rmabe8LgE/2xypr2Xnx+6xBe3VQ+k4+a4bHzt3nUEY0n2NXReU0o0gMMsk+2y0RWKETBqHw0MDAwMroGOYA/PnniDtUXLeOnUroGauV2XDrOlYg2BaIiLnQ2zNr5Gfxt/+NjXyHFncLatZsajipdJqgpJNdVmwx/pQ5uCsqOkqvDtt37B7kuH6Qz2cK69dtL7NDBYqMyaWASozHDzlbvXIgA7atpIKNoQwWKVJTYWZ/L3d60l94o0Sk3X2VnTzs6aqesVOJsIpFqKDP/45I1ousIxvrnrDOsKM8l12xAEYSC6lu2y8R87TrGrpp1IQkHRtYG+lamm9qmxSaKAw2yiIsPN6vx07licTzSp8uWn9tIRmtt9cxRN50cHLrKuMJObK3MR+1ORlman8Z8PbOYHe8/x21MNdASjKJo26P0WAFEUkPrfs+I0J6vy09lcksWy3DS+/NQ+jjR3z9q5GRgYGBjMP/qiQb7+0g+wyGZC8chAbeLh+lN8+sd/iaprhGKz5yug6zpn22o421Yza2OYTnoifbx5fv9sD8PAYM4zK2KxJxInrqjkuGysK8zg+w9v47nTjbxxsZUGf4hoUkEWRTKdVu5cXMB91UUUpzkHial6f4hv7z5DRzA6G6dwzdhNEplOG1ZZwmKSsEgiZlnCIks4TBJOi4kbSrORrnAmlASBlXk+HllbQTCWJJxQiCkqcUUlqarEFY24otIXS9Adjo8aGdT0lCD/tzdP8Be3ryLNbgHAapK5uSKX5bk+jrV0c6Chi7PtvXRFYqCn0lXdVjP5HjvlGW6WZHnJ9djIcFixmWTeuNAyrMidi1zs6uMrLx8h121jaU4akBKBy3PT+Id71/GJDVXsqm3jVJuftkCUhKphlSUcFpkcl53ydBflGW7K0l1kOW04LDJtgeggwyUDAwMDA4PxEknEiCQGL7aqukZvdGE7rRoYGMwfZlwsarrOy+ea+dWRS/z7/ZsoTHNS4HXwuRsW8+lNVQRiyQGx6LGZsVzVU1HXdXoicb768lHeutQ6b8xZtpTl8Pd3rSG9v0+k1SRikSWssjQQ5boaWRK5Y3EBdywuAFLvXUJR+wWjRkxRiSVVnjvdyN+8eGhMo5akqvHdt8+S1DS+tH0ZxWnOgWL/TKeV26ryua0qH+CdyOIC0kGaDrtr2/niE2/zL/dtZHluGrKUMjxwWkysLkhndUH6wPYL8T0wMDAwMJherLKZ/LRsJFFC1VRaejsGnE6vJs3upjq3gs3lqynwZmOWTXSG/BxpOM2hhlM0+dtHdEM1SyYK0nIQBIGW3nYSSpJCXy7bq9azLK8Sj81FNBmjrquZfXXHOdp4ZogwvRJJlChMy8Esm4Y8F4lHaeq9tkwuj83F6sIlrC2uptiXjyyKNPW28/rZffREegdtq+s6jf62aUt1FRBId3rxOTxDntM0jUZ/K3Hl2spJBEEgy+ljcW4Za4uqKUzLwWGxo6gqXSE/dd3NnGw5z5m2GoKxkb0hNF3HIptZmlvBDWWrWJRTitVkIRgLc6b1EjsvHqSmq2kgFXc00uxu1hRVs754GXneLGRRoiPYw9Gms+yrOUZbsGvEXscem5NsdwaReJTWvk5MsomVBYvZXLaK8sxCzJKJvmiQ062X2HnhIPU9M9tuxGD2mHGxGE0oHGrs4sWzzfzlC4f445tXUJ2ThiQKSKJImt1CGpZhX6v1u5/+547T/OpoDco8ahLosZqpyvLgsZrH3ngEREHAapKxmgZ/bMdbepDGqWiiSZX/3XeeRn+YP7l1Bavy0zH3C6YrGWt3uq6TUDUC8STqPPocdGBnTRu/9/gevrhtKXcvKcRtNQ0r1kd7D3RdR9V1gvEkcaNm1sDAwMCAlFD80IZ384WbPohJMrH70mG+8uy3iCY7B20nILA8v5LPbnuYGyvX4bY5kQQJhNTvywfW3cP59lq+9dYvefn0rmFvygvSsnn0Y/+A02Ln//zm68iSzO/f/GGq8yoxSXJ/1o+Aoin0RoL8bP8z/GDXr/FHAsOO3Wtz8R/v/3MqsoqHPLe35iif+slfjvt9KEzL4cu3fZzblmzBYbH2L77q6Dp8ZON7hgjguJLgEz/6c441nR33Ma4FkyzzkY338emtDw15LhgL89Ef/gnn2+vGvT9ZlLh50UY+ueV9rMhfhMNiQxZT77mOjqppKKpCIBbmT574F14+s3tYkabpOoIg8PEb3svHN7+XHHcGsigN3JMklCS1Xffyv3se5zeHXxpR0IqCyIr8Kj677f3ctGgjDrMNURD755NGLJngYP1JvvXWz9lbcxxFGyo8b1t8A39/3+9zovk8f/HUN3jXipv52Ob3kGb39I9JREcnqSQ5117LN9/8OS+d3jUuEWswv5lxsdgXS7KvPmUm8uujtVzoDPCHN1Zz+6J80uyWYVMa9f6b8l017Xz37bO8dr7FMLWZBNGkyrOnGzjd3ssHVpdx95ICqnNSTerHamCsqBodoSgXu4K8eLaJ50430BOdnaL3iaLpsK+hk4tP7uWFs018ZF0FK3J9ZDitY6bU6rqOP5qgpjvAocYuHjtay/nO4X94DQwMDAyuH+xmK+9fezdfuu1jeGwu3jp/gH9/7Ue0Bq4WirA4p5R/uP/LrCpcgqIqnGmtoa67ibiSINeTydLcCtYUVfOV+34fsyTz3Mm3htyUS6KE1+Yi0+XjobV3sSJ/EfneLM601VDf00I8maAgLYdleRVkuXx8dtv76Y0E+NHbT5FQh4oORVOp6WpCkiSssgWX1U6uJwuTJOO0Osb9PvjsHr582yd4cM0dRBIxXj3zNjvOHyCSjFGUlsu7VtzE0twKAFr7Omnyt9ER7JlWt1Vd1+kIdnOxox6b2YrVZCHLlY7H5kQWJWRRGnsn/ZglE+9ecTN/dvdnyfNkoekazb3tNPnbiSZjyKJMusNLnjeLhJqk0d86YjRPEkRuWbSRdcXLUTWVww2naeptQxIkitPzWJZXxZLccv74jk/T6G9jx4WDw+5nbXE1f3Pv77KqcAnhRISjjWdo6D9uQVoOS3LL2V61gTxvFl957lu8dnbvkH1YTGZ8Dg9Lc8v54i0f5p5l24kkYuyvO0FrXydm2UR5RiGLc8pYWbCYP7nrM7QHuzlQd2Lc753B/GTaxaKq63x7z1meP9MIQDihcKS5C0iZjhxs7OKzj+1idUE6G4qyWFuQTlGaE5tJJqGqNPdFONnqZ09dOwcaOumLTdx1MppU+NbuMzx7+h13sZiiUtM9/bUBu2vb+OCP30Cehvq21kD0mnsFajpc7Arw1VeO8r23z7I818eagnQWZXkoSnPisZqRRIFoUiUYT9IejFDTHeR0ey+XugLU9YTojSamZPzRpMLfvnSYb+46fcVjKs1909vSozsS52eHLvHsqQaqsjysyPWxOj+dIp+TdLsFiyyRUDQiSYWOUJTa7hA13QFOt/dS0x2kMxSdtPGQgYGBgcH8x2628Ts3foBPbnkfToud3xx+iX9/7Uc09LQO2TbD6eOP7vgka4qW0hXu5bs7fsljB1+gM+QHwGqysKFkOX9wy0fYVLaKP77zU/RE+kYUCoIg8J6Vt9Id9vPVF77Dk0dfpSec6mHtMNu4e9k2/vSuz5LvzeYD6+/l1bNvU9s1tB1HXzTInzz5L9hNKTFVllnIvz34pxSn513Te7F90Qbuqt6Kpuv8z+7f8K23fkEo/o5Rz2vn9vLtD/0NZRmFHGk8wx8//k/0RYNT4nI6EklV4ZcHX+DpY69jN1txWR188eaP8PC6u695X9ur1vN/7/wU+d5sWvs6+fn+Z/nt8ddp7GkllowjiRLpDi+FvlzS7G7Ot9ePuC+rycItizZxsuUCX3vx+xysPzHwXqXZ3Xx660P83k2PkOXy8ZGN97H70hHUq6LMWa50/uTOT7OqcAmtfZ189YXv8Ma5ffT11726rA5uWbSRv773d6nMKuaPbv8kZ9tqaR4hrTjDmcaDa+7kcMMZ/t/z3+ZE83miyRgCAjmeDD679f18euuDlKbn88H193K4/hTqCKnSBguDGYksnmrzc6rNP+LzkaTK7toO9tV3YpZEJFFMpQDqKbGZVLUpac2gaDon2/ycHGUs00VrIEproHnGjzsWOtARivHahRbeutSKSRKRRGEgwqbr76RcKpqOog51rJ0sqqZzoKFrivc6fvpiSQ40dHG4sZufSZeQL5//5X7z/WNUNA1F06f1B83AwMDAYO5zZRqlzWTlkzc8wGdvfD8WycyTR1/h6y99n/bAUJdsgZTY2FK+BkVT+c2hl/jR208NElOxZJxdFw+RUJJ8+5G/pdiXxwfX38vB+lNEEsOb+imqwi8PPM/P9z9HNPlOXWI4EeWFkztZVbiET215kDxPJlVZJcOKRUilPSaUJESDmGXTsBHI0ZBFidWFS3BbnbQGOnnp9K5B5wZwuvUie2uPUZKez5LcMtLsnhFTY6cSVVMJxSOE4hH8kQC90Ws/psvq4OF191DgzSEcj/Lfb/yUXx58YdDnomgq7cFu2oPdCIIwYlQRUkI/GAvz76/9iB0XDgyaV/5IgJ/vf5bbFm9meX4VldklZLl8tPa9E6kWBYHtVetZX7ycpJrkh28/yTPH3xgkKIOxMM+eeIvqvEp+58YPsiyvkm0Va/nVwRfQh7mjEwSBnlAf//rq/3Kg7vjAFjo6rX2d/GTf09y2ZDPlmUUszikjzeGhKzTz99UGM4c49iYzh6LpRPojWYFYkkA85QA613v4LRQUTSeaVAnFldT7H0sSjCcJJRSiSZXkNAjFuYSq68QUlVBCIXDFHAzGk0SSqXloCEUDAwOD6xtN1waMWBwWGx/e+G6+sD1Vo/jk0Vf5+ks/GFYopra3s61yLW6rk85gD8+ffGuImEodQ+dg/SkO159CFEQ2l62myJc74pg6gt08f3LHIKF4mUgixuGG0+i6jkkykevJnOCZj41FNpPhTEMURULxCG3DvA+qptHS20FSVUize8hy+aZtPFNNUVouG0tXIIoip1ov8PiRV0YU8MCoQvHy86dbL/J27bFhjYzaA10DvTadFgdp9sEGPWbZzN3V2zDLJpp623n59K4hkUdICeVXz7xNJBlFlmRurFo/yH3/6jEdajiVmjPDPN/ob6PBn4qYe20u3NeQomwwP5lTYtHAwMDAwMDAYC6jahqheBSH2cYXb/4IX779E5hlM9/d8Su++vy3B0V+ribN7qE6txJBEGj0t43aDF7RFPbUHEUHMp1pLMkpG3Hbuu5m6rqHz17S0QnEQiiagigIOCy2cZ/rtaLpOpqmoes6kiBikoZPYLPIZkRBQNXUeeWouSS3nDS7G2BQqudEUTWV062X6B0hsqpoKoFYCE3XMUkyVnmwSWK2K52q7BIAzrbW0BEcuedzZ7CHrmAqAlieWYjdPPw8SKhJTjZfGNHBNakqBGNhdHTMsgmzNNQ912BhMSt9FieDSZJxWOygQygenlcXGQMDAwMDA4P5jaZrJNUkj2x8N5+84QEcFhs/evspvvXmzwnGR6+1d1ps5HgyAGjubSc5RruG+u5mQAdBoDSjYMTt2gJdKKO4Uup6yokUgTGN7CZDTIlT09VIUlVId6ZRnVtBS2/7oKwcj83FsrxKTJKJrpB/VHE91yjNyEcg9f6dbRtZ6I8XRVNpC4xehpOKOOoIDHVpz/Vk4rTY+8dWwB/c8rFhnU4B3FYnbpsTAKtswWmxD2sqlFCStI8iOlNjSn2eQmpCjbqtwfxn3onFdcXL+NO7Pouqqfz9s9/k6DTZLBsYGBgYGBgYXI0oCGwuW8WqwiUDN+oem2tcIsxutmESU7dewViYsYo7ArHwZa2Ix+YacbtoIjZs/dlMo+s6b50/wHtX3U5ZZgGf3vogcSXOsabzJNQkPrub96y8jY2lK1B1jTfP7Z9XYtFtdQ60N/FH+ia9P03XR+19ORYOix1Tf2SvOq+C6ryKcb1OEkeO+qqaRmyYdGaD65d5JxYdFjtlGQWomorNbJ3t4UwaAQGn1Y6u68PWLRgYGBgYGBjMHWwmK7ctvoHusJ9TrRepzCrm3uXbaehp5Ts7fjlqaqKmvyPpxiMur9xktPo37XLkcA5wvPkc//7aj/izuz/L5rLVLM0tp9HfRlJVcFudFKfnkVCSPHPsdb6367Fha/XmKlMfldXRJ3H+whWBvZquxlS0cxwToT3QPYpINYz8DAYz78TiQsPn8PCl2z5GR6Cb/3zjp7M9HAMDAwMDA4NR0IGz7TV87YXv0uhv4//e8WnuXraNj2++n2AsxP/sfpy4MnxrqUgiOvCcx+ZMNU4fBY/NlYpkwYTcO2eDpKrwzIk3KPTl8Ps3fwRJlMhwpiEgEIyHefn0bl45s4fXz+6lO9w728O9JvqioVSkVxQGahdnk1AsSkJJpZ3uvHCIrzz/7TFTmyFVx3p1304Dg5EwxOIsk+fN4t5l23m75uhsD8XAwMDAwMBgDDRN5UDdCd44vx90+PfXfkSRL5fl+VV8eutD1HY388LJHcO+NhSP0NLbQZbLR743G4tsGnBWHY6S9FSNnK7r1HbNvfZbwyEgsDyvivtW3EJX2M833/g5Oy8eAnSSqkooHp72vorTRWNP60C6b2VWCS+e2jWr42kPdBGOR4B0Mp1pyKJEWDWy1AymFsMNdZZZU7R01DoEAwMDAwMDg7mDTip6pus6OjqnWi/yd89+k4aeVrLdGfzF3Z9jffHygX7FV9IT7uNY01k0XaMgLYeluSPXmJkkEzeUrwagM+Qf1Tl1LuGw2Pj45veyOKeMl07t5teHX6Smq5GariYa/a34I4F5KRQBTrVeTEUXgVsWbUzVMM4irYFOzvbPi+UFiygepb2KgcFEmVBkURREfI5Ur5eecB+ariEKIg6LDatsQRAEFE0hlkyMWnQtIGA1WbCbrUiihK5rxJQE4Xh0zBz2y83iIVUwbjdbEQURRVMIx6MjpoBczWV3VXN/oW9CUYgkoqM2ohUAt82FzWShJ9KXamAL2M1W7GYbkiCi6hrxZIJIMjak541FNmORzdjMVrZVrMUkm7CaLOS4MwZtp+k6oXh4UsXPBgYGM4fL5eLd7343LpeL/fv3c+zYMTRt8vU4Xq+Xbdu2YbfbeeONN+jo6JiC0c4vPB4P99xzD2734NQvRVF48803uXTp0iyNzMAA9tYe459e+gF/dvdnKcso5M/v/hx//cx/cqL5/KDtoskYr57Zw13V28h0pvHA6ts511ZLz1VmKZIosq1iLeuKlqHpGjsvHqS+u2UmT2nCyKJEutOLIAgszS1nc9lqzrfXkey/r9IBTdNIqEnC8ci8crWv62pmz6Uj3LPsRlYULOL96+7mlweeG9Fz4nKa8XTVZcaVBE8dfZWbqzaQ687go5vfy1ee++aAoL2a1H23mYSSRJ1HtaIGs8uExGKWy8c33v9niILIl3/9j3SHe7lt8WburN5GVXYxZslET7iPc+21fH/Xr6ntahqyD4ts5oayVWyv2sCKgkX47B6iyTgXO+t55fRudl48hH+EvjPwzhdvdeES3rfmTlYWLMJpsdMV8rPn0hFeOLljYLVlOARBoNiXx13VW9lSvpZcTwaCINLc287emmO8fHrXQCPUoWO38Ee3f4JbF2/mT5/8V3ZfOsLS3HIeXHMna4uqcVkdBONhLnU08MyJN3j97N6BVbQ8TxYfXH8vFVlFlGUUUpFVjCSIbKtcxxOf/69Bx4kkYnx7xy94/PDLY34mBgYGs4/dbufmm28mJyeHnp4eTpw4MSViceXKlTz00EM4nU5CoRAvvvgiqjp/brCmArvdzrZt2ygoKBhkMhGNRjl//rwhFg1mFU3XePH0TjKcXv74jk+ztriaL978Yf7qt/9B+1WN6ffXneCVM7v50IZ3ce/ym+gK+fnx3qdp6+tEJ2Wgs61yLV+8+cP4HB7qu5v5zeGXiE6jQ6UAWEwWbCYLVpMFq2ymJKMAS39fP6fFzqLsUmJKnHgyQTQZJ5aMD7swH03G2HnxEJvLVrGhZDmVWcVEEtGB+yBd1wklojT729hx4SDPnniTrpB/yH5EQUyNxWTGZrJilc0Up+enmskLAj6Hh6qsEmLJODElQSwZJ5qMDVuLZ5Lkd87NZMFpcZDu8KaOI4qUZRQSSyaGnN/VIi8YD/P44ZdYVbiYfG82X9j+QdLsbp45/gZ1XU3ElASSKOGzu8nzZrE4p4yD9ae4NML95GTRdZ3dlw6z8+JBbl28mfesvIVgLMSTR1/lUmcD4XgUURBxWuzkejKpzCpmWX4lvzzw/Ih9OQ0MrmZCYlGWZAq82dhMVioyi3hkw7v41NaHEAWBSCI1MUszCliaW8Hjh1+mlsFi0WV18Ie3fIwPbbgXp8WBP9JHOBHFZXWwOKeUu6tv5M3z+/nHF783omATBYG7qrdx+5IbSHN4CERDiKJIsS+PzWWrePfKW/iLp74xbC2gJIjcUb2VP7zloyzNLSeciA64l20qXcnNVRt4YPXt/P1z32TXxcNDLhaCIJDpSqc0o4CyjEKy3Rn8wS0fJd+bNdCoNN+bTXVuJTVdTbx2Zu/Aa7PdGdyxdCuSKCIIwsC+VU0dEkGMJmMo19kNoYGBwVCSySSqqqIoCtFodFRXxIVKV1cX//Iv/4Lb7cblcrF8+XJuvvnm2R6WgcEAkUSMn+5/Bp/Dy+e3f4A7l26lLxLk75775qDIUyAW4j9e/zE57ky2V63nC9s/xN3VN9LQ00JMSZDjzqAiqxivzUVboIt/evl/2HPpyLSOvciXx1fu+33yvFmYJNOAuMpwpgFQnVvBTz75TyRVhaSaJKkkudTVyN8+899D+gRaZAv13c209HZQmlFAhjMNTfcC9PcKFBAEgRX5Vdy2ZDPbq9bz/57/Npc6Gwft54by1Xz5to/jsToxyakxOcw2HBYbAgJ3LLmBtUXVqfGoCklV4a3z+/nPN346qKG8LEr86Z2fYWvlWsxSqom8STYNGNTYzVa+ev8fEknEBs4vEAvzn6//hDfO7RvyXr1+fh/ul/+XP73rM+S4M/j9mz/C+9feRUewh7iSQBYlnBY7PocHr83Np3/6V9MmFiGV4fcPL3wPELipagOf2foQ71l5Kx3BlOOpJErYTBa8djeZzjRiyTjPnXhr2sZjsPCYlMGNw2LnM9seoiqrhCcOv8yOiwfpCvYgSTLFvlwynGnUXBVVtJmsfGrL+/jklvcRjIX4/q7HePHULrrDfuxmG6sLl/CZrQ9x59ItmCR5IHJ5NenONB5aexd7Lh3h5weepcnfhiRKrC2q5nM3Psyi7BL+9M7P8Lmf/c2QC9mqwiX83bu/SJbLxytn9vCzfc/Q6G8DoCq7hA9vvI8t5av5y3t+hz987Gucbr044ntwV/VWCtJyafS38p+v/4T67mZUXSPL5aMqq4TXz+0dlIZ7ovkc7//eHwACJlnmu4/8HZvKVrLzwkH+6Df/PGjfOvqohe8GBgbXB4cPH+a//uu/MJlMHD9+fEqilfONZDJJTU3NwH+rqsqWLVswmUyzOCqD64mEmqS1r4twPDZie4xIIsZ3dvySTJePrRVr2VS2inuWbeeJI68Mapbe5G/nT5/8Vz5xwwPcu3w7hb5cyrOKEEiV8YRiEXZfOsK33/oFb57fP2wao6IqtAY6SaoKvdHAqH0WY8kELX0dqJpG6AohdZnLqaNe2ztp3qqmDYqKighYJBMWyQRm8NkDSKI0aD/53iz++I5PcVf1NjqDfr694xfUd7cQv8KhUxYlMl1prCmqZlvFOm5ZtIm67mb+4YXvDaSqAlhlM+kOLw6z7Z3PQEnS2vtOX0ZJEJFkC1bZAqRKhIZzmPXYXKTbvYMe64sE6Yu88zmaRDnVA9NkxSylyoOGI6Ek+c3hl+gIdvOpLe9jef4i0h1ecj2ZiIKIpqecRuNKnLqeZrqHiZpGk3Ga/e1Ek3FC8eiwx7lynM29HfRFAyOWSJ1rr+VPn/xXHl53Dw+uvoMsdzoZTm/q89FB0VRiSpyOYDf7ao/TGewZso9IPEqzv51ALER0jPInf7iP5t4OOoPdKIar6oJnUmLRbXOwvng53935K76/69eDVnL21R7DIpkGXSAAFuWU8uCaO5FEgZ/se5rv7fz1oIvumdZL9EVD/N27v8i2irVsr1rP00dfG5JbbZJkLnTU808v/4ALHfUDj1/sqEfTNf7q3i+wLL+KzWWrePrYawPpD2bJxIc2vIt8bxYH607y1Re+M2g160JnPa19nRQ8/BepKOeybVzsqB/xC7qxdCUvnNzBv7zyKLXdTYNW/F+T9w7JxVc0lb5YaOAcLj+fVBX6YiP3ZjIwMLh+icViHD58eLaHYWBwXXOuvZZP/OjPEQWRYHyo4LpMbzTIV577Fi6rA0EQCMUiQ7wLAJp72/nGqz/kmeNvcEP5agq82ZgkE91hP8eaznG86Rxtga4R690a/e186sd/iSSKBGNh4smRvRoONZzi/d/7Q4BhhW6Dv5XP/PSvka8Sf6ORVJUhouMD6+/lvpW3EogG+dtn/os9NUeJJWNDZKxJkslxZ/CtD/0N64qXsbJgMV67a9D+9tQc4ZH//eNhjYJGIpKIEYwNrtdTNJV/fOn7/OcbPxn3fjRdpyfcN8rzGm9dOMCp1osszi5lVeESctwZ2MxWkkqSjlAPtV1NnGg+T90wtab7ao/zwHe/iKbr9I5ScgXw/V2/5hcHnkfTNTpDQ0XeZVr7OvnOW7/g5dO7WFW4hLKMQrx2F5qm0RsNUtPZyMmWCzT1tg8SyZd55eweDjeeRtM0esYY07+9+kO+u+NXKLo6rPA0WFhMSiyKgsixprP8bN8zg4QipPKoY8Pkst++eDMFaTk09rTx2MEXh1y0FE3ljXP7uGXRRt6/7m7uX3Ubr555m8DVX35V4dUze4akLSiayqtn3+b+VbdyY+V6tlas5dWzbw+MryyzkC0Va4gkYjx59FVqrnq9rqeczXZfOkx55nvYVrGWn+17lrZAJ8Phj/TxvZ2PUdPVOOS58ZrsGBgYGBgYGMxtEkqS5t72cW3bGw3SO0L08UrCiSjHms5yrOnsNY9H0ZRxjyeWjA9kUA1HUlVo6Z2ccVaa3cOtizZhkc0cqDvJjosHR+zll1QVmns7ONtWy7riZXisTqz99ZGXiSRiRBIjj/laGK4mcrLouk5nsIfOYE9/a5DxE03GaOhpHde2/khgVA+PK4kpCU63XuJ067XXcIfjUcJjRDkv0x3unXc9Mg0mzqTEoqZpHGk8M+pKx5XYzTYW5ZRhlkzUdTePeOEKxEIcbTrLA6tvpyKziCx3+hCxGIpHqelqGnbFLRQLc7L5AjdWrqcyqxi7yTogFiuyisl0+gjFw3SH/BSkDbUZliVpQMQW+/JwWe20jfA9bexp40xbzfBPGhgYGFyF1Wpl69atLF26FEVRePvtt4e4prrdbu677z4yMgY7JOu6zgsvvMD58+ev3u2ImM1mCgoKWLx4Mfn5+ZjNZsLhMLW1tZw+fZqenp4xzXIsFguFhYUsWbKErKws7HY7qqoSCARobW3l4sWLdHZ2EomM3N9LEAS8Xi/l5eVUVVXh9XrRNI3Ozk5Onz5NfX39qK83MDCY2zgtdhwWO7quEYiFxmz6bpFN5HpS17hALGwssBsYzFEmJRaTmnJN/XKsJjMemxNBEOgM+Uc1aeiNBIgrSawmMz67e8jzSTVJaIQ0EEVTB2yovTYXsvTOaabZXFhNZsyyif/3nj8cNr1UQMBhsQNgls1DVruuxB8NDMqxNzAwMBgJSZLYvn07H/zgB/F4POzYsYPm5uYhNYhWq5W1a9dSVlYGMOD+qes6hw8fHrdYdDgc3Hvvvdx0002kp6djNpsRRRFVVYnFYtTU1PD888+zb9++EQVjWload999NzfddBNerxeTyYQoiui6nrK/TyQIBAK8+OKLPPvssyQSw9/wLVq0iAcffJCqqiocDgeSlEp3UxSF3t5e9u/fz1NPPXVdtgUxMFgIhOKRAZPDsowC0h3eEaNPZsnELYs2sTx/Eaqmcb6jbsQ6UAMDg9llUmJR1/VrKmwVBXGg8DiVvz+yWFR1DR0dAXFIATWkzF9GEqm6nirMBpBEicvZ7gIpJ1cBAU1TCSeiI658hRNROoLdBGIhEqOco6IYhb1j4crLwpHuHXO7SE8fgebxpdQsRCweJ97C3EFtAaaaZCxOz6VG9OvQIGW2MZlMbN++nY985CPYbDbeeustfvjDH9Lb2ztk256eHr7xjW/gcrlwu90sWbKEO++8E6vVOu7juVwuPvShD3HHHXeQTCapra2lrq6OeDyOz+dj0aJFLF++nJKSEmRZZufOnUMW8EwmEw899BB33HEHuq5z4cIFGhsbiUQi2O12cnJyyMrKwuv1oijKsNdDQRBYunQpv/u7v0teXh5dXV2cOnWKjo4OTCYTxcXFVFZWcs8995CTk8N//dd/4fdPfcqYgYHB9NIbCbDr4mGq8ypYU1TN39/3RX518AVa+7pIqEkkQcRqMpPvzebO6q3cumgTmc40zrXX8pvDLw3xuDAwMJgbTEosXivxZCLVWkLXU5bFgpBSdsPgsjgwSyYS/RbGV3PZQnk4ZFHEY3MCqZ44l01kdFIpqklNoSvk58+f+gbnRunFCJeLnHvHf5IGQ1j24J0sf/CuMbc788zr7PrXR69bIZO3aik3/9XvIJtHjmRPlq4L9Tzz+18hGR5fXYLB1GCxWLjlllt45JFHMJvNvPTSS/zqV7+ir294AwVFUWhoeMdqPRaLcfPNN49bLMqyzK233sptt91GMBjkZz/7Gbt37x6U5llaWsqnP/1pli1bxsMPP8zFixdpaRlsxJCVlcWGDRuQZZlnn32Wn/70p8Ri77jkiaJIRkYGBQUF1NXVDevSmpOTwyOPPEJ+fj579+7lscceo6amZkCYWiwW7rjjDh5++GHWrFnDXXfdxW9+8xuSyZm5cRQlCVduJtkrFpFeXojZYUdTFAItHbQdP09PTQPJyPT1tzMwWCjo6PzvnsfJ92Zx25IbeO+q27l32U30RPqIJGIDLSW89pRjaSwZ52D9Kb7+0vc53HB6todvMMXYfB6yqyvJqCrB3h8wiPUG6Thzibbj54gFQiNqAIO5xYyKxXAiSqO/FVXXKEjLwWN1DlsAbpHNlKTnY5JkusO9dFzV0BbAbrKR48kY8jikGsuWpOcDKXvqK/Pgm/s6CERDWExmbGYrrX3DG9cYGBgYTAZFUdB1fSD19KGHHsJms/HKK6/wm9/8ZkShOBX4fD62bNmCxWLh5ZdfZufOnYNEHkBdXR2vvPIKpaWl5ObmsmzZMtra2gYJPovFgt1uR9d1GhoahuxD0zQ6OjpGTR1dvXo15eXl+P1+nn766UFCESAej7Njxw6WLl3K1q1b2bBhA6+99tqMpKOKkkTpTRtY/tBdeIvzkC0WBKk/xTaRJOrvo+aN/Rz9+TPEA6Gxd2hgcJ3T2tfJV577NgfqT3Lb4s2UZRaSZneTZnen2jck45xvr6Omq5EjjWd44eQO6rpbRnR8NZiHCAJpJfms++SD5K5ajMlmRZRTGYKaqpIMx2g6eILjv3yervOjB2wM5gYzKhY1XWPHhUPct/IWin15bK1Yy/Mndwy5SJRlFLC9aj0AOy8cHGJuA2CWTWwqXclvj70+xCWqIrOI1YVLUTWVIw2nBzXDPdN6iQsd9WwoWc69y7az59KRWcuTVzSVhJLsr5G0IYvSkFYbBgYG85NYLIYkSWzZsoWPfOQjWK1WXnnlFX76058SCk2v8CgtLaWwsJBEIsHBgweHiDxIlRGcO3eOUCiEy+WisrKSnTt3Eo2+E3UOhUL09PRQVFTEzTffTH19/UAq63iw2WysWLECm83GuXPnuHDhwrC16oFAgAsXLrBlyxbS09MpLCycfrEoQO6qxWz63Uewp3sHpX8LgoBoteDKzWLZg3eiJBIc+fHTaEbZgYHBmLQGOnl0zxM8eeQV0hwebCYrsiih6RpJVSGciNIbCRCOR0YpRjKYr7iyM9j4Ox+icMNyBHFwz0tJFJG8Jspu3oTN5+HNf/gO4Q6j9cZcZ0bFIsDe2qM8e/xNPrrpfr5028cRRZE9l44QS8aRRYlCXy5/fMenWJxTxoWOeh4/8vKwDlm6rrO9aj2f2fp+fr7/GfpiIQQEitPz+D+3f4L8tGzqupt59eyeQXWJvZEA/7P7NyzJKeOeZTcSVxL88O0n6Qh0k9QUREHEKpvJcWeyrmQZRxrPsK/22LS8F7quc7Gznpuq1rM8v4ptles43HAaRVOQBAlZkojEo8O2IDEwMJi76LpOMplk8+bNfPzjH8dms/H888/zq1/9inB45P5sU0V5eTnm/nTmBx54gNtvv33Y7SwWCx6PB0gZ2ZhMpkFisauri5dffpkHH3yQ6upq/vzP/5zTp09z4MABTp48id/vHzVd1O12k5+fjyAI5OXl8eUvf3lEY7Pc3JQztdlsxuv1TuS0rwnZYmHpe2/HkZE26naS2UTVnduo23mI7gt10z4uA4OFwnjbhxgsIASB0ps3krdq8RCheCWiJJK7YjEl29Zx6vGXZ3CABhNhxsViMBbmB7t+TWlGAVsr1vLV9/whx5rO0dbXicNiZ1leJUW+XDoC3XzrrZ9zsaNh2P209HVyvPkcH930HrZUrKamswlZlFheUEVZRiHRRIwf732ai52DX68Db5zbx//sfpyPbn4P71tzB9sq1tLQ00ogFsZiMpHp9JHtzkASRP7uuW9Om1gEeOXMHu5Ztp0Cbzb/8J4vcbgxFQm1m6yYZRM/2fdbdl1j/x4DA4PZRdd1Fi9ezOLFi0lLSyMcDtPc3DxshG86cLvdiKKIKIosX758zO1VVUWSpCHmSpqm8dprrxGJRLjzzjspLy9n8+bNrFmzhsbGRg4dOsT+/fupq6sb1k3VZDLhcDgAyMzMHNIK5Go0TUPXdWR5+n+aHFk+fKWF49rWlu4lvaLIEIsGBgYGo2CyWclcXIZkGdt7QZBEclct4dQTL4/md2kwB5hxsQhQ293Mnz35b3xqy/vYVrmODSXLsZmtKKpCT7iPl8/s5hf7n2XnxUMj5rEfbjjNP7zwHR5YfTsPrL6DZSsrMctmIvEoJ5vP85vDL/PLg88NuKJeSSQR49tv/YKTLRf40Pp7qc6rZHXRUiyyGVVTCScidIV6OdZ0ltOtF6f1vThYd5Kvvfg9PnHDe6nKKuW+FbcAEFPiNPnbsIzStsPAwGBuIggC27dvR1VVuru7SU9P5/7776elpYUTJ05M+/Evi61IJMIbb7wxrvrI1tbWYcVsOBzmtdde49ixY6xdu5b169dTUVFBVVUVFRUV3HTTTTz//PO8+uqrQ6KmoigOtMg4f/48hw6NvfCVTCa5eHF6r7sAzkwfZufwJmlXI5lknDkZiLKEphilAgYGBgbDYXbYcGb5xu3q7sxMx2S1kowaJmJzmQmJxe6Qn798+j+wmS2cbZtYcWp9Twt/99w3yfVkUezLw2GxkVQV2gPd1HQ1EksOXxNzvOksX3rsazT3ttPgb+U/Xv8JTx59lSJfHlaTmWAszKXORjpDPaP2cQwnorx4aidvnT9AaUYBma40rLIFVVMJxEK0Bbpo7u3ob/ExmISS4Ls7fslvj71OW6Bz3H0mhyOhJnnq6KvsvHCQiqziARfXSCJKR7CHpp62Ce/bYH4RaG7j/PM7sHpdWNxOLC4HssWCZJIRZan/T+7/S/33dLbZMJg4giDQ3NzMk08+id/v5/Of/zz5+fl8/OMf59///d9pbGyc1uOHQqFUayNF4fXXX+fChQuT2p+u63R2dvLiiy/yxhtvUFRUxIYNG7jhhhvIz8/nwx/+MGazmaeeempQWmoymRxIa21paeGxxx4b1jF1NpCtFkRpaFum4RAEAZPV0p9WZYhFAwMDg+EQZQnZahnXtoIgIJpkJLPJEItznAmJxWgyzlsXDkz64Kqm0eRvo8k/fkHUEezh1bNvD/y3jk5ddzN13c0TGkM0GUtFD1vH/xpV1zjSeIYjjWcmdMzh6A730l3bO2X7M5h/9NQ0sfdbP0cQRQRRRJREJLMJs9OOxenA5LBicTowO+2YHXbMThtmhx2T3YanIJuspRWzfQoGV7Bv3z7efvttFEXh17/+NR/96EcpLy/noYce4oc//CE9PdNX1N/S0oKiKDgcDjIzM7l48eKoi2fXQjwe58KFC9TV1XHw4EE+/vGPU11dzZYtW3jrrbcGGdNEIhG6urrIy8sjNzcXq9U6qH3HbKImlXELV13XUeIJdM3IlTIwMDAYCU3V0JLjMwLTdR1NUVDHub3B7DEraagGBgZD0TUNJTY0oh7uHFlUiLKMZJIpuXG9IRbnGIqSEiOaprF7927cbjcf/OAHueGGG+jt7eWXv/zltAmnCxcu0NvbS05ODps2beLYsWNTbqyTTCa5cOECu3fvZtmyZaSnpw/pAxkMBrlw4QLV1dXk5+ezdOlSDh06NGXCdTJE/X3Dft+GQ1NUwp1+ww31ekAQsKW5ka+qudI1jUhP37hvhA0MrkeUWJyof/xtoaI9fSgLMKooSCK2NA+SabDM0hSVSHfvvOsnbohFA4N5jKYoaIoy7pteg9khkUjw0ksv4Xa7ee9738udd95JKBTiiSeeQJkGAdLc3MzOnTu5//772bhxIy0tLbzyyiv09AxOz7dYLDgcDjIyMobto5iVlYXD4aCzs5NwODxE5LlcLkpKSgDo7e0d0lJD0zR27NjBmjVrKC0t5eGHH0ZVVU6fPj1oW1EUsdlspKeno6oqLS0t0y4ogy0d9DW24crJHHPbUEc3nWemv47SYPaxup1s/dLH8RbnD3o8Fgix+98epadmelPIDQzmM4lQmM5zteSvW4ZkMo26raYoNO47NicWD6cad142W//PJ7D7vIMeD7R0sOOfvk+0Z/r6LE8Hhlg0MDAwmAFisRjPPPMM+fn5bNy4kXe96100Njayf//+QU6igiBgsVgwmUxYLBasViu5ubkDRjHZ2dkUFRURi8WIx+Mkk0ni8figfSQSCV5++WWKiopYt24dDzzwAEuXLuXkyZMDZjdOp3NgX7Is84//+I9DxOKSJUv48Ic/zKVLl6itraWjo4NoNIogCPh8PpYuXcratWsH+jn29vYOOe/GxkaeeOIJPvWpT1FZWcnv/d7vcfDgQRobG0kkEpjNZtLS0sjNzaW8vJwXX3yRZ555ZpCIFgQBq9U66D3Jzs5GkiREUSQ7O5vCwkLi8TixWAxFUYjFYqOmmSajMS68spus6gpMNuuw9b+6rqMlFS699jb++pbxfdAG8xpvcR5ZSytwZPoGPR7t6UMyj37za2BwvaNrOvW7D1O8ZQ3pFcUj+ipoqkr7yQs0vH1khkc4M2QuKiVzUSlmh33wEwLjrpWfSxhi0cDAwGCGuJx+6vV6Wbp0KR/84Afp6enh3LlzA9t4vV4++9nPUlBQgCzLSJKEzWbD4XAgCAL3338/d955J4qioKoq0WiURx99lNOnTw86VltbG48++iixWIy1a9eyatUqVqxYMSDCZFlGFEV0XefUqVPDtr5IJpP4fD6ys7PZtGkT8XgcRVEGCdpYLMabb77J888/PySyCKl03D179iBJEg888AD5+fncfffdA+MXRRFT/wp0LBYjEokMWWnOysris5/97IBAlCQJu92OzWYbeE/uuOMOVFVFVVWSyST/8R//QV1d3Yifha7p1O08SHp5EVV3bcPidg6+sdF14sEwNW/s49TjLxvph9cJ6ZXFWNzO2R6GgcG8pedSA0d+/BQbPvsB3AXZQ66rqqLSfPAkR37yFKGO6avdn02yqiuQLeMz+pkPGGLRwMDAYIpQFIWmpiai0Si9vb3DptfU1dXx6KOP8sgjj+DxeLj55ptpa2sbiPgJgoAsy+i6TjKZJJlMEovF8Pv9wx7zsngajubmZr75zW+yaNEili1bRnl5OW63G0EQCAaDNDc3c+nSJc6ePTtsVPDYsWP88z//M5WVlRQUFJCWlobZbEZVVfr6+qivr+fEiROcPn161B6SyWSSN954gzNnzrB06VKWLVtGbm4uFouFRCJBV1cXDQ0NnDt3jgsXLgwRrqIoIsvyQA3o5fdkJJOgyxHHsUiGoxz8wa9p3HuUgo0ryagoxuy0o8TidF2op+HtI7SfvGCkeV8nmOz9PeKMCKKBwYTRFJXaHQfpa2qjaPNqMheX4chIQ9d0gu1dNO07RsPeo8R6g7M91GnB4naSUVmCII39GzRfMMSigYGBwRTR09PD17/+dQRBIJlMDhutg1TPwX/4h39AEAR0XR8UkfP7/fzrv/7rkPSdy9sORyKRGHFM0WiUo0ePcvLkyUEiStd1VFVFUZQR9xsOh9m3bx8HDx4cIsA0TRt4/XjQdZ3W1lba2trYuXMnoigOnOPliOBI71dbWxtf+9rXBiKhVzPcezNclHM4lHiC5kOnaD1+7p12NDqoimJEE68zrF73qKlzBgYG40TX6bnUSG9dC6JJSrUd0lO/G1oyuaCdpZ3Z6bgLchbUdcQQiwYGBgZThK7ro0bYxrPdePdxrSiKMiEzncv9GqfKiEfX9VHF7UivmY735Eq0pCEOr3c8+dk4s9NnexgGBgsGTVXRRlgEXJAI4C3Ox+Z1zfZIppSFEyM1MDAwMDAwMJggOSsXL6g6IwMDg5lFlCTyVi1JRVIXEAvrbAwMDAwMDAwMrhHJYiZzcRmiPP+cCg0MDOYGZqedjEUlsz2MKccQiwYGBgYGBgbXNc5MH+68rAVVZ2RgYDCzeApzsaenzfYwphxDLBoYGBgYGBhc13iL84x6RQMDgwkjiAIZVSXYvO7ZHsqUY4hFAwMDAwMDg+sWUZbJWlqBKBuefwYGBhPDZLeRubhsQbXMuMzCOyMDAwMDAwMDg3EiW0xkLSk3UlANDAwmjMXtXLCtdwyxaGBgYGBgYHDd4s7PwV2QPdvDMDAwmMeklxfhyPTN9jCmBUMsGhgYGBgYGFy3ZFSVYF2AdUYGBgYzR/byKkw262wPY1owxKKBgYGBgYHBdYlkMeMrL0S2mGd7KAYGBvMUk92Gr6xwwbbemRPV3LLVjNXrxuJ2puyr87Oxp6dh9TixuJ3IFhOiLCOIIpqqoiUVktEY8WCERDBMuKuHUEc3ke5e4n0h4sEwiXAETVFn+9SmDFGWMTvtWL0unJk+HFf8mZ12ZKsZyWxGMsnomoaqqKixOIlwlHggRKSnj0h3L6G2TmKBEIlQhFgghBpPzPapTQjJYsbu82DPSMNTkIM7PxvnwHthQTLJaKqKEk+QCMeIdPsJtXcRaGp/Z64Ew6Drs30qBpPEZLdh9bqwuBw4s9Nx52Vj83mwp3kwuxxIZtPA90JTVNRkkkQoQjwQJtobINjaSai9m1hfgFhvkHgwjK5ps31ak0K2mLGlebCmufEUZOPOy8Lm82JL82CyWRBNMqIkoSaTqPEk0d4Akc4eAi0d9Da0Eu7sIdYbQE0qs30qBjOIIIqp35isdJzZGXgKsnHlZWNx2pFtFmSrBTQ99R2KxIj6U78rfQ2tBFs7iPoDRHv60NT58dsrmmQ8hTlkLa1YkHVGBtOEIGC2W7H5vLhyMnDmZODOy8KR6cNksw7cg6hJBSUeJx6MEO7sIdTeRV9DK+EuP7HeAIlwdLbPxGAKkMwmfOWFpJUULNjryOyIRUHA4nKQVpJPdnUlWUsr8BTl4sxKx2SfeAhXSyopQdTRTaiti66L9XSdrSHQ0kE8EEKZT8JIEDA77TjSveSsXEz2sirceZm487Kxet0I4sQmpK5qxIMhwl1+gi2d9Da00H2xnu6L9UT9AZKR2KzcKOu6PvA3EpLZhDMrnby11eSvqSatrBBXbiaSafzTWNd1Yr1B/HVNdJ+vp+nAcTrP1ZIIhkc9tsEcQRAw2a3YfR4yqkrJWFSKr6QAd34W9oy01M3sBNBVjWhvgEBTG70NrbSfukDb8XNEuvzz5rphsltx5WWRv6aanOVVeEvycWZnXHPERI0n6Wtspa+pjWQ0NqVj7Dxbw/mXdqJE41O2z8JNqyi9cR2COH2JMl3nazn99Gvo6txZRPAU5rLqkXeP+Hw8GOb4L58j0t076n5SAtFN7ooq8tZUk1FVgrckH5PVCuP9mdEhGY0SaOmk61wtLUdO037iPOGunjmxaCuZTchWM7LFgiMjDW9xHu7+RUZPQQ6+soIx92Fy2FjzsfcS6wtO2zgb3j5C3a5D45pn2curWHzvTSM+r+s6nWdrOPP0a1M2vuzlVVTevgXJbBp1O13X6TxziTPPvA5T9LOavaySyju3jfp7X7vjAA17jkzNAa9CEEXMTju+skIKN60kvbyItJJ87Blp13Tt0RSFcEcPfU1ttB49S/PhU/Q1tpEIhadl3BPFlZdF9Xtvx+JyTNsxxnuNmhMIApJJRrZaMNmtODJ8eEvySCvOSy2sFebiyPCOuRt7ehqbfvcRlNjU/QZezbkXdtB2/NyUBkNmXCxavW7yVi2m9KaN5Cyrwux2IFvMU6LGJbMJV24mrtxM9BU6JTeuIxGOEmrrovX4WVqPnqX7Qh2Rnt4pu4BNBxaXg7y11ZRsXUvmknLsPi8mm2VKboYEWcKW5sGW5iG9ohhNUUhG48T8ATrOXKLj1EXaTp2nt655xn/ktYQy4uR25mRSdecWiresxVOYi8lundCcEQQBu8+DLc1NzvJFlN+2mdZjZ7n02ts0Hzw5rV9gg4kjiAKuvCyyllSQu2oJOcursPk8mOxWREma9PVDkCUcGWk4MtLIXr6Isls2EmrromHvURrePkrnmUtz4qZ3OERZInNRGZV3biVvzVIcmT5kq2XC74lsNZNeWUx6ZfEUjzQlaC+9vndKxWJ6eRFVd904rek/ZqedM8+8MafEoj3dw6J7to/4fDwYpm7HgVFvxCwuBwUbVlB551aylpRjdtoRpQm8jwKYHXYyKovxlRdScuM6+hpaufDyLmp3HCDa03ft+5wEoknGkZ6GMycDR6YPT0EOaSX5uPOzsKV5kK0WZKs5lbE0zu+JbDFTvGXNtI470tNL/Z4j45pnJquFyju2jjjvdV3HmZ3BhRd3TtmCV8G6ZSy6Z/u4xKIrJ4NLr709ZdGz3FVLWHTPjUim4Y+t6zotR05PybGuxuJyULBxBSVb15GzvAqr140oT+x3RzKZcOdn48rLInflYhbfdwttx85y4eVdtJ88jxKbG4uTNq+b8ls2TathS7izh7PPvTlnxaJsNWPvv464cjJw52XjLc7DU5iLxeXA1H8dEa7hHsTitFN+y6ZpHXf7qQu0nzg3pYlzMyYWzQ47JTeuY8m7b8FXXjjtRaCCIGCyWTHZrDgy0siqrmDpe24l1N5Ny9Ez1LyxD39tE/FAaFrHcS04stIp3b6esps3kl5WhGyb+A3feBAEAclkQjKZsLqdeIvzqLj9BiLdvbQdP8eh/32cvqa2aTv+leiqRjI2NIphcTspu2kDS95zG76ygondyAyD0L9K5MhIo/yWTRRuWEHL4VMc+cnTdF9smPdpiAuCfmGfsaiU0u3ryVmxGEdGGpLZNK3fC1ESsTgdWCoc+MoKWXTPTdTtOMDp376Gv6ZpzswNQRTwlRWx5L5bKN66Fnu6d8GmwBhcO5JJxluST9uJ80OeE2WJ3NVLWfHwPeQsq5pURs+QfYsiVrcT67JKMqpKqLh9C2eefpXatw5MW5ReNMlkL6skc1EZvrLCVNp1mgeL24HZYVuQ/RNDnT1EenpxZqUP+7wgCNjTvVjT3ITauiZ9PNEkk15RjDiOTB5BEHDlplLfp0osppWO/vufjMbobWidkmNdxuywk79uGdUP3E7m4rJJLcJdjSAIyFYL7txMXDkZFG1eRfPhU5x5+nXaTpxDM0oAZhzZaiFvzVJ8pYX4Kopw52VhcTuxuh2Y7HbEBdg/cbxMV99OYAABAABJREFU+xVUkESyllSw7KE7Kb5hzawVkQuCgNlhx1eWSiOoumMrp558hcM/ehI1kZyVMV3G4nJQdMNqqh+4g4yqkikTRBNBlCScWenY070k4zMXZdM0leSV0QYBPPk5rPv0QxRvmd55I/SnRZdu30BaWSHHfvEsl15924gyzhKS2YQzO4PirWspu2kDvrLZM58QRBG7z8OS99xK/tpqTvzmJc6/uGNKI2MTQbaYKbtlE2s+ej+u3MxpTcE0mJ+IsoyvdGh6pcXjZNFdN7LykXdj9bimdYFBMpvIWV5FenkhGYtKOfrTZ4j6pz7KaHU72frlT5BWnD/l+56rRHv6CLV14cz0wQifob2/TnkqxKLd58Wdnz3u+eLI9OHMTqevcfICzuy048oZ/ToXau+esgi2IIqkVxaz4v13U7RlDWa7bUr2O+LxBAGrx0XZTRvJW72Us8++wanHX57zWXALDXdeFjf9+eexup2zPZQ5x/SKRUGgcOMq1n3yAXzlRbMqgq5GkERifcFZN3Bw52ez/KG7KLt5E1bv9P5wjxdN1Wjcd5xY7/TVZlyNruqDxJm3OJ+Nn/8AhRtWIMzgvPEU5LDuE+9DNps588zrxureLFC8ZQ0rPnAvaSUFqRSPOfCdEAQBd0EO6z75PiSTzOmnXp21RSaT3cbie/8/e/8dH8d1p/nCz6nQOSM1cgYI5pwpUTlLluQgW85ej8fjSXd37t00u3s33Llz986dd2Yn7Y49tsdRliwH5RwoUhRzJkGAyLmBzrkrnPePAkCC6Ah0NxpkfT8fCQS6uup0ddWp80vP7yA2fv4RNZqokhLCMjBXV4Jh2XnBGa3FiC3PPo6Oh+6A1mIq2rXDG/RY89jdICyLcz99CeFpb1GOeyuTCEUQcrlBaUpbERqTAYYyW16OZyiz5ZSSyHAs7I21GDt1adm1U3qbBfo0rU0opQi73IgFlr9mISyL2q1rsfN3PgdHa31Ro9KEEOhtFqz/9IMwVThw7rnX4OkbLtrxVVRSUbC7gLAsGvduwZ4/+BJMVWUlt6AJjrsw8snZFVPDJAwD58ZO7PrdZ1De0VxScrsRtxejx88X1VCisjQfrbE312H3d55F7bb1RQ/7E0JgKLdj29efRjwURt+7n4CuEmW/WwlLTRV4/dLEagrFnPd361eehCxJ6H75/aIbjJxOi83PPoa1n7q3oMIDKqsfQgiMFXbobGZE3D7weh22fPlJrH387iULQS0HXqfFmkcOgtNq8Mnf/RSJUKToY7iVoLIM78AoJEFImXnBsAxsDTUYZrOrg0wJIbA11kJjMuTwFoLyrhYQhln2M9RQZoPeYU35OpVk+Ecml53xwek06HjwDmz6/KMwO8tTW+EFhtdp0XrvXlgbavDxX/8zXJf7VmQcKipzFMZYJAT1Ozdg9+99QbnhSgxKKQaPnEYwD6kZS4HV8Gi+Ywe2ff1pWOucKzKGdExd6IFnYKSox5QlGUI0BmOFY9ZQXLdi+eGEEOgsJmz/+qcR9fjz4hlVyZ7xM5cxcb4bTfu3lZyTCVDSxjd/4THEfEH0vfdJ0a4NwjJY8+hBbPjMg1kv9imlSpshf0hpHTPuQswXhJhQasc4nRZ6q1lpPVNVDq3FmJe6HEopZEGEmEhAigsQEwnE/CHMXB3IuxNKaY8TAatRWiwxLAsQlOS1U2wMZXboHVYkwhGse/p+rH3inhXtJ8hpNWi/fz+C4y6c/dnLJSUYtBpx9w1DjCfSfqeO2Vo/aRnnmmEZVK5tzfmecjTVQWPUL0sbghBF3CxdXa0Yj8O9zAgcq9Vgw2cfwsbPPVISjjiGZVHZ1YoDf/INHP7LH8J1uRdULt46RJYkJMJRaIwxEI5VhOQYos6rtykFMRZNVWXY+LmHYa6uyPo9lNL5PmgxfxBRbwDxQAhCNAYpIYDKFIRlwPIceL0OWosJersFOotptgcjAUjmC5lSingghLGTF1YkjYwwBM137sT2bzwNc3XlkvdDKQUoBZUpKK7/W5YkECjqjoQwimOMMPOtNjKdH1mUMHjkdNEf4lSWIUsSOh48gJota9OmLM99dlmSEQ+G53vCCdG4shBlCDitBjqrCabKMuhsFkVuO4vr40bMznKse/I+eAdGS1at61Yk5g9h6KOTqN22LutakRvvB0kQEQsEEfX4EQ+GIUbjkAQBoBQMx4E36KC3W2GssENjMi7JuDCU2bHuqfswca4bkZnipNRVdDZj/dMPZGUoUkohRGKYutiDoSOnMXWxB+EZH6SEoKQkzhq4hBAQlgWr5WF2lqNybTsa922Fc0NH1kJClFKI0TiivsB8372Ix4eI24fwlFsR4pjxIh4IQ4jF8l7vOXr8POKhMLQmIzRmA7RGA3iDDprZn8p/emiM+vkeaISZnRsZBswtXO+ptZhgKLPB4LCh67G70xoVc62D6Kzjbu57TIQiSrkGpWB5fj610VRZBlbLz57L7O8dhmPR+chBjJ64gOnu/mV/xvnxS/LSFIsJsvoMc2uUQtaQ5WoMBMZdEMLRtDVW5tpKpeffMtY7nFaTVXuRm9FZzTBXVyzPWORY2Bqq034/YlyAb2h8ycdgeA5t9+7F+k8/mFP0lFIKKsmQEgmEpj2Iuv1IhCMQEwIgyzc8byyzPbGNihM8h7WIo6Ue277+FD75u58VNSU1OO7Cie+9AEOZDRqTMq9qTHrwBv31OXX+px6cXqtkyM1+tlznhVKAgoJK0m03j2RD/o1FQtD50B2oWt+RlegCpRRxfwjTPQOYutCDqUu9CLs8EGIxSHEBkiCASjIopbMLG0ZR8NTyitFoNsLeVIeytgbYmmphdlbAUG4Hy6eWxJ7pGcR090C+P3lmCEHN1nXY8S8+A5OzPOcbac5bH5pyIzzjgXdgFL7hCUTcPkS9fojxhGLkEeWBrDUZoXdYYampUporV1fAUO6A3mFNeX58w+OYSqKeV2hYnkPzHTtQvbkrbR8lKSEgMO7CxNkrGD99Gb6RCcSDIYixOGRBgizLIERJg+Z12vnC+Ppdm1C3cyMsNRVZ1yAQhkHNtnVoObgLF198M18fVSUTlGLk+Hl4rg3DubEzzWbKxB6e8SE4MQ3f0Bhc3f3wD40jFgxBjMYhxhOQRVGZQ6A4a1ieV64NswH25jo07N6MqnXtMDkrso5mE4agsqsNLXftwsUX3sjTB0+N3mHFhs8+BHNNZgcTlSlmegdw4fnXMXr8QlZ94YRIFDFvANNX+tH33lE0H9iBtU/eB0dzXcaernF/EEf/7qdwXe6DEI1BiEQhxhJFU431DY/DN7xwoUhYFqyGA8vzYHgOLM/NKj9zYLU8tGYTdBYTGvZuQdu9e4syzpWA5Tl0PHgHzM4KmKpSZ/lQWUZ42gN37xCGj53DzNUBxPxBCNE4pERi/v5hWAasRnn2GisccG7sRP3OjShf05J1CyxFKbMCXU/cA//oZF7SURPhCM7+5CVoLblHhPR2K9Y9/QC0GYwEIRrDld++i9BU4TKSprsHckrZjAdC8I9NpnXM621WGMrsy1IlNVdXwFieewsFrdUEa50TM1eXvt5iOBb2pvSGamTGg/C0Z0n7JwyDht2bsfWrT6ati7wRKsuIegNwXbmGkWPn4b42jKjXDyEyG9yQpAXPG06nhdZkgK2xFvW7N8G5vl2pJ86i/IgwDGo2r8X2b3waH/3FPxWtDc1c652bx3LjfDr/b40yt/JGA3QWE8o7mlZlqURkxocT330+Y2uYZJirK7H+0w9k1NiIev249Ku3C9pX03Up/1HovBuLlppKtN6zJyt55XgogtET53HlN+/Cdfla1rLaAha2WJi62Atgrs9iJexNtajoakHN5i5YaqsW9I6SRUnp87UCSpcVa1qw69tfyCniCihjDk17MHn+KoY/Po2ZnkGEpz05ewp5vQ4mZzmsdU6UdzbPnx+txaR4HgUBI8fPL3nSXQ4aoyHtok0WJcz0DqLnjY8w8slZJYU4Q/qfEI4i4vbBNzSOkePnYa2rQvOdu9D1+N1Z19Hyeh3aHzyAgUMnVuS83K7EfAH0vPkRKte2LXigzqVVhqfcmLhwFZPnrsLdN4TgmCvr+UOMxhVPt8sNT98I+t8/BltDDdru3YvOR+6E3m7N6tpgOBbt9+1D37tHC/4AbzqwHfU7N2XODJAkjJ++hI//+sfwjYwvyXsZ8wZw5eX3MHWpF3v/4Euo3tKV9rhaqxl12zdg6MiZkmksTSUJYlRKG8UkjKKCfCsbiwDS9vSisoyI24dr73yMa28fgXdoPG2asARAiMQQ8wURnJjG5PmruPzbd9G4dwvWPnkfKrKsvyeEoGHPFgwdOY2hw6eW8rEWIMYSuPbOx0t6r62hBp2P3JnRWJRiCfS/fyyv0dDlIoSj8A6MoXbb+pT3qMakh7mmYpFDJRfsTXXQ2cyL/k4phZQQ5o2im+G0Gtib62bXF0tLP9eajBmdZN6BMSTCS3M6VK5txbavPw1zihYkN0IpRXjag753j2Lg0AnM9AxmTKufe96EXW54+kcw8OFxWOqq0HRAaSVndpZnDKwwHIuGPZux7qn7ceoHv1oxHQUqy5DiCUgZnrURtxftD+xfdcZiPBBC9ysfLOm9Vevbse7p+zMfIxhGz+uHVt16Mq/GImEIKte2wVJTmXFRkwhHcP65V9H9yvt5W2hJCQG+oTH4hscwfPQMLlpMqFzbBueGDtRsXQtbQw2Ck9OYPN+dl+Plgs5uwYZPPwhHS33W76GUIh4MY+CD4+h5/RC8g2NIRKJLrpESojF4B0bhHRjFyLFzuPTiWyhra0DVhg7UblsPnc2MkaNnS6aPHDCb4hZLYODQCZz72cvwj0wsLUWAUvhHJnHh+dfgGx7Drt/9fFYy4IQQOJrrUNHVivCMR5WxLhJUphg7dQm+kQnYm2rnPblTF3swduoSxk5dQsTtVRoYL7NmkEqKUMSZH/8GvqFxbPnyE7DWp097msPaUI2qtW0YzMOCNxVaiwnNd+wAb0yfkksphadvBCe+98KyFoazO4OnfwQnvvc8Dv77b6ed0wkhSuR++3r0f3hcre9dJciShKkLPbjwwhsYPXFhyQ7URDCMa+98DE//KLZ++Qk07t+WVTqWzmpG494tGD1+fsXbV61WxEQCgbFJUEkGSWGkawz6tFHlTDAcC2tDddL0dypTTJzrhsFhhaO1YdF3TgiBvakWnEEHyb+0VFRTVXlaQ55SCt/IxJKuX43ZiI2fewT2ptqMYjayKMF9bQinfvgrjJ+6tOSeoVSW4R+ewIXnX8fM1QFs/cqTqFrXntHJQhgGHQ8ewOjx80rvVHWeVSkieTUWWQ2Pmq1rM6b5UUrR+9YRXHj+9cJE+KhiOEZmvBg8dALDH5+GsdyBqo0dYFi26MI2hGHQ8cABNOzdknWamyxJcF3uw4XnX8fI8XN5r/OREgKiCT9GT1zA2KlLuPLSezCU2eAbHMvrcZZLIhTBpV+/jYu/fCMvrTykhIChw6dBJYrd3/lCVgJDrIZH04FtGDl6Vql9UykKoclpDHx4AlJCwMSZy+h775O8pa0lQ4wlcO3dj5GIRLHnO8/CUluV8T28XgfnpjUYPXmxYNkKZa0NqFrXnnHxHQ+GceGFN5aV8rUASuG63IdLL76F7d/4NDRpjFWt1YS2+/dh/OzlorbcUVkaVJYx/PEZHP9fz8E3MpkXh4u7dxBH/+6n4A161G5bl3HxzbAMqjd3wVRVnpdefLclFAiMTSERiiSN/AFKPZ6luhIMzy1JXErpT12fdP6RJRFjpy6hsqsVjpYGIMlXbmusgdZkRHyJxqKltjKto0yMxeEfmczZiUwYgqb921C/a2PGtm6yKGH4k7M49f0XFSGdPBhqsiDOOj192PWtZ1C/e1PaCKOibuzA2k/dC9/QeFblBSoq+SKvxiKn06G8vTHjdmGXG5d/807RUkFlUUJwchrByemiHO9m7M11WPfkfWnVvG5EEkT0vXsUp37wIoIThR8zlWVEZrxFE+rICkohxhM497NXcPFXb+bVWKayjJFjZ6GzmbHnO89mVdBe2dUGY6UDgbGpvI1DJT1Uprj4yzdw5aV3FYGhInhSqSRj+OgZ6Kxm7P3DL4HXp79nCSGo3tgJrdlYsPmsfvdmcFm0ERk7eRHDH5/Oa60ClWX0f3AM9bs2oX7XxpTbEULg3NCBijWtSksilZJFliSMnbyII3/9I4Rd7rzuOzQ5gxPfewGmqrKsovNmZwXKO5tUY3EZ+EcmEQuEUhqLSo/YKmgMOsSWYLBpLaaUGVGyIMLdOwSW59C4bytYZvGSUm+zwNZQs6RnJ2EYWGqrwKcR9YoFQvCPTua8b1tDDTZ85qGMgmGUUoweP4+P/8ePEMp3oIFSeAdGcfRvfwKd3YKKNS1p7xlCCOp3bkTDns3oefMjNdNJpWjkVQZOb7dkXHhTSuHpHy2KEVQKMByLtnv2ZF0jp0S+TuHE9164bc5RMmRZxtDHZ3DlpXfzHlUFZlVfD5/E5Pmr8yqA6dDbLUtSg1NZHvFASHFiFDHlhkoyBg+fhOvStayuDUO5Padm1bnAaTWoXNeWcTtJEDB05PSS63bSEfX6MXIsc1RdY9Sjbsf6vB9fJX/Q2cXp6R/+Ou+G4hzu3kFce+fjrFJLCUPg3JBaxEolMxGvHxF3ekevuboSXAbHVypsDdXQplBbjQfCCLvc8A6MQhaTRy05rQaO1uzLb26E12uVFPg0Ebe5tkC5wPAcmu7YAVtjddrtKKUITkzj9I9+nX9D8Qb8Y5O48PzrWWXNaMxGtNy1C1pzagVcFZV8k1djUWMygElS5LyA2QLhlRCYWQnsTXVoPrgzO2XY2fz/E//0QsEe5KuF4LgL53/xGuLBwglmxANh9L51OKv0FY1RD1tDTVbfo8rqJ+4Poe+9o1kteDmdFtb69IuOpWKsLIOx3J7R0RSe9mKmZ6AgktlUkuG63JcxvZSwLMrbm3KSnlcpLkIkhku/ehuuAoq0yKKEgQ+OIzDuyrwxIXC01C9JfVBFQRZEeAdG025jLLNlrfR5M2XtTeB0yVuuBMZdiIfC8I+lLg9gNRpFVTlDqmcyeIMelpr05QD+0UkIkdyUXq21VWg5uDOpKM+NiLE4rvz23cKr51Ng5Ng5jJ68kFEzghCCqvXtSzbAVVSWQl5XvqyGz9izilKlF+DtAMNzaNy/NWv1U//oBE587wX4h2/vlBwxFsfV1w9hpqfQEzTF5MXerMRACMPAWl8NPot0QJVbg/Gz3VlF91kND5Mzs5LeUjA7y6GzJk8vm4NSitDUTEEzEXzD4xl7jRJCYHJWwFhuL9g4VJbH+OlL6P/weMHVFIMT0xg9fj7jdoQQ6B1WGMpsBR3PrYwsyZjpHUqbBcHqNLA11OS8b5bnUNbWkNSoopTCPzKBRDiCuD91KihhCCx1zozzWDK0VlPG9dNMz2BuonwEaLlrF6wNmaOKk+d7cO2dj4si+pcIRdD75mFEs6j51hgNaD24O2mNqIpKIcirsSiLUmavCMNAb7Nk3etuNWMos6F+56aMxdMAIIkiul/5AO7ewcIPrMTxDU9g4NAJpWdkgYm4vfAOjGb1MDBVlWfVEF3l1iDm9cPTP5IxFZXhuCV77TOhs5kz1ytSitDkTEEVJcV4AsEsUr30Ngu0S1gUqhQeMRZHz5sfFUwgasGxEglMXezNShBMazJA77AWfEy3LJTCPzqZtp0By3EZjaNk6OyWlErIsighMO6CFBcQD0UQGJ1KOVeanRXQ23OfI621VWmfubIkwTswklNGhc5iRu229VlFFfs/PJYxxTefTF/ph3dgJPOGhKBybSt01sI8d1RUbiavxmIiFIGUIm99DkIIbE21t4UnsWpdO2yNmb15lFJ4+0fR//4nS2sLcQtBKcXIsbMFrQ9YcDxJhvvacFY9oPQ2S1b9Q1VuDRKRGAJjqRdAcxCGQGM0ZGxenyuEZaG3WbPK1ggXWpxKplkJYLFaHroU9U0qK8dcraLr0rXi1P9SJUUxG2VcTqeD1rS6+rGVGlGPL23kn+E4WGurcp6jDGU2mJzJ224Ikei8aI0UT8A/NpmyblGXRYQwGbaGGrBpnrkxfwihHPvV2Zvrkrb5uJngxDTGT10qSGp/KuKhMMZPX878zJnN4rAtwQGgorIU8mosRj0+JLKoMbM1VKP5ju23dP0XYRjUblsP3pC+NxqgiNr0vXcUoanbu04RUARNRo4Vt++Wbzh9I+o5tBYjOG3y2g2VW5DZ+upMDYgJIWB5DoTJvSYnHQzDZOytCACY7cdaSChoVhEpQpRG95naJqgUF1mUMDor018sIm5vVuqbnJZX61yXScTjR8jlTmlkEIbAWFWWW5N0ohhWGmPy7yYRiixQsfUOjiMRTl47SBgGFWtacpsXCIG9uS5t/8HQ1ExOfboJy6Bux8a0bYDmGD9zufBOuJuQBREzPYNZifppLUaUtTcuqRZURSVX8mqtCdE4PP3pC60BgGFZrHv6gdmejLfmha63WxTvVRaevJDLjeGjZws/qBKHUorguAveIvd6jMx4s6qjZThWTUO9zUiEIllF+xmOBcmyh2rWMCStV30OSlH4/p8UKaMGN8PwnGorlhhCNIaJM5eLesx4MAwhEs0qSsIbdHmPzN9OCOEoAuOutFEwg8OWU90gIQwqOlO3cojcFM30j06kdSiVtzflFCDQmAwwVZalNDDpbPp9Lu1AOK0GzvXtGbeTJQkTZ7uznvPySWhqJqseioQQOJrrwaniUCpFIK+rGykhYPL8VchZ1JqZqyuw+/eeRes9e1Iqba1mjBUO2OqdGVMdKKWYutijRhUBgFJ4BkYRDyytee9SESKx7CKZhGSsc1C5tRATQnbiBgxTEAMpqwU0QVGyNLKNnBaj1lglN8JT7iX1olsOsiBCiMYybzg3r6oehmXhHRyDnMZppLdbc6pxY7U8HK0NKV/3DU8scFLFvAGEXKlTQk3OcuhT9IJMht5mht5hTbmGkgURvpGJnMSaLDWVKdNqbyTmCyoptivQxzDi8SMeyi5TxNZYoyoJqxSFvK4wqCxj4lw3guOurLyJjtZ67Pvjr+KO/+ObqNrQkXXT+tWArbE2q1QHMRbH5LmrOUs/34pQmcJ1pa/ox5VlOauaxbl0Q5XbByrJWfVaLAiyDDFDCiwAEBBoskh3XxaEZJ0qKMTixWyLqZIFnoERxAOFTVVORjbXLzAXjVaNxeXguTYEMY3Tk9NpYKmtzNoot1RXwpSifyylFJ6bav3FhADPtaGU+9PbLbDWObM6NqDUSxrKUisriwkB7jTHS4a9uT4roZ2Qy11UYZsbSYTCSIQzR+QBpcdvTqnFKipLJO/u6MDYFIY+Pp1V6tZc+knr3btx73/+A+z746+iftcmaEz5F4soJoQhSgP3LCblmD8Id99wEUZV+siSBO9g5jTmvJNLO5dVfF2qrC5kSUbMF8xKYKfQgmGEIVm1xJAlCXF/sDgiKipZQWfVMrOK8uWZbAXbVENx+QQnZxDzBVK+PicumG0WgrWhOmXaqiSI8I9OLsgikAVBUY9OkQqrNRthrXdmZ6wSAnN1ZdqsMyEcyanNGMOxsNRUgs2gO0ApRcTtQ2wFnCuA4jTPRvsDADgND90SVGZVVHIl78YilWX0vPER/CPZpbwQQkAYBsZyB9rv34c7/83vYP+/+jpa7toNw2rt10UY2Bprs9o06vEXtD/aaiIeDCOeQ/1BXlHXtiolBpVlRDy+zOJLhMBcXZH/mskb4DSarNK3EqFowcV2VHJDSgiIzPiK0itOZeVIhK+rk6bCVl+dUV0ZUAwrW0NNyrY9MV8Q4Zsib1SmCExMQ4gmz5JiWBa2xtqsROIYloGtsSatEyE4OYNYDiUrnE6bsg3IjVBZRtTjK3gv0nRk69hheC6n1F4VlaVSkJw678Aozv3sZez69udz8ngThoGhzIa2u3ejaf82+IYnMHL0DIaPnYNvaGxF0miWAq/XZt2Y2j86mXWqzq1OxONDIlJ877fKrQ9hGTAsq/zHsSAMA8Iyyk+GAXPT74QhYFgGltrKrPqkFgpFwCEIY4p0MEBxuJmrK2CqLCuY48naUJ3VXB6e8SCSgzqhSuERorFFC3uVW49EOALv4Djqd29OaRCZqyvAG/WQfOlr9HmDHuXtjanFbdw+RKYXX1PhqRlE3P6UCqpl7Y3gDTqIsfRqnwzLwtFSn3Yb7+BoSvXVZHA6LSx1VRm3o5SCMAzKO5uz3ne+yUZFH1CMet6gKgmrFJ6CGItUljHw4XHorCZs/cqT0JiNuaWZEAJOq0FZWwMcLfXoeuIeuK70YeSTsxg/cwWhyZkVSanJFq3ZmLVqpn9kckU9WKVEIhiGlFANZ5XcYXkOrFYDTquB3m6FscIBQ7kNOpsFOrMRvFEPTqcFp+HBajRgeQ4Mz4HhWOXfnPI7yy38O8vzK9pb0z82hZDLDUO5Pe0caqoqR0VnC4KTM3lPASUsA+eGDujt6RunU5kiMDqJqMeX1+OrLA8pIRRdNEyl+MiCCP/oBKSEkDJ6pzUbYXKWp01XBQCtxQR7c13S1yilCLtmkl5T4RkvIjNeWFOI+1lqqmBw2DK2u9CYjTBVpc5kkEUJvuGJjEbnjXAaPuMcBiiGasdDd6D9/v1Z7zvfkCy7BBDCgNWoOgoqhadgV5kYT6D7lQ/A6bRY/5kHobflnldNCAFhCXRWM+p3bUL1xjUIT3swce4KBg+fxvSVvqwkhouN1px9P76IW00PmkOIxLISmlFRAQBWq4G5ugL2xlrYm2thb6qDtd4JncWkGIQaftYQZJWFyyqsixLCUbgu96FybVva7VgNj8b92zB68kJW/RBzweCwoX73JrAZFjCSIGDyQm/WdWoqxUEWRAhqxsZtQXDchUQ4knL9wRsNMFU6MNPdn3Y/1roq6CzJ0xupJCkqpEmcUlJCgH9sEs7Na5Iai7xBB1tjTUZhGlNVecroJAAkIlEEx105OcZ4ox58irTaG1HWnSywCvoXEkZVaFcpDgV1SQjRGM499yq8g6PY8NmHULWuHQy3tEPOieHYGmtga6xB6z174Rsex+jx8xg4dAL+kQmIsdKISmlM2RmLlFJEvYG0vZFuJ4RYPHN9lsptjcZshLXOiYbdm+DctAaW6koYym1guFtXTXHwoxPofOiOtGqkhBDU79qEpgPb0fvm4bw5oAjLoP2B/aha157R2A653Bg9cT4vx1XJH7IolXQmjkr+8I9OIh4IweCwJX1dY9DBUj2riJrG0KpY05KyXlGWZLivpRblm+kZRMeDEpCkNpLX61DW3oS+d4+m/RyW2kpozannu3ggBP9I9uI2gNI6ZKnrz1JFMWwL3zZJRaXgd44siEoUsHsAXU/cg/b798FY4Vh2HZDGqEfFmhZUdDaj8+E7MXbqEgY/OomJc92KwMIKqvFxWj6rNAJJEFIWg9+OUFFSo6wqiyAMA73DioY9m9G0fzsq17YqcuGE3LIG4o24e4cxfuYyGvdtTatkqLUYsenzjyI05cb4mcvLngMJw6B+5yase+r+jGn1sihh8NCJjAIbKsWHUlmN9t4mxPwhBManYW9KnkIKQmCpqwKv06Z0ILAapb9iqv59QiSW1lDz9I9AigtJI14Mx8LeqAjniNHkKaSEZWCpqUo750RmvAjP5FaHqzHoi9KPVkXlVqQ4bhZKEZ724OxPXsLkuW60P7AfjXu3gjfql7XYm0stM1Y40HbfPtTv2oTx05fQ88ZHmDx/dcW8qQzHgcmixQIV1Yf4jcjyCva0UylJOJ0W9bs2Ys2jd6FqXfuy54zVSCIcQd97n6BqQ0fadH5CCGwN1dj5rc/hk7/7KaYu9i7Z+cJwLKq3rMWOb34GhjJbxnMenJjGwKGTkNL0eVNZGahM1br42wRZlOAbHEPj3i1JXyeEwOysAJfGWNRaTLBUV6S854OT04ilUS2PevwIz3iTZkLMiXHpLCaEUhiLvE6rqDunmXN8w+M5l6wwGm5VliKoqJQCRY3Ji7E4Rk9cwOSFHvSs/whrHrsbzg3tMDhsy/b4MCwDvd2Clrt3o3bHBkxfvoaLL76FiXNXip6eOqe2mAlZUiNpN0JlWW1hoaJACBzNddjy5SdQt2Oj0nv1Nn7Qjxw7h/73j6Hr8XvApEk7IgyDijUtuOvffxs9b36E/vePwT8yCVnMbmHF8BysdU50PnwHWu7eA2MGYR1AqVO69Ou34O4dzOUjqRQRtdTh9kCWJLivDSmKninuW0ttFXijHlFvcpEZY7kdltrkqqGUUngHRhEPpNaKiPmD8A2Pw96UvH2YuboChjIbQlPupK/zBj1s9dUp908pxUzPYM4OEJbnb+tniIrKcliRBG4xFsfYyYuYPNcNR1sjWu/ejcZ9W2GscIDVLO+GJoRAazaibtcmVK3vQP8Hx9D9ygeYvjpQNO8qYZjsmrdTqj7EVVRugtXwaNizGVu/+tS8fPpyH/KUUlBJhixJkGfTna//Rxf8lAQBYkKAFEsoXvYVbp8BAIlQBBeefx2VXa2oWNOSdltCCEzOcmz98qfQ8cABTJzrxtSlXngHxhCedkMSxHknFWEYMBwLY4UDZW2NqFzTguotXfNKhBkNRUFE3/vH0PPGR2qWhIrKSkMpAuMuJEJhaM2mpJtozUaYq8oQGE3eC9veXJeydYOUEOAdGE3rgE+Eo/ANjkHeuxVMknIcTqeFo6UBrst9Sd+vs5rT9nQV4wn4hsZzXjsxLAuotqKKypJY0WpfSRAxfaUP3oFRXHvnYzTs3oyGvVtQ1tYwX4i8lEXi3Hs0JgPaHziAyq5WnP3ZK+j/4FhRBFSoJANZTGRzPd1UVFQUCMOg6cB2bP/607DUJZdfT8d8GjOliAfDCE25EfUFEPX4EfMFEAuEEA9FIISjEGNx5b94AmI8AWn2pyxdNyLb7tuL7V9/Gox+5ZXxAuMunPvZK9j/r74GrcWU9tzMpeibqytgqipD04HtEGNxCNEY4sEwpHgCFACn1UBjMkBj0IPTa8HrtFnPSbIsY+piD8797OW8K7CqqKgsjajXj4jbn9JYZHgO5poq4NSlxS8SoLy9KeXcIkSi8A2Ppx8ApfCNTECIxaA1GZNu4mhrSPl2c01F2nrFqMefMiqaDlmSsspcuvEZUupQSlfFOFVWPyUhDSXG4pi5OoCZnkF0v/I+qta1o3H/Njg3dMBUVZ7UO5UtLM/B3lKPfX/8Fdgaa3D5128j4vblb/BJkEQRchbppUqjcNVYVFEBABCCup0bsfs7z2ZVJ3cjsiQh6g3ANzyOqQs9mL46gOC4C/FgGEI0BiESW1LKtxCOlk4dLaUYPHwSOrsFm599DKbKsqzeRhgGGqMeGmN2jZ6zQZYkjB4/j2P/8zl4B0bztl8VFZXlEfH4EZ72wNZYk3QOZTU8bA3J0zxZjkNZW2PKfcf8IXgHxzKOwdM/ikQoktJYLGttAMNzSZ339sZasCl62yo9Ht2IuHM3FqWEkNVcLsYTOP/zVzB9dSDnYxQbKlP4hjJ/Hyoqy6UkjMV5KEXE7cPAoRMYPHwKltoq1Gxbh/pdG1HR2QK93aJE43KMNsylpm565hFYaipx7B9+jvC0p0AfApBFUYkuZoDV8CkVx1RUbjccrfXY+TufhbHcntX2lFJICQHua0Pof+8YJs53wzswekuLrMiihO6X30dkxovt3/g07E21Rc1OoJQiEY6i//1PcOoHv0IkR0VCFRWVwiLNpmnWbFmbVJWdYVlYaiqTGmvGyjIYym0p9+0ZGEkrbjNH2OVGaHIGZmfFotcIITCW22GqKkNg9Cb1ZAJYG6pTG4syhX9sColw7pkMUjwBZOEwpJIMd98Ihj8+k/MxVFRuVUrLWLwBKsvwj0wgMD6FgfePoay9EU13bEftlnUw11Reb7SdA6yGR9MdOxCe9uDk919UJo8CIMYSWdXvEIZRFMMIVGEXldsa3qDHmocPwt6cQvL9JhQPswe9bx/G1Vc/RGhq5rapmZNFEcMfn0E8EMKWL38Kzo2dy671zsRcupNveALdr7yP3rePIOYNFOx4KioqS8c7NAZZFJNmZRFCoHfYoDUZEL3pHjY5y6G1JE9fpZTC0zcCScjsjBPjCXgGRlG9uSvp61qLCaaq8kXGIq/XKc7CFHOZLIrwZRHZTEYiEs2qzpEQAj5DqyAVlduNkjUW56CSjJg/iLGTFzFxrhvmqnLUbFuHtnv3oqytEbxBl9MiieU5dD12N2Z6BtH/wbGsIoC5Eg+GIcaTy0LfiDJpW0EIA0pVVVSV25earWvRctfOrIRkKKWYuTqAE999HuNnrxSlDrnUkCUJE+e64f+z/4n63Zux5tG7ULGmpSBp7bIoIjg5g6Ejp3D11Q/hG5koyLypoqKSHzx9IxATQsraP0OZFVqLaYGxSAiBta4K2iQtLwClZ7a7bzir+XYu44PKctLMB43RAGtdNSbOXFlQHqCzmBR1/BRrOikhwN03nPH4yYh6/JCyUIUmLAOdzbykY6io3KqUvLF4I7Igwj86Cf/oJPrf+wTVm7vQes8e1G5fD63ZmJXRSAiBxmTAxmcegad/pCD1NvFAKOt2HZaaKjAsC0ltoaFym8JpNWi/bx/0dmvGbSml8PaP4qP/7/uY6RkofESeEJASltCLePwYP3MZFV0tqOhsXvb+5iKIihBOBJ6+YQwdOYXJ8z3wj06o6s0qKquAiNuLsMsNXYoood5uXSSAw+m0sDfXp0xrj7h9CI5NJX3tZqgswzc8odQtJhkDYQjK2hrA6TQQItf7PWqtZugdqZ8DUa8fwYnprMZwM4lIFPFAOGOZA8MyMFY4lnQMFZVblVVlLN5IPBjG4OFTmDjXjYbdm7Hm8btQsaYVLM9lZTTam2rRfGA7fMPjefeSx0PhlA1vb8ZSWwnCMsCtW2alopIWk7MClevasqq9iwfDOP/8a3D3DBYldZvlOZBs2uCsAIQhqN7UhU2ffxTVW7qSppxRShEPhBCacoM36qExGsBpOBCWBZVlyKIESRCQCEUQC4QQ8wYQmHDBOzAKd+8wghMuJMJRtR+sisoqIhGOIjDmSilWw2r4RUYTp9Ok7G9IKUXE7UUoB62H8JQbUW8AmhSOfHtjDTitdoGxqLNZoEkhigMAgbEpJMLRrMdwI1JCQNTjA1rSlzoQRmklBEJUpVEVlVlWrbEIQJHHD4TQ+/YRTJzrRseDB7D+0w9klJUHAE7Do2HfVlx94xDCrvyK3UgJAcGJaVR2tWbc1lxdCZ3FhFAsc9qqisqtSFl7Y1aiNpRSjB4/j6Ejp4qmUMrpNIozp8QgrNJiZNe3noG5uiKpoS2LElxX+nD2Jy/B0z8ChufAangwDAPCEKX3pExBJQlSQlBaiMTiSERi6iJJRWUVkwhH4B9RMgGSObsIIbDUVYEQMj+Xas0mWGoqk++QUniHxiHkYKiFZzwITbthTaG8aqoqh95uud4GgxBYqitSptLT2ZrppYjbAIAYjcM3MoHa7evTbkcYAmOlA1qzEfFAZjEfFZXbgdVtLM5BKUJTMzjzk5cQnJrBrm89M1sLmMZgJAT2plo4WhrybixSmcJ9bQitd+/OuK3eboGjtR4hlzuvY1BRWRUQAueGjqyjiv0fHEM8EC7CwJRFg95mme/5WiowPIeWgzux69tfSGlkJyJR9L55GOd+/ipCk0tL21JRUVmdUEmGb3gcQiwGjSF5yxxrvRNgCCApxqKtoVoR3EuCLMlwXe7LaQyyKMHdO4SareuSrsV4gx62plp4+kcAKIJ/1hSRTeC6yutSa9SFWFx5vyRlrI03VZbBWG5XjUUVlVlKz2W+DKgkof/9Y7j823cgZpEGyvJ8Xup8Fg+Ewjc0nlXqltZkQFlbY0lGL1RUCg1hCKx1zqy2jcx4MdMzWNgB3QCn1UKfRmxhpaje3IUtX3wChjLb4hcphSyK6Hn9EE7/869VQ1FF5TYlMDaVNhJodi7MSLA21IDTapJuK8bj8A6M5DwGd+9QynUQp9csmPsJQ2CuXtxqY45EOIrAuCvnMcxDqZLGGsocHTU4bLDUOVHC5eoqKkXllrNQpHgCV187hMmLvRm3JQwDe1NtQcbhH5tExJO5cSzDcajevAY6q6q+pXL7wet1WSvPBcamEPMHCzyi62hMBlhqq4p2vGzQ2y3Y/IXHUjbcphSYPN+Dsz99GdEs5h8VFZVbk8C4C7E0kTGdxTwfSVSiek6wmuTGYmhyBuEl9FT1DqdOXWV5HtZ6J5jZnoqclk8rLBMPhhAYm8x5DDfiGRhFxJ35czAci5otXSWXVaKislLccsYioEQg+t8/lrnvGgH0DmtSYYjlEpp0w9M/klVtVXlHMyrWtOR9DCoqpQ6v14Hl+ay2DU5OF7Vlg8lZnnXUs1g0HdiB6k1rUqbtJsIRXHjhdUSWsLBTUbltybZEt8SyDNKRiEThGxpP+Tpv0MEwq0CtMRlgqa5MWt9IKYV3cGxJjrqox49ACgVVQggs1ZXQmhVBG4PDljINFgD8Y1OI+ZeXFhr1+OC6fC2rbWu2roOpsmxZx1O5zbgF55E5bkljkcoy/COZC6EJIWB5riDeIyESxXR3f1b59RqTAa137wGryW7RrKJyq8BwXNYp2EIkVjRhGwCo2dIF3qAr2vEywWk1aL5je1rnlqd/BNNXB4o4KhWV1Q2lFHI2TihCsuoDWyrIgqS0BksxZ3J63Xy7Iq3ZCGNl8qieLErwDY1DjOYuwhcPhOAfnUo5bxsrHdAYFQNR77CB1yfvCwkA3v6RzAGADMiSjLHTl7Laj9lZjtpt67Oqp1dRoTLNqvSMEKYg/ZALzeobcZYI0RjEROZ+FIVceo6dupg2DWQOhmVRu329Gl1Uuf2gcm7Km0WyFbUWE+p2bCxI1sFSMVdXplQWnMM/Ool4sDgCQCoqtwJKC5ksmrUzBBpjcrGYUkQWRXgHxyCnWMDyei30dgsAQGc1wZBCLEuIROFZYj9qKSHANzwOKYXTXG+3zpchGBxW8Prkzjkqy/D0j0KWlmcsglK4LvfBn0U6K6fTouXuXTBWZFbqVlGRZ1tRZYLhWHAprvNS5pY1Flmez+gFpJRCFkRIQmGaHHquDWPi7JWsoiEGhxUbn3kEOpulIGNRUSlFpISYnVcfSgS+GD0PCcOgfudGlHc2l5S4jclZlrTB9Y3Igqj2RFRRyQFZkhb0+ksFw3Mpo2+lSnByOmX6KKvhYSi3zauQcikym2KBELz9uYvbzOG+NpSybpHhWNgaagBCYCi3g9MmjyzGg2FF3CYPmSWhyWmMfHIupQE7ByEEVWvb0PHgHaoAoUpG5Nn2U5ngdBoYHNYijCi/3LJ3gKHclpUXMBYIFawOKh6KYPjoWQhZKLMCQO3WdVjz6EFwaVIxVFRuJRKRKKQsJlhAkTMvxkPbVFWGNY/dlVIZcKXIpr7TVFW+qqIfKiorjZQQsqrHYzV8wQTxCkXE7UPU7U/qsCaEwFBmB8tzyudK4Rjzj0wuS1jMPzyBeCh5tgMhBLbGGrAaDoYyW0pnoPI5fEsew41QmWLw0AmEpzO3TGO1GnQ+fCcq17apyqgqaRFjcSRCmXuAaoylJ5yXDbekschpNahc25axBpDKcsri67xAKcZOXYQ7S7l/3qDDuifvQ8udO1VPlsptgZQQEPUGstrWUuuELkNkbblwOi26Hr8HlWvbSiqqCCjzVSbPekVXC6o3dxVpRCoqqx8xnkDE48u4HcOyKGtrnBdkWQ3EvAGEZ1IbRXqHFayGh7WhJuU27mtDWUVMUo4hEEJgNEXaJyGw1TnBabUplVAppQhPexD1ZfecyIaZa0MYOnwqY1orIQQmZzm2ffUpmJ2p23qoqCQiUcQC2TmdKjqbU6Zclyp5s0gYXvEMlUIBeFlHE5rv2JFxsSeLEqa7+ws6lqg3gEu/fgdiLLvicEO5Hbu+/Xm037e/5CIbKir5hlIKT/9wVtuaKh2o3rSmYB5ehuew9lP3ouvx0osqAkAsEIaQYR7RWc3Y/e0voPPhO2Eot6viDCoqGRCjMfhHJzOmbxNCUN7ZjIqu1iKNbPnIkgRP/2jK7CljmR06uxWmquSqn5IgwN07BCkL/YdUiLG40h83WXQTyprH4LCmNhYlGd7BsWWNYdGYonF0v/pBWrXY+TESgpqta7H3j74MR2tD3sawFBiWVdbZvNrSo9SIB8MITc6AyukduoQQ1Gxbt+qyFPJ2xZmdFdj7h1/C9NUBDH50Ev6RSYixWMYTl29MVeXY/OxjaZu7zhGe8cKzjFz8rKAUY6cuYPTkBTTs2ZLRmCaEQGezYNe3Pw+TswxXXzukpEsUQQWSsAw4nRaWmkpEZrxZR3xUVJYMpZi5OgAqyxkNG96oR/PBXRg7dQmRPKUkze/boEP7Awew6QuPQmMqzchBcMKFmC+QNro65wnf84dfQvvVAUxd7IX72hBCLjdi/hCkeBySICFrpSCqGPSgFLIsg0qKGMhyVQlVVEoFKlP4hsaRCEczRg15vQ5dj9+N6e5+xLMQrysFPH3DkCUpqViX3mGFpboCOrMpqXM95gsiML687CspIcAzMApJlMDebOQQAq3ZCJOzAoYyW/L3iyI8fdk5FHPBNzyBy795B7t/7wtgtZq0wQWGZVG/cyN0FjNOfO95TF7oyUrpPh8QloHGoIe1oQaNe7fA0VyHT/7+Z/CnitaqrAhUkuHpH0HT/m3gdOlLyYwVDqx59C54BkazDiStNHkzFhmORcWaFtRsXYe2e/fCdakXIycuwHWxF8HJ6cIvLgiBpboC27/xGdTt2JBZ3EaWMXn+KsKuzHnryyUeCOPiL9+Evbke1ixylQkh0Nst2PTMo6ha34ELL7yOyXPdEGNLTwVJB6fTwtZQg4quVtRu7YK1vhpH/uqfVWNRpSh4B8cQnvFm7GlFCEHNli603bcPF3/5Rt7mFEOFHV2P3YO1T9wNfQkLTIWnPZjpGVQEIdJACIHGoEf15i44N3YiEY5CjMUhC4qYEKXZ12hTSYYkiBBjccQDIUQ8PgQnZxAYm0JgbArBiems6jRUVEoZz7VhRD3+jMYiIQR12zdgzaMHcfnX72StR7CS+EYmIMbiSbMlNEY9bI01SfsbUkoRcfsQmpxZ9hiC4y7EA6GkBqHGZIC9qQa8IXmttRRPwDecOQKYK1SS0PfeJ6jbsQENe7eCsOlTVhiOQ+W6Nhz4k2/g8m/ewcChE3k5N6nQGA0w11Sial0rGvZsgb2lHgaHDZEZb0mpdKtcZ+piLxKRaEZjkWFZNB/cickLPbj2zpFV4XzNeyyb5TlYaiphqa5A88FdCE3NwNM3golz3Zi62IPwtAfxYDhvKQUMx8JUVY6GvVvQ8eABlLU2ZJV6FXH70P/+J0Wz6ifPX8WFX7yKHd/8XNY1D7xBh/qdG1GxpgWT569i6PApTF7oQXjGs6SeR4CSL60xGaGzGGFrrIFzQyfK2hthra+GwWEFYRjEAiGQEkgnVrk9CExMY+piD4wHd2WOLhr02PzsYxDjCVx7+8iyDBWtxYjqTV3Y8NmHULm2NaN4zEpDJRndr3yAup0boTMbMzb2JYSAsKwSicxjrSelFFSSEfX6EZycwdSFHgwePgXvwAgSKVQPVVRKmZDLjYnz3bA1pnfEAMpzefOzj8NY7sD5518rqMGQD2K+AIIT09BZzYte4w061O/elFIUyzc0npdWPIFxFyIeH/QO66IInsZkQP2uTeBTLLBDkzOIuP3LHkMy4oEQTv3wVzCU2VCxpjWj2jYhBNY6J3Z+6xl0PHQnBg8dx+Dh0wi73EqbtKVkgBGA02qhMRmgt5phbahG1fp2VKxphdlZDn2ZDYxaTrAq8A2NYaZ7AA17t6TdjsxG1Hd+63PQ2y3offsIIjPeIo1yaRQu8Xm24b21zglLbRUa921BIhKDb2gc/pEJeAfH4B0cQ2hqBjFfANKc11uSQGV59p6js7si8wsfhmXA8DyM5XY4WupR0dWCmi1rYa13Kg2+sxCloLKM/g+PY/L81YJ9/JuRRQm9bx2BsaIMGz/3MBg+u7ECgM5iQuO+rajftQmhqRlMXx1AYHQS3qExhF1K4bcQiSnnjiprSMKy4HWzE5DdCkOZFcaKMpirK2CuroClphI6qxmEZUEYUnJiHrczyvfBKA8uRvlJGEa5BxgGhFGaurJaDXiDDrxeB0dLfVb71hh0qN7YiagvqPQijcYhCQKoJCtGgCzPN5e98XfM/l4IpHgC/e8fQ82WdfN9v1JBCIHWYsLOb34WFZ3N6H3rMGZ6BiFEYxlVjRmWBavlobdbUbttHep3b0L15i5ojIak1z+VZaW/GKUoa2tc1mfMF1MXe9D90ntY++S9882siw0hBIRjYaxwwFBuR+XaVnQ8dABjpy7h2ttHMH768rIEMZY8Lub6/XH9Xpm9h2Z/Z2ZT7Xm9DrxBl1bY40b0dguqN3YiEYpAiMYhxGKQhdlnlZzh3ilCCYHK8pASAgYOnUDr3XuyUhPWmAxY+6l7Ud7ZhGvvfIyJc90IT3shJYTZ5/Dcdz67dmGuX4+EZcEwDFgND63VBL3dAr3dCq3JgJHjF1KLwSyReDAC/+hk0lZAvEGP2q3rUs5/rjxpOsQDIQTGppLOo4RhULNlbXLnF6XwjU4gkUJNNR+4rw3j+D/+Anv/6CuwN9VmtRZieQ6OljrYm2rQ9fg98PSPwH1taHZN60bU40M8FJl/rhICZU2s4aExGqA1GaCzWWAst8NQYYepUlmbWaorlRZRpbQuu2EuvXluvfEnp9XMz63lHc0ZBSYBJXhR2dUKjV4HIRaHGItDjCcWzqUyBaXXf8eNc2uJEfOHMHj4FGq2rs0YXQSUNPBtX3sKtTvW49o7H2PyXLdSLiKIC+YRAjL7PSxcAxKWAafRQGs1w1Bmhd5uBafVYODQCUQ9+XWwFKVKVllccNBZTHBu6EDV+nZICQFCJAoxlkAsEERoyo2YL4hYIIhEOKqkTIkSCEPAcBx4vRZai0kphK4qh8GhtMbgDXowOSiHUkrhHRxD98vvZ9VbKZ8IkRguvvgmrHVONB3YDpJDKgG5yfimkqQs9uOJ2V510myamQSGZcHwnPKTY8HyPFgND1ar9J4siQlIBXqHFaaqcnAaHqxWo/zUacDrdOCNesUQ1OmgMerAG/TzC1zeoAev0yjOkVkHSjYTE6DU9N7xf3wTsiQp9WeSBEkQIURiEKJRiNE4hEgMiYiSupiIRCFEFKNSiMYgxhKQBAFSPAExISDs8iDiXr5HbPL8VYyfuYyWu3ZlvD4JIdCYDGi/fz9qd2zA1IUeTJ7vRmDMhagvADEahyxJIAwDlufAG3TQWcyw1FXB0dqAyjUtMFaWgTfo0h4rMO7CiX98HtZ6J3Z/p6Ek7hspIeDii2+C0fDoevzulN74YjHnxNPbrWi9ezeqN61B96sf4Mpv3817XensAWEst8NYYQer0YDV8LOLFA04nW72maCbv1c0Bj04vQ6a2fuG02mUOXD2vuEN2SnSVXS24OC//7Zyz8gSqChDEgTlvolEFQMyOnvfRGOz91BM+Xc0PjtPJyAlBIixBIKT06um5u12YfpyH6Yu9aJu+/qMGQ5zDpOq9R0oa21AxBuAb3AMvpEJxHxBiPE4QGd1ADQ8uNnrUWs0QGs1QWcxQ2s2gtVqwGo4sDwPMRaHf3Qq78aiEI0hMO5S6sJvyhgihKTMUJAFMWvxsWxwXxtC8x07Fh0v3RgopQiMuSAsMZMqKyjF5PmrOP2DX2HvH305afQzGXNzn6HMBr3Dipqt6yDOr8kESKI4W98tK0EOlgVhGTAcN7su4+bnsFIwDLUWE0xV5eD1WnBazeyaUaPMpTfOpwYdNPrZdYhBC16v/GR4HgzDgLAsOC0PTRYZdFqzEbu+/XnFySLLkCUZsiDMz6fKuiS2aJ5V/h2DFBeun++EgKjHj+DkdBHOVnKoLGP05AV4BkZRmYUQFiEEnE6L2m3rUbGmFeFpD/wjE/CPTiLmC85nYDK8so7n9cozTmM0QGsxQWczQ2MyKGtHDQ+W5xHzBzF5oWd1Gos3QwhRHvCzOfTm6gpUdLYU/LiUUkRmvDjxvRfgHRgt+PGSEfX48cnf/xTxUBjt9+3LepF/I3PGt9ZsgnZxZonKKoDhWLTeswebn30MLM+B4TiwvGL8FfKhwXBsSiGBTFBKIYuS8gAUREiCiIsvvomzP3lp2eOKegO4+Ms3UN7RBGudM6v3MBwLU4UDprt3o+WuXRDjCQjhCMS48uAhhCgP5dkILMfzGVM3getS7Z/83U8xcuwcEpEoEqFIyUjmR9w+nPr+L+EbHMPGZx6Bta6qJFRPCcPAWOHA5mcfR0VnM05+/0XMXB3I6zHYWcXazkcOKvcNz4HlOBCWKeh9w2qUbJacoRQUmHV+ipBECYlQBCf/6Ze49vaRvI9TZenEg2Fc/OUbcDTXpVTmvBlCCHiDHlaDHtbaKiwn/2Buzso7VBHwESKxnOaw4NQMQlPuvA1junsAsiyDzWGumstGy6RUu1xkUcLARydAqYwd/+KzsDZU5/RdKIaj4sRMVv+5GqjbsQHbvv40dBYTWJ5XAg5cYdcjhGGWrBMwVw4hCXNGuYiBQydw+C9/uKLZHKEpNy7+8k0c+JOvZ90egxACrUmJODua65Z1fCEaK4hi/MqvMIoEpRTBcReO/69fYOSTsys6ltCUGye++zwuvPAG4sFwwdL7VEoZRYTE4LBBazaB1+uyTqNeKeai27xep0T5y5Tofr4mJtflPpz7+StIhKM53xOEEPA6LQxldlhqKucj8KaqcuhtFnAaTdaGYmDMheP/8zkMHz0734s1NOUumfuU02uhd9hAZRkRt7fk0nFYnkPdzk3Y/y+/ln+p+dmossFhhdZsBK/TFnxBsyxmSyhYDQ/eoIduNjtmpSPCKskZP30Zl379NhLhW0u0yTc8ntNnopTCP6xESfNFaHIG0RyzDRKhSEHEbZJBJRmDH53C4f/fDzF5vhuyKJXMnF8MOJ0WBrsVOqsZvEGnOK9LdV4F5p3BvF4LrdmopHKbC9uHOSsoxeDhU7j29pEVKccoFLeFsUgphX90Ep/8w8/R/+HxklAeivmCOPezl3Hqh79CcHLmtpqUVFSSQWUZfe9+gu5X3l8xOWn/6CRO/tMLGPjw+Lw3O+rxIzDhWpHx3AjLc6je3IWdv/MM7vuvf4Tdv/9FVG9aU5LKeAzLoKKzGVu+/AR0GepQVVRKBSkh4OqrH6Lv3U9KYp2QL8LTnpwMPyrJ8I9MQojmT7AqFggiOJFbimDMHyyKYv0cVJYxcfYKDv/lDzF4+GReezuq3D6I0RjOP/caRk9cgJxBS2G1kLc0VCpTSGJx+s7kQiIcxfjpSzjz499g+upA1u3FikEiHMWlX72F6ct9WPfUfajfswUao76kvTkqKoVEiERx+ke/QcwfxIbPPAi93VqU40qCCNelXhz/x1/AdblvQdoTlWVMXexFw57NYLniZ+4zPAfnxk50Pnwn6nZsUISpVsEcQRgGTfu2wdM3gvPPvaouvFRWBVGvHye++zxkSUL7/fuzErwpdcRoHJ6BUVSsya7cR4hEMXNtKK/rpXggDN/wBJwbO7NOm/cOjha9PQmVZXgHRvHRX3wfrffswZpHDsLRWp+xHVvBxzVbBhJyuSGqc2nJ4x+dxNG/+QmESAwtB3dmJfhTyuRt5ROeduPU919E2737UN7eqIhHrFAdDaUUYiyOmZ5BXHnpXYx8ci4v8s+FgEoypi71wt03hPpdm7Hm0YOoWNMCrdlY9PNHZRmJSAzT3f0lL+OrcuuSCIZx/hevwTc8ga1ffgL2prqCTbRUlhGe9uLaO0dw+TfvIjSVXAbfdbkXUjxRdGNRZ7dg/dMPoOuxu6GzZTYSqUwhJhKQYglFYGG2tjSXmp85pTWGY5V/c6yiJDtbRD+XWpkNDM+h85E7MXGuG5PnurMeg4rKShLzB3H8fz0H78Ao1n7qXtgaa+aVIFcjUkKAp294Vpkz82eIhyLw9OVP3AaYVZfuG4YQi0OToqfigu0phfvaMGRhZYIQ8UAIl3/zDkY+OYs1j96F5oM7YaosUwRpingdyKKEWCAE39AYBg6dwMgn5xBaQREXlewJTrjw8f/4EQKjk+h46ACMleU5CXKWEnlb+QiRGHpeO4TR4+dRu2096nZtREVnM0xVFUU9OYlwFK7L1zB6/LzSNHXKXfDi6HwgxhIY/OgEpi71wrmhA61374FzYwd0NkvBJyYqywjO9robO30ZY6cuIjLjK+gxVVTSIQsihg6fQnDChc6H70TTge0wVZbl7wCUIhGJYuJsNy7/9h1Mnr+aVh057PIgNOWGo6V44gUmZzk2f+ExtD+wH5xOm3YemKutnO4ZhLt3EN7BMURmvLPy7VLW9f5k7n+EgGHZ+fpUvd0CU1UZbI21sDVUw9Fcl7KJ9oL9EQJjuQMtd+7A1MWejO1NVFRKBSESw9VXP8TM1QF0fepeNOzenJXDphSRJQn+0SnIgpiV4y04MY2oN5D3cXiHxiBGszMWZVGCf2QSsrSC6cCUIjgxjTM//g0GD51Ew74taNq/DbbGWrB8YR2HiUgU/pFJTF3qxcjRs3D3DSPmDazs+VDJmXgghHPPvYqpy9fQ+fCdSk/RDErspUher3ZZkhCacuPqax+i792jMMz2QnRu6ICjtQGmyjJozEZojPq8eGdkSYYQiSLqDSA44cLkhR6Mn7oE33B+GskWGyoraq397x/D8CdnYampQnlnExp2b4a9qRZaiwlai2lZ7S8kUYQQjiIeDCPs8mD6aj+mLvbC0z+CkMtdEC9ecGIakxd7Mm4XGHetSO2mGE9gpncQsUD6mg4hFF1WE/gboZQiNO3J6ryUMsHJmYKldlNZhrt3CJ/8/c/Q/fL7aDqwHXU7N8BcXQm93ZKzp18SBMQDYYRcboyfvoSRY+fg7h3OSvgh6g1g6MhpJCLJa3j8w+N5FZoxVpZhz+9/EQ17t6SNZsqSBN/QOLpf/QDDH59BeNpT0HRPwjDQWc2wNdag64l70LB7c8Y0PZbnULtjA0yVZTnXLC1ClhEcd63q+0ZKCIh4ly9rnghHszoPwXHXii0w/SMTmLrYm1EEKzzjLcm6fUkQ4LrSB3f/CBzNdajdvh4NuzfDXF0BndW8pIwHSqnSrigcQTwYRsTtg3dgFJMXeuDq7ivAp1Dwj05g9MQFaK2ZRUCGj54pSPqnb2gc46cvw1RdnnHbeCCEwOhE3sewFMRYAtNX+zHTM4Dul99HWVsDarashXNjJwzldkVBVKtZ0rpsLhMuHggh5g/CPzqFqQs9cF3pU3o2ev1FCXhEvX64rvSB069e8S3/SGlcLzcjxuIYPX4ekxd6UN7RiIY9W1CzuQsmZzl0FvOSdAcopZDiCSTCUcRDYYSm3PD0DWPq0jUExqby/hlIugmaEJK32ZswDAxlNhgrHdDbrUpDZ4eivKSzmZW+cjodeL1W6UPDKo0nlTxtcXZyVYycmD+I0Kysc2jag8DolPKwuVU9LoTA4LDCVFUGc00VLDWVMDisMJTZobNbrvdYmX1wUUmGJIqzPfOiiPlDiPr8iLj9CE3NIDzjVSIlLveqOWe8loG1XJeqby+C3jjikdXxWVSWDm/QwVpfDXtTHWwN1TA7y2Eosys9yzQ8GI6FLMuQZ3tHxvxBRH0BBCem4R+dVH4OT5S02iGn02LPH3wRnQ8fTJmVoSw4BfS+eRgXZlN2iw2v12HdU/dj07OPQmtKL8kvSxLe/tO/wtCR00UanYpKYeB0WtgaqmGprZpXXdbbLNDZzOB0WiXiRIiybkmIEBMJxP2KIRDzBxGe9ij9aT0+hKc9iLh9t5SYzu0Eb9DBUlMFk7Mc1jn17TIrDHYrOL1utvcdB1BAlpTrIRGOIhEKIxYIKdfCtAeRGa+ynnW58+aQVilteIMe9qZaZQ6pqYS5phL6G1W+ZyPXkiAqfSTjCcQCIUS9AcT9QYSmPQhPuRHx+hGZ8SLi9i3bqUApTentKJqxuGjfc7Uws/UwZNY4VKIFADDXqJUqvapkgMqS0rRTlCAJAmRRLCnBmmIx11uM4VkwLAfCKOeKMLPfM53tQSPLSqNTUbreH2+VPpTaNjnw7T/fAV672AOTiEl47v+7gJPvFkdiW6UEIGS+mTXDc9ej7fNTBr1+7UsSpISwYrUvuUAYgoY9W3Dnv/kWtBZjSk81lWX0f3AcR//mx4jkKEefT3Q2C/b/y6+i+c6dGb3qJ7//Ik7/869XtAeWiko+YXgO3KyTirDs9WwHgtl1C1Uc3pIEOvsclkRRTce+BWFYFoxmdm3G3XAtMGR2nTp7Pcw1n5ek+ZpydU68jSEAy3FgNZp5m2j+uoGScQhKb+hzLc1fO/mOOKczFosv7TcLlWVICVlVyFsCsqAIVyB/qtYlD69lUVZtgEa32FiMRURo9KXXPkClgFAKKS5Ait9a84febsXaJ++DLk2qGKUU7r5hnPrBr1bUUASAmD+Antc/Qv2uzeAzpC85WupBCCnJdEMVlaUgCyISq8AJpVJ4ZEmCHJUgYmXaPqmsUuhs9LDE55HVKcujoqKicgtSu30DKrta024jRKLofvn9ojWrTgsFPP3DCGbRh9JY4SjJnpAqKioqKioqqVmxyKKKioqKynVYrQbVmzozCsYEJ6YxdvJiyaQuRb0BRH2BjLL8nJYHp9Wo2SQqKlnCMAQMm51oipLuSpc/LRCA5ZgFmkSyRCHnUcBLJT0st7A9EaUUknh7nn+GJWCY7O+BUjtPhADMLXA/qcaiioqKSgmgt1lQ3tGcsb/q5IWeFU8/vREpIWQlykBmezWqqKhkhtcyuPeZVux7tD6r7YO+BH75N5fRd96zrOPWt1vxzf+2DTeuz4++PopXf9BzW2pEFBuGJfj6/7kVjZ3W+b9Nj0Xww/96Bn737ZXiqjNyeOJba7BhT2VW23unY/jx/30OrpHS6YbQtM6Or/7pZrA3OH3ef3EQ7/2iv1T8vVmhGosqKioqJYDeboG5uiLtNkqj6iGIsdJaNMjCrNhYOgfwrOCHiopKZhiGoKxaj5YNjqy2903HoDctf0mnM3BoWWdfENHsObs8A1QlewgBalvMC753rYEDx99+VWMsS1BVb8z6HpgeDUOTRARxJdEbOTSvsy/4/s4dnpwX41stqMaiioqKSglgKLdnjLxJCQFRb6DkRGJYrSZjLz1ZUlSsiwYh88pylFJQSVKN1dsEwrLzbWfmVJFXI7JEIYnyrDg8mW8dtdoaequoLAUK9R4oFVRjUUVFRaUE0FnNGR+AkiAWpFn2cuD1OmjNqdt8zFFM9VpOr0XLXbvRfGA7dDYzYv4Qhg6fxODhU4j5gkUZg8oKQAgqOpvRevduVKxpAQiBd2AUV18/hOkrhWt4XwiEhIyT74wj5EvAZNPAYNHAbNPAYOah0bGoajDC4tCt9DBVVApGIirh0G+GMNzjh9muhdGqgcnCQ2/moTNwqGowwWTVrPQwbwtUY1FFRUWlBGA1PJDJW0ppyQjbzGGosMNYbs+4XWhqBrJU+AgPq+Gx9vF7sP1ffAac9vpConbbOtia6nDyu89DjCcKPg6V4mNvrsOd//ZbsDfVzjsvnBs7Ub1pDd79z38LT//ICo8we2SJoueMGz1n3Av+zrAEOiOHL/6bTTj4VNPKDE5FpQiIgozzh6dw/vDUgr+zHIG1XIev/PvN2HFf7QqNbuXgeAYPfbUd1c1mhP0JvPr9HvimC+tEvv2SoFVUVFRKEFkUkamIgeG4BQbQikMIHC31MFZkrinxj00VJX1Wb7ei9Z49i84Tq+HRfMd2mKrKCz4GlZWhcc9m2BqqF0S5CSGwNdagbudGMNzq94/LEkUsLEKIr87UWhWV5SKJFNGQAEHIb1P61YLDqccdn2rEHU80YveDdTBaCi8cpxqLKioqKiWAEIllLHjntDwM5XaQLKXEC43GqEfLwZ0Zay2pLMPdO1iUqKip0gFDkkgnIQQGhw3GisxRUJXVSVlbY1I1YcIwsDfXqWq8Kioqq566dgtsFTowLCnaWkA1FlVUVFRKgLDLnTFNkzAMnBs6wRvS92IsBoRl0HznDtTt2Jhx25DLA+/AWBFGpYjtpKyfJEQR41G5JUkXdWc1fMk4WVRUVFSWAqdh0LLODoO5uI4v1VhUUVFRKQGi/iCivkDG7ZwbO+Foya73WsEgBNUb12D9px+ExmRIuymVZcz0DCDkcqfdLl/EAiFIgpj0NVkUEQ+EijIOleIT9Sa/fyiliHp8q1YVVUVFRQUADGYeLevtRVeDVY1FFRUVlRIg5gvCN5g5+maqLEPX43dnNNIKBSEEVevasfN3n4GjuS7jQ0uIxDB05FTRekOGXR54BhYLmVBK4RscR2iqOEarSvGZON8NKbFYcVeIxjBxrlsVNlJRUVnV2Ct0qG2zFP24qrGooqKiUgLEg2FMXujJuKBlOBbNd+7Epi88VvR0VEOZDWufug8H/923UNnVmrQ+7EYopZi4cBWjxy8UaYRA3B/EuZ++jJmeAYixBKgsQ4wn4Lk2jLM/exmRGW/RxqJSXIY/PoPeNz9CZDaKKIkiwjNeXHj+DYweP19ySsIqKtlA6arq365SQNq3lMFkK34pxeqXBlNRUVG5FaAUI8fOo+PBO2BrqE67Kavhse6p+8Drtbjy0nvwj0wULMWO4VhoLSZUb+5C50N3wrmhA5xem9V7Y74Aul96DxGPvyBjSwalFJMXevDef/17ODd0QmM2IBGKYOpCD/yjk0VRZFVZGeLBMI79r19g4NBJ2BtrQGUKz8AIXJf7IMaWHlVkOQKNjoXFoYWzyYyyaj1MFg00ehagisR/JCDA44piejSMmfEIomERsrT6rzXldln4OTgNA1u5DrWtFlTUGWC2acHyBJIgI+hLYHosgvH+IHzTUQjx3BQrCQMYTAvrS0VBRiycPLU8131Jgoxoin3pjBw4XnGAiQkZsYg4vx+H04COzQ44G82QZYrpsTCunpyBxxUFlRfvp22jAw2dVujNPML+BEavBTBwyYuwP/des5IoL/gKWI7AaNWgocOKqgYjzHYtOJ5BIi7BNx3DSE8AU8MhRMPCorEtB8IAWj0HR5Uede0WOCr10Jt5sCxBIi4h6IljfCCEicEgIgEB4i2mVsqwBGabBnWz593i0ILjGMRjEryuKEau+jE9FkE0JFz3Sy1zCiBEaZXB8gz0Rg5rd1ZAq+MWvG6waLI2IONRaUlKyqqxqKKiolIi+EcmMHTkFKx1D6eN2hFCoDHo0fXY3aha34Hetw5j5Ng5BCemIaeo18sFwjLQWS2w1jvh3NCBuh0b4GhtgNZszLpWQpZk9L13DGOnLxU/okMpfEPj8A2NF/e4KitOIhjG6PHzSiRxmWh0LGqazVizoxxrd1WiptkMo5WHVq8YFSxHAArIMoUoyEjEJETDIiYGgjjxzjguHJnE9FhklYeFKCRRCW0RBqhuMmPPw/XYdk8N7BU66IwceA0LwgBUphBmjayAO45zH03iyMvDGOkNZG04l9cY8K0/2wGL/frit/vUDH7wn8/kPI04qvT41p9th61cN/+33nMefPdPTyXd/rN/vA7rdleCALh0bBo//e/nISZkrNlegad+rwtNXTboTBxAgVhExPBVP17828voPjkz//kcTj0e+0YHdj5QB5NNA5ZjIAoywv4ErpyYxq/+9grGB4M5XROiIM87uRxVemy5qxp7H6lHdZMJOiMPXsuAIQSSRCHEJYR8CQxc8eHoqyM4++EE4tHlOxINFh4b91Vh2z01aFlvh9mmgUan3AeEKPeAEJcQCYmYGg7h3EdTOP7mKCaHQ6v8+lewV+qw5WA19j3eAGejCfqbznsiJiHojWPgsg8f/WYQF4+6IMRlSKIMUZDnnRDZoDNysFfoYCnToaLOgLpWC5xNZjgbTaisN4Jhrz+DLQ4tvv3nOyAmsvuO3/jRNbz/4kDOTgTVWFwmWj0LnZGDRsuC17JgOUXKlgCQqdITSRJkCHEJ8ZiEeFTM2dOmosJrGeiNPLQGDhotMy+ZTGXlQZ6ISYhFRERDgvJgV1mViLE4rrz8/rxxlskwYzU8KjqbUdbWgPVP3Q/v4BhcV/rg7h1EyOWBGItDSgiQRQmUznqniWJsEpYFw7JgOBacVgOt1QRTZRlsDTWwN9fBVFUGc1U5NDkYiHPIkoSxkxdx9qcvQYwWp1ZRRSVfcDyDrXdVY/8TjWhZb1dk6lMpqRKAZQhYjoFWz8Fs16Kyzoh1uysx0uPHS9+9ipPvjK3aeVmWKOJREZyGwf7HG/DwVzpQ02JesGCdg7AEWr1yHqxlOtS1WbD9vlq88/M+vPPzfiRimRe0HM+iuskEe+X1FPuZ8QhAkLPRwfEMnI1mlNco9d2U0rTNy8urDahrs4AQAlGkMJp5OJx6fO0/bkFtq3nBPGi0aNC1owJf/09b8aM/O4vzh6dQXmPAF/73jdhxXw1Y7rpxoNGy0FTqsefheljsWvzT/3kaU8PhrD9HIi6BUiUF8Zl/uR5tmxzgNeziz8sQcDwDvYlHea0BG/dW4ejrI3jpH69iamRpRhvLEXRsKccj3+jAul0V0OjYpM+DuXtAZ+ThqNKjc1s59j1Wjzd/fA3H3hxD2L8664UJAdbsqMDTv78W7Zsc4LWpz7vBzKOy3ogNeytx6NdDeP1HvUjEJSRiEnSG7M2tp39/LbbdXQOzXbMoMn4zLMfA2WjKet9muxYEBDTHi0E1FnOE1zKwlunQtNaGunYLaprNcFTpYbZrYTArHkeWIwBRJlkhoaRPhAMJBL1x+KZjcI2GMTkUwti1ANyTUSSi0vLC9QQwmvkFk9ONyDJFOJDIazpCJrR6Flp96ssrGhZK3mjmNQx0Jh7plsmyRBEO5v/cEgbQm3hUNZjQsbkMDWusKKs2wF6pg8mqAa9RHBOiqHizQ94EPK4oXMNhDF/14+rpGbgno4hHxVvCq3c7ERidxNmfvoy9f/gl6GyWrAw1hmVhqamEuaYS9bs2QpZkiLE4Yv4g4qEIxFhcSVOlFIRhQBgGrIYDp9OC1+mgtRjBaTXzrxFWmUuWorgmSxJGT1zAiX/8hVofqLIq0RpY3PeFVnTtrEhqJFJKIct0PprEMERx4N1wv3A8g6a1Nnzx32xEIibh3EeTqzItdc7hvf+xBjzzLzfAbL/emobKFJJEQWUKwhCwN/V9IwxBVb0RT/3eWggJGe8+179qzoHJqkFjlw37H29EbasZlCoprIqj9vrc6Gwy4YEvtmH4qh/3PtOCLQedYFgGkiSDShQMx8xfQ4QQdG4vx77HGvDSP17Net0nxGU0ddnw2T9eh8Y1tvlzPHcNzp9/7vo1SAiBzsjhwBONsDi0+PlfXMB4fzCnc8DxioPgsX/RiapG04J7gVIKKgOSpDghGXbhPcAwBHVtFnz+TzagcY0Nv/q7y/C7V5fjkDBA59ZyfO0/blEcJDd/fno9RfjGz2+0aHDPMy1wVOnxwYsDiEVEWBzZlW4AyjVV1ZC7k7aQqMZilvAaBi0b7Nh0wInNd1ajzKmH3sQvuDlTUn79n5QqkaBYREQkIGC0L4Crp2bQd96DwSs+RAK557PzGhbP/KsN6NpRnvR1ryuGf/6/zmK0N7Msfz5geYKHv9aBvY/UI9mpkWXgJ39+DucPTxVlPEuB1zC49wutuPPJxpTpA5QC5z6axK/+/sqSvrdUGC08Nu6vws4H6tC8zg5rmTalN2+OMqcBjV02yDJFPCLCMxXFlRPTOP7mGHpOzyBR4oa5ykKGjpyCpbYKGz/7MLQWY3ZvIkpGA+E4MJzSc05nNRd0nDcjSxJGPjmHE997AZ7+xYqkKiqrgbBfwLmPJtGxtQzMbASHUopIUIBrJAz3RAS+mRhCfgFUojBYFMdeU5cN1jLt/GKeEAJHlR6PfL0Do71KPdNqg1KgvtOGfY9Z5xe8oihjYiCI8b4gZsYjiEVEaA3s/HPI2WCajzwSQmAw83jwi23oOTWDoe7i1S8vB4OFx/4nGrF+dyUC7jguHXNhZiwCR7UBmw5UwWTVghDFKOrcVoYd99Zg98P10OhYuEbDuHLMhYAnjqpGEzbur4LeqPTF4zUsNh1w4sNfDcI9Ec1qLNYyLR7/ZicaZg1FIS5hrD+I0V4/vK4YElEJejOHynrlGiyr1s+vFziewcb9VQj7E/jn/3Y2Zb3mIgiw6YATn/6DdbBX6a47CKiyxhjq9mNyKATfdAyiKMNo5lFea0RjpxVlNQYwzHXD6eDTTYhHRbz4t5fzkhJbLKqbzHj699cuiiqLgoyp4RAGLvkwMx6GJFIYrRo4G42oa7PC4dRDo2Wx5a5qaPSKYz8Xxq4FYDQvrkFkGKCmxbKgPlFISBjtDWR9Xt2TkZyjioBqLGaE5QjqO6x4+Kvt2LCvChaHdlnWPiEEHE9gsmpgsmpQWW/EljudCAcEjPUFcOaDCRx7YzSnFAUxIaHvggcHP90Ell1s2FTUGbH1YDXG+4NF8eqVOQ3YeV8taluTy/uO9wcxOVS6vc70Rg53f64FT/1eF3RGLun3LSQknDs0iTd/fC1vhqLOwGHznU7c/ZlmtG8py2ggJoNhCPQmHrUmHjUtZux+sB5nPpjA2z/rw8Bl76pNhbrdEGMJXHzhDcQDIWz9yqegd9hKyst4M0ofOz963zqC8794FdEiCtqoqBSCk++MY88j9ShzGjBwyYuzhybRf8GD6fEIQt44RGHhXKrVs6hrt+KuTzdh32MN85k1hBC0brBj2z01ePPH11adICuvZbDt7mpwHANZppgcCuGtn17D6fcm4HVFFzxTWJagos6IA59qxN2fbYa17HqtYFWjCfufaMTk8CXEI6VvMOiNHHY/WIeAJ44f/JczOPfRJMSEDE7D4ODTTfjMH66D2a4Yz3oTj6e+sxZmhxbXznnwoz87h4GLXsgyhUbH4qnvdOGhL7fPpzBWN5tR3WTO2lisb7cqNaEUGLjkxVs/7cOFI1PwTi8U1+G1DGqazXjoK+3Y+UDdfOojr2Gx+6F6dJ+cwYe/HswqE6q5y4bP/W/r4HBeTwcWEhKuHJ/Gmz/pQ+9ZN8L+xILrmdMoKZF7HqrHHU82wuE0gBCA17K49/OtcE9E8N7zAxASpe+81hk4PPSVdnRuK1/w7PVNx/DaD3tw4u0xTI9GIMvXT4BWz6KqwYQ7nmzEXZ9uhs7IYfMdzpyP/Zt/6AbLM4uy2ngdg2/92XZs3Hd9nyFfAj/8r2cwMZDdmjoeE5eUCacai2nQGTjsfbQeD3+1Hc4mMwhZWlpWJghRjMeOLWWoa7XAPxPLyVikFLhyfBpTQyFUN5sXjZHjGWy+04kjrwxnPTkth7ZNDjibkudQS6KMy8dccE+UpofVYOZx/7OtePhrHakNxbiEI68M49f/0J0fTzFRDOzHv9mJPY/Uw2jh83KdEUJgsmmw7/EGtG924I0fX8OhXw/NK7yplDZCNIYrL7+PqNePLV/6FOzNtWB5fqWHtQBKKcRoHONnL+Pyb97FxJnLai87lVuC6bEwnvvLiwCl6D3rQTyafpEVj0roO+/B5FAQIMBdTzfPRxg1OhZrtpfjo98MIZzHLJRiQAgBr2FBKcXgJR9+9t/Po/vUTFLHsyQpxuRL/9iNSFDAZ/5wHTQ6xUBiGIKN+6vw3i/6MTFYus7iOQghoFTGJ68rIjFzRrGYkHHszTGs31OFnffXzm9rLdfB747h1R/0oO+8Z34/iZiEIy8PY9cDdahqUNZFGi2LunYLLh51ZTUWhiWglGK0N4Dv/cfTGLriW2CkzCHEZQx1+/GT/+c8oiERd322GZpZA5XXsrjrM804f2QKnsn060CTTYMHvtSGmhsc/pIk4+NXRvDi313GTIp1j5iQMdobwG+GrmDwig9f/neb4HAqUU6tnsX9X2zDSG8Al49NZ/W5V5K2zQ5sv7dmPipIKUUsLOKF/3EJh349mNTxHo9KGL7qxwt/fQnhgIBHvt4Bgyn3Z3aqNZomzkK6yUlFKRAJCggVuCZUNRZTwPEMDn66CY//zholraQIXn1CCNxTUfSe9WTe+CZmxiO4cnIGVQ2mRSFvQgjq2q1oWWcvuLHIsASbDziTFgEDQDgg4NxHUyUZ4eK1DO75XAse+kp7SoNNkmQce3MUL/7NZbgzTLjZUttqwVO/14Xt99bMKovl91pjGIKqRhM+/QfroDVwePtnfUuSIVcpPlSSMHj4FIIT0+h8+CBa7t4Fva34DXmTIcbimO7uR/8HxzFw6AQibp/ax+4WhOFYGMrtMJTZoLOYwGp4EIaBLEoQYnHEAyGEpz2I+QKgSRawqxVJpLhwZCrnmu+wX8AHvxzE1rtq5lU4CSFwNplhsGhWnbE4RzQk4pV/uprSULyReFRxqO59pB5Na69nRcy121gNxiIAxCMizn00uWi9Egkk0H1yGjvuq1nwvB7tDeDqKfei/fjdcUwOhuaNRYYlKHMachqLJFK8/fM+DF72ZpxmQ74E3vzpNbRssKN9cxkARailrs2CNdvK8fFrI2mv6/bNZdi4v2q+Rm/OUH3pu90pDcUbERIyTr8/jtpWM576zlpwvJKSWllnxIEnGnHtnCcrsaOVgjDAjvtqYbZdr8+VZYpzH03ik9dHMq5f41EJH/xyAE1dNmy/t6aks4KyRTUWk8CwBDvvr8VT31mbVZSHUqXIWIjLEEV5vtiY4wi4WSGSbC4WWaI48/4EpseyjyrOIYkUn7w2im131cBWoVv0usHEY9dDdTjz4WRBe984G01o31KWUjlu4JIX187nbgwXGp2Rw32fb8Wnvr0GOkPyiGI8KuLoayN47i8vIpCnQu2mLhu+9O82oXNreVJ1uRuZKyhPxCSIogxQCoZlwGuZjEbmXJTxU7+rfL5Xv9+DSHB1LlpuN6gkY6ZnEN7Bn+Laux+j8+E74dzQCbOzHKymeJFGSimESBThaQ8mL/Ri8NAJTF8dQMxXmFpohmOx45ufQ2VXS972Kcsyrrz0Hvrf+yQv+1vz6F1ou3/fonQh38gEPvm7n0KIpFZezBZDmQ07f/cZmKsW16RfeOENDB05lZWRZq6uwM5vPQODwzr/t0Q4gtM/+i2mr/Qt2JbhOViqK1C/axPqdm2CuaocWosRvEEPhmNBCAMqSxATAoRIDDFfEL6RcYyduIixkxcRcrlB5fw+Z7Z9/WlUb+pKWgefiUQkhpPfewHua0O5vXGJtu9IbwBD3T5Y91XNz8v2Ch10huRO1FJHlikufeLC6fcnsi5l8bliuHjUpQiyzH5sjY5FTYsZeLeAg80jvunkWV6SqERQ49GFKpc9Z9yIBBdHeOJRCe6p60YWwxJYyrIXPAGAkR4/znwwkbU/zjUSxgcvDqJlvX1e/FBn5LBxfxXOHppM+fznNQz2PFIPi+P6OlJMyEpEOMtUR0A5R4d+M4TNd1ajfbMDhChqqZvvdKK21YKBS6UrfuZwGtC1vXyBWFPAHcd7zw8gGsrO0e51xfDRb4fQtaMi6x6IpYxqLCahrs2Cx77ZmdJQpFRROQ24Y+i/6MPwVR88U1GEfQnEYxJkSTEWtXoWBhMPW6UOVQ0mVDeZUVlngMGsNPO92aDyTkdx5sOJJauEDnX7cOXENHY/VLdo3HOqTjWtZgwXqMCcYQk6t5XPy1TfjJiQcPq9cQS9paWIZbTyuP/ZNjzytY6UhmI0JODdX/TjlX/qQcCTn/FX1hvxxX+b3lCUZYrIbD3rwCUvxvqC8LtjSMQkUJmC07AwWpTC8raNDjR2WWEt06UU5dEZODzwxVbEoyJe+0HvLdc091ZGSgiYutCD6St9MDsrUL25C9VbulDe3gS93QJOpwXLp5fZzgbFKSFDEkRI8QTioQgCo5NwXenHdHc/PH3DCM94QKXCXjuEEDha61G9uStv+5QlCcNHz+Ztf+bqClRvWrM49V+vA8PmxzBQ2qO0wN5Uu+i1vvePIdueApxei8q1bTA7rxudiUgU5Z+cW2AsmqrK0fXEPWi5cwfMNZXz/T4XP1M4aDgOGoMehjIbHK31aD6wA96BUVx9/RD63jua19pVe1MtqjcvPtfZEA+GoDHlFslZDvGICPd4RHEcs9eFRjS61bnkEhMyjr0xmnM0aPCyUrfH3HAOrOWLndmlinsyiniKlMCQP4F4RJw3FufqOZPV40mCjEjw+n4IQU6tFCRJxrXznrRtP25Glih6Ts/APRFFZb1x9rgErRsdMDu0KY3FshqDYtzdsISYGg7h/JHsUmZvxDsVxdkPJ9DUZZtPR7bYtdiwr7KkjcWaZjMqaheqkfZf9GL4am7zWe9ZN6bHwqqxeCvCcgRb765BTcvi2r85fNMxHPrNEE69M47J4RBiYTHtopvlCDQ6FloDB0elHm2bHGjb5EBjlw3VzWZws16foSs+jPQs/eEa9idw/vAUthysXjQREUJgr9Kja3s5RnNokJsLWj2LjfurUrbw8E7H0H3KXVLS2Rodi3ufacWDX2qD3pS6RvGDXw3i5X/qQTBPhqLexOOBL7ahc2tZSkMxHhVx9bQbH7w4iJ5TMwgHFGdEsnUhyzMwmnnUtpqx77EG7H6oPunnIUQRwLnvC63oOe1G98mZvHweleIhixL8o5MIjE+h/8Pj0FnNsDfWoKytEZbaKugdVuhtFmiMenB6HXi9VokGMex8b04qy5AlCbIgQownIEbjEKIxJMIRxPxBRNw+hKbc8A2NwT86hXgwDCEchSSo0ehbCZbnYampVH4hBLaGauz81jOo27FBSTfN0jCbl+vnWDjaGrDta0+hvKMRx//x+du2fUokJEKWAWbOZ0AUAZjVSMAbx/AS1iYBT3xBajoz60RfLYT8iZRrOzEuL0hHFBISQr540uezLNMF+1GibASEZJe5n4hJGLuW+7ptZjyCmYkIKuoM8/eoxaFFZa0BUylEBitqjShzXt+eUorhq374ZnIvu6EUuHbOg0hQmDcWQYCOLeVgmJ6kdZcrDcMSVDeZoLnhOqWUYvCyL+dsrEhQcfQ3r7Pne5hFRzUWb8JWocPWg86kDU8ppZgejeAH/+U0Lh51ZV13J4kU0ZCIaEiEzxVD/0Uv3nt+ALYKHRq7bNhy0Im2TWU4/NLwsmrJKAUufDyF8f4gWtYvvjgZhmDXg3U4+uoIAt78F8PWd1jRutGR8vXukzOYGMitz08h0Rk5PPDFNjzxrTXQ6rmk6U2RYALvPT+AX//DlazTDzLBsAR7H6nHnU81pjSsZ8Yj+O0/duP4m6MIZvFdSYKMgCeOgCeOa+e9uHRsGk/9XldSpwchSr3EE7+7BuP/+kTeUmpViguVKRLBMBLBMAKjkxg6clpJf9dpwRv04LQasBoeLM+BsAwIYWZFG+h89JBKMiRRhJQQlP/iCQjRmNKTUeWWh+FYWOqcYDU8ytobsfvbX0DV+vb5aOJSIIRAazai7b594LRaHPnrHyHq8eVv0KsEWZRBb7YEVqetiKnh0JIcpfGotNB2IshYblFKRIMCxBTrPEmikG/4foWYnHL9ppQqLTQ6CSHz83EmEjEJU8O513nGoxImB4NYs618PhWY17BwNplx4ePkkcKGTuuCzCRRkDF6LbBkBdvxASUbaq48ihCCynojrGVaeHOIlBYLjmcWrZsScQkTg8GcM7EkkWLsWumseZeDaizeRGW9Ec6m5L3J4hEJr/+oF+cPTy1bx0EUZMXrMx7B6ffHYSvXIRISl71f33QMJ94aQ/NaW9J0tPp2K9bsqMDxt8aWd6CbYDmCDfuq5gv6b0ZISDj+1ljJpD2abBo88MU2PPy1jpSGYsATx2s/6MFbeRaEaeiw4v4vtkKfRCWLUgrPZBQ/+r/O4tT740uSOBbiEj55fQRBTxxf/Y9bUNOc/Hpes60cu+6vw3sv9Jek4JBK7lCZQojE8lIrt9LIkoxrbx+Bp28YnFYDTq8Dp9OA12rB6bXgdFrl7zotGFaJmhKGAWEYMByr1NclaSWkch1CCEyVDpR3NmPnt55ZZChSSiElBIjROMREAlJCVCJkPAdWw4M36JTU5yQTKMOyaNy/DYEJF8786DfLviYHPjyB8LQXWpMBWosRGpMRWpPheh0ly4LT8OCN+iWlqmaCYZWomN7Ew1qmha1cB0uZFnojD42OBadlodEw4DQseC2Dji1lSVtZrUb807ElqWgnN4RWj7GYiEuLjLzr0AVRREmUC9YSQkzIOaWg3sjMeGRBKjDLkwXtMG6EEEV34kYSMQkzy1CvT8QkzIxF0LjGNv83o0UpzypFY5HlCMqqF6asx8Ii/DO5j5XKFO7J0lT+zxXVWLyJilpjynovvzuGS0ddeRf8o7JSDJsPZIni4tEpPPjlNliSqLgazDzW76nE+cNTeW2hYLZrsWZ7edLmo5RSTAyGMHTFl7fjLQeNnsX9z7bi/mdbZ2sUF75OKUUsIuKNH/Xinef682ooMgzBnkfq4Ww0JV3QxCIi3v5ZH84cmliSoTgHlYHuUzN45+d9+PyfbEgaKdfoWOx8sBan3h/PKKWtolJsqCyj792jGPjg+LwReKNBOP9vlgWn5cHNGpG8TgtjhQPbvvYUjBWpMx1UFExV5djyxcdRubZ13lCcMxKnu/sxdvIi3NeGEBh3QYhEAULA63Qw11SgYk0L6nZuREVH82z0euGcxvIcWu/ejdHjFzB++tKyxjnw4XEMfXwaDMOC4ZTvnWFZsBoeGpMBGqMBlWtbsf0bn5mvE8wHLEtQ22ZB59YyNK+3o7HLNl8XzvEEDMvMN2cnjJJaOP/zFlBBBIBohlKbWxVJpFmv9yhFwdIqJYkiusR1SNifWCCAxbAERnNqYTSLY6HwjijICPuXXn4giTKCvoVRaY2OXVJLiWLAMARGy8KxiQl5SZlllCodACilq34uUI3FmzDbtSnTJHzTMYRXgYLkcI8f3admsOO+2kWGEGEINuyvgvOFAQxe9uXtmE1rbWjqSt44XBIpLh11lYSHZa7R6qPf6ExZYB70JvDqD3rw5o+uIRHPbzpedbMJO++vTeqQoDLFmQ8m8MGvBhf10lkKYkLpi7TrgTp0bC1Lmo7a1GXD2l2VOPzbHFUCVVSKgCxKS0qJNVTYseFzD8FYgDHdauhtFjTs2TL/O5VlzPQO4tKv3sbw0bMp1W69g6MYPnoWV156D12P3Y21T96btK2LscKBjocOYOrCVUjC0h1v2VwLUkLIW/sWliNoWe/AnU81YeP+KtgrdSnLBm51REEuKa2BYkFlmo12lLLtUqVzs0ASZUji0oz1WFRacEswhECjT7301xsXviZLFPHoMu5bGYjdlMKqiD2VZu2q0hNy4TmQRHnJa0Ehrpz/VW4rqsbizaT7QrUGLmnkrNQQ4jI+eX0U6/dUwmhZrMLkqNRjx721GLriy8tzlWEItt9bC50x+eUU8MRx4u2xZUXK0iFLFGIW6R9mu9Jo9uGvdiQ1FCkFPJMR/PofruCj3wzlPaWEYQk23eFEZb0xqVHtd8fxwS8H81pDGPDE8ckbo2heb59vznsjehOPrQedOPb6SMFSaFRUVFYHVJYxduoSjvzVD+Efncy8UKYUkRkvzvzkt4gHQ9j21aegtSxMY2NYFjWbu2CuqYRvaLxwg88jivBZCx76ajscVQvTWilVxEriUQmJqIREXEIsIiIWFpGIiUjEJCRiEprW2uBsMqdsI7WaoNnbTLcUpfKZl5dltLhuNl1J8s1R+WVHTCldNAZCSF6j/3klSV0tpViys0SWZz//Kp8HVGPxJqIhIWXPKluFDpV1xqyakq401857MNobSBpR4jQM1u6ugPkn2ry0gbBX6dC20Z70oUgpRf9FL8b7C1fkK4lyRklvnYHDg19ux32fb01hKFIEvQn86u+v4ONXhgtiOOmNHDYdcKZMRxi+6kf/xfwrB/acnkHYn4CmcnGdAsMQ1LVbYavQYXoVXNcqKiqFgVKKwLgLJ7//S/hHJnN6ryyIuPbOUVStb0fLXbsXlz+U22Grr14VxiLLEex+qA6P/84amO3Xm3JTqgjV9Z5149o5D8b7g5gaCSHgjiuRt9lFIZWVBeIX/vcNShP2Vb5IXM0ws+nAqx2GXXpKM8sxC8pEKUVajYKbHe+EYFm1t3PKrzciyxRyqeokJDk/hJAlCzPdCtcfoBqLi5gaDkMUZGiT1P+abRrc9ZlmDFzy5k0Zs1B4p6I4/f4EWjbYF9WrzaUftqy34+yh3BYFN0MI0LrBgerm5K1GhLiMsx9OLMpZzyeSSJWWEinQGjg88o0OPPzV9kXpBcCsqMxUFC/+zWUcfmm4YLUZ9e1W1LYuTtOaG8PZDyfyWh85h2cqivH+IOxJjEUAqKo3oqzGoBqLKiq3MUI4iosvvrmg52IuxPxB9L55BA27t4A3LBQ6Y1gW5Z3NGDxyOm9pooWiaa0Nj3+zc0HtliTKuHJiGq//8zX0nJnJqobrdqzxKzV4LbvsvrOlAMsx4LVLM9iUFlrXf6cyTatXEQ4sVF9nOWZRamouMCxZJOYnJuRlpbYWEpkuTrtlOZI0MysbWI5ZVQrAqbg9E/DTMDUcgms0nPQ1lmOw495aPP2dtbBX6kraYyBLSv3bdIrPotVz2P1QHXjN8i4BjY7F9ntrkgqoAIBrNIyLR10FS0EFZiOLKSYes12Dx7/ZiUe/3pHSUJwYCOHH//c5fPTboYI94AkBmjfYFxWPzxENiei76C1IgXw0JKaV3ea1LOrbrKtJpE5FRSXPTF7sxcCHJ1Jm1mSEUsz0DCAwnlyS39a4uIa+1OC1DPY8XI+qmxQhrxyfxnf/wymc+WAia7EPll8s+KNSXExWzartbXkjHMfAZEu+dsiEtVy3wGCWRJoyo4wCcE8sFLvjtQysKVTus4HlGdgrF74/FhER8uW/fVs+kKXF50ejY2G0Li7pygQhyjV4K8wDqrF4E353HN0nZlLmJ2t0LO55pgVf/Q9bsPXumpQiKaWAazSMy8enU/bx6dhapqTJLIOKOmPK3oqUUlw9NVNwpU1JpEmLj/UmDg9/tQP3faE1paE4Mx7Bc395Aaffnyho+witgUNdmyVlzavXFV2SNHM2CHEJAU88bT+nqgZjyS/kcoEA0PAEWs3i/7jSvWVVVFYEWZQwcuwsot7kYjbZEvUFEZ7xJJ1r9HYLQEp7yWGyadG6wbEg7U6IS3jnF/25lZ8QQG/kS/3jrh4IAVmCN9NWqUupbr+a4DSLDa5sKa8xLCgRkkQ59ZqMAhMDwQX3r0bLorzGsOT1gcHIwVF1PauJUopIMAFfgdY7y0WW6KLzozVwsJblbqwThsC2xO+t1FCXTTeRiEn45I1RbLmrGs4UhpRWz2H7vTXo2lGBK8encei3Q+i/4FF6xpRQhk0iJuHE2+PY+2hDUpni8hojNuyrwvhAcEnFu4QB1u6qQJnTkPT1REzCyXfGC56Oo0QWFxqLGi2LR77WgQe+1JayRnFqOISf/b8XcPq9iYJJXs+hN3GobkreLgNQnBRBb2FSdSkFIkEBkkjB8cmP73DqQUAKquhWTBpqePz1n9aitmrhdU8p8NbhIP70r5aXfq2icisR9frhunQNVFqe+jOVJISnvUml4jmdFqyGgxjNr8J0PjGYOFTWL9TQnR4LY/BybmJweqPSi/FWiCgUG0rpIsctp2HA8UzOipS1LZaSVd3MBa2eS9kvOR1GK4+q+oWO4ERMwsRAag2Jkd4AYmFxPnWUYRnUtllgMPMIB3LvBlDXYV0UFZ0cDpdsZFEUZIzPGsxz9y+vYVDdbAanYbISU5yDYUnK0qPVhmosJqH/ohdv/eQaPvcv10OjTd6wnRACk02DHffXYuMdVRi7FsTZDydw8t1xuEbDiASFkjAc+8570H/Bi3W7KxY/vHkG2++twfG3RhelHmSD2a7FpgPOpJMxpRRDV3wYuJR/wZabkUR5Qc2izsDhrs82p1Y9lSn6L3nxi7+8iEvHCpsiO4fRrEFFXXIhf0opZInCUaUHrSjQ8S2atJFFi0N3S6WhMgyB1cSi0sGB4wj0WgKrWblOewcLVz+rorIaCc944RvOj/hMIhxJWpfIMAwYtrQX7ryWXfQ8C/oSyvM8ByrrDahewuJeRckUioUXnm+jhYfBwiMxnb2xqDdxaNloB7fMUptSgNcyaFlvh87A5dQfu7bFgsqGhU7qqZEwZsZTR8ldo2EMdfvRuU0RR1R0KexwNprQdyG39RzHM9iwp3JB30IqAxePTJVs6bIsUYz2BhAJCPOpp4QQdG4th8WuhWcq+7WyyapBU5ctf2OT6aLADsOSotTlqsZiEiRBxuGXhtHQacXeRxvAa9LXHmh1HJrX2VDfbsH+JxrRe8aNcx9N4sqJafhn4ita6B4JCjjzwQQ6tpQlNerq2i1o2+SAe2Is533XNJvRvNae9DUxIePSsWkEChQtuxFJpPNqqCxHsPvhOjzytQ5oDUmMWJlipNePn/4/59Fzxl0UQxEAzA4ttLrUt1vntjL86Y/uLNjxNTo2bToOr2VuqTTUkYkEvvZvh1Fm42AxsdjQocN/+SMnzMbVv3BQUck3wQkXxFh+5mopkUjuKCUASafZXwLIs2qmN8IwJKf2FwxLsOmAE7aKWyP9rNgIcQl+dxx17df/5qjSo6zaAN909qmLde1WNK+13xLRXUIImtcrBtvgFV9W7+E0DNbvrYT5hlo7Sil6z7oR8qeO6oW8cVw+5kLLevv8mtHi0GLHfbUYuOTLKQurqtGE9Xsr5wVeKKXwuqK4enom632sBJNDQbhGw2iy8PPXT127Ba0bHfC8nf1auW2jAxW1yTPvloIkKP0eb4x6anVsUcrhVGMxBSFfAi/89SWEAwLu+FQjzPb0+cqEEPBaFpV1RlTUGrD17mq4hsO4dGwaZz4Yx8AlX87eyXxx/vAk7v5sc9JwuNGswba7a3H6vYnc2kUQYPOdTpisi9NbAaW/39kPJ4oSXRUSkmKQE2DzHdV4al6AaPFDYno8gp/8+XlcPTVTVM+WtUwLJkW9IiEEvIaFtWzlvO4sq0hDF7Jus5iIEjA4JmBwTLnnZrwiYnFZNRZVVJIQHJ/O33yYcj+lv2hPxCSEAwmYbNcX2LYKHcx2TVZtpuaiMHc+1XRL9FdcCWJhEZODIazddT0bai6Laajbl1UaoM7A4Z7PNsNsz12UpFSxV+px4MlGjPYFsjoHjZ1W7Hm4fkHUKeRL4OJRV9pWY5QCx94aw/Z7atCwxgZAcYDseaQeZz6cQM9pd1ZzxVyv0qrG65FNSaQ4e2gSk4OpBfdKgYA7jsvHptHQaZ3XmTDNdkPoPjmNoDdzCq2tQoe9j9Un7XW+VChV1tayROfHxWmUqPO1c568HScZ6sopDV5XDC/89SX8r393EldPzSARk9Km8s1BCIHeyKOxy4aHvtKG/+1v9+KP/mo3HvxSG5yNppQiJ4XCNRLGmQ8nIImLJxiGJVi7qwI1LbmlzNjKdVi/pwpskmgVpRSXj09jrK9wvRVvJBoWQQjQtaMCz/7rjShz6lN6E1mWgOWYoqdAmO3a0l48EHJLeGBVVFRyJ+Lxl3xLi2IQ9icw1hdY8Jwvc+qx9e6ajMrhHM9g0wEnvvRvN8PZuDzhuNuZWEREz1k34jfUtjIMwV2facK2u2rSppUSogi6PPWdLux+qP6WeqYRQnDnk02453MtC5wZi7cDGjqt+Owfr1+QCk0pxaVPptGTRVRvvC+At37Wh+hsOjAhBBW1Rjz7rzdh/d7KjKm9tgodHv1GB+58qmleLIpSipEeP959rr8gfazzCaXAkVeGF6TrMgzB+j2VePx31qQ9/4CyPn7y213YerA67ymiA5e8C+4Njmew/4nGRbXW+UaNLGYgEZNw5sMJjF4LYN9jDdj1QB1qWsxguewW14QQGEw81u+tRMfWMhz4VCM+fmUYp96bgGs0vCRhmVwREjLOHZrC3kcaFqhSzWGv0GHdnkoMX/VnvV5o6LSipiV5b8VYRMTFj12IhIoTSY1HRDSvs+Mzf7hutpg79ffiqNLj6d/vwvRYGOP9xTFmgdk0T9U1o6KiUoIIkcIqVq8WwgEBV0/NYP3eqvm+agzL4P4vtCISSODkuxMI+xOQZQoCRe2Q5RmUOfXYcX8t7nq6GeW1BoACAW8cRiu/pIbmDEvmG8qTucbyhIBhAI2Og97ILagDm3tPmdOAsmoD4lERoiCD0tm0Wqos1pWG7HLJ+wWunprBxEAQzeuul7k4KvV45l+th7PJhBNvj8EzGZ1PiWQYArNDg47NZdj/RCM6t5WD17Lz9X2lrFqfDaIggxClDvOp3+tC4xorPn5lBINXfPNBDEIIjBYendvK8cCX2tC6wTHvoKaUIuCO470X+hHNopezJFIcf2sMndvKse+xhvn9tKy346v/YQuOvDyMU7P6HJKoXFcMA+iMHNo3l2HfYw3YsK9qgQp9yJ/AGz/qxei17BSXmdlsJ0IwXztJiPI3jY6FtUy7qP8jyzMorzUgGhYQj0oQE/L8dU8pnb0PsrsHxvoC+PjVkQX9uTmeUSLWNg0+fnUEfRe8EOISQBXBR5NVg6a1dux7vAFbDzqVazAszPbJzE/m2MBFL9yTERjMVgCzKcprbfj8n2zAOz/vx+BlL4TZzz133hiGQGvgYLJp4J+JZRUZvZnVfQcVCSor0bmXv3sVx94Yxd5H67Hj3lo4m0wp+wveDCEEWj2H5nV21LZasPfRBhz6zRCOvjqSVXrLchm87EXfeQ8c99UuHhtDsP2eGnz44mBWalccr9RkpJqAXSNhdJ+cLprAj7Vch8/84Tq0b3Fk9OIQhqBlvQNP//5a/OwvLsCdptA7n/AadknS3yqlA8MAVWUcGmo0MBsYyBTw+CUMjMThD5W2p1RFJR2SsDIlEqWGLFGcfHccO+6vQ9sNLaEcTj0+/ycbcOBTTeg771Fq52Z7qNW1WeBsMqG8xgBew4JSiuGrfrz9sz48/ftrYa9c7KDNxNa7qrFmezl0Rh4GEwedkYfOyEFn4MDxDFiOwFq2sCbSaOXx2T9ah8f+RSckUYaQkBGLiIiGBMTCImIREeFAAsffHEP/xcILzy2HmfEIPnhxELWt19VMCUNQWW/Ek7/XhTuebIR7IoKgNwGGUcQGbRU62Ct10JuUOrNEXMI7z/WhutGMbffUrPAnWjqUUnz02yEYTDy231cDs12LOz7VhM13VsM9EYF3KopYRITeyKO8xoCyGgOMN9TaAUA8KuG9FwbQfXIm63VZyJfAr//+ChxVeqzZUQ6WZcAwBM5GE574VhfueLIJ3qkovK4YREGGwcKjzKmHw6mHyaJZsBaLR0W8/dM+HHtzLCsND5Yj2PVAHdo2OWavex56k+Ik0eo5sDwDXsMsugesZVp8/T9tRSImzmtZxKIiYiER0bCg3AN+AR/+ejBjKqwQl/H+CwOoa7Ng2z018wazzshj/+ON2HTACddoGO6JCGSZwmjRwOHUw1aug9GqAcMQhHxxvPXTPuy4vxb17dbsTnwGpkbCOP7mGKqbzPM6FHM94Du2lGF6LAz3RBSSKIPjGehNPIxWDXQGDoQBXvirSzj+Vu4aJaqxmAOiIGO8P4gX/+YyPnxxEJ3by7Hv0QY0r7PDZNXMF/FmQqNj0bzOjvoOK7beVY3XftCLy8dcBQ3NR0ICjr42gk13OOc9pjdS32FF57ZynH5/IuO+HE4DNuytTPoapUpOei6KUculdYN91vua3flnWILt99YgHhXx87+4sCQvSz6hlEKIy4qHaoWIhtXFYjpaGzT4+tMO3L/PjJZ6DUxGFjKl8PgkXOyN4fnXfHjhDR8CqtGosgqhBW4dtJqYHArhl39zCV/7j1tQWWec9c4TGMwadGwpQ8eWspTvlUQZ/Re9+Ol/P4+p4RB23Fe7JGNxy53VOPh0U04pbCzLwF6lR3LJOQVRkOEaCZe8sShLioFU02LGHU82Qm9UoqiEEGi0LKqbzKhuSl46QylFPCbi/RcG8PJ3r+Luz7Zg693VqzYlNRYWcfLtMQz3+AECbLu7BhzPwFaug61cB2xI//6wP4G3f96H137Qk1PbB0C5F77/n0/j8W+uwa4H6qAzcrMaCwSVdUZUplB4n2Oul/U7z/XjrZ9cS1sreSMsx2DHfbXY9WBdTuNlOQblNekFZYS4hO5TM1nVTc6MR/Cz//c8NDoW63ZXzhtnDEtgLdfBWq5D++bk84HXFcVrP+zF+y8MoHmdHXVtlrxcg4mYhHd/0Y+6dgu231MDlrs+JnulXplvtqR+r0a/tAinaiwuAUqB6bEIZiaGcfaDSbRvcWDtrkps2l+FinojeA2bVX0axzNYt7sSzgYT3vjJNbz3i/4Fuch5HbMM9Jx2Y7w/iMY11kUXrcHMY/MdTlw5MY1oKE2aAgE6t5ajvCb5JBEJCjj/0VRRhVKYm9J8KKWQZYqwLwGjVTN/M90IxzPY/VA9ZsYjePm7VwueQy8kUte7yhLF2UMTOPrqSEHHkI5wQMj5QXI7QAiwtk2Hv/73Ndi31QiGAQIhGUNjCfA8QZmNxT27Tdi50YDmOg3+/B9dCEXU86iSX1brQnc1QmXg4scu/PjPzuHx31mDpi4reC2b8juYS3OLBAWcenccb/3kGgav+MDyDAav+LBxf5X6/S2BWFjEr//+CvwzMRx8uhll1frZtMTU51IUZMyMR3Dk5WG8+ZNrCPkScI2EISTkpE7y1YBvOobRviDcE1H85M/Pwz8Tw/Z7a2Et16ZMcZ7rVTkzHsEbP+rF4ZeGlyywODEQws//4gKGr/pxz+eaUV5rzNghQJYo4lER3adm8OaPr6H75EzWhmKpMTUcxj//t7N45Osd2HZPDSx2LQiTfE6mlEIUZEwMhvDyd6/i5DtjiEclTA2HFojSLBffdAzP/eVFJGISttzphMGcXbBqPi19CajG4jKgspKHfeaDSVw86sJ7z/dj/Z5KbNjnRNsmR1ZNeRmGoLzWgKe+3QVJlPHe8wMFW7R7XVFc/HgK9e2WRRctIQTrdleist6EoTTSzAYTj3W7K5K3pZhNvxnp8ed76DkRCQo4f3gKH/5qEA98qQ0b91UtMhiVtGAW9z/bhvH+II6/NVbQ+lGlriD5a5QC06MRHHsz99QAlcJSXcHhP/1+FQ7uNMHjl/Dcq178/BUfpr0iWIZgy1o9/vgr5di23oDvPFuOqwNxPPeqF0L2rbBUVNJCGAZkCXVvKktHlijOfDiB8f4gtt1djc0Hq1FZZ4TRqoFWpxiOoigjEhTgn45hYlB5hlw4MjVfyiEmZFw+No3qJhNYjoEQlxBO07LgRoau+pQsnzzbmLJE0/bYA4BwIIHTH0wsaKU02utfUllJJCDgzAeTC9YbQ92+rN8f8MTx2g97cfGoC3sfqUfrBgfsTj1MVo1i/BElUhQOCPC6oug5/f9n77/j67rOA9/7t8vpvaB3gADYexFFUdWSVW3JtlxjJ65JbpxkSibJnTvlzUwyb+bOJJNJc5zEcTKucpFly7KtbkmU2HsDSQBE7/X0tve+fxwQIkWABecAB2V9Px9GDglsLABn77OetZ71PKO880I33Rcnp4OTntYQh17sxebMTne7Wmafn7SdHr9mN7evLTRrq4h4JMOZ/YPTlfKjoRSx2Y7xGNDXHuboa+/2Mm0/Mz7jArJhwIVjo4Snmtb3toYY7c/+zkb7Yzzzv85w9NU+dj9WRf16P94iK3anCVmVyKR1oqEUIz0xWo6NcOjFHjrOT6Ll2L4tNJbkpW+1cvbAEFvuLWPtriJKqhw4vRYsNgVJlsikdOKRNOPDCXouTXLyrUHO7h9iYuTW251coWvZXtjz0SNTy+iERm9vTAOdEb7zZ6c58kofe56oomaNF28wm/Isy9mfe2QyxVB3hJajI+x/oZvetvD0nPLswWF8Jbbpncm+9kjOx7QGOyN8809PcuSVXnY+VElVkwdP0ILVrk4fj8ukdRLRNNFwmvB4iv7LYXrbbu3M6HuJYDFP0kmd/ssR+i9HeOPZTqoas3nOm+8uo6zOec1B3/eSJAmHx8xTv7GGyZEkh1/qva1eNrfKMODgiz3c+fjMhW4CZXa2v6+crpaJWQOb0hona3YWzRgEp5M6x1/vv2EPn/mUSWdTgF74+kVOvz1IIpphbCCOqsqs21183W6vJEm4/RY++q/Wk4xrnHizf976Loanyh3PRJYlHDepriUsPFWBT3/Qx2P3uokldP7kK4N89ZlREsl3f48XLie5eDnJ3//XSratt/O7nwly8GSMix3zfw5ZWBlkRUExz9yiSJg/hp6dJL7w9Uu89v3L+EtsONxmzFYFSYJMxiAeSTM5miQ0lpxxQn767UFOvz1421/7pW+28dI32/Lxbdy2vvYwf/5b7+TlWv0dEf7id/bndI1UQqP15Bhtp8Zwes14glacbjMmi5wNFlM6sVCaiZEE4bHkdXOX7ouT/O3vH7qlr/Xjr7bc8rhG+mL8/f9z9JY+1jDgnZ92885Pb549pGsG3/mfp2f993gkw+l3hrIBSLEVT8CKzaFOBYsGsXCKsYE4kYlUXgsZaZnsZkDXhUle/EYr/lLbu4sncnZxJB7NMDmSYHJ09vnOrcikdZ7/hwv5G3wexEJpTr41wJn9g/iKbbj9FmxONRssZnSik2lGB2LZxaL3fOtHX+3j6Kt9M184B+HxFIdf7uPY6/14g1bcAQsWm4rJLGOQ7cuYiGnEImkiE0liofScXxMiWJwHqYRG2+lxOlsmef0HHWy5t5S9H6yhcpV76o1m5uVCd8DCw59ZRef5CQY656cPTV97mPOHhrnzsarrzkOYLDKb7irh1e+2z9r8duNdJdcdKr5ibDDOqXdu/40xV4ZhMDGcYP/PenjpW60M90ang77ethDf+4szfKl4+6w54yXVDj785bWExhK0nZqfsxzjw4kZW5dAtoqW22dBUZdPn8PloLTIxAce8GCzSLx9LM53X5i4JlC84mxrgh+9MsmWdTZW1Vi4e4dDBItC3ihmFZNNNHgvpHgkQ29k4apnC9czjOzkuNA1BhYLXTMY7Y8z2r/wlYwTscyCVpNfTK6k995sh34haRmD0YE4owPz91oQuS3zKJPWGe6J8sp32vnbf3eI5//x4g1vbEmSqFntZet9ZfM2pngkw8k3B2bMX5ckiepmD9XNM1dtsrtNrN1VnF3Rew/DMLhwdITh7mjex3wzmZTOL77Ryg/+6ixD3dFrdgcNA9rPjvPs35wnMjHzm4wkSdSu8fLh31qLt3h+JmXh8STxWVqJSFK27Lc9j81bhdzVVphY25BNJX/neJSxyZlzS5Mpg3OXEsQTBk67zIZmG7J4sgp5YnLYMdkshR6GIAiCsEKJKc0C0DWD/o4Iz/3deb7yh4fpbJmYNc3UYlPYfE8Zdtf8pR2dOTA067kBs1XljkcqZ+wJWLnKTd0674y7c9FQmhNv9N9SD5980zSD0f4YiVm+tqHDkVd6+dFXzs/apkRWJDbsKeEjX16L25//iVkslKb/BtW3AiX2bGUzYdFY32TDOrUwkkjqbGy2sWXtzH+KAirptIGiSJQEVKxmUdBiJZitaJUkS3k7Z+ipKEESqw+CIAhCgYg01AWkawbnDw/zzJ+f4bP/eQtFFddXFJUkibI6J/4S25yrV91MeDzJ4ZezDVdnqhTavC1IUYWDoat2CWVZYsOdJbMGsX3tYS4cH52X8eaDljF444cd2F0mHv9884w9IhVV5s7Hq5kcTfLTr124cVXY2xSLpOltC81aGc8TtFBe76J7joUEhPwr9qvT51z/8IvF/N7nZ24XA6DIYDZlP9ZmlTCpEuIXufxps1QyUkwqijk/mQKBxhoQ1TQFQRCEAhHLlQvNgPOHhzn2Wv+su4tuvwXnPBY80TIG5w4Oz9oLMVBmp3GT/5r5idWhsu6OmQvbGIbB6X2DRBb5WYJ4NMPL327nyMuzFxCy2lXu/2gddzxy/ZnOXKSTOp3nJ0jGZplcqjJrdxahzhC8C4Vhs8rT90A8aRCL67P+CUd1Ric0RsYzRKK6CBNXiExs5rPdqtWC2XH7/fVmuk6gsTbn6wiCIAjCXImdxQJIxjXOHx5mzweqcXquDwpNZmVe01ABetvDnDs4zN4n7ddVCTVbsqmwJ94cmC4DXrfOS1ndzE1wQ6NJTrw1QCbH8swLITye5Hv/+yyeIivrdhXP2JvG7bfw4S+vzRbs2TeQtwqprafGGB2IU9Ew8+92/e5iSqqdcy5tLORXNHalN6bEH/31AG8cit5SEDgZ1oiKXosrQmx05oJYNq8bV2mQ8cs9OV0/2FyHt3rpNhQXBEEQlj6xjVEgofFkQZuU6prBgZ93z3rOr3FzgJJqJ5BtYN+0NTjdT+hqhm7QfmY824dpiRjpi/HMn5/h0slRjBl2GCVJwlds5WP/ej2rNvrzlgE20hvj3MHhWc85FVU6uOORSkxLtHnwctMzkEabukXjSYMTLXGOn7v5n/buFJqIFVeE8OAIWur64wKKxUzphmYUy9wzREwOG/X37sTqmXmRThAEQRAWgggWC8RsVa5pVHs1XTdILkAg2XF+ko7zM/dUdPvNNG4JANkqqI2bA9ftQAKk0zqn9g2QjBcu8J2LjnMTPPd3LbOWP5YkieomDx/89dUUV11/tnQu0mmdY6/3kZglFVU1yex+tIq6dd68fD0hN+fakkTj2ahv2zob6gy70MLKlpgIEx2+fndRkiQqd23EVRKc87XLNq2m9q5tYldREARBKCgRLBaALGdbVMyWahqdTBFdgMb2odEER1/tIxm/Pnix2FVWbwtisSmU1jipmaWdxnBPlNPvDM33UPNO1w1Ovz3IM39xhshEcsbdPlmR2Li3lI/+q/W4fHk4Q2rAxWOjnD0wPOuZydIaJ0//zjqKKvMToApz19aV5O1jUQzD4IHdLrats4k6I8I1YqPjjLZ2zpih4KutZMPHHsHivs17WZIo3dDEji9+FEdxIE8jFQRBEIS5EcHiVewuE2V1LqyO+T3KWVrrZMeDFaimmfsVDvfGmBieuXBCPhkGnHizn4HO61s6SJJE9WoP3iIbzVuD2N3XB7a6ZnD6nSGGexe+t2I+6JrBoRd7+enXLs5aeVZRJHY8WJGtoJqH10W2yE4bE0Mz/35lRWLNziI++e82UFrjnLfgxGSRKa5y4C1anu06rlQntVklnHYZp13O7oxL2b93O2UcNhmrJVu5dKbOBKMTGv/87Bh9Q2lqyk38yb8u5e4djuy1pn4vkgQWs4TXrbCm3sKj97iwW0VEuVJkEim6D54kFb0+Q0FWFVa9bw/bPvcRHMX+m7a/kGQJq89N44N3cvfvfxF/fZXYVRQEQRAKThS4uUqwws5n/+MWOs5PcGrfIJdOjM7ayH2unF4zj362iZrVM/cr1HWDrouTs/YDzLfR/jin3x6kZrXnuvEESu0UVzqoWeOd8RxdZDLFuYNDpJNL94BWJq3zyx92ECi3c++HazGZr/0+JUlCNUnc86Fa+i+H2feTrpwL+Vw6Mcr+n3fz0Kcarvt6kN153nZ/OWaLws/++RItR4bRMvmpr+lwm6hd62X1jiI23VXCC1+/yMFf9Obl2otFRYmJh/e6KAmquBwyTrtCZakJl0NGAratt/E//6CcaEwnHNMJRzXau1L84q3wdNrpFa/uj/AP3xvj979YzN4dTv7xj838/K0wZy/GiSYMbGaJ8hITTbUWtq6zcbknxeHTcWKJhe83KhRG37GzjLV3U7Zp9TV/L0kSqtXM6sfuxVNeQtvrBxi5cJlw/zDpRBIMA0mWMTvtOIr8BBtrqNmzldJNq7F6XNPP48RECC2dwVHkL8S3t6hJsoxiMaFazChmM84SP8wQX0uyjLPYj7MkSCaZIpNMoqXSGOJwsSAIwk2JYPEqiiJTWuukaWuAu5+sob8jwoWjI5w7OERPW5jJkcSsBWFuxukxU7/Bx/t/ZRUb7ixBNc+8yhwaS3Lw593o2sIU308lNI6+2sfdT9bgeU9TeNUss/7OYioaXDOeV+y+OMnFY4u3t+KtCo0lee4r53F6zOx6uHLG79Xtt/Ch31pDIpbh4Is9OVVITUQz/OL/XKK8zsXmu0tnbNGhmmQ2311K/QYfh1/u5Z2fdtPfESY0lrzlr20yy9jdZjwBC2W1Lpq3B2jaEqS40oHDbSKd1jEvw2I6q+st/PG/KqW0aOY077pKC1/86LXFmvYdjXDgZOy6YDEc1fmzfxomGtf5jY8HqK0089u/ErwqbVlCkrIZAam0wakLCbRZUoyF5SkyOMqZH/wCX10lVrfzmn+TJAnVYqZy10bKt64lPj5JYjJCJplCz2RQzCZUqwWLy4HN50FWlWsW7TKJJEe+/ize6jLWfvB9yOryu19vxF1eTPnWdVjcDswOOya7DbPditlhw+SwoVotKCYVWVWRVQWT3TbjDq7JZmXnb3yCdCyBnslM/dHIJFKkYnHSsTjpWIJUNEYqliAdizN0ro3hlnZmPNQvCIKwgohgcQaSJGFzmqhb56VunZeHPtXASH+MvvYwAx0Rei5NMtgVZXw4QTKWQdN0DD07YZQkCUnO9s1zuE0UVzmpW+uleXuQurU+bE511tQiLaNz8Be9XFjgAOzy2XFaT46x9f5rS7RLEmy+p5Rguf26z9E1g8Mv9y7I2cqFMD6U4Lt/fgZvkZXmbcEZA8ZAmZ2P/Zv1jA/Fs7+jHOYQo/1xvv0/TuPyW6hf75vx60myhNtv5YGP1XPnY9X0tYfoujBJT1uIiaEE4YkU6aSGBCgmGatdxe4y4Q5YCJTa8ZfaCJTaKK5y4vSap1Nal3tq27nWBL/7J73YLLeeZT80lmF8cuaFoEhM5399fZgX3wrz4B4Xe7c7qCk34bArJFM6A8MZWjuT7D8R460jESZCS6vYk5AbQ9fpeuc4Z3/4Ips++QSK2XTdPSZJEorZhLMkiLMkeM0Z6dnux2QkRsvzr3HxF2/S+OAeMskUZjX33o1LSfG6RnZ/+VdQbddX4r7iVp5nkizjCPqu+bvZqlJfcfqZnzF6qRM9I7IEBEFY2USweANX3oQUVaKkyklxpQN9j0EyrpFOZv9EQ2mioRTplI6WMVBUCZNFwekx4XCbMVsVrHYV1Szf8E3NMAw6zk/w+vcvz3n3cq7SKZ2jr/Wx6e5SVNO1Yyyvv35X0TAMJobjXDw+irZAO6ALYbg3yo/+9jy/+h82U17vmnHCV1zh4KnfXMM//qdjs1ZSvVV97SG+/7/P8qnf30hVk3vG10f2ryTsLhMNG/3Ur/eTSmpk0jpaRp/eZZSk7HlHWZFQVBmTWUZWpGUfGM6kfzjD936e31Yumg6nLyZoaU/yLz8aw2KWUGQJ3YBU2iCR1InGdMSm4sqkpTOc/dErWL1uGh/ak93husG9d7P3gnQ0zvkfv8Lp7/+CTDxJqHcoGyw6VlawCIA0PwtcK/HZKAiCMBciWLwNkiShqBJ2lwxTlUyDFblf19AN+i6H+fb/e6pg/QrPHhiirz1EdbN3+u8kSUKZoV2AYWQbzPdcWmbN4w04d2g4G8D9wUaKKq6vYijJEuvuKOYjv72O7/3FGcYG43P/cgac2T/I1/7zUZ7+3XWs2VGEos6+GyZJEpICVru4bQslnTEYnRA7h8L1EhMhDv/99xg618b6jzyEv6EaRb29ezWTTDHe0cPpZ35Ox76jZBLZs+uh/iFSkRh2/8xVqQVBEARhvohZZ4Glkxrnj4zwo785t+Dpp1cbHYhz/I0ByupcMxZduVo6qXHopd6cC70sRrpmcPS1PmwOlU/94SYc7utTyhRVZvejlaSSGb77Z2dmraR6KwwdLp0Y4+/+8Agf+GIzux+rmkoZXYBVb0McxxGEfEpFY1x68S36jp2levdmKndsILCqBrPTgWoxIasqkpJdEDJ0PXtuLpkiHY0zcqmDzn1H6T12lujQ2LXXjcQYPHtp+nOv/vtbpaczRAaG0bXrFzvS8fxV306GIoT6BpGUa99HIkOjGPrtvWekYwlCfUOo1tnTUOdLIhQhp7MGgiAIy4QIFq8SC6cZ6o7icJtR1PlL4TMMA8OAyESSfT/p4tVn2mdsX7GQdM3g5JsD7Hm8imD57H3BDMNgsCtC26mxWT9mqdMyBgd+0UNlk4cHP5mtWPrel4JqltnzRDU9l0K88t32nAsSjQ3G+f5fnaX93Dj3fqiOVRv9KKb8vwavvPYS0TTnDg7T27b4doclWcbqceKpKsNR5MdksyLJEplUmuRkmPDACKHeQbTU3IN0QZhP0eExWl74Je2vH8Qe9OGrrcBZHMDicaFazUhIaKk0iVD29TzZ1U9kcIRUND5jQJUMRznwN99CMV9btCkVid1yABbqG+aV/99fzVgAJhnOX/ujlhfeoO31g9f9vZ7RSEVvLxOj58hphlvauO4BvAAy8QR6RmQRCIIgiGDxKsM9Ub7yB4fZuLeErfeWUdXkwe233DA18HYYhoGWMRjuidJyZIR9z3fSenKcdHJxvCF1XZjk7IFh7n7KPmuQcqW34mj/3NMvl4JkXOOnX7uAy2vhzserruuJKUkSNoeJD3xpNaP9MY6/MZBzwBidTPPWjzo5/fYgW+8rZ/ejVVSucuPy5b7TqOsGkYkUg10Rzh8a5tS+QTpbJoiGFlHAJUn4aytpfGQvFVvXYg/4MDvt2VQ+WZqqXpgkFYky2tZN6yvv0HvkDMlQYRdaBGEmhqaTDEdJhqOMX+7J8WJGzq9zQ9OIj83/MYf0VHXRfNCSKWLJ5VFETRAEYakSweJVdN1goDPCQGeEX/6gg4oGF5WNHqqbPdSs9hIotWGxqZgsMqpJRlHl6aIi03N5A3TDQM8YZNI66ZROMp5hfDBOZ8skF4+P0npqjOGe6IK1x7hVsUiagy/2sOPBCuyumdsOTI4kOf7L/gVPQU3FM/R3hGfs95hKaMQj+S8KNDmS5Ad/dRZJhoaNs/c4u+dDtQz1ROm+mPsunWHA+GCCV7/bzv4Xuqlc5aZ5e5DV24KUVDuwu82YLQqqWUZRpOlG84aRDeQ1TUdL66QSOqlEhomRBF0tk1w+N0Fva4iethCxxRQgTlEsZurv2cmWzzyJt6p0xp0ExaSimFQsLgeusmIqtq+n+8BJDv/DM0x2DxRg1IIgCIIgCMubCBZnkUpoXD47Qcf5CUxmBbNVwe404S224g1acfos2BwqVns2eJSnJu66lg0SE9EMkckUkyMJRvrjjA/GSSYypBJaTj365pUBva0hJkcTMwaLhgGdLRN0X1z4IjwdLRP86effmrHhMkY20J0PI/0x/uWPT2C6QRsGQ5+frx8Lp7l4fJT2M+O89r12HG4zJdVO/CU2XH4zNrsJk0VGmnrdJeOZ6dfd+FCCsYEY4fEUyUSGdEJHX6ylOiWovWsr2z//EZylwVtOOTNZzNTetQ09k2H/X39zQXZNBEEQBEEQVhIRLN6EoWcDx1RCIzKRYqgnf2c7FqPiKgdOr3nGf9O1bIuNQqQuammDydHkgn9djGzQRnjhv/QVmbROZlInOpk9U7vcuEqL2PTJJ3CWBm8v3VaSkFWF2r3bGblwmTPPvoSeFj3RBJBlGUmaeYFHnEMTBEEQhFsngkVhmsWmsOXeMpye64NFwzAY6oly7uDwokufFZYwCeru3kGgoWbO5zJVi5mmR+6m68BJJjp78zxAYSky2W0olhlS6Q1Ix5f3eWtBEHIkSdh9Hnz1lQSbanGVFWG22zEMnWQoykR3P6OXOhjv6L2tisRzGYfN5ybQUE1gVU12HE4bhm6QDEeZ6JoaR2cfqTwWqRKE9xLBojAtUGZn/e7iGSfthgFtJ8eW/c6qsLBUs5nKXZuQ5NwK+DhLgpRubBLBogCAo8iPxWm/7u8NQyc+KtKVBUGYmWIxU7VzI2s++ABFzXWoVguyqmSrCBvZljdaJkM6Gqfn8GnO/uhlRi92zNiSJheq1UzFtvWs+eADFK9dhWoxzziOVCRG37FznH32JUYuXM77OAQBRLAoXGX9ncUUVc7cNiOd1Dj8Sp/YVRTyylkSxF1elPN1VKuF4jUNtPz0l6J55AqnWMyUbmzGZLdd92+pSIzoyPJt+yMIwtypVjPrnnqI9U8/jCPgvf78vASSrCCrCiarhcaH7iLYVMvRrz9Lx1uHMfJUF0CxmFn/4fez7kMPYQ/6rl/Af884Vj14J4HGGo5+7Qd0vH0UQ1ushTGEpSo/PSGEJc/hMbP13jKs9uvXDwzDoOvCJK0nRwswMmE5c5YEsDhn7+t5q2RFxlkaxGRb+ObdwuJSsnYVDffvvm6CZRgGY+09xEYnCjMwQRAWtfr77mDTJx/HEfTdUqE1SZbw1VWy89c/RrCpLn/juGcHmz71BI4i/y0dz5AkCX9dJTu+9FGKVjfkbRyCcIUIFgUAKle5qF8/84Mpk9Y5s3+oMAVmhGXN7LSjWGYuqHTb13LYUa0iWFyxpOzEbeuvPYWr7Prdai2dYeDUhSXTl9OsyLgsJiyKeJu+EYdZxWM1YTeJRClh7qxeF6sfuxeL23lbnydJEu7yYpofvSfn4xQAFpeD1Y/fh9lxfRr9zbgrSmh+9G5k5foWY4KQC/EuJCBJZHsrumfurTg+lODEG/0iBVXIO8Vsytsbm2IyIatiwrhUSbJMyfpGfHWVmGc4b3gjZqedqp0b2ftvP0fpxmbkGQKscN8Qne8cy1uq2HyymRT+1T3r+OkXH+Lf3LcBkwgYZ2Q3qXzlI3v45W89xh8/ug2TLH5OwtwEVtUSaJxjoTVJomzLGpwlwZzHEWyuw79qbuOQZJmyzWtwzrBYJgi5EDMrgcpGN9sfKJ8x68IwDE680Z+XhvOCML+MqT/CUqSYTdzx5V/B7vcQHR4nOjzKZPcAkcFR4uMhEhMhMsnUdAEH1WLG5vdQ1FxH6cbVBBtrZt4VMAwyyRTnfvQyY+3dC/xdzU2Rw8rTm+vZUhHAYzXzTwcuMBhJFHpYi44iQ0PQxYZyP+1j4Vtt0SoI15BVhaLV9Zhs1jl9viRJOIsDeKvLCfcP5zSOYGMtZsf1561vdRyukiCeihJCPQNzHocgvJcIFlc4q0Nl7wdrCJY7ZjzjEx5PceilXhIx0b9OyD8tmUbXNGQ1991FLZVGT4tKcEuZrCi4SouyK/RGI7qmYeg6hm5gGDroBrqug2EgqyqSLCGrarZK4CyRgq7pXH7jMK2vvLNk+nBOxFPsvzyI32bm9dY+JhML39tWEFYKSVHwVpfldA3VasFZEkCSZQx9bgVmFLMJT1XpnNtIAcgmFVd5cU7jEIT3EsHiCiZJsP6OYnY/WoWszPxwunB0hNaTonqgMD+SkSiZZAo1D+cWU9EYmYQ4V7scSJIEEihybm9RWipN96FTHP3nZ0kuoT5koWSaP3rxOH/11jlGogkSGbEIIgjzRZKl2z6reN01JAmLy5FTkCbJMhZX7uOwup1IsoQhYkUhT0SwuILVb/Dz4d9ei7905pSHyESKl77dRiohJirC/IgMjpAMR7Hm+Eataxrh/mHScZGqJ2SzIqLDY5z/yWtc+NkbxEbGCz2k2zYaSzIaE4sfy5nJbsXsdNwwfdbQdOKT4SWzK74USUio1twXLFWrJaciN5Is52kc5luq5rpiTQXUN/tZZ5JpkqHwkjjnPt9EsLgCmS0Kdeu9fOL3NlLV5Jm1Auqhl3ppPSHaZQjzJzI4Sqh3EE9FSU7XycSTDJ5ry9OohIIwDFLRGOl4EsWsIsnybaVjGYaBlkoTHw8xcLKFCz9/g4FTF9Ezs0+yVVnCazOj6QaTiTS6YSABVpOCzaQiSxKGYZDSdOLpDJmbTBpUWcJmUjErMpIEGd0gkdZuaWfQYVZnrOiZ1nUm4qmbfv7VZEnCZlIwKzKKLAMGmp79PhIZDe0WJz8mRcZuUlHl7E5vRjOIpzOkbtDHzaLIuKxmMrrOZDyFQfbnYjermOTszyWtGcTSGdK32A/OrMjYzdlx6AbE0xkSc0g5t6gKNpOCKksYRvZnG0vd+PdqMyk4zSbi6QyRVGbqOjJWVcWk3Pp1ZtL86D2set8epBsUMEqGIhz4m28tmfO2S5GBgZa8vXtsJplkCiOHPr/G1PnqfIxDHN+fndXjYueXPkqgsfaGHzd45iJHv/7skqmgPZ9EsLhMqCYZi10lHknPWrXU5lApb3Cz+e5Sdj9WRWmNE3mWVbDethCvf/8yybjYVRTmj5ZO033wJJXb1yPlUMkwPDDC4JmLeRyZsNAyqTQH/vqblGxoxl9fhas0iM3nweywYbJbUa2W7NlEOXs+Udc0tFSaVDRGfDxEdHiMobOt9B49w2TPAKlI7KZfc22pj68+vYehSJwv/3A//aEY26uCPLmhhl01xXhtZuJpjdbhEC+c7+YnZzqJzxKkVHjsPL62mj11JTQEXZhVhdFoguM9o/zkbBfHekZIZmYPjr60u5lf3dGE8p5n8tHuET773Te51Tmo327hoeYK7mkopanIg89uQTcMJuIpLo2EONo9zOGuEc4OjM8a3MiSxKqgm8fXVrG3oZQytw1ZkuidjHGwc5ifne/mTP8YM3363Q1l/P8f386FoUl++9n9OMwqj6yp5KHmCiq9ThRJoncyyuut/fz8fDcXh2cvniZL0Fjk4cn1NdyzqpQih5VoKsOR7hGeO9PJmb5x9Fv4wZhkmR3VQR5srmBndRHFLhtpTadrPMJrl/p46UIvnWOR6+bXqizxsc31/Nv7NvC9E+382S/PUOtz8qGNteysLqLMbSet63SPR3jpQi8/PtPJSPTWdoNlk0rljo0Uram/4aJIbGwCVfSPnV+6QfIWnhc3YhgGqUgM4xYXQGa8hqaTiuY2DoBUOJY94y3MyFHsp3LnRpzFgRt+XGIiJNqQTBHB4jJR3ezhs/9pC/FohtBYgkQ0QyqpoWUMLFYFl8+Cv8RGUaUDd8Aya5AIEJlI8tzftdBxfmLhvgFhZTKg460jND50F8Gm2jkd7M8kklz4+RuE++ZehU5YBAyD0dYuRlu7AFAsJiwuJyabFdVqRjWbkRQ5+wcJXdfR02nSsSTJcIRkKIJ2m6l6NpNCU5GHSq+DgN3C42ur+Xf3b6DC4yClaRhGdjdqR1URaV3nF+d7rgsWFVnirroS/usj29hRnS1ZH05mdymbizw80FjOp7Y18E+HLvGXb55lbJbU0mgqQyyVwW5WsZkUytx27GaV4UgCiVvbKGgq8vAnj23jkdWVmBSFaCpNIqOhyjJrSlTuaSjlszsbeeFsN5/97puEZiicY1ZkPr1jFb+zdx2riz2kNZ3o1I7a+lIfj62p4rM7G/mTl0/wvROXr9s1dVlNNBd7cFlMPNBYzm/sWc3ummKSmk4irWFRZTZV+Hl4TSW/sm0Vv/3sOxzovP7elSV4ZE0V/+WRbawv9U7/XDO6wY7qIj6yqY6vvHMew+CGuzkui4kv713Ll+9aS5HDSjyjEUtlUGWJLRUBPri+huO9o/zXl47zYkvPNQGwJEn4HRbWlHi5o6aYD66v5g/u38TqEg/RVIZ0RsduVtlRFeSJddW8f3Ul//6FI7SO3Lx6uKs0mHMxEyE/dE1jorMvp2tkEkkiAyM5FZXRUmkmu/oxDGPOrwstnWaybzCnoHW5K1m3CovLUehhLCkiWFwmLDaVuvW+bJq6MTWxuPKmJ72bvn6zB1AmpfPqM+0ce61P9FUUFkRkYIQT3/oJu37949kqbrf4JmkYBoam0/7GYVpffueG6YbC0qMl08SSC3PW0GUx8eFNtfzKtlX0hWL8y+FLtI2E0HSDYpeN7VVBXmrpJTxDitidtcX82Qd3sa7Ux8HOIX5ypouWoQnSukGZy8Zja6t4fF01/+rudaQzGv/9tVMz7uh97eBFvnmkDYdZpcLr4M8/uIu7G0pv+XtwmlV+c89qHl9bzVA4zjePtnKke4TJRBqrKlPisrO5ws+2yiD7O4cIzxAoSsAH1lfzJ49ux2k28WJLL8+d7qR3MgoSNAbdfGhjLbtrS/jjR7cTT2f44amOGXcYyz12/uuj23CaVb55tI2XL/QyHk/isZp5bG0VT2+uY1OFn9+/fyOf/tYb0wHpFY1FHv740W2sK/UxGI7z9UMXOdw1QjKjUR9w8aGNtfz23rVYb1BJ2W5S+dLuZn7//o2kNZ1vH2vj5Yu9DIbjWFSFtSVefnVnI9sqA/zPD+xkIBTjeO/MBd12VBfRXOzBMOC/v3qKE72jhJNpqrxOPrg+Gyg+traKjrEw/+FnR2+YqgvgqSrDUey/4ccIC0PPaIxc7JhzsTXDMIiNTDCZY7sKPZNhtLWLTDyJyX77bTwMwyA6NEa4byincSxnkiJTsq4xL0X1VhIRLC4zV6oIzmVNKpPWOfpaHy9+s410SqxKCQun653jyKrKtl99Ck912S0FjJlEkq79Jzj2z8+SmBB9QIW5s5tVfv3ONbx6sY8/fvk4l4ZD05N9WQKP1Uwyo18XFLksJn7jzjWsL/VxvHeUL/9wPy1DE9PBoAS8dqkPq0nh4dWV/Mr2VTx7qoPzQ5PXjUHTDWJ6JnuWT9eJJG+vXYbPbuGOmmJMiswzJ9r576+eIvSeazjMKn67hWgqM+NOZbHLxm/vXYfXauan57r5vZ8cvCY98xWpj7faB/nq03vYVhXkc7uaeat9kIFw/Lpr2UwqpS4bf/zyCf7p4MVrdlT3XR7Ea7Pw2NoqtlUGaSrycLz33fPxqizxoY21rC3xEk1l+PNfnuErb5+f3sWUJdjXPsifP7mL+xvLZ/2ZbKkM8IU7mjErMn/xxhn+9u3zDF/Vr/Kllh4uDE/yv5+8g8YiD5/Z0cj5wSMznjH1T6Xz/s6z+/nJma7pj5EkeKt9gDK3na2VQe5dVUaJy0b3xOzVd2WTSrCpDsVkmvVjhIU11tbJRGcfgcaaOe3qDbW05dRj8YqRSx1MdPfPLdPGMBhuaRfB4g3YPG681eWiANBtmvshIWFZScQyvPa9dr71/55iYlhUlBQWlpZK0/bqfl7+T/+bU999geELl4mNTmQLBuh6tnhJOkMyHCXUP0THvqO88ad/z74/+ydCvYOFHr6wxEnAcCTBH714jLMDE9fsCukGjMdTxGZIcV1f5uP9qysxgL/Zd44z7zkHaAA9kzG+fugS0VSGhqCbPfWlKPMwUZEkafq8o2mWginRVIbuieiMqbCyBPc3lrG1MsBAOM5fvnmWjvec49MMgzMD43z7WDuSJLGjuoiN5bPvjh3sGuZrBy5c9/UGw3GeO91BOJmmyGml2ndtSpjfbuGJddUosszBziG+c6ztmgBON+Dc4Dj/sP8CiVlSj1VZ4mNb6qj1u2gZmuCr77RcEygCpHWD1y718fLFPmRJ4sGmCqq8M6enZTSd58928dzpzmvGYhjQNhLihXPdSBLUB9z47Tc+Y2iyWijb1CxSUBeR6PA4LT99/bbPDGZ380Y599wr6FruNR7iY5Oc//GrZG63srdhEB4c4dyPX73tdPyVxFVehKdSpH/fLrGzuIIZRnY3caQvykvfbOXN5zqJR8RDRigQw2D8cg+HvvoMFrcTT1UpjiI/JrsVWZLJpNIkJsNEBoYJ9Q2hpUSjciE/dAMOdA5xcfj6Hb8buaOmCI/VxGgsSX8oToXHPuPHhRIpUhkd2SqxvsyHSZHR8tw7cTyW5EDHMBvL/XxyawOGAc+caOfcwASRVPqmBXLsZpXdNcVYVYX+UIxQMj3r9zMaS6AbBlZVYX2pj5cu9M74ca9d6mNyhnRXgM7xCMmMhsdqwmUxXXMusz7gotxtR9MNDneNXBfkQfZ3dnZgnP5wnDq/67p/DzisbK0MosoSnWMRFFma8fuRkBiNJjAMA7/dQkPQzaUZzhxGUhleu9Q3Y3qpAbSPhYHsOdiZqtpezVVejDvHCtBC/rW+/DbOkgCrn7g/2zPxJgGFYRiEB0Y48Y0fM5THatxtrx3AU1VK82P33vI4IoMjHP+X50ShtxuQZIlgcx0mx8zt4oTZiWBxmdB1A10zbli45mqZtE7/5TCn3x7k4Is9XD43QUakngqLgKHrJCZCIrVUWDAZXad1JDTj2bsbaSryANk01X/42F2ztoIwKTJee/aMjM9mRp6HVe1wMs0/H77I+jIfd9WX8Ot3ruaJddW8dqmPFy/0cKBjmL7Q7LsmNlWlPuhGkiTWlfr4wa/dP2uLDZtJRSK7G3nl+5pJ20ho1uIzGd3A4Nod0SuKXTbsZpVkRqN3Moo2yzXGYskZz15C9ndS7s4Gh/euKuO1/+vRWcfptWW/B7Mq47LOnBqaymhcHg3Peo2rf/fv/X7eK9BQnXNvWSH/UtE4J7/7AvHxEKufuB9vVemsVbq1TIbhc22c+t7P6Tl0CiMPu4pXpGNxTn7np0SHx1jzgQfwVpfP2r9RS2cYuXCZU8/8jO6DJ9HzvAi1nEiyQsm6RrGrOAciWFwmOlsm+O9f3EdJtYOiCgf+UhtOjxmrXUVRJXTdIBHTGB+M03c5TPfFSXrbQowPJUQhG0EQVjTDYNag40auTje0qsqs6Z/A9O5YNJlhvpqgHe8Z5Ve//Qaf2dHIhzbU0Fjk4XO7mvj41npaR8J873g7z5xop2s8cl1grCrSdNAkSWBVVYwbjHMgHCc9VeF0NpPx9Jy+U4dJxaTIZHSdSHL2bJd4WiM5y+TYqso4LdnAT5ayfR5nk9J0BsJxwok0mVkCfs0wZt0lvR2KxUxwdT2q7fYLmAjzLzkZ4cwPfkHnvqMUrWmgaHU97ooSzE47hq6TDEUY7+hluKWd4ZZ24mO3l41wqxITYc788CU63z5G8bpGiprrcFeUYHHa0XWdZCjKeEcPw+fbGb5wmfjYxLyMYzmxBTz4G6oLPYwlSQSLy0QimuHsgSHOHpjhH68sooiYUBAEYUZzaaZ9ZeetbzLGv/3xwWzV0JsYiyVnLKCSDwbQPRHlv718gn8+dJG76kr4wPoa7qwrZk2Jhz96ZCtPrKvmj148xisX+655SzCMbIYKwIGOIf701VOEEjduEG4AA6Hri9tcoc2xjYBmGNO/j7m2XzUA3ciGu8+f7eIv3zx786+rG3SMz9yA++qfTy5sXhdFzXVid2MRM3SDUN8Qob4h2l7dX8CBGIT7hwn3D9P2yjuFG8cyEWioxhHwFnoYS5IIFlcCESQKgiDk3XA0u1toUWUuDk9ybnCisAOaYgC9kzG+f/IyL1/sY2O5j49vaeBjm+vZUV3Ev71vAyd6x6bHD9lU3NGpQjSyLHG6f4yhGc4KLoRIMk1K03GaTXhuUOLeZlKwzNI6I57WCCXSBKaqmB7uHpmv4d4WR3EAd1lxoYchCCuKpMj46yoxO2c+hy3cmKiGKgiCIAhzcLR7BINsMZUNN6gKWii6kd3J/GXrAP/6uQP87dvn0A2D3bUlNATd13xsJJnhZN8YhmFQH3Cz6j3/vpA6xyOEEiksqkxjkXvWXoqlbhuBWSqPjkQTtE0Vqllb4qPIuTjSPkvXN6HOoYeeIAhzZ3E6KFq7atYzqMKNiZ+aIAiCIMzB/o4h2kZCqLLE53c1Uea+cZU9kyzPqQfurVBmKBRztXha41jPKJpuYFZkTMq1H5vIaLx2sY/haIISl43P7mqaPsM4E4ns9zMfusajnB2YQJIk7llVRmPR9YGrWZHZW19KiWvmn/lEPMXLF3qJpjKsLvbw9KY6bKaZg07IFutRb7FA3FzJqkrJhiaUm1RLFQQhv+xBH8FVNYUexpIlgkVBEARBmIOO8QjfO3GZWFrjztoS/uNDW9hWFcSiysiShCxJmBSZKq+D9zdX8KltDdNFV25Emv4/2f9ItxBiNha5+bUdjWyrDOIwq1NfPxsEKbJEpdfBkxtqMCkS/aEYI9Hrey0e6RnhpZZeTLLEhzbU8m/uWU+t34lJyX4viiRhVRUaAi4+vKmWx9dVzZoGmotYKsOPT3eSSGdYFXTz23vXUea2TX9PFlXh/sZyfm1HI4oszXre9CdnuzjSPYLVpPC7d6/jc1MBvSK9+/04LSbWl/r45NZV3FFbPC+Vaq+wB7y4y4vnbcFAEISZBRqqsbhm7qEq3JxY3hIEQRCEOUhrOn/79nncFhOfv6OZz+1q4pE1lbSPhhmOJFAkiaDTSrHTSpHTRutU8/Zw8t2qmhJQ4XVQ53fitJhwWkyUumzU+LKtFco8dj63q4lwMk0okSaSTNMfjtH2nlYfNT4n//XRbaQzOt0TUTrGwgxHExgGlLrtrC3x0lTkJpbS+PaxtukUzavFUhn++OUTlLhs3NNQyu/dt4EPb6qleyLKeCyF1aQQdFgpclgpddt49lQHL1/s5QYFS+dEMwx+fLaLh5oreGpjLb+yrYHNFX5O9I4RS2doCLjYVO6nczzC8d5RtlQEZrxO+2iI//izo/zFU3ewtTLAf3tsB1+8o5nO8QixlIbDrFLishF0WCh22fgPPzvKgY6h226hcqs8lSW4yoqy5WYFQVgYkkTJhiZU28wp68LNiWBREARBEOZoMBznP/7iKGcHJ/jCHU3U+l3cUVOMSZExjGxAGU2lGQrHeWUqLfJqZlXmczub+A8Pbc7uIr4nkFgVdPOVp/dM//+6YfDM8XZ+/XtvE0u/e62+UIxTfWOsL/OzodzHtqrgdFpqWtOJpTKcHZjgnw5d5DvH2mZsLg/QOhLii9/bx6e2NfDJrQ1UehzU+V2oioxhGCQzOtFUhgtDk7zVPkgqMz/9ecdjSf7gp4fpD8d5akMNa0u8bCoPoBk6k/EUr7f28z9eO83Tm+vYOMt5Ud2A/Z1D/Oq33+B37l7HA43l1PicrC72IssSumGQSGuEk2mO9YxysncMfQ5VcW+FrCgUr12FSbTMEIQFZfO6CKyqQVbynwWxUohgURAEQViRBkNx/uHABVRZ4lT/+JyvE0lm+JfDl3j9Uh+byv2sLvHis1swDIPxWJJLIyHO9I/TMxm9JsCDbLuGI90j/O3b52/5653oHSXznrYU5wcn+Px332JdqY/VxV6KnFZsJgUDmIynaB8Nc7BriO7x6KyB4hU9E1H+9xtn+cmZLnZVF1Htc+K2mkhrOiPRBJeGQ5zsG2MwHL/uWm0jIb76TguqItNzg1Yi/aEYXz94EZfVxPnByRmLdndPRPmjF4/xkzOd3FFTjN9uIZbOcKJ3jP0dgwxHEnisJqyqwtmBcbRZAr2WoUn+8KeHaQy62VYVpNrrxGpSSGY0+iZjXBie5NzABMORxDW7irpucKJnlL/ed45QIsV4/PrU3SsuDU/y1/vOoek6faHYdf8um1WK1zbM+vmCIMwPe9CPu6Kk0MNY0qQb9ZaSJEk0XRAEQRAEQciBt7qc9//pv8VTWXpbnxcbm+Cl/+d/MXS2dZ5GJgjLW9Mjd3PPH37ptnubdh88yS//21eJj0/O08gWF8MwZv0BiQI3giAIgiAI8yjYXIvN5yn0MARhRZEUmfIta287UBSuJYJFQRAEQRCEeSKbVPwN1eK8oiAsMIvLgb++qtDDWPJEsCgIgiAIgjBPrG4nRc11SPPcx1EQhGv5aipwFPkKPYwlTwSLgiAIgiAI88RZEsBXV1noYQjCiiIpMoGmWixuV6GHsuSJYFEQBEEQBGGeFDXXY7LbCj0MQVhRTHYbRc11yIoIdXIlfoKCIAiCIAjzQJJlitetQjWbCj0UQVhRrB4XwabaQg9jWViSfRYVk4rZ6UC1WlBMKtJUs2BD09FSKdLxJOl4Av09/awWhCRhslkw2W2oVguyoiBJEoauo+saejpDOp4kk0iipdILP74lQDapKCYTijn7X1lVkRQJSZaRJPndcx+Gkf296zq6pmNoGnpGQ0tn0NMZMqkUxk36iQmCMDNJllDMZlSLGcVsQlaV7L0oS9nKcpI0fQ9euf+0dAYtlSaTTGWfb/PU4Fy4MdmkophNKKqKbFKRVRVZkbPP0Bl+f4Y+9d+rn6Gahp5Ok0mK32Mu7AEv/voqJFmszS9Hkiwhm0woV+45k5qd98nv3m/Zew0MsvMVQ3/3Xsveb+nsn1RG3Gt5VNRUi93vLfQwloUlEyzKqoqzJEDJukaCzXX4aitwBH2YXQ4UkwlD18gk0yQmw0SHxwj3DTFyqYOhs61Eh8fIJFPzNjZJllCtVvwNVZRuaMZXW467ogS734tqsyIrMloqjZZKk4zEiA6NEhkaY6Kzl6HzbYR6B0nHEhj6CgpsJCn7UDWpWN1OnCVBHEU+nCVB7AEvFqcDi9uJxe3E7LBmg8Yrkx5VAcg+dDUNLZUhk0qTSSRJx+KkIjGSkRiJ8RCxsQniY5OEB0eIDIyQisamg0lBELJkRUGxmDA7HXirynBXFOMo8mMP+rD5PFjdTkx2Gya7dXoyhCxN3YM6mWSKdDxBOhonPhEiMREiOjJBZGCYyZ5BwgPDpCJRtFRmZT3n5pOUfV9UVBWL24mrvBhHwIs96MNR5MfqcWF22jA77ZgddlSLOfsMVRRkNTuZzS60aRgZDS2joSVT2WdoNE46niAZjhIfy/4+Y+OTxEbGiQ6PkQxFpgNKsSA3M0mRkRUFb3UZrrKiQg9HyJGkyCiqimIxYw96cQT9uEqDOIoDWD3ZuYrV7cLstGOyWaYXumWTiizLGIaOoeto6alFmFSadCxOOpYgFYmRmAwTHw8RnwgRHRolPDBCbHSCTCKBls6I++xWSUw941RKNjSh2kUF4nzIOVh0V5TgrSm/pY/VkmmGW9pIReO3fH1JlvBUllJ/7y7q7tuFqzSIyW6btWeKqzRIUXMdhmGQjiWIDo3Sf6qF1lf2M3SuNe9BgtnloGrHBmrv2UnJulXYfJ7sG/ENerpcGZ+WTBGfCDHa2kXHW0foPXKG6PBYXse3mEiynJ3IBH14qkoJNtXhr6/EURTAZLdislpQbdnd2HwwDCO7ajc1kU1FYoQHRhht7WS4pZ1Q3yChviEy8WRevt5S4Sjy46uvzNvPeTEZPt++Yhro5kySsAe8eCpLKV7bQOn6JtwVJVMLNDYUs2nOuyGGYYBhkE4kSUfjJEIRRlu7GDxzkbG2LsY7+0iFo3n+hlYG1WrGWRLEV1tBsKkOX10lnspSLE47qtWCajVn7+089RUzDCObqZFMZRfk4klio+OMd/Yx2d3PZFcfof7h7KLsCnuWXk1SZGxeN1ave/o9zlNVTvGa3M4rKiYTpRuasXoWZ5GOVCTG0Pm2ZbkAq1rNOIJ+nGVF+GorCDRU46+vwuJ2YrJasotnFnPeevgZuoGWvrLwnV2sGe/oYbjlMuOdvYS6B4gMjYoFt/dQrWasHjf2gBdnSQB3RQn+uirKt67NaZ5j9bqp3LGBZGRxvldNdvUz2Tu4ILvRknGDLyJJ0k1HsPlTT7DjSx+7pZslMRHm1T/6K3qPnr2lwVlcDpofvYfmx+7FU1U250OqhmGQmAhz+Y1DtPz0dUZbu3K+2RSzieK1DWz6xBOUbVmDyWLO6c1ZS2cYvdTJ+edfpeud48THQzmNbzGQZBmr14WzOECwuY7yLWvx1ZRjD/qwuBwFTcvR0hniY5NM9gzQd/wcfcfPMdHVR3IyUrAxLZTG99/Fnb/7GSxOR6GHkncv/t9/Rufbxwo9jEVLkiSsPg/+hirq9m6neN0q3GXFmByzL8Dlk6Hr2QlQZy+9R87Qe+Qs4x09pCKxef/aS5nF5cBdUULljg2UbV6Du6IEZ7EfWS1scpBhGGipNNGRcaJDo0x09tF/soXR1i7iYxMkI7Fll1anmE2Y7DbMDhs2vxdfbTneqjI81eU4inxYPS5sXjfKCjmjONzSzi/+4H8sizmLajFj9blxl5dQvnUtxWsacJUW4Sjy5TUovF2GYZBJpogMDDPa2kX/8fP0n2oh3D+8co4zSVI2QHfYsDjtOEuDeKvK8NVX4S4vxup1Y/d7Cj63XEhHvvYDTnz7+bwt1BiGMesLfEHfaUxOG86S4M0/UAJ3WTGbfuUDrHpgN6rVktNNKkkSNp+b1Y/fR+nGZo5/48dcfuMwemZuP2CL28nqJ+5j7Qfuz34/V85/5EAxqRStqcdbU07ljo0c/foPmejqX3JvtLKiYHba8TdUU7qpmbKNq/HXV2J22LPpo5JUsAfu1RRTNq3ZUeyndGMz6z/8fobOt9Lx1lF6j54hNjyOrmmFHqYg5IWsKtiDPmrv2kbNnq0EG2uzAaIsL+j9KMkyVo+L0g3NFK9ZxdonH6T/+DnaXj/AwKkLJCYjS+6ZN18kRcHu91C5YwPVu7dQvLYBq9d908yVhSRJEqrFjKeiBHd5MaUbV9P08F5iY5OMtXcxdK6NgVMXGO/sJRWJYyyhZ2o2hVBBNZuxB314KkpwlRXhrizFXV6MsySAPeCdSjNUkJSFvZeE/FAsZmw+N8VrV1GxbR1FzfW4y4tRrWYkZXHca9JUoOSrrcRbXU7t3u1Eh8foOXSKrgMnGTx7iVQkCsvg0SlJ0vSRI7PDlt0pLC/BU1mKq7wIZ2kR7rIizE77dEr9YplXLmcLGizKioKrrAjFZEJLz74a4q2pYPvnPkzNnm0opvwNUVYVfHWV7PrNT6CYTLS9tv+2V2XMLgdbPv1BVj9+Hya7Na8vUEmSMDts1N2zA5vXzcG/+w7DFy4vicmTYjHjr6ukZEMT1bu34KutwOpx5fX3Nx+kqbOTNp+b6t1bKNu0hrH2btpeeYf2Nw4RHxMpjcLS5igOULd3Ow3v242/vjo7CSrwG+uV+87u91B//x2Ub1vH0NlLtLzwBr1HzpBJrNx0RsimilffuYWG++8g2FR7w6MXi4UkSUiKhKxYcJcX4y4vpmrXJuLjISY6++h85zgDpy4w2d2/KH+/sknF7vdiD3iwB314q8vx1lTgqSzF7vdkj0rYrMgmddH/LoSbs3pcBJvrqNq1kbJNq3GWFmFxOt4toLdISbKcXaCpLMVVVkzdvTvpP9FCy/OvMXi2dVHeWzdjdtix+d3YAz5cZUV4qkqz915FSfYMqN2GyWZ9tziXsOAWdCYvSRLe6nJUm2XWYNFdUcKe3/0MZZvXzMuZKkmScBYH2PkbH8fksHH+J6/e8hauPehj668+SfOj96CY5i/FRFYUyras4a5/81kO/O236T/ZsigDxiu7FaUbmrOTmuY67H7Pkk0BuBKsl25oomh1PQ0P7Obscy/TfeCkSJMTlhyrx0XNnq2sfepB/PVVi3bhRpIkbF431XdupWzzGroOnMxOfE5fuuGi4nJk9bio3r2ZdR96CH9D9aL9nd0qxWTCWRzAWRygYts6YqMTjLV30/76QXqPnSU2MjHnDJ98qd69meo7t2aDwoAHq8eNxeWYLqQmLB+q1YKnspTavduo3LERX30l5iXc/1JWZOx+Lw3330HFtnV0HzzJ2WdfZvhC+6IviGOyW2l86K7pQN3qcWLzuhfsSIRwexb8nchdWYrJZiUZuv5smNXjYtuvfYjyLWvnPeCw+dxs/tQTxEbHufzG4ZsGYxa3ky2f/iBN7987r4HiFZIkEWyq5Y7f/ASv/fFXmOzun/eveatUqxlvdQX19+2iYvt6fDXlKBYzwLK5yRVTtpKWr66Sy28e5sS3nie0QAeJBSEXsqJQsr6RdR9+P5U7N2RXZJfAfZldrLHTcN8uSjc0ceFnb3L+x68QG5tYFulVNyIpCiXrVrH+I++ncseGJbGTeLskWZ6usFu2eQ0TXX1cenEf5378Kto8Viu/merdW2h+9J5Fld4r5JEkYXE7KN+ylurdmynfug5HwLfs0oYtbicND9xJybpGTn7nBdpe27+oF7nNDjvNj9xNsLk+e4prGf0ulqMFDxZtPjc2v5vI4Mg1f6+YTTQ+fBe1d29fkJ0paaoS4KZPPM7IxQ7CfUOzf6ws0/TwXhof2oNqtcz72K7+uoGmOtZ/5P0c/Mp3Cp5eIJtUitc0TJ97cpYVTfeRXI4kScLictD0/rtwFPk5/A/fY+RihwgYhUXLZLNSf98uNn3yCdwVJXMuClZIV4KKTZ94DG91GSe/81NGL3Zwo2JsS5lqtVB39w62fPqDuCtLl+Tv7HZcOefor6vCVVZc8HOM1/SeFJYVm89NyYZmGh/aQ9mm1cu6+MmVNHB3RQk7vvg07soSTn33hcV7lEaSsgH7Ik/7FbIWPFi8sis1fL79mr+v3LmRDR95GJNt4XqiSJJEUXMdGz7yMIf/8fukYzO09JAkyreuZdMnHs+p/PVcyYpM40N3MXjmEm2v7S9YaoHV42LHFz9K7d5tWD3uFXWDy6pK5Y4N2HxuDn31GXqPnMbQl+fEVVi63JWlbPzYo6x68M4lnVoF7wYU9ffuJNBQzfFvPEfb6weXXXn+KwuWTY/cjcW1/KoT30h8fJKOt46gZ5ZO0Rth6Sjd2Myu3/wE/roqTCus157V42L9hx7CUeTnwN98i9jIeKGHJCxxC77EoprNeKvLrvk7e8DLxo8+gqPIv9DDQZJl6u/bRfnWtTP+u7u8mC2f/iA2v6dgK48mu5W1T70Pd1lxQb4+gJZKYfW6sPk8KypQvEKSJAINNez53c9QvnWdSJkQFg1Jlgg213H373+B5sfuWdAFt/kmyTKe6jJ2f/nTrHvqQUyOpR0EX81R5GfXb36StU++D7PTXujhLCjDMBg4fZHR1s5CD0VYprR0Gnd58YoLFK+QTSr19+5k1298HGdJoNDDEZa4BQ8WZZOKq7wY6ariNdW7t1C8rrFg6QE2n5tV77sT83tWdhWTyqoH91C8dlVBU1QkSSJQX031nq0FG0M6kaL99YMrp6fPDCRZwl1ZyrbPfRhPZUmhhyMI2eyINQ3c+TufpmxjM4q6/Co1SpKE1eti86c+kA0Yl8Hkz+rNnpmvv28nygqsrqmnM3QdOLGoz1QJS9t4R7bn50ptYC9JErKiUHfPTtZ9+P0FyYwTlo8Fj84kScJVEpxOuXEUB1j75AMFrfomyTKV29dTsq7xmr8vWtPA6sfuQZ0q3lJIqs1Cw313YA94CzMAw6Dv2FmGL1xetmeHboUkSRSvWcW2z364IDvhgnCFJEtU3bGJvb/3eUrWNy3bszhXXClKtvUzTy7p3VOz086WX/kAzY/dmy2WtsICRcMwmOjup+/omRU7kRfmXyae4NKL+4hPhAo9lIJSLWZWP3Yvq5+475pNGkG4HQWZXTiK/VjdTmRVoW7vdnx1lYUYxjXMTjur3nfndLls1WJm7VMPYg8ujoBAkiQCjdUUrWko2Bji4yHaXttPJr70+vjkk6zI1N61jbVPvm9JllePDo/Rd/w8A6cvMnKpk4mufiKDI0RHxomNThAfD5GYDJMMR0lFY6TjCTKJJFoqjZ7RMHR9RS8YLAaSLFG+dR13/u6v4q+vWjE7Uya7jXUfeoj1Tz+Malu4YmP5IskyzY/cQ/Nj96CY57+q9mLVfeAk0WFxjkqYXwOnL9J37NyKf78yO+1s/NijlKwt3PxRWNoKsp1n87mxepykE0lq795+01YU6USSyMAIkcER0rEEuqahWi04gj48laX5Oe8hSRStqcdZWkSoZ4BAY+1UC4+bT8IMwyCTSBLuHyY6PEY6nkBPayhWM3afB091GVa3M+chyqpK1a5NdO47mvO15qrn0GmaH76bYHPdvH4dXdNJRaIkQxFS0TipSIx0IomeyUwFLAayKiMrKqrNgsVpx+xy4Aj4UG2WeZ88KxYzq953J+2vH1xy524GT19irL07W8lWlpFkGVlVUK0WVIsZk82S/d9Tf0w2C6rFgmo1Y7JZUa1mVIsZxWJGMZlQzNf/Uc2m7L9Zsv8Vjazzy1dXxfYvPI2rrGjefq6GYaCl0sTHJkmGoyTDkezzN6NN98aTVRVZVTDZrVhcTixuB3a/d95+35IkoVotrHvqQaLDY7S+/PaSKpDiq6tkzQcfmN/WGIZBJpmaWvCJkYpEySRSZFIp9HRmerFHUhRkVUFRFVSbFbPDjtlhw+p2Yp7H5uTpWJzuAyfm5dqCcLVkOErHW0eo3r0F8zyedzYMAy2dITkZJhWNkYzESEVi6OkM2tScRQIkVUUxqZjtVsxOOzavB6vfjaLO71T8SvX/1Y/fx2hrF+l4Yl6/nrD8FCRYVEwmgs31BJpqCTTWzvgxhq4T7h/m8huH6D54ilD/EMlQJLu7oekoJhWLy4GrvJim9++ldu92rF7XnN+AJUnCXVZMybpVxMcmaXpkLzaf+4bX0zWNic4+2t84RN+xc0QGhkmGomjpd8dodthwlgZpuG839fftxFEcyGmSULqhCXvAS2x0Ys7XyEW4f4i21w/gq6/MS79JXdNJhaPExieJDo0y3tHLRGcfob4hEpMhMvEkmWSKTDKFls5gaO/ubF0JdBSTKRvAWC1Y3U7c5cUUra6nZH0T7soSrG5n3lP0JEnCWRpk3Ycf4u3/9c9L6iynlk6jTeQ+XllVkKcmnLKqTk8+p/9c9W+yqmCyWaeDTZPdNh2UmmxWTHYr7vJiSjc0r+gdl1vhq63kjt/6FMWr6/MacOiaTjIcIdw/zNDZS4y2djHe2UdyMkw6kZzeXTZ0HX2qKrMsy0iKnF0gmFpYsHndeGsrKGquo3jNKpylQcxOe17Hag942fZrHyIZitL5ztEl0YfRZLex/umH8VSV5u1nYUwFhrGRcSa7+hlp7WS0tYvIwDCpWJxMIkkmkQ0S9UwGXZvKCrjq+Tn9+7OYUc0mTHYrVp8HV0kQb3UZ/oZq7EEfVo8z+yzNoV3Su4VtuvLy/efDcEs7Jrt1noJjCWdxgJL1jTf/0FlkUikGT18kMRnO47jyJ9Q7tHjf/wyDniNnGLl4mfItMxcxvF1XFmISE2EmuvoZ7+gh1DdIuH+YVCSWna8kUmjJFLqmZe+5qXTr7MKsjGrOLraaHbbs87KmnLLNawg0VOMsCWTT7PO8mCRJEjV7ttK1/wTtbxwqeAuwTCJJz+HTTPYMzMv1JVmmZF1jTseFYqMTDJ1vQ0sVrg/sjYxf7lmwyvwFOyi48eOPIqvKjKs9yUiUjjeOcPoHP2esvXvGiYCWShMbnSA2OsHw+Xa6D5xgy68+SbCpbs5vZLIiU7lzI8lQlKqdm2a9jmEYxMYmuPTiPs7/+FXC/cMzfpyWShNPpYmPhxi52EHH20fZ+cWPUrJ+bsV8JEnCWRIksKqmYMGintHoePMIjQ/dhb++6rY+1zAM9IxGOhYnOjzG4JlLU2mQfUx2D5CYCN3WGRZD0zE0HT2dmW57Eu4bYrilnbbXDqDaLBQ11VG2ZS319+7EU1WaDWry9BCWJImaO7dw6cW36D/RkpdrLiXZHSYN8pSVXLljA4H/VCOCxRuw+b3s/PWPUb55TV4WQK5kRUx09HL5zSMMnMlWqExHZ2gjNANd00DT0FLp6WIlk90DDJy+SMvzr2P1ugk21VKxfT21d23DWRLMW/NzZ2mQHV98mlDfIOOXe3K+3nwr37qW2ju35uV71zMa0ZFxeg6fovfIGYYvXCYyMHJ7z099ahKbAS2ZIhWOzvhxkixj9bhwlRXhrSknsKqGouY63BXFmB12FIv5lr+ndDROx1tHSEUXT2Gblp++TstPX5+fi0sSDfffkVOwmIrEOPyPP2Do7KU8DmzlSIWjXPj5m5RuaEK+zR08wzDQkimS4SgTXX0MnW9n5GIHkz39RAZGbrtAk6FpaJqGlkxDOEpsZJyJzmwhnvPPv4494M32sr57O5XbN2D1uvPad9XsctD8+L0MnL5QsDnkFclQhENffWberq+YTTzwn7+cU7A42trJW//za4u3V+UCKliw6Cy+vpTvlVXSsz98ibM/evmWf0F6JkPX/hOk40n2/v7ncZXOMTVLkijfshZnUQB7wDPjhxiGQWx0giP/+H0uv3H4lt/0DE1n8PQFDv39M9z7f/96tiLsHMZoslvx1VXSe/RMwdKvwoMjdB84ga+u8qbfw5WzApl4kpFLHQyeucjQ+TZGLnaSDIXJJJLztjKSiSfpP9nC0Pk2Ot46wurH7qXunh3Yg768BYxWj4uqnZsYPt9OJrk4V5+E5UGSZZoe2Uvljg05n5U1DAND1xlt7aLt1f1cfvMw0eGxvPcxTEyE6Dl0ioFTF2h/7QBNj95N7V3bpwt15XIfSpKEt7aCdR9+iIN/+23SscWbWmV22Kjdux1LjscRDMMgFY7SdeAELS/8kpELHdmUsnncJTB0nfj4JPHxSYbOt6FaDmJ22PBUllK8vpHiNQ0Em+pwFPmmFzBm+72G+odW2MKakaffzRLYOl/EBk60MNHZj6/+xnOW6bONhkF0ZJzhlnaGzrUycOoCod4hUrE42ny9zxsGsZFxOvYdof/EeUo3rabp/XupumMTitmUlzmLJEkEm2opWt1A59uFO860pIhbDyhgsDgTPaNx/ievcuJbz5NJ3N52ha5p9B47y/F/eY7dv/3pOeenO4I+HEHfjP9mGAbJUISDX/k2ba8dxNBuL1gz9GwKzolvP88dv/nJOZ21zFbjbMBks5KcZSV4vunpDG2vHWTVg3tmXbW5MqkZu9xDz+HT9J84z0RXfzaVZoHTH7RUmrG2Lg5+5TtcfvMwWz7zJOVb1iDnoTKYJMvU7N1G66v7GWtbPKlVwvIiyRIVO9az4SMP57zzahgG8bFJzv7oZS69tI/o0Oi8p7JkEkmGW9oZu9xD60vvsOUzH6Ri+/qcz+rIssyqB3YzfK6Niy/uu+1n8kLx1lZSuX19TqmOhmEw1tbNkX/6Pn1HzxXm3NHUTnQmkSQ2OkH/yRZUqwVnsR//qhqqdm6kZF0jzpLAdTuOhq7Tue8YkcGRhR+3sKKFB0dof+MQmytLZq1ur2sa0aExRi5epvvQKQZOXyQyOLLwBf2M7FnLzn1H6T9xnsaH7mLTJx/HUeTPS8BocTlpeN9ueg6fWrzpw8Kis2iCRUPX6Tt6lpPf/ultB4rvXsSg/fWDlG1ew6oH78xLMHC1dDzB6e//gvbXbz9QvHqMl988TNXOTdTevX1ON7+vrhKzy1GwYBFgrL2b7kOnaHp47/TP2TAMMvEEk71D9Bw6Se+Rswydb100K/5aOk3/ifNM9gyw80sfo+6eHXkpwe8sCVK1a5MIFoV5460uZ+tnnsq5dY6eydB3/Bwnv/NCtkrgArcu0JIpBs9c5Jf/7e/Y9InHaXrkbmxed07XNDvsbPjoI4y1dzPc0p6nkeZX9e7NWL2uOX++oesMnWvj7b/4Z0YuduRvYHmQSSSZ6Opnoquf9tcP4CwJUrS6nvIta6ncvh5HkR/FYiY6MkHX/uNigiosvKm5Ye3e7QQba6b/TtcNEpNhxtq66Np/nJ4jZ5jsHlg0i06pSIxzP3qZia5+tn32Q5SsW5Xz8QNZkSnb2Iy7omRJpO8Li8OiCRZjY5Oc+/ErOecGp+MJWl9+m4pt6/LaB88wDAZOXuDSL97KOf0zGYrStf84FTvWY55Do1SLy4GrNEi4byinceRCz2S4/MtD1Ny5BavXTTqWYOhcK13vHKfr4Eliw2OLNi0zNjLOka99HzBoeODOnHt8qhYzxWvqUa2WuS90CMIsFLOJ5sfuJdhUO+drZNNODTrfOc6Rr/2Aic7eBTsYP5PERJgT33qeZCjC5k99IOeK1p6qUhof3stYWxdanlNpc6XaLBStrr/t81JXGIbBZO8gR//5WUYuLfLKywZTlctH6Tl4ipaKYip3bqJ8yxqS4aiYnAoFEx4Ypnv/cfz1lYBEfGyC3qNnaP/lIYZb2kmGIouysrIx1eNaSya56/c+j6+2IucdRpvfi7+uUtyPwi1bFMGiYRh0vn2M/hPn83K9ofNt9B47S9P79+blegCJyTDnf/IqkeGx3C9mGPQdP0dkYOS2i8QAqFYLnsoy+o6dy30sORg610rbawewuBxcenEfIxc7SITCSyLHOzI4yuF//AFWj5uqO2YvZnQrsucA6nAU+Zns7s/jKAUBStY30vjQXbOmT90KXdPoeOsoB/7mm0SH8vAMy4NkKMKZH74IkszWX30yp+9PMZlouO8O2l7dz+Dpi3kcZe6cRX48lXOvgKqnM5x79uXs836p9IszDNLxBKOtXYy2ddPy09eRVWXRLiAKy5+WTNH+xiH8jTUMn2uja/9xJjr7lsRr0tB1Bs5c4uDffYd7/uBLN63UfzPZYo4baH/jEIa2sNklwtKU334Cc5QMRWh7dT+pW6zAdzOpaJzOfUfzusvTe/QsvcfO5u3NOjY2ydC5tjl9rmox464ozss4cpEMRzn899/jjT/9e3oOn546j1joUd266NAoR7/+Q8L9wzk37XUUB/DXVeZpZIKQZXLY2PixR3NKYdQ1jc59Rzn4le8smkDxikwixdlnX6T1pbdzTk+0+dys+cADKOa5B53zwR70z3oO/laMd/TS/vrB6d6WS87UWX9RUVAotNHWLl7/L3/DsX/5ESMXO5ZEoDjNMOg9dJqzP3wxL+eVg831WD1zf18RVpaCB4uGYTDZPcBoPtNrDIORS51Eh8dyDgIge9at460jZBL5e7Do6QzDF9rnND5JkbEHfHNOa8qndDyxKFM3btXIpQ5aX3kn54mqJEv45rBLLAizkaaqM5dsaJ7zNQzDYPRSJ8e/8WMigzO3+Cm0dCzBqe//nKGWuT0Pr1a+de27Z5IWA0nCWexHziHVfeDMRWLjItAShJwZRt42JQpB1zQuvfw2Q2dbc35WWt1OXKXBPI1MWO4KHiwCDJy6kPe+S5GBYSa68pMSGOoZZOhca15TgAxdZ6Krf067n5IkYfO5MdkseRvPSmVoOpde2sd4R2/O1wqsqs7DiAQhy+pzs/qxezE7bHNOOUqFo5z45k+yxZcW8a7/ZFcfZ37wYs5FuxwBL7V3b0e1Lo5noyRLOVcxHDqb3/ceQRCWrujQKC0v/PKWe+HOxuJ24iorfIaasDQUPFg0NI2+4/k/e2foBoNncj+7oms6Q+fb5iV9Kz46QXw8NKfPtXpcqCJYzItQ7xDtvzyYc2EMd1kxFpcjT6MSVrqqXZso3dg850BDS2e49NLbdO4/XtBiNrfC0A26D5yg651jOQVGkixTs2cbnsrSPI5u7iRJwpJDqpeu6UQGFueOsCAIC8/QDXoOn2bkUkdO11HMJrzVZTllPQgrR8GDxdjYJOF5ejMca+/OuTS8lkoxePbSvJSYT4QiJEOROX2u2WlHXWRnc5YqQ9PoO3qW2OjEnK8hSRImhw2rL7c2AIIA2YrHtXu3Y3bMrUqoYRiEege5+Is30RdZddDZZBJJWl/ZTyqW24q5o8hHxfb1eRpVrqTcChNlMouuuqsgCIWVjsbo2n8ip1RUSZJwFAdQc+zbK6wMBQ8Ww/3D2cIo8yAyNEoynFt6ayoaZ+TC5TyN6D3XjsRIRqJzuuHNTjuKRdzk+TLR1cf45e6crmGyWbC4nHkakbCS+VdVU7Zx9ZybuGvpNK2vvMNYe26v6YU2dK6VoXO5ncdRrRYqd2zIuR1HvuRWtVBBUgr+Ni0IwiJi6AYDJ1tI5Zi2b/d7kE1iHincXEHfhQzDINw/PG/N5VPhGLGR8ZyuMdndn9OO043omQyJifCc0q5MNiuqRaSh5ksmmco2Kc9lkmqzYnWLNFQhN5Is0XD/bszO2+/BekWoe2CqgubSKj6VisTofPt4TpWsJUki2FyHu6IkjyObKwMtNffCaJIiY/d78zccQRCWhVDfEOOdfTnNWWx+L4pZpKEKN1fQYFFPZ4gMjMxbn5d0PEFiYm5nAmGqUmvPAKlY7mWKZ5OYCM3pPJEkS5js1nkY0cpkaDpj7d05peypZhNmpwgWhdw4igKUbmyGOe5IGYZB5zvHiQyO5HlkC6P/ZEvOC3QWl4PitavyM6AcGEa22utcSZIkCmcJgnCdRChCqHcwpzPeVrdTHGcSbklBg8VMKk14Hic06USSRHhuZwLh3Z3PfPZrfK9keG5pqABmx9x3HoTrxUYniOewuCDJMia7dc6pg4LAlV2xsuI5py8mw1G6D53KuR1MoUSHRxm52JHTNSRJonzzmsLfi4ZOLMf+gmWbVmOyiYVBQRCuYhhMdPXldKZZNqmLpnK0sLgVNFjUUul5Xf3W0xlS4dicKwFm4knCAyPzWrY8GY7NMViUxAQizxKT4Zx2oiFbYQxJnDES5sZktVC9axOqdW6rvYZhMN7ezVhrV55HtnBSkRjDF9rRtdxSaH11ldgDvjyNam4M3SAyOJJTgbRAYy3lW9fOeadZEITlKdQzgJae+6KgJEmi9oVwSwqchpomnuOq680kw9E5TzoyiUTOZx5vJh2PzzkYneuEUphZKhYnFY3ndAZAMZtyKmghrGxWn5vitQ1z/nxd0+g/mf++tQvJ0A3GL/eSiuT2Pdh87kVxbjE6Mk5ijlWvIVvMbPUH7hcNtAVBuEZsbBIjk8MxLklCEQVuhFtQ0GAxHUvM+6QmHU/MeVU3k0gRH5/fYFZLpucWLEqIKlZ5lkmkcjpfBKCYTIVPfROWrGBTLfbg3HfDtFSagdMX8jiiwggPDOccLJqd9mywWODFm9joBNHhuffplSSJ8i1rWf+Rh8U5dUEQpiVDEbTM3NNQJVlCEX0WhVtQ0GAxPhGa9x5SmXhyzsFiOpHMViudR5lkak47WRKImzzfDIN0Igk5ZB3LipK/8QgriiTLFK9dlVORpMjACJM9A3kcVWHEhnPbjYPsveirKc+pz2E+xMcmGb3UiZ5DITeT1cKaJ+5j6699CItbtOcRBAG0dCans+kSErIq5izCzRU0WEyGIvNe2j2TSs35zGIyFJ33IhF6TqtC4ibPt+zvO4doUWwqCnNkcTvw11fNeWfaMAzGO3rmrW/tQtLSaSIDuZ9n91SVFjxYNHSdvmPnci6UpljMrHvyfez+rU8RbK5DEgtTgrCiGbqRhw0XMWkRbq6wwWIkhpFjEYObMTR9zmcCE6FwToUJboWhG3OOTUS6Y/7pGW0+6xkJwqysHhfe6rK5n3k1DEJ9QzmnUi8Ghm4QG5vI+TrOkmC26FSBDZ69lC1znwNJklCtFhoevJN7/uBLrH78XiwescsoCCuVYRhLrpeusDQVNFhMRWI5pebcCl3TMOYYjSUnwzkVO7kVeg7BqCikMg8Mg5x2FgVhjtzlxdi87jl/fjqeJNSTW9+txcIwdOLjuVUmBrC4nVg9rjyMKDeRwVE63jqSl2MXiqrib6hi92//Cg/+l9+l+bF7s+dcxfuBIKwwYr4iLIyCHnpLRePzv7OYw85dMjLXtha3QRc3uyAI4G+ozun8SDqeINw/lMcRFZBh5CWdVjGp2ANeRls78zCoudMzGdrfOET9vTvxN1TnfD1JklDNZso2r6F4TQPDFy7T+so79Bw+TXR4DH2eawEIgiAIK0dBg8VMIok+x/OECyEdSyyLVXpBEBY/b005kjz3ZA8tmSI2Or/VmxeKYZDzGT8AWVUXTapmqGeQ1lf3s72mIm9FJa6kppZubCawqobmR+7m8puH6Xz7GJM9A9ljGIIgCIKQg4IGi7m0tVgI6Xhi/ncWBUFY8RSLGVdJUU6phKlYPOcKootHPgo3gKwqiyINFbK7ixd+9gaVOzZQtml1TgsD7yVJEmaHjeK1qwg217PmifvpP3WBy788xND5tuwurXgvEwRBEOagYMGiYRjZypOL+A0sk0gt6vEJgrA82LwuLB5nTueQU9E4Vq9rWZRClyQJky33noKSLGO22/IwovyIj01y4ps/wVkcwFVePC/nzmVFxlVejKusmPp7dzJ0vo2eQ6fpOXyaUM8A6fjSL4AkCIIgLJzCBYu6vujPVWiptIgVlxIp2zNIUVUkVUFRFWRVRVaVqT8z/W916uOy/9tdUSIKBwkLzuJyYnbkFtQUNdfz8J/+3rLJhjBZLTlfQ5Jl1DxcJ5/6T7Zw9rmX2fZrH8LssM/L15AkCSQw2ayUb1lLydpVrH78XnoOn6b7wEmGW9qJjy+PlGVBWKokWX53PmJSkJWr5yQzz1eu/jtH0Iclh768gnCrChcsajpaDj0GF4KeybHnnnD7JAnVYsZks2KyWVBtFkw2G1aPE6vPjdXlxOy0Y3baMdmsqBYzqtWMYjFng0RFQVZkJEXOPogVZeq/MtI1/1tGluV3P15+93NEsCgsNIvLgdmZW+Bgslkw2YrzNKLlQZKlRdE642paKk3LT3+JyWpl0yefQLWa5/WZc+Vco6eyFHdFCY0P3UWod5CeQ6fo2n+cie4BEpMh8VYnCHMgKTImqwWT3YZqs6BazFicjux8xe3E4p6as1z5d2v2YxSzKRv0zTAPkWUlOx+ZYZ4iK8pV8xtZVEEWFkRBdxbnuxJqrvSMJt5A54skYbJaUK1mrF433uoyXGXFuMqKcAR9WH1ubB4XFo8Ls9161fke6YY9ZEWgJyxFFrcjLztpwrUkScpOqBaZdDTOqWd+hmHorP/Iw1g9rgV5dl052xhorCHQWMOaJx9grK17asfxBKH+YVKRmDh+IQjvIasKqtWCyWbFWRLAXV6Mu7IUV2kRVq8bu9+N1ePG4rKjWCzvxnA3uK/FfEVYKgp6ZnG+eyzmarGPbymyeJx4Kkvx1VUSbKzFV1OBq6wIk92KYjGjmk15LfwgCIudJEtYXE7xup8PkoS0CINFyFZ7PfvDl0hHE2z42CO4SosW7GtfmaRanA7KNjZTtLqepkfuZujsJTrfPkb/ifN56XMpCEuZpMg4gn58dZX46irx11Xir6/C5vdks5osZmSTKoI+Ydkr4M6ike2BuJiJ1dWcqVYzzpIi/A1VVO3aSLCxFrvfi8XjQpIl8ZAVVjxJlrEukvYOy9IifsakonHOPfcKwxcvs/1zH6Z0Q/PCp81Opf57KkpwlxdTe/cOJrv66Tt+jstvHGasvSvbRkoQljtJwup24Corpmzzasq3rMVdUYo96MVks4r5irBiFXRncTG3zQCRgTpXitmEo8hP6cZmqndvoXhtA46gT+ycCMIMJFnG4hLB4kqlaxqDpy/y2n/5W5ofu5fmR+7GVV5ckPRZaep4QLCplkBjDc2P3kP/yRa63jlOz5HTRIfHF/3xEUG4LRKY7TbclaXU7NlK2eY1BBqqsbhE4RhBuKJwfRYNQ+zcLTOSouCtLqPu7h3U7NmKu7IEs92OJIvVOEGYjSRJqDZxXnGli49Pcub7P2fw9AU2fPQRKnZsQLXMb/GbG5EkCYvLQc2dWyjfvIaxy920vvIOPYdOE+4fXvSLvYJwM6rNSvnm1dTctY2KreuwB30oZpPYQRSE9yhcsAjLpsT7SierCoFVNTS+/y6q79iMszSIrCz9Xm+CsCBkSRS3EQDIJFP0n2xhrL2bqjs20/zo3ZSsbyroBFaSZcxOO6Ubmilqrif01BAd+47S9so7THT3L/oWWILwXha3k7JNzTQ/ei+lG5sxO+0iQBSEGyhosCgsbZIi460qo+mRu2l8aA82v1c8cAXhNkmShGIxF3oYwiKSDEdpffltug6coPaubax+7F78DVWY7LaCPmMVswlfbQXemnJWve9Out45xqWX32b0UidaKl2wcQnCrVCtZko3rmb9Rx6mbFMzJpu10EMShCVBBIvCnKgWM7V372DdUw8SbKpddL3MBGHpWJztHYTCS4WjXHppH/0nzlO1axOrHtxDUXNdwSswSpKEsyTA6ifup3LnRi699DZtr75DqHdIpKcKi5KzNEjTw3fT/Ng9OIv8ooaCINwGESwKt81ZEmD90w/T/Mg9In1DEHIlsWjbOwiFZ2g64f5hzv34FTr2HaVq1ybq791J8dpVBS3CIUkSiknFU1nK1s98kLq7d3DxF2/S+vLbou2GsGhIskzpxia2f+5pitc2iIVtQZgDESwKt0ySJUo3NLP1156ibPOaRX8u0TAMDE3HMHQMTUfX9amWLXr2j6a/+791A8MwsPs9qOL8mLDgxIKLcBMGxEbGufDCL2l/7QAl6xtpeGA3ZZvX4Cjyo5gK93YuqyqBVdXs+o2PU33nFs58/xf0HT8nWm4IBWWy26i/bxfbfu0pnCXBQg/nhoypoo+GPjVX0a6aq1z1R9fencfIqoI94BOZKcK8E8GicEskKRso7v6dT+Ovr1rQQPHdh6iRDfx0Ay2VJhWJkYrGSEXjpOMJMokUmWQSLZlGS6fRUmkyyRRaKo2WnPrf6an/JlNkUunsf6c+BsNg7+99ntKNzQv2vQkCRnb3SBBuVTqeoOfwaQbPteKrqaDmrq3U7N6Cu7K0oMVwZFWlfPMaPJWltL7yDmd+8CKxkfGCjEVY2VSbhXVPPci6Dz+EPeBdsK97pXCjoRtgvBvYpeNJUpEoyUgsO1+JJ8kkktPzEi05NWe5Mi9JXZm7pMgk02ip7FwlM/VxWiqFp7qMe37/i1g9rgX7/oSVSQSLwk1JskzJhibu/N3P4G+oXpCJiK5pJCcjxMYnSUyEiQyOEOodJDI0SnRknMRk+KqgMIOeyaBnNHRNw9A0dE2/7dYsislEJpWap+9IEGZjoOehd93Y5R5ioxOIDrFXMWCis6/Qo5g36WicoXOtDF+4zIUX3qB0YzO1e7dTvHYVNq+7IG2LJFnGWRxgw9OP4K+r4ug/P8vIhcviLKOwYBSziXVPPcjmT38Ak80673MWwzDQkmni45MkJsPExiYI9Q4RGRzJzlmGx0nH4lNBXnp6vqJlMtmsJ02b04KhyWbNBqWCMM9EsCjcVOnGJnZ/+dPzFigahkEmkSIZCjPZPcDg2UuMtXcTHhghOjxGYjIsyrMLy5ZhGHmpJHn6mZ9x8RdvisnDCmRoGqHeQUK9g7S9up/Aqhoqtq2j6o7N+GrLMTvsC17QQzGpVN2xCXdFMSe/8wKtL+1DE89xYZ6pFjNNj9zNlk9/cN4CRUPXSUXjxMYmGL3YwcilDsYv9xIZHCE2NkkyHBV9xIVlRQSLwg05SwJs++yH8TdU5fWhaxgGekYjGQozcPoifcfPM3y+jVDvIOlEEj2TERskwspgGGQSyZwvo9osIEmIG2dl01Jphs61MnKxgws/e4OyzWuo2Lae0o3NuEqDC1pJVZIkPFVl7PjC00iyzMWfv5l9tgvCfJAkqu7YzMZPPJb3NjNXFvVCPQP0nTjP0LlWhs62Eh8PZXcL85AdIgiLlQgWhVkpZhPrP/x+Sjc25/WMoq7pTHT2cvnNw3QfPMlEZx+pSCxv1xeEpcTQjbwUAlGtFiRJxkCk+wmgZzLERidoe3U/nW8fw1kSoHL7eqp2byGwqgabz70gQaMkSdgDXrZ/7kNkEknaXz+AnhETayH/PFWlbP6VD+AqKcrrazsVjTN49hIdbx2h98gZokNjaGnRV1RYOUSwKMxIkmWqdm2i6dF78hYo6prOZHc/rS+/Tesr+wn3D+XluoKwlBm6TjIcyfk6Jpu1IGfUhMUvk0gy0dnHRGcfF372Jt7aCqp3b6bmzi24K0ryvgszE3vAx/YvfAQ9o3H5jYMiXVrIK8VsYtPHHyPYWJu352A6kWToXCtnf/ASfcfPkYqKRW1hZRLBojAjR5GftR98IC99vK6knHYfOMHxb/yYsbZusSonCFMMXScxGcYwjJwm7FaPSzSaFm4qHU8wfL6N0dZOLv78Tco2raZ273ZKNzZjdtqRZXkqnTn/XKVFbPnMBxnv6GH8cs+8fA1hBZIkSjc2U7NnW166EBmGQXxskvPPv8aFF94gMjQqziAKK5oIFoUZ1e7dRvG6xrysNqdjCS69+BYnvvUTosOijLogXM3QDRKTkZyDRXvAK/ptCbdMT2cI9w8T7h+m853jFK2up3bvdqp2bcRZEpyXnUZJkvDXVbLho4/wzv/+FzIJUX1ayJ3F5aD5kXuwel05v24NwyAyOMqhr36XzreP5eU8uSAsdSJYFK5jD/pY9eAeTHZrztdKRmKc/PbznPvRK4s/hUOa/j+CsKASoQjpWByLc+47+Y6gD1kVj3Th9iVDEXoOnaL36Bl8NRXU3bOT2ru24a0pRzGb8vq1JFmm/t5d9Bw+zeVfHhItNYSclW1eTcX29XkJFMc7ejj4d9+l+8DJxb+bWKB+qsLKI2YWwnVK1q4isCr3Nhl6RuPCz37J2WdfJh2L52l080eS5WwKliAssGQoQioSyylYNDvtmJ12EpPhPI5MWEkMTWesvZuJrn4uvbyP+vvuoPGhPbjLivNaRdVkt7LmifsYOtdKZGAkL9cUVibVaqH2rm1YPc6crxUdHuPoP/2QnkOnFn+gCNl6EiJeFBaAmBkL15IkavZszXmHwtANBs+1cub7Ly6JQBFAVmQkVdwSwsK7EizmQrVacJYE8zQiYSXTMxlCPYOc+s4LvPZf/pazP3qZ2OhE3q4vSRJFzfVU7dyYt2sKK5OzOEDphuacz2trmQznfvwq3QdOYmhLY7dbsZgWrA2OsLKJmbFwDWdxgOK1q3K+Tnx8klPffYHI4NJZNZZVFUWk8QkFEJ8IERudxMhhNdvssOGtLsvjqISVTs9kGL3UwaGvfpdX/tNf0vn2MdLx3Nu8AJgcNurv24XV68rL9YSVqXh9I47iQE7XMAyDobOtXHjhl2SSS+ccrWo2i2BRWBAiWBSu4aurxF7ky+kBZBgGXfuP03/8fB5HNv8UswnFYi70MIQVyNB0Jnv6c2onoFrMuCtKkESRGyHP9IzG4JmLvPk//pET33qe+FhuCxvw7u6ir6YiT6MUVqLyzWtyLuyVjidoef514mOTeRrVwjA77eJ5LywI8SoTpsmqgq+2ApMtt8I2yXCUrv3HF39Bm/cwOWyY7bZCD0NYocYv92Doc29WLsky7ooSzA57HkclCO+Kj01y5vu/4Nj/eS6bNp1jwGiyWynbvCZPoxNWGrPTns2myHF3bfxyD/2nWvI0qoVjD3jy1gdbEG5EBIvCNNVqwd9QlXNaw0RXH/0nL+RpVAvH4rBjzkNfSUGYi5FLnWTiuZVpD66qwR7w5mdAgjCDdDzB+edf4/g3niOZ4zlbJImyzauRVTHhFW6fsziALeDNac6iZzR6Dp8mOjSWx5EtDEdRQNw7woIQwaIwTTFn09hyNXj64pIpanM1W8Cbl3YhgjAXsdEJJnsHc7qG1ecm0FibnwEJwiz0dIaWn/6S1pffRktncrqWoyiAo8ifp5EJK4nN78Hqzq0KajIcYehc25Jr4SKrCs6SAJLYWRQWgAgWhWkmmwWb153TNQzDYPjCZfQlUk3siispuKJ1hlAoiclwNhU1h9Q+WVUo3dAk+m8J8y4VidHy/OtM9gzM+RqSJGH1OHEERbAo3D6rx4WaY52BZCjKRGdvnka0cKweF87igChwIywIMTMWplk9zpwfvOlYnOjQ6JLoUXQ1WVUpWl1X6GEIK5iWTDF0vo1MDtUmJVmmdGMTzpLcqgMKwq0Y7+yl9eW3c9qVMdltWH2iIqpweyRFweZz59wyIzI8RjIUzdOoFo494MVVWlToYQgrhAgWhWlmhz3nlIZkKEoyvPQevI4iP95qUZVPKKzBMxeJ5VCRT5IkPBWllKxrFLuLwry7ct4rPh6a8zVkVcHmdSPJ4vU6O/GzeS9ZljA7c68xEBkYQdfmXlisICQJf0M1Fk9uKbiCcKtEsChMU8ymnN+wM8kUWiq3MyyFEGyuwx7wFHoYwgoXGRxl5FJHTtdQzCaq7tiEyWrJz6AE4QYiAyNEhkbn/PmSJKHarDnvEC1KBug5noWTJAlZBNLXkyRUiynny6RisaV3XlGRqdi6TqSg3oBhGDm1ooJspo5Yp8lahk9nYa4kRUHK8c7QMxn0zNIKFk12K+Vb1mASbTOEAkvHEnTvP5Fz0ZCKbespWd+Yp1EJwuwSoQix0YmcztqqFvOy3QnXUumcPl9SFGSTmqfRLCOSlJfiLplEaskdm3GVFlG0tqHQw1jUDE3PeS6a3UARYRKIYFG4ip7J5NxoeSny1lRQsX29WKUTCs7QdfpPthDqHczpXrT7vTS+/y7MTtFzUZhnhpHtqZvLe8cyfvRq6dzeVxWTmnPv42XJMNBzXFS7cp2lRFYUqnZtwlUSLPRQFjVD19EyWk73ntlhE61JpohgUZimpdIYRm7pGLKiIClL6GUlSdTs2Yoj4Cv0SAQByKaiDp1rzWkSI8kSFdvWZc8uCsI8y7WKtJ7Wltyk/VbpGQ0jhzNxitkkFn1mYhg579pC9ue7lHa1rT43NXu2it3mW6Cn0zk9VywuR/b1IYhgUXiXlkzlnOOt2iyoS+islKeylLp7dogHr7BoGLrOpZfeJpVjw3Obz8PGTzyGzSfO4grzSJIwOWw5TbhT0VjO7z2LlZZMko4n5/z5sqLgLAmK96j3MAyDTDKV83WsHtfSSTWUJGrv2kbRmnqRCXULEqFITm3cVJsVZ5GoLA4iWBSukgxHc87xtjgdWJbIKqhiMbHmA/fjrS4XD15hURm50E7v0bM5FV6QZJmyjc00P34vSh4KQQjCTKxuJzafZ87PUF3TSE5GllyRkVuViiayabo58NVWiIJV72FoOslQJOejM45i/5JJNfRUlLD2qQdFfYVbFB+dyGlOq5hN+Oor8ziipUsEi8K0VDROKhrP6RomuxVHkX/xn0GRJErWNlJ3704RKAqLTioap/2NQzn3/5JVlTWP35etnCcqKgrzwB70YQ945/z5mXiSRCiSvwEtMplEIuf3VV9dJRZX7m0ilhPDMIhPhNEzubW9cAT9SyLNV1YVVj10l1jcvg3xiVBOrw/FZCKwqmbp7DzPI/ETEKZp6TSx4bGcriHJMkXNdch5qFI2n7xVZWz5zJM4i0WKgbA49R49Q8/h0zmvnDtLg2z/wtMUr1mVp5EJQpYkyxSvacCew5nvRDhCbHQ8j6NaXJLhWM47YI4iP0WrRfXL90qGIqRjuQXiVo8TX+3i7rEsyTJVd2xmzQfuR15KNSEKLDI4ipae+7lWWZEJNtZiD3rzN6glSrzqhGlaMs1k72DO1ynbshaLa/E2i7V6XWz77Ico27RarNAJi1ZyMsK5517JuS2BJEkEGqrZ/TufJthct6SKOQiLm83nZtWDd855AmsYBvHRiZz6NC526VicUN9QTmcyLU47NXdtzbYYEabFxyZy3pW2uJ2UbVy9eFNRJYnSjc1s/9xHsPvF+fPbERkaJT4Wyuka3prybKG4Ff62KYJFYVommWK8oy/nsyPu8mKKF2kPIJPdxoanH6Hmrm1Lq2qrsCINnW+jc9/RnCtFXtnx3/WbnyDQWLPsAkbFbMJTVbaozvKYbFY81WXLtpqerCjU3LWNYGPt3C9iwNjlHjI5FIBZCia6+nM6OyXJMmWbVuOrFeenrhYdnSA+OpnTYposy5RtXp1TKvV88tVWsOMLT+OrW9y7n4tROp5gsncgp2soJpX6+3at+PY1YrYsTDN0ncnuvpzPV1jcTs3V5e4AAJpOSURBVBruvwOLe3HtLlo9LjZ+7BHWf/ghVItZ7CoKi56eyXD2Ry8z0dWXczqqJMuUb17D3n/7eWrv3r70qytKYPW6qb5zC3t/7/Pc/59+C3d5UaFHNc1VVsR9//432ft7n6dq1yZsPveyWp0u2djE+o+8P1sJdY50TaP36Nk8jmpxGmvrQsuxcqc96GP1E/cu28WHudCSKcY7enLs8Snhb6im6o7NeRtXXkgS3uoydv/2pylZ37Toj/YsRplYgvHLPTm/d5ZvXUflzo0r+uziEp8tCPk23tFHZGgUs9M+52BKkiSq7thM/ckWWn76+qIoie4uL2b7F56m9q5tS6q1hyCMd/Ry8jsvsOs3Pp5zGwxJlilaXcfd/+4LnH32JVqef53oyPiS6XEnyTIWtwNfbSWVOzdStmk1waZaFLOJdDSOtIgmVJIi4yoLUry2gbp7djDW1kXP4dN0vnOccN8QyUiOjewLRJJlitbUs/vLn8ZblVuxjVDvIMMt7Xkc3eI00dnHZO8QxTksoEqSRMP9u+k/eYH21w/kXNhlueg/eZ7mR+9BMc99Iq9aLax98n30HT/HZFd/Hkc3N7KqULlzI1s+/STFaxvEwvYcaekMw+fbSEXjOVXpt7qdbP7kE4T7hxm5cDmPI1w6RLAoXCM+PsnIxcv466tyuo7ZaWfdh9/PUEs7o5c6oEBzItmkEmyqZetnnqRyx4ZFNZkUhFtiGHTuO0pgVQ3rnnofsprbY1uSJKxuJxs//hhFqxu4+PM36D54knQskacB55esKqhWC/76KorXNlC2eQ1FqxuwuOzIqrokJlImm5XidY0Em+poevQehs5cou/YOfqOnyMyNIqezuS8+r0QFIuZ8i1r2fbZDxFoqMqpwq6uafSfbMm5qNpSkJgMM9zSRtHqupxeryaHjc2feoJkKELP4VOLYiG20EYvdRIZHsNTUTLna0iShK+2kvUfeZgj//h9kgWszmuy22h43242ffwx3OXFS+L5tpiNtXcTGxnPuaWbf1U1237tKfb9r38mOrT8n1nvJYJF4VqGQfeBkzQ+dFdOgVX24VvBrt/4OPv/8huMd/Yt+Cq6ze+h6eG9ND92L56KkhWdQiAsbclwlNPf+xnBxhrKNq/JyzVNVgtVuzZSvLaBnoMnufTy24xcuEx8PLeCAPmg2iw4Aj481WWUrG+kdEMz7ooSrB4XyhJNn5UkCcVswlUSxFkcoGbPViKDo4xcvEzf8XMMnW8n3DdEOr4Ig3ZJwl1ezOrH7mXVQ3twFPlznsTGRie5/MZhtHRuvX2XgkwiyeDZSzQ+dBfmHNJ2r7yv3vFbn+Tg38l0HzyJkUPT8eUgMjTG0LlW3GXFOS1eyIpM40N7SIWjnHrmZwseMEqKTKChmjUffICG++7A5LCJQDEPoiMTDF9oz7niraKqVO3axB2/+UkO/cP3CPcPL8nMkLlamu+6wrwaPHOJsbZuAo01OT2sJEmiYus67vnDL3HiW8/TffAkWmruZYxv6WvKEvaAl/Kt61jzxP0UrWlYspNLQbhaZHCUg1/9Lvf++9/AU1mal4nElV3GVQ/uoWbPNsbau+k6cILeo2eIDIyQmMy9j9mNyIqCyW7FZLdhcTvx11VSvKYBb005ztIgzpLAktk9vB2SJKFaLXhryvHWlNPwwJ3ERscZ7+xltLWLgVMXmOjoJRGKkIrECtaw3uSw4a0qo3r3Zuru3YWvpjwvi26GrtO57whD5y7lYZRLQ//xc0x09ebcwkaSZbw1Fdz9+1/gzA9eou3Vd4gMjqzYXcZMIknn28eo2rERq9eV07XMdhsbnn4YZ0mAY//yHKHegXn/uSpmE67yYpoevpuG+3bhLAmIhe08MjSN9tcPUn/vrpyrCcuqSt29u3CWBjn77Et07T9BKhLL00gXNzGLFq4TGx2nc/9xvDXlOd9c2TNS9ez5V79Kywu/5NJL+4gMZtOu8mZqxd4R9FG1axM1d22lqLn+ts9dGrrO2OUezHYbztLgspugCkvf8Pl2jn/jx+z4/EdwFAfy+ho12a0Ur1tFsKmWdU89yHhHD8Mt7Yx39BHqGyTcP0QqGsfQjWzwYhjZ1Mmr51LSlf9IIEnZlX5JQpIkZFXB6nZi9bqxB7zYA14cxQHc5cV4KkuxB32YrBYUswlJkVfU/SfJEo4iP/agj7JNa1jzxH3ERicYv9zLaFsXk939hPuHCPUNkY4nMXQdQ9PzGkRKsoysyCgWM57KUgKraijd2EzZ5jXY/R5kU36CdsMwiAyOcuHnby3a1Of5EB8P0fX2cYqaG3LaAYPsYoPN52HLpz9A1c6NtL7yDt2HThIfm8zu1OZpx0OSpWzgIknTrw+TzZq9h/0eLG4nI5c6Cn7Ob+BkC8MX26ncsTHn16hiMdNw/26cJUHO/+Q1eo+cJjEZzmvQKCkyqsVMsLGWqjs2U7VrI96aCmRVua3xp2Jxxjt68dVWYF5ElaAXm+GWy4y2dlK8dlXOrw9ZkSleswrP75RSuSN7741cvEwqEsvfwqoEkiRP33/Ze0/B4nJg83uwet3IqkLvkTM59xm9VSJYFK5j6AaX3zhE3d5t+Ourc76eJMs4ivxs/uQT1N61je4DJ+k6eIKJjr65NyuWJCwuB46gj8Cqasq2rKV47Src5cXZyeZtPhAMw2C0rYt9f/Z1avZsZdMnHxfnG4VFx9B12l8/iGJS2fmlj2H15LaS/l5XUiWvBHPlW9eRSSRJRWKkojESExFiY+PERidJhqNoqTRaKoWeziApMrKqIqsKiqqi2ixYXE4sLgdmpx2L24nZbkWxmFGtFkxWS94CkOVCkiQUk4piUjE77Hiry6ndu410PEEqGicxGSbUM0h4cIRw/xDhgRFS4SjpeIJ0PEkmkURLptAzGvrVAeVU4C7LCrJJRTGrqBYzJrttavLvwl1RMh0kOov9WDyueakabWg6F37+RvYs+wqiZzQ69x9n9RP35WWhR5IkTDYrpZuaCTbXsvbJBxg8e4mBUxeZ7BkgORkmFY2TjifQNW06XfXKBFRWlan7VUUxm1AtJhSzOfu6sFkw2W1YvS7sfi9Wnxu734sj6MPstKFaLKhWM4YBB7/ynYIHi/GJEK2v7Kds05rcF7glCUlVKN3YjL++kpGLnbS9+g6DZ1uJDI7MeYFDVtXsfVZeTNHqesq3rCHYXI/N555TpVMtneHiz96k5aevc/fvf4HitbntWC9n8fFJOt46ir+hGlMeChxKsoTV46LxoT1U7drIRFc/fcfOMXSuldjYBInJCOlonEwqhaFp2YWGK4umiow09R4pm0zZZ7HZjGrN3nuq1XJNUHjlvrN6XZjstumPiwxljzCIYFEoqImOXs499wp3/F+fylv1UMVsIrCqhsCqGtZ88AEmu/uZ7B1krL2bye5+YmOTpCOx7Bvb1CrelVUVxaxi83uwB7w4iwL46ipxlgSyq/EB35ybQkM2UJzs7ufg336boXOtWL0ukuEoNq87L9+3IOSTlkxx8RdvISkKO77wNBaXY94CrisTUpPNiqPIPy9fQ7gxSZYxO+yYHXacxYFr+hrqmkY6NhUoxhOkrw4WNS27A3klWJQkJEXJBqNm03SwaLZbs+ej5PnfzdU1je5Dpzj33KsFS60tpLG2bi69/A4bP/pI3lpgXLlHp99bn7ifZDhKYjJMKjIVLGYyUz/v7E6/rGR3KmSTclWwaM4Gi9ZssHgr6d/pRHJR9Cs2NJ3OfUdpuG8XVXdszluKvsXlpGLbOso2ryE6PEa4f4ix9m7GO3qJDI4QH5skk0hl7zPDyH5dWUKWZUwOG3a/B3vAh6eqFE9lKY4iP87SIGbH3KvNQ/Y+6th3hGP/8iNS0RiDZy6JYPFGDIO2V/dTsX0dFdvW5+05J8kyNp8Hm89D2abVaOk0icnI9EJNJpV9Fmd3+qcW7BRlOlhUzCqKyZRdQJ0KFFWr+ZYWDxKT4QVdaBXBojAjPaPR/sZhavfuoGJ7/m6uKywuB0VrGihaXY9+z87piY2WSpNJpNC17Ha+YlKzK+EmU/Ymk7MTHllRpt73chuXYRiE+4c58rUf0H+iBci2KkhMhEWwKCxaejrDxZ+/iWo2sfHjj2EPeMUO3Qp0JTXJ4nIUeig3ZRgGwy2XOf6N50hMFL6IUiEYus6ll/ZRuWMDwabaeblnJVnG6nHlPetgsUtFYpx99mWK1jRg9bjy+rOVFRnX1Bnq0o3N6JnsTq2uadnd/HQGQ9OmsyuUqR2jq1MI85Var2safcfPc+RrPyAxGQZJYuh8G4aui7OONxAdHuPCC28QbKrDOk89wBVT9jiUI+ibl+sXkggWhVklxkOc+u4L+BuqsPk8eX9jkyRp6ryhjMLUKusCznkMwyAxGebo139I59vHpgPUxHiIia6+nKtnCcJ80pIpzj//GqlonG2/9hTOkmChhyQIswr3DXH0n37A8Pnl31fxRia7+zn3o5fZ9ZufxOqZn0nrStV/4jwXf/EW6556MOd01Jlc2Z2/eudnIRdqDMNg4PRFDv/9M++m/k5lRiUmwzn34V3ODF2n+8AJOt46QvOj94jF1dskliGEG+o9do4T33q+oH2H5oNhGMRGxjn4le/Q+sr+a6q0aqk0g6cvLom+Z8LKloknufjzN3nzf3yN0dZO9BVeRl9YfAzdINQ7yDt/+Q16jpxZkemnVzM0nbbXD3L++dfQMsu/bchCyiRTnH7m57S/fnDZPQsNXaf/+Hn2/dk/MfyexvCRwRFCvYNiznITqWicE9/8CcPn21f8c+h2iWBRuCFD07j4izc5/5PXSC3QQdr5ZhgGoZ4BDv39M7S98g6Gdm0FK13TGG3tIpNIFmiEgnDrDF2n5/Bp3vwf/0jnviPidSssGrquM3yhnf1//U26D55cUX3JbiQTT3D22Zfo3n8CXQSMeRUbHef4N55j4FTLsgkItHSavuPneOev/g8TM/SsToSijHf0LZvvdz6Fegc5+s/PMtHZJ4Lr2yCCReGmUuEYp575GRd/8daSb6B8pZjN/8feW8fZcd33+8/MXMZlBkkrZpYlWWCZKbEdO+CAE6dpqJC0SZvCr5z2m3LTNHUajpM4McUo2zLLFjOuaFnLcO9ehpk5vz+upEhauKvdu6h5Xi9513tn5pyZO3PmvM+Hdn3nF9S+tXvA8wm2dRLu8o1x7wwMhokQdJ6qZee3H+fok6+kUr0bL0KDcUTXdFoOnGDnf/2Mxl2HjYnsVUS6fOz7wVO0Hjk95axg401vUxt7/vcJumsaJ/19pyVV6rfvZ+e3H6entqn/jYSg80wdWmJyz8/Giub9xzjw42cJtXePd1cmDYZYNBgS8UCI/T98mhPPbksFVU9CtESS5v3Heecfv0fjrkODCt9QR7fh1mEwuRCpIP6DP/kNb3/zMZr3HSN5vVgZhbiUJMtgfBFCEO7s4diTW3nnn75Hx8lzxvcyAL668+z8r59Sv33fpF+InWh0nqrlvX/9IY17jkxK660QgkQowrEnt/L+f/4UX935K2vaXkVndQ3J8PVRIH6k6KpG3Xv72Pntn+FvNCyyQ8FIcGMwZBLBMAd+/Cy959tY+vA9uArzR1xceCy4mMjmzNZ3Ofn8mwRbO9PuoydVuk7XUbpyIYrJeEwMJg+6qtK05zDdZ+uZcdMa5n3gZjylhddc8HkyIHRBIhKlp6aRhh0HCbV1jXeXLqHG4oTau7G4nCjmqT+GCCHQ4glajpzi+JOv0Hr0NFo8Md7dmvD46pvZ+e2fEfMHmHnbeswO+5R7TseLzupadvz7T1j+yH1U3bJuVOqGjga6puGrO8+J37zOudd3Dim0INLlw9/UimMKZuIcDYSm07DjIIlwhBWPPEDhotnXxTg9XIwrY3BNJCNRzryynXBHN8s++UHy51YhmyZu8Xpd0/A3tnLs11upfXsPyejQC+p2nqpFT6qGWDSYfAiIdPs5+dwbtB09w+w7N1C5bjmuorxJMVlKhxCCaE8vnafrqH1nD62HThLp9qdqWk0Qgq2dvPdvP2LWbTdSuX457qK8KZvaXlc1eurOU/v2bs69voNQR48Rn3gNRLr97P/RMwRaOph7z014K4qnxHM6EQi1d7Hv+08S6uhm9p0bcRflT+hrq8YTNO4+zJFfvkT32YYhW0XjoQg9tU0UL503oc9vQiEEbYdPscP3ExY8cBszb11nLNYMgDELNrhmtESSxl2H6altYtbtG5h12/qU5WIIhUTHCl3XCbV2cvb1HZx7fSe959uuefLib2wh3OUjq7x4lHppYDC66KpG15k6emqbqH7hLapuXsu0G1fgLinAbLOOd/euCV3ViPpTZW0a3j9A65FTBJrbSUaGvgA0luiqRtfpOrrPNXDqxbcoWbGQaRtWkDOjHJvHNemFoxCCZDiKv6mVs9veT1l227sNkThMYr1Bjj31Kk17j7LooTupWLcUe5Zn0t8nE4GoL8Dhx1+gafcRFj50B+VrlmB1OyeUKEjG4nSdruP01nepf28/idC1uZRq8QTdZxtQYwnM9sk1to8nQgh89c3s+p9f0HzgBPPvu4X8uTOwOO3j3bUJhSEWDYZNqL2bw794gfr39jPr9huZduNKXIW5KBbzuAzCQgjUeIJgSwdNe45y7vUd9NQ2DdsfPeoL0FPbhLesaEK9VAwMrhVdVfHVnefAj57h9MvvULxkLpU3rqBgXhVWj2vcntmBEEIgdB01liDWG6DrbANtR07ReaqWntomktH4pBElQtPx1Tfja2jh7KvbyZ87g6JFcyhaPIfsGWVYHHYUi2VyuPTrOmo8QcwfoHn/CZr2HKHt2Bmi/sCk+T4mMkLX8dWdZ8d//oRzb8xi+qbVVK5bjj3bg2w2TZhnVAiB0DSSkegVZacmMrqmpeIY/+WHlK5YwMxb1lG8bB42rxtJlsfl2uqaTiKcsgie2/Y+jTsPE/H1DvtZ6q5pJNYbNMTiMNDiCeq276X1yClKVyxgzl2byJszHYvTPqEMIUIItKRKIhxFjGFiLEMsGowIoaVebgd/8htq3tpN+erFVKxdRm5VBSa7dUwGYCEEUV8vPTVNnN97jMY9hwm1dY24hEAyEsVf34xYvwJpArvaGhgMFaHrBFs7CbZ10bjrMFmVJRQvnUfR4jnkzCjHnu1FVsbPkqFrOpFuH8GWDvyNrXScPEfn6TrCnT0kQpHJnYhACBLhKM0HTtB69DTWF5xklRdTsGAmuTMryaoowV2cj8XpmHDCUUsmCbZ20nWmnvbjZ2k7dppASwfJ8NQopzTR0BJJWg6epPNULede30nl+uUULZ5N7sxKzHbbuPUrGY0T7uoh1NaFr+48XWfqaD10ctz6MxzUWJyGnYdoO36G/DkzmLF5NUWL5lyK6x4LNFUl1NpJ+4lzNO46RPuJs0S6/CMe34KtnUS6fLiL8jLU0+sMATF/gNq3dtN65BSFC2ZRvnoxxUvn4i4pGDfRKHRBPBRO1dM8346vvpn2E2eI+nrHrA/SYNkeJUlKu7zhzM8Z1o2pazr+xpZrNrVfK7YsD56SgmFNgHz1zcSD4VHo1W+xuBxkVZYiX+PkQJCy7IU7Jl7qX1uWh6yKYvLnVVG6fAGe0gKsbicWtxNZGX6SjdRqpk4yGiMeDBP19eKrb6b10Em6axoJtXWTyHA2MEduFu7iocc4hDp6CHUYrljDoWzVIrb81Zexed3DPsZrf/ZvNOw4mMFeXR+YHXZchbl4SgspXDCL/DnTceRmYfW4sDjtKBlKDJGyGArUWJxkNEYyGiPmD+BvbMXf2IqvrolgaydRXyA19l4nz5FsUrBleXDkeHEV5pEzo5ysaaW4C/Owup2YHTZMNismm3XUEhUJIdASSZKRKIlwlHgwjL+hhY7qc/jqmwm1dRPu6kE3snaOPZKEzevGW1ZE4YKZFCyYSVZFSer5dDkylrjlYpKiRCSGGo2RCEcJtXfR29SGr/48/sZWYv4AUX+Q5BSpuyybFJwFuWRXllK6YgH586pw5GZh87ow220jcgO+ZAUKRYgHw0S6emg/fpb2E2fpbWwl1NGd0ThrSZLwVpRg8ziHtL2uafQ2tY36PHcyIysKrsJcsqaVUjCviqLFc3Dm52BxOrC4HBkbj3VNu/BejJMMR4kFQoTaU4syPbVNhDp6iPl7ifqCo5bdVwgx4ImMWCwaGAyGbFJw5mXjLMzFU1yAuzgfe7YXe44Xe5YHk82KYjGjmE1IiozQUynw9aSamkxGosSDEWL+IJFuH+EuH5FuP6G2LkId3ajxxHUzoZzqGGJxgiBJyIqMzevGVZSHMz8HR04WzrxsbNkebF43FqfjgoCxICumS4txuq6jqyq6mnqGE+EoiXDkkviI+QJEfb1E/QGivgAxf4BItz9VNsB4jn+LlPqPYjZdEpFWjxObx43V68bqdmLzOLG4UkLSbLddMZbKZtNvF+YkKVVaRFXRLnwvuqqSCEeIB8LEQxHigRDRnl4ivl4iF8bYqK93Urn7Xk9Isowty427KB9nXjauwjyc+dlYvW7sWW6sHhcmiwXZbPrtu1WA0DR0VUWNJ1FjMRLh2IX7IJR6HnuDxPzB1DPqCxDt6SUZjaZugevhPpAkzDYrzoJcPCX5qeubn4M9NwtHtheL24nJakGxmJBNJiRZQtd0hKahxhMkI6k5S6w3RNTXS6Snl0hnD6HOHkLt3UR7/KmamtfDtZyKSKkx2Zmfk3ruivJwF+al3otZHuxZHswO22/H4Qv3iNBTbttaUv2tIIxEiQdCxILh1AKML5B69vwBot1+ov7AhXI6YtCSKZlkMLFouKEajCq6qhFs6yLY1kXbkdOXXl6y6cJL7GKsgCwhSVKqrqEAIXSEJhC6lpp4qhpaMjmhsh0aGExJhEBXNSLdfiLdfiC1Yn35syspMrIip1bdJQkppW4QqYf3kgVRaHqq/uGFnxeFpEEaROo/WiJJuOMqDxJJQjYpyIqSWtWWf/tdSLIE0oUxVSL1vUhcGFPFhfFVXIo501XtwveS+m6EbkxiJwNC14n29BLtSbmhSbJ8ScBcvDeufrem5pwCdIEQOvql96uOrqnoSQ1dU8dsYjohEYJkNIa/oRl/QzOSfHHcM1+6tpIsIV32jF16pnSREo4X5yxJFS2pTm7XeYMrueB9EWhuJ9DcDkdI3RdmBcX023ejdPGZk66e16Zi8YV+4b14cW6raghtYr8XDbFocAUS4LVbKHTbKXDZqMr1MCPXTZ7LRp7ThstqxqLImBWZhKYTT2pEVRV/NEF7MEp7IEpTb5jz/jC+SJyeSJzeWBL9wkqanlQNNyYDg0nGRRfFyZLMYkojhDGOGlzBxWRQYNS1zCRCF2jxJFrcGPcM+ie1AKqiMrIcGRMdQywaIAE5DitLSnPZPLOI1RX5zC3IotBtxzTMRAvhhEpbIEqjP8TZzgBHWrrZ09DJqY5e4oZlwcDAwMDAwMDAwGDCY4jF6xy31cyGGYV8atUsbpxeSJbDilUZeRppl9XMzHwzM/M9bKwqIpJQOdMZ4LO/2s6JNn9mOm9gYJAxbCaFddMLiCRUdjd0jnd3DAwMDAwMDCYAhli8TpGAZWW5fG3zIm6ZU0q2PTPZ1PrDJMt4bBZUTee838i6ZWAwEZme6+a/7lvLgeYuQywaGBgYGBgYAIZYvC6xKDK3zy3lW/esZla+Z8yK0b5f20YwbsTZGBhMRFZX5FPstWNuHb86iwbpMSkyhXleTGlqwoXCMXp6Q0biRYPrClmSyMly4XSMTmF6TdPp7AkQT0ztuYwkSbidNlwOGyZFRheCaCxBIBQlaYQSXXcYYvE6Q5Ykbpldwj/evWpMhWJS09nZ0HEp0Y2BgcHEQZEklpXl4rSYx7srBmkozPPy3b99lNLC7EG3e/a1ffzbj7YSN5ISGVxHOB1Wfv9Tt3P35qWjcvxuX5Cvf+uXHD3dNCrHnwg47VY2rJrDHRuWMH9mKW6njURSo6G5k52HzvLiW4dobu8Z724ajCGGWLzOWFKSwz/ctZI5Bd4xE4oAjb4Q1UasooHBhMEkS2Q7rOQ4rEzPcbF+WgEmWSLfZWNTVRGQyqJ/cZTwRxMcaRl8gmCWZUqzHOQ5bVhNCglNoysUpzUQITbAarQiSywozMZrN3O6o5eOUAxFlijxOCh027GaFJKaTkcoSktvhIR2faeiVxSZ/Bw3xflZg27nddsZwyHewGBCIEkSWW5H2udjuCiyhMU8dafOdpuFP/z0HXzs7rVke51XzBNnVhayYdVcNq6ayzf+9Vc0tnQPciSDqcTUveMN+uCxmvnGzYtZUJSNPMxZhKYLNF1HF6laz7IkXfjHgOJTF4JjrT00GfGKBqOMMCzXQ+bz6+by0WVVFHvsFHscWC4kttoyq4Qts0r6bP9uTSu3PfYqWj+1+BRZYmlpLo+snMnmWSWUeR3YzSZiqkazP8y+pi7+d0c1B8539dnfZTHzrx9YzYaqIr72/B5eOtnEo2tmc8+CcqbnuLGbTcRVjSZ/mLfOtvDYjmqqO3pH7boYGBgYXK/cuGIOn35gI057/268FrOJDSvn8pkHNvGt779IzCgrcl1giMXrBEmCddML2TKrhKFWwxBCkNB0Wnoj1HQHaPKH6QrFCCVUkpqGIklYTAo2k4LXbiHbbiXHaaXc66TQY8dmUjDJEnFVZ39T14CWBQODFBkwgxhFxa+J7kgMXyROTXeQFWV5eG1mWgNRDjf3XTE+3uYbMP5ty8xi/u7OFSwuySF5YcwIxpN47RYqc1xU5XlYVJzN157fw3u17Wj9HEiWYGVFHqsr87l3QQWqLqjvCSGAUo+DOfleZuS6qch28YUn36c9FMvw1TAwMDC4fpEkiVvXLxxQKF5EliU2rJrDj595l8ZWw7p4PWCIxesEt9XMJ1ZUkWW3Dsk1KRRPsrexkycO1rCzvoPucJxgLEF8ABcwkyxhMyvYzSY8VjPZDitVuW5WVxZQnuXkzTMtGT4jg6mGbFKQ5JElV9HUqZ10IJP8eO9ZfnmgBiQodjv46cc3sbQkhz0NHXz+qR0IrhR0qib6jTmele/hH+5ayeKSHPY1dvKvbx/jZLufuKphMyvcUFnAH25cwJKSHP7+rhV8/skdnGz39zmOLEncv2gaCU3n+eON/GD36UvZk0u9Tv7slsXcOqeU2+eUcse8ch7ff86IgTYwMDDIEFaLiXlVpUPaNjfLTWVZviEWrxMMsXidsKg4h/UzioYkFNsCEf7h9cM8dbiO7kh8SMdXdUEorhKKq3SGYtAdZH9TF78+XIdZkVGv8zgjg/QoFjOyMnyxqGs6WtJwiRkqkYRK5MLvdpMJTU89owlNp2eIz73VpPCZ1bNZVpbL4eZufv/ZXX3iGmu6AnQEo/z045tYXpbHwyuq+KtXDvQxAkuShMNi4td7zvAXW/fTFf5tHxp8If5y6wFm5HqYU+Dl9rml/PpQreGtYGBg0Add1y+FJIxlbobJjtNuxWGzDGlbi9mE12Uf5R4ZTBQMsXgdIEmwbloBBS5b2m3jqsa33zvBj/acyVgiiaQhFA2GgMVlRzYPPxunlkigTfF05hONQreN2+aUIgS8dqqZ6n4shrqAPQ2dNPpCLCvNZXVFPl6bBV800WdbfzTBrw/XXiEUL9LoC3G8zcecAi+V2S5MQ/WnNzAwuG6IxZO8+t5ROn1BPE47LocVt9OO25UqA+Fy2HC7bFgtZmRJQpIkZDn1U7nw83oVmLoQfTxKBkIIga4bc7vrBUMsXgd4rRaWl+VhSWO10YVgV30HP9l79rrPOGgwtkiKgiMnCzlN7bjBSEZjaPG+AsRg9JhbkEWxx0FS07GZFTbPLB5wW+WCi3GxxzGgWGzpDXNqgOQ1MVXDd8HiaTebMI/ACm1gYDA1SSRVXnvvKNveO4rZrGA2mbCYTVjMCmbzxd9N2G0WsjwOsj1OvG4HWR4Ht65fxKLZZdetWIxE44QiQ4sFjyWSdPlCo9wjg4mCIRavA3KdVhYWZ6cdAIOxJL88WEOHkTjCYIwx2614K4pH9JKOB8Mko8a9O5aUeB04LSZsZoWvblrIVzctTLuPw6xgMfUv9HpjSbr7sSpe5PIYxet1QmdgYJAeASSSGomkRjg6NLd6r8vBgpmljDB0ftKSSKocOtnAqkVVabeta+qgprF9DHplMBEwxOJ1QJ7TRqE7vW95SyDCzjrj4TcYe6wuBznTy0d0jFhvkEQ4mqEeGQwF+4WMx0lN51S7v1/30avpCEWJJvuPNUxqOknNiEM0MDAwGGuEgFe3H+H+W1eSl+3ud0FOCEEoEuOpV/bgD0b6OYrBVMQQi9cBlTkurAOs5F/OiTafYVU0GBeyZ5TjKsgd9v5CCKLdvSQNsTimxDUdTQjiCZX/2XGSl040pd1HE2LQBDpGglMDAwOD8eHQyQb+79dv8eiDmynK814hGIUQdPtD/PKFHbz8zmE0I1zpusEQi9cBxR4HipReLJ7u6CVsJAgxGGMkRaFy3XIsLsewj6EnVfyNLeiGVWpMaQ1EiCRUvDYLTouZ9mB0iOkRDAwMDAwmGomkyg+efJs9R2q4/cZFLJpTgddlJxJLcORUA2/sPMHB43XEk8Zc8XrCEIvXAXlOK+kSBwohaAtESBip6A3GGG9ZISUrFiCNIGGJGk/QU9OYwV5dXwgEFxPbKdeQZfRUu5+2YJQ8p4210wr4xYFzQ3JFNTAwMDCYmCSSGgeO13H0dCNmk4IsSQgBSVUjYYjE65LrNIz3+sJpMadNBpHUBYF40rAKGIwpkiwxfeMqPMX5I0pYEusN0lPXnMGeXV/EVZ1QIlWjstjjwGEe2jpiayDKq6fOI4DNM4v5wMLKQUta2M3KkFziDQwMDAzGl2RSIxJNEIrECUfjhlC8jjEsi9cBVpNCunm4puvEVcP/3GAMkSB/3kzm3nMT0gjTz3VW1xDt8WemX9chvbEEJ9p8bJhRxOLibL504zxeON5IOJFEkSQsJoW4qtHkD1+xX0zV+MGu02ycUcSq8ny+edcKZud7ePFEE12hGLoQWE0KhW47ayrzWViczbe3n2R3Q8c4namBgYGBgYHBtWCIxesAkyyRzmYjRMoV1cBgrHAXFbDkY3fjKsob0XG0RJLWo6dJhI3MbMNF0wW/PlTLummFLCvN5a9vX8ZnVs/GF4ljMcm4rWZ2N3TwmSfe67NvbXeQb7y0j7+5fTmrK/P5w40L+dwNc/FHE2i6jstqxmlN1UVsD8b4/q7T43CGBgYGBgYGBsPBEIvXAUN17zOkosFYYXbaWfKxuylfvXjE9fLC3X7aj59F6MYdPBIONHXxjZf28ZVNC1lRlsu0HBdVeW6iCZWeSGLAWEQB7Khr50vP7OSjy2Zwx9wypuW4KPLYUWSJaFKjKxSntjvAm2dbONXhH9PzMjAwMDAwMBg+hlg0MDAYU6xuJys+8yFm37UJk8U84uO1HjpJb2NrBnp2fZPUBW+fa+XA+S6m5bjxWM3IskRc1QjEkrQFBrbc6iKVTfnvtx3ieztPUexx4LSYUGSJmKoRiCZoCUTpjSX67BtKJPmTl/aSbbfijyYGXLSKqxr/tf0ETx2uI5xQCfRzLAMDAwMDA4PMYohFAwODMUGSJbKnlbHow3dSdfNalCEmURmMRDhCzZu70JLJDPTQACAQS3K0pWdY++oC2oJR2oJDr3ep6YLDzenbuyhIT3f0DqtvBgYGBgYGBtfOlBeLdrNCjsNKvstGjt2K1axgURTMikRSEyRUjXBSpSccpzMcozscQzXc2QwmGbLZhLswj6g/QCI08WL3ZLOJslWLWfrwPeTPq8qIUBS6TvuJc3Seqs1ADw0MphbGW8zAwMDAIBNMObHosZqZnutmQVE266YVsLA4m2yHFa/NgttqxqzImBUZRZbQdEFS04mpGsF4kt5ogubeMPubutjT0MnxNh9tgciEFo+SlMp26jCbsJsV7Bd+eu0WCl12Ct12lpTkpI0LkyWYmetmZfnIko1cTaMvREcoltFjGvTF5nWz7g8fwep20l3TQNvR0/jrW4j4eon3BlHj4+OyZ3E6yJ87g5m3rGXahpVY3M4RxyheJOoPUv38m8SD4fQbGxhcb0zc15aBgYGBwSRiSohFsyxTnu1ky6wS7phbxprKfPKcNpQLWUAHmpzKioRZkXFYTOQ4rJANi4qzuW1OGUlN52S7j3fPtbG1uol9TZ2E4mNbY0YCnFYTdpMJi0nGY7NQ4LJT6LaR67RS4LJT4LKRZbeS7bCS67CSZbeQ7bDispiQJQlJAnkIk3OrSeHv7lrB32Z4gvH1F/by3R3V6Eam1VFFkiUcuV5yqirInzuDOXdtIhmJEWztpPd8G4GWDgLn2/A3tRLu7EGNxdESKrqqoqsaQs9M2RTZpGCy23DmZlO0aDbla5dStHgOVpczVb4lQ0JRVzVq395N84ETGTmegcFUQxe6keHawMDAwGDETHqxWOCy8cDiaTy8oooFRdl4rOkL0A+GJEkoEiiywvKyPBYWZ/Pg0mk8d6yBn+8/x5GWnjGzNLqsZv5w4wJumllMvsuO05ISjVaTglmRsV6wkmbCUiNJEqYMTeQvZ5D63AajgCRJIIGEgtXtxOp2kjurEqFpqLEEyVicZCRKuMtHsKWDcJePaE8vUV+ARChMMhonGY2RjMbQEkn0pJr6qekIoV/KOCorckoY2qxYnA5sXjeOvCw8JYUULJhJ7owK7DlezA5bxiyJl+NvaOb0y++SjAw9Ns7A4HpC03QMrWhgYGBgMFImrVh0WkzcNqeU37txPjdMK8CSIdF0NRZFoTzLxZdvnM8HFlTwy4O1PLazmube0Y8Ls5pkbpxeyKaZxaPelsHURZIkJJMJi8uExeUAssmqKIHlC1IbCIGmaqjxBHoiiZpIXhCIWsrqqKUsj0KIlKVCgCTLKcFoNmGyWrE4bFhcDmSzaVSew4sIIUiEIhx8/Hl6ahtHrR0Dg8mOqupD8uhw2C0U5WUxrSyPaSX5zKgoID/Hg8NmwW6zkFRVItEEvkCY+vOd1J3vpK6pk5ZOP4FgZNJ6jSiKTLbHSVGel/KSXCqK86gsySUny4XDbsFutSIQxOIJwpE47V29tHb2UtvUTkNzFz29YXr8oQl1/pIEpYU55Od4+v1c03QamjvpDV3bIpskSWR7HBTnZ1FRkkdVRSEVJbnkeF24HFbMZlPqPoklCIfjdPQEON/WQ31zJ62dfnr8IXr8IVQtMx4sBunJz3FTWpg+BGm4nG/rprMnOCrHvlYK87wU52cNcK6CptYeunxD76vDbk2NC8U5VJTkMaOsgII8D06bFYfdiixLJJKp+72rJ0hHT4C6pg5qmjro9gXp7AmQSGqZO8EJwKQTixJQmuXkG1sW89HlM/DaLKM6Ob2ILElUZLv4ky2LWTetgL/bdoid9R0kjcHPYLIjSShmU0aSzow2yWiM48+8Rv17+426igYGg5BUVfQB3MvNZoWywlxuXreAG5bOZOHsMkrys5GH4AoihMDXG6a6toV9R2t5c9cJTte1EIlO/FImJkUmL9vNioXTWb9iDgtmlTKzohCPyz7keYSuC7r9IRpaujh4vI539lZTXdNMtz+EPs5jktlk4nc+fBOffWhzv5+HwzG+9q1f8tLbh4Z0PJfDxsLZZWxaPY9Vi2Ywd0YJXvfQr5UQAl8gQmNLF2fr2zh4op6DJ+poaushFI5NKKE91bh3y3L+4osfxJKB8lT98df/9TQ//c17aBNgDvzhO9fwlU/f0e+56rrOv/7gZf778W2DHsNmMVNZmsdNN8xn9eIq5s8spbggC0WWh9yPcDROU2s3J842886ek+w7VktbVy+qOvmF48SfHV7FnAIvf37LUh5YPA2raXSsiQNx0UX1xhlF/NsH1/CtN4/y3LEGkhmK9zIwMBgYLalS9+4+qp9/Ez05tvHDBgaTCSEEiaTWr3gpzPNy96alPHTXGqrKC3DYrdf0HpUkidxsN+uXz2blwhk8cPsqtr5zmKdf3cuZ+tZxF0wDUZyfxU03zOeDt6xg/sxSPE47JpNyzcdRFImCXA8FuR6Wzq3gvltXcux0E89s28s7e6oJXKPVLtMMlqfAZjPjdTvSHkNRZObPLOWjd93AresXkZfjxjIMrxFJksjNcpGb5WLJ3Eru3LSUbl+QvUdr+N9fvsGZ+rZrOp7BtSFJ0pByVkx2JGmQc5VlppcXDLpvZUke9926kg9sWU55cS72YRqhXA4bc2eUMGd6MTevW8CZulZ+8/p+Xnr7EL7eyZ2Ib1KJxZXlefzzvatZN70A0zWo/UyjyBJLSnL49gNr8djMPL7/HIkJsLpiYDBV0ZIq597Yyb7vP0mk2z/e3TEwmNDoQhC/akHFbFK4Zd1CPv/RLSyeW4F1hBYHSZKwWc1UluTxux/Zwh0bFvPrrbt5/Pn38QcmTvkej8vOPTct45H7NzCzsgibNXOWFrPZRGGel4JcD2uXz2LP4XP8/PkdbN9/imhs4llaTYpCjteFLEsDivr8HDeffmAjD9y2mrKinCFZm4eCLEu4nTbcThsel51fvbwrI8c1MBgMCZhWmofFbCJx1ZjodFh56I41fPwD65k9rWhYi0d92pOkC27bTlYvrmLJ3Eru2rSU//v1W+w4cKZPHyYLk0IsSsDikhy+86F1LC/LvaaVEiHEpdIY0YRGKJEknFDRdIHVJOOymFMZR82mS6U1htQnSSLfZeMf714JwBMHa4lM0pvAwGCiIoQgGY1R88ZO9n3/KWK9EyNGwsBgIqNpOvF48tL/Z3ucPHzvOr748C1keRwZ98hRlNTq/R89ehcLZ5fzHz9+hdN1reOajVWRZVYumsFnPrSRW9cvyqhIvBpJknDarWxZu4CVi2bwzGt7+e4v3qC10zehkgxJkkRetgur2UT0svsDUmJuzvRi/vR3P8CWG+ajDHEudK0IIWhs7aa6pmVUjm9gcDkXrdsFuR7Ot/Vc+BuUFebw5U/cykN33jBqY8PFBbWNq+Yyr6qEHz71Dj96+l3C0fiotDeaTAqxWOJ18Be3LmVZ6dCEohACAbQGIuyq7+BISw+Hm7up7wkRiCXQ9NTnsgRmRabI7WBGrpulpbncUJnP4pIc3EPMqprjsPKNm5fQG0vwzNH6jL4YYqrGtjPNNI9wlXbdtAKq8jyDXjtV03m/rp0GX2hEbV1NdbvfSN9uMCyEEMR7Q1S/9DYnnnnNEIoGBkNE03XiiZQYcDtt/O5HbuKT928g2+Mc1XYtZhO3b1iM3WbhX37wEsdON41qewMhyxI33TCfb3z+XmZVZsZiMFTcThsP37uOvGw3//2z1zhxrnnM2h4K2V4n5n7E4rJ50/ja79zNuuWzRk0oXuTYmaZxd9c1uH7wuh3k57gvicWyolz+5HP3cNempaO6iHQ5edluvvCxm4klVB5/7j1iVz1/E50JLxaz7Ra+dtNi7p5fjjIEdwhNF9R0B/jNsQaePFTLua4A4cTgFr9GX5i9jZ38+nAt+U4bi0ty+MSKmdw9v5ws++C+y5IkMS3Hxd/eseLScTJFKK7yn+8eJ1Utcvg89uH1zMh1D1rjLqHpfG/nKZ49Wj+itq5GvyDcDQyuBaHr+BtbOfCjZ2jcfQh1Arp0GRhMVDRNJxpPYrOa+eLDt/CZBzfjdtrGpG2zSWHzmnlkeRx8/Vu/5HRt65i0exGb1cwHb17B137n7kEyJI4ekiRhtZi5a9NSSgqy+dvvPMuB43Vj2ofByM1yY7VcOfVbNr+Sf/zjDzNvZuk1JfQYDpou2L7v1Ki2YZC6ztoEjR8ea7xuB0X5WUADedlu/vwLH+COjUuwjGFSP0mSyPI4+f1P3EokGuPJrXtITqLENxNaLMqSxCdWzuSRVTOxplkZFEIQS2o8fbSOf337GNXtvdecaUsI6AjFeONMC+/VtnHnvHK+tnkRK8rzBnVPlSSJ2fke/v7OFXzql+/SHszcilnqWR/ZAz/Uy6AJgWZYAQ3GESEEUV+Ahh0HOPHs6/TUGOUxDAyuFVXTUTWN+25ZyWcf2ozLMbhQFEKgqhrxpIqqami6QCLlXmqzmq85uYkiyyyfP43/70v38Wf/+muaLqzojzZWi5lP3beBL3/iVvKy3de0byopkEoiqV4qOyJJqXOxmE1YLSbkaxBSiiKzfME0/t/XPsrX/t8vOHq6cUK4pOZluy5NkiUJZlUW8Xd/+BALZpWNibBubuuheoJZW6cib+86QWd3L1keJ163A4/LTrbHiddtx+NykO1x4HLasJhNmEwKZpOCSZGxWEzYrWNTZWCssJhNTCvNw+Oy86WP38Ldm5cNyXqu64KkqhJPqGhaakyQJQmTScFqMWE2Kdd8nXKz3fzeJ2+nsaWb9/afHu4pjTkTWizOzHPz2TWzcacxEwshCMWT/HTfWf7fm0dpy4BYi6s6L55opMkX5q9uX8Ydc8uQL2Rc6h+JddML+MjS6Xxv12nik2jFwMBgvBFCoKsqXWfqOf70q5zfe4x4cHJnDzMwGC8kYPGcCm5cMRun3drvNrqeqiFY39zF6boW6pu76OwO4A9GiCdU5AtxeEX5XipK8lgwq5TZ04qxWsxDSnoiSRLrV8zhkQc28p8/eZVQJJbhs+zLHRsX84WHbyY3y5V2WyEEui4IhKOcq2+jprGDhpYuunxBguEYiaSKIsvYbWbyslM166aV5rFgVhl5OW4UOX02dkmSmDujmK98+g7+9r+fpb65K1OnOmyyPM5LyY0K87L48iduY8ncigHP5eJ1UjWNbn+I9q5efL1hQpEYSVVDiJQ11+2ykZflprggC7fDlqrDeyHZx+XHOl3XSkd3YEzO9XqmsbWbxtZuZElCUWQUWU79vOx3i1nB6bDhdTvwuuy4nTbmzyzj8x/bgkkZO9ftsWBmZRG3b1jM/beuHFAoCiHQdJ3eYJRTNS2ca2yntcNHe3eASDROUtUwmxS8bgcFuR5mlBewcHYZFcW5WC1DC10DKC3I5pH7N3C4upFgeHK4Y09YsWg1yfzu2rnML8xO+wXEVI3v7jjFv79zjO5I5gJHNV1w8HwXf/TcbuwPrWfzzOIBHUIlCexmE19YP49Dzd28V9uesX4YGExVhBCo8QSd1bXUvrOHxp0HCbV3j3e3DAwmNS6njYfvWYfN1ncCI4Sgxx/irT0neeHNg5ytb6WzJzhoDI3ZpJCX42bFgul88JYVbFg5B7fTnrYfFrOJh+5cw5m6Vp56de+oxa9LksSSuRX80WfuoiDHk3bOoKoadec7eX3HMV7ZfoTzbT34AmGSgxTSvpjNs6Qgh81r5nHHhsUsnluR1rogyzI3rZlPR3eAb/7v8+Meq2e3msn2OLBZzXz2wU3cvXlpv5NnIQTBcIzqmmb2Hatj75FzNLR0EY7EicYSxJO/reOpKClLi8NmIcvjZEZ5AUvnVbJ8wTSml+WTk+VCkWVi8SQHjtdNygQfkxVdCHRVI8nQDBgNLd38zodvYgzDfMeEOzcu4Za1C8nN7n8hKalqnK5t4dXtR3lnbzWNLV34g5FB60jarGaK8rwsmVfJR+9ey+rFVUOKgVQUmY2r5rJ22Uxe33FsQngcpGPCisUVZXl8aMm0tCuYuhA8faQu40LxIgKo6Q7yZy/t4/sf2cCi4sHFa1Wum8/dMJdDzT2EJlkAq8HkRYsn8dU3Y/W4sLqdmGzXVjttrFHjCcKdPjpP11L37j5aDhw3LIkGBhlCkWWcjr4WxXgiyfb9p/jRU++y69DZIcfMJFWN1g4/L3Uc4p09J7l1/SK+8uk7mVGen9Y1MzfLxec/djN7j9ZS35y5mP7LqSxJJayoqigYdNwTQtDZE+Tnz7/Pb17fT935ziELWF0X9Aaj9Aabqa5p5qlX9vDRu2/g0Yc2k58zeAI5s9nEB29ZwclzzTz+3PvjWozeZFIoyPVSUZrHxz+wHrvNcsXnQgi6/SHe33+ap1/by/5jtQTD6azCKpFoHF9vmOZ2HyfOnufFtw7ictiYPb2I5QumcfuNi8nyONl58MzonZyBwQAMVF9U1wVtXX5+9fIunnhxF60dviEHfsXiSeqbu6hv7uLdPdU8fO86HnlgI6VDMHI5HTY+cvdadh48Q2gUtEummZBi0Wkx8cDiaZR4Bi8eK4SgoSfEd947OSpC8XKOtPTwvZ2n+Ie7VpDdz0v4Ioosc8vsEpaX5rK91ig4azA2xAIhdv7Xz/CWF5E3exq5MyvxlBXhLS3E6nEhKXJqUneVW9BYIIRA6Ck300iPH399C62Hq2nad5RQWxeJcHTogbUGBgbXjBACVdN57vUD/OdPX6GptWfYVr5QJM4Lbx3EFwjzZ5//QNpYN0mSmFVZxN2bl/K/T7wxYH2/4ZKyXt7A6sVVaYViY0s3//7jrbz09qERZyPs8gX5wVPv0N4V4A8+dTvTy/MHbd/lsPHxD6zn7T0pq8V4YTYrrFs+m+ULpuFxXWkd1nWd6poW/ucXr7N93yn8gfCIhuZQJMbBE/UcPd3EC28cZHp5AafrxjbhkYHBQAghOFPfyn/8+BXe2nWCyAgS6fmDEX7y7HY6egL8xRc/SEGuN+0+i2aXM2d6CQdOTJwEWAMxIcXizDzPheyng69YxlWdXx6s4XDz6AfPq7rg2WP1bJlVwoeWTBt02zyXjY+vqOL9uvZxXUE0uI4QglhvkFhvkPbjZ1EsZiwuBzaPC3dxAVmVJXjLi/GU5GN1u7C4HFicdswOG7Lp2pJXpO+KQE+qxIMhor4gUZ8fX30LbUdP4as7T9QfTFkRjWfDwGBM0HSdN3ee4Fvff5H2rt6RH0/T2b7vFLou+OZXP8yMioJBt1cUmQ/dvoqX3zmccevisvmVfPiuNX0sZFdTd76Tf3rseba9fwx1ENeyayEWT/LcG/sJx+L84x99mPwcz4DbSpLEnBnFfPDm5Tz2xJvjlgnRZrXw0btv6BNjlVQ1dhw4zT8+9gInzzVn1GVYVTU6egJ09BixigYTAyEE9ec7+av/fJrdh8+h6SMfEyKxBC+8eZCCHA9f/9w9abOtFuZ6WLV4Boeq6zO+iJZpJpxYlIB7FpRTlpW+HlR1u49fHqwZswyeXaEYP9xzmi2zige1LkpI3DSrmFn5Hk53jPzFbGBwrWiJJNGeXqI9vfjqm2ncdQgA2aRgdTuxul1YPU4sTgdWtxN7tjf1/y4HVpcTs8OGYrFgslpQrGZkRUaSFaQLbuFaUkVPJtESKmoiQTwQIuoPEvMHiPb0Eun2E/UFiPT4ifkD6EbCJwODcUEIwcmzzfzrD1/KiFC8iK4Ldhw4w3/97FW++dUP40pTmmNGRSG3rF/IT57djpqh8cBmNfPog5soyssacBshBP5AhH/+/osZFYoXSaoar713lJkVhfzxo3cNWtPRpCg8cPtqtu04NuYlRS4iSxKOq5IeqarGc2/s599/tJXGFiNm3GDq09kT4B8fe4EdGXaLTiRVnnh5FxtXz2X98jmDhtKZTArLF0zD63LgC0zsMJwJJxaz7BY2VxVjSxNdq+o628600NCT2SLygyGAvY2dHGv1sWFG4YDWGEmCsiwXN04v5FxXwKh1YzBh0FWNqC9A1HfZCq8kIclyalCTZSRZQpIuZPq7mAG4v3tdiNTq84VseULXEZqO0DWEcc8bGEwIIrEET76ym7P1mQ+L0HSdbe8f465NS7ll/cJBvYFMisxt6xfy8tuHaO30Z6T9JXMrWLNk5mAlhBFCsPXdw7y+43jGheJFNE3n2W37uGvTUhbOHtwtt7w4h40r53Kuvm1CzA2EEBw4Ucd//eRVQygaXBfEE0me3bafd/aeHJXj+3rD/Ob1/SydV5k2Edic6cV43fYJLxZHt/rqMKjMcbEwTRIZSFn53jzTTGyMLRb+aILXTp1Pa820KDI3zy7BZUmfGcnAYFwRAqFpaEkVLZ5AjcZJRqIkwhESoQjxYJh4INT3XzBMIhQhEY6iRmNo8QS6qhpC0cBgAnGmrnVULGoXCYSi/PKlnQTSlKxKlZEoYfGcioy067BZuHfLcvKy3YPOF1o6/Pz8+fdHHKOYjuZ2Hy+/kz4W0mYxc9MN88kZQnmPscDXG+bbP9tG3fnRST5kYDDROFPXyq9e2kUkOvwYxXTsPnRuSM9UjtdFUX7WqPUjU0wosSgBy0pzyUvjzgKpDKVjEavYH2+dbaF3CDfZ8rI8yofgTmtgYGBgYJBphBBsfedwRt1P+2P/0Vp2HjqbNs7N63awcfVclCHUaUzHtLJ8Nq2eN6hQTCZTLqLVNS0jbi8dQghe33GMlg7foNtJksTC2eVUVRSOep/SEU8kefq1vew4MHmKgxsYjARV1fj11t3Une8Y1XY6unvZd7Q27ZhosZiYUT54zPdEYEKJRUWWWD99YPfOy9nT0DFupSma/GFODSEWMc9pY3lZ7hj0yMDAwMDA4Er8gQh7j9aMmlXxIr3BCO/tP5V2pV5RZJbMrSAnyz2i9iQJ1i+fnXZFvqc3xOs7jo1ZMpnWzl4OVzemnSC6HFbWLKkakz4NRmNLN7/Ztm/cku0YGIwlQgjOt/Xw3v7Toz4mRuNJztS1kkiqg25nUpRBE2NNFCaUWLSZFOYVZqXdTheCQ83dJDOQvWg49ETinO3sTf9CsJpYUJQ9aDyFgYGBgYHBaNDQkqoBNtoIYN/RmrTZLiVJYnpZAQW5I5scuZ12Vi2uwp6mAPaZulZOjWEimVA4xomzTemtCWYTi2ZXoCjjNwUTQvDu3mrONbaPWx8MDMYSIeDYmaYxc7lu7vClraGoKDK5E8QlfTAmlFgsy3KS50rvguqPJqjpCo5b5v2EplPd3ks0OfhqnEmWmZnnwZPmhWZgYGBgYJBJNF3nbH0b3f6xSQJ3vs1HdU1z2u28bjtzphePqK3CPC+L0iSSEUKw50gNvcHIiNq6FjRdp+58Z9oJoiRJlBXnkDdCC+tI8AfCvL375KjGbRkYTCRUTePdPdVoo2xVvEiXL0g0Te1GWZbSZpKeCEyobKjl2S6y0tRKglRym+5wbAx6NDD1PUEiSRWHZfBLWJnjIstupTc2Pi6zmWRx6RzuXrSpz99VXePJ/a/Q0DP6cSEGEwtZkrlhxhI2zVrV57NIIsav9r9Me8DIsJdpFpbM4u5Fm5Cl4a33BWIhfrVvK91hf2Y7Ng7kOLx8eOWdZDv6Wqv21R/j3bP7SGqDuwJNRVRV41RtS0br5Q1GPJHkcHUDd25ckjaUZNGccp7dtm/Ybc2dXpzWdSsWT1Jd25LWDSzTdHQHCEfifQreX01Bjoe8bBft3eNTXqu108/Jc+nFvYHBVCEYjnHsbNOYtReOxEmmGX9kSUpbj3EiMKF6mO+04RxC9lBfNI4/jVofbZp7w8TSWBYBCt12nNYJdZmHhYTEvOIq/mDLJ/t8Fk3G2VVzyBCL1yGyJLOycmG/90V3yM+bp3YZYnEUmFc0gy9tehiLaXheC+d9bWw7uWNKiMUsh4dP3XAf0/NK+3z2f+89yc7aQ9elWEyqGnVNY5fhMqlq1DS0o2n6oLUGAaaX5Y+orYWzyzGnaaM3FE2bbGY0CISixBLpF4e9bjvuNIJyNDlT10bPBE/Xb2CQSc63dtMzRp4WAElVHVJ5HLNpQjl59suE6aEsQa7TijXNRRNC0BtNEBhnS11bMDqksh1emwXvEKylBgYGBgYGmSKeUGlqG9uFmtZO/5DqhRXlZeEepuuVLEvMnl6cNt4vEIqMehbY/ghH01sTAKwWM7lZLsYrpcHxs+fRx8gdz8BgItDY2k1vmhI/mUTTRFrPDkmSkMZtFBg6E8bkZVZk8p22tO4rAgjEkyTHeZCLJTWCQxCsiixR6B6/1UMDAwMDg+sPfyBMJDp47Fzm24zQG4wO6iIqSRJup43cbDfBYYSTZHucFOV5B91GCEEyqWFSFPKyxzYu0OOyDymjuyRJZHudSLI05rVphRDUNXWgj1fiBwODMUbXBe1dvUTG2StxsjJhxKJJlnHb0rtUXbQsjjeaLggM4aaTgGy7YVk0MDDIHL2xEPXdzXjtbhwWG3aLDZM8uFuewfWFrzdMPDG27reBUJRQJL0AtFnNeJzDW0TN8jjxuNMLsqqKAp74jy+PeSI8RZEpKcga0rY2q+WCVWFsO5lUNXp6DRdUg+uHpKrS6QuOWQz3VGPCiEVZkrCliUEA0AVExzhgvf9+CCJD6IckSTgmQfCqgYHB5OH9cwd55CffwG6xYTNZsJmteGwushxusuwecpxecpxebpi+hJkFlePdXYNxIBiOkVTH9l0ZisSIROMIIQYVczarZdhuqB6XDZdj8H0lScJmtUyIwveDYbOax6W0VjgSJxIbW6uzgcF4kkxq+I0Y3WEzYVSMLElYhyAWIVW6YrwRMGRXWKvZWPE3MDDIHJFElPruvpkMJSQkKfXTZrbyF3d90RCLo0RFdjEPLL8VuzklXM51NvLUgVfHuVe/JRKNk1TH9l2ZVLUhuXlZrSacDuuw2nA5bTjtw9t3omFWFMZDLSaSKuoY3xsGBuNJUtMIhsa3isJkZgKJRTDJ6QdNgRhSdqHRRgiBOsR+mMex8K6BgcH1g0BccLsTqLqGEMaEcDSQkFheMZ8/uOmTmJXUa/StU7snlFiMJZJjVk/scsKROEIMroFMioJ1mB43DpsV61SpXTxOeS1UTUPTjbHB4PpB1wXx5OQvYTdeTBixqAtIDkF8SUgoQxCVo40kSUMStwCqNv7i1sDAwMAgMzgsNlZOW4jdkrIqCiGQ5Ym1KJhUNfRxWCxI1TUUDKaEFFlKW16jPyQJbBYz8nj4bk4hhMCI3TK4rhBCjLmnxVRiwrzddCGID6EUBYBFGX+3TomhWwxjYxw3YmBgYGAwenjtblZULBjvbgyKruljntwFUiI1XbOSNEyxiITVMmHWuA0MDCYJQgijVMwImFBiMTEE1S9JpK3FOBYMNcZSCEHcWM0wMDAwmDJMzyuj2DuywvKjTcobeezV4lAsVpIkDam8RN8dwTwMkWlgYGAw1lmHpxITZolO1XV6hxAYL0sSWRMguF2RJbKGUBJDAL4xrnVlYGBgYDB6rKxciNc+tvX7rhVFlocnyEaI2aSkDcUTQqBpQ/Mkupqh5CwQQhCKxPAHIsNqY6zoDUbGRdAbGBgYXAsTRiwmVJ2OYBRdiEHjESTAazNjVuQhZyMdDWxmBY81vVjUhaA9EB2DHhkYGBgYjDZOq4MlZXOxmiZ2/VxFkZHGIb4/ZfkbvF1N14eVjVMIQSwxtCQVb+06wX/8+FXEBLYm9PhDqIZrnIGBwQRnwojFlAUuQULVsQ1SakKSJFw2My6LCV80vSVytMh12IbkDhtJqATi49dPAwMDA4PMkefMYlZBxbhY7a4Fi9mEMg5Jd+x2S9pqELouSA7DsigEJBLJtHUcAeIJlbMNbdfchoGBgYHBlYx/8N9ltAUjBOPpVw1z7Fayh1mjKVOUZzmxDSH1d0coRihuJLgxuP6YyCv6BgbDZUZ+OeXZxePdjbQ4HdZhJZEZCYos4bTb0m4XT6hEhhmeEYklSCTTC023yz6s4xsYGBgYXMmEEov1PaEhxfflu2zkOdO/kEaT6bkuHEPIytbQE8I/jhZQA4PxQgiBbsTjGEwx1s5Yeqm24kTG5bCOeTIYh92Kw2ZJa/WLxZMEw8MrkB0IRQlF0u+bl+3GZNQ4NjAwMBgxE+qN1x6M0hmKMTvfO+h2WXYrZVlO9jV2jovtQpElqnI92NO8iIUQNPlDQ7KWTlUkJMwmM0WeXMqyishzZWO3WDErZjRdI5aM44sEaOntoLW3k3A8mtHaYIrUf5IHgchoUeJU/c/+Jyaarqe1ssmShCz9dn8BaHrf1XOzbGJ6XhlV+RVkOzwktCRdIR9n2utpC3SmFWc2s5WZ+RVMyy3FY3ehahq+SC9nOxo472tD7afN4aLp+oDfpSzJeGxOyrKLKPYWkGV3YzGZ0YVOJBGjO+yn2ddGs7+DpKaOm5VSkiTMsokibx4l3gJynFm4rHbMihkhdKLJOD3hXjqCPTT2tBBNxgyBfI1cvL6lWYUUuHNwWB0okkxCTdIbDdIW6KKxp4VALDzA/SQYzSx3EiBJMoosk+P0srJyYb9jSqr27vDFmS5ERsc+r9uBZZiF74eLy2HDOYQEdPFEkvAQBF9/BMMxwpE4uVmuAbeRJAmn3YrbaccXCA+rHQMDAwODFBNKLMZUjWMtPayfXjjodoossaw0l5dONJIYh+DwbLuV2QVe5DTJA6JJjdOdveOaiGcsEEJHv2qyZpIVKnJKuGnOGm6as4bK3BKy7G6cFjtmxYQsKwihk9RUosk4wViYzmAPe+uP8drJ9znZeo5gbGQvebvZyp/e/jnWTF/c57NTbXX8zUvfoTcaHFEbF1lftYyv3/5ZLIr5ir8nNZV/2fZD3jt3YMB9zYqJh1fdzUdX3X3pb91hP/+w9TFOtdUCqclPWVYRn9vwELfNW0+uKwu72Yqm64QTUVp7O3j+8Fs8c+g1mv0dfdowyQqLS+fwOxseYlXlQnKcXqwmK7rQiSZidIZ62H52P7/e/wrHms9kZNKq6hr6VYLcabUzt2gGdy/czNoZS8l3Z+O2ObGZrZgkBYEgoalEE1F6oyHOdNTz1qndvHfuAA3dzWMmxOxmK3OLZnDjzBXcMH0JlbmleGxOHBY7FpMZRZZTRX41jWgySigepa23i911h3nv7AGONZ/Gn6F7ayoiIVGSVcCqaYu4a+FG5hVX4bW5cFkdmE2pousXF5OCsQgdwR521hxkW/VOjrecJRz/bZZLTddJaJlbkFNkBa/NRa4rizxXNpU5JcwrrmJ24TSKPflU5pb2KxZXVS7ixS//77DbfeX4dr777hMZW7DJzXJht41tEp4sjwO3K73XTzgap6d3eOO7rzdMbygC5A66nddtpyjfa4hFAwMDgxEyocSirgvePtfK59bORUkjxG6cXojTYiIxDi6e5VlOFhZlp92uJxJnb2PnGPRofElqKkn1t5O18uwiPrrqbj64ZAvT88qusJhdgaSgyAo2s5Vsh4eKnGJWVC7g4dV3s7PmED/e+Sy7646Q1IYX8ynLCjPyyllaPq/PZ7rQR2QFuBqvw8Pi0rnYzFdOzuJqgiyHZ/B+SjJF3vwr+hmOR5iZX8GptlokJFZWLuTP7vhd1kxbjHyZBVORFSwmM9kOD7MKprG2ail/99J3qW6rubSNxWTm/qW38JWbH2FabukVbSvImO0uPHYX0/PKuXnuWv72pe/w6on3RywYk5qKqquXznFx2Rx+98aH2Dh7FbnOrAH3s8sKdrOVHGcW0/PKuGXuOuq6mvjF3pd49tA2OoM9o2ZHclhsrJ62mIdW3MHm2avJdngGdqmTuHD/Wsh2eCnPLmJl5QIeXfch9tUf5fE9L7Kj5gC90dAo9XZy4rY6+MCSm3lk7X3MLZqO+aoFlovIioxZMeO2uSjJKmBJ2Rw+tvoetp/Zx/fe+zXHms+g6hoJLUk4PrKM07Iks6x8HrfMW8v03DKKs/Ip8RaQ787BopjTulVKkoTH7up3rBkqx1vOZjRpjt1mpSjXy5m61owdMx35OR5yvANb/CDlcePrDdHjH95z0dMborndx8JZZYNer2yPk/LiXKprWobVjoGBgYFBigklFgVwqqOXtkCE0iznoNtOy3Uxp8DL7oaxF2MryvOGlGCnvidEbdfUty4k1CQJLYksScwunM6f3/l5bqxajs1sHdbkx2t3c9v89cwtmsG/v/ETXjr6NjH1+or7tFtslGYVpoSkJ4+v3fooq6YtukIoXo1ZMbG+ajl/ePMn+dNn//WSSNk8azVfveXTVKRJyiFLEuXZRXz9ts9S19V8heAcDqqWRNU1LIqZDbNW8I07fpe5hTMwKdcm0hVZpiq/gj+65dMsLJnFf7/9OKfb60fUt/7Id+fw2fUf4kPLbqPYm48yjMUESZJwWu1snL2K+SUzefnYu3z/vaeo6z6f8f5ORsqyCvns+gf5yKo7ybIPIsT7QZIksuxu7l68mZkFlXz7rcfZdvJ9kmryCkvjcDDJCncs2MDnNjyEWTEPWr5psmAyyUwrz2f7/lNj0p4sS5QWZmOz9i/+L+d8m2/YJSN0XXCuvo1b1i4YNIGP3WZhVmURb+8+SVLNnHu9gYGBwfXGhIv+bvCFONLSk9bdrNDt4KZZJZjHuI6UzaRwz/xyTGnaFULwXm0r/tjUFzlxNUlCVVlYMpt/uu+r3DznBuwW24hWyRVZYXpeGX9x1xd4aMUdkyKhRCaRJZlpeaW4rA4+seZe1s5YOiRLqFkxcdu89dw2/0YUWaY8u5iv3PwpyrOLh/R9SJLE7MJpfGbd/bhtgy/YpCNxwSJ896LN/MMHv8KC4pnXLBQv75fb5uSDS2/mn+7/Y+YUTh9R3644NhJzCqfzjx/8Kl/c+DHKsouGJRQvR5ZkCty5fHLNB/i3h/6UpeXzBrawXyeUZRfxN/f+Pp9Z/wDZDu+wxoeLcYHzi6v423t/j4+tvgcBBEcoFiFlgbeaLFNCKEKq3uGc6WOXtdVqMbNoTvmQvtfqmuYRtXXkVCOJNAJQkiRWLpqBe5yT4RkYGBhMdibcDDwUT/LiiUY2zCjEPUi8hUWRuXd+BU8eqqWme+ysdyvL81hdkZ/2hdgVjvPaqWZiQ0jxPdlJqAlKsgr44qaPsnr64j6TYl3oxJJxwvEoCS1VI8skm7CZLTitjkGFYJEnj6/c/AgtvR28eWr3aJ/KhKIqv4IVFfN5cMUdmGQFXQiCsRDhePSSlcVu6TsRsltsfGzV3eyuPcLDq+9mcdncSxPgaDJGIBpC1TUcFjtem6uPtVKWZG6Zt47nj7zFjpqDw+5/Qk2wZvoS/vT236HEW3DFMyOEIJqME01EiatJdKEjSzJWswW31YlZMfX7jJlkhRumL+Fv7/09/uw3/5ERi93S8nn89T1fZlXlwgEtt0IIEmqScCJKTI2j6zqSJGFRzDgsduwWa79i0KSYWDtjKf/6oT/hm688xvYz+9AymMRkspDj8PKXd32BOxdsGPQaq7pGMBYilkxcuicsJjNOqx2b6beeCpIkUeTN509u+x3iaoJYcnhlGC4nqSWJJNK5s0rYTJY+5yAuJKeJj8ADIqFmNhGaIsvMqyrB47ITCI3MTXcoeFx2ls6blna7pKpx5FTjiNo6ee4859u6mT1tcDG8aE45c2aUsOvQ2RG1Z2BgYHA9M+HEIsD2mjbqekIsKs4ZtLjv/KIs7ppfznfeOzkmuRJdVjMPLplOXpoAfiEEJ9t9HG3tGYNejT92i43PrHuAlRULL02YL0786rvOs7vuCNVttdR3N+OPBNB0HafVToE7h5kFlaydsZTl5fMHdFst8uTx6bX3s6/hOIEJG/+V+TtwdsE0PnnDfZR484kmY+w4d5AXjr5Nbdd5LIqJVdMW8ck1H6Asu6jPdZtVUMkHl2zhzoUbUWQZTdc429HAUwde4+j5U4QTUcqzi/nQ8tvYOGslNvOVbtU5Ti/rq5axs+bQsDOR5rtz+NKmj1HsTS2uCCHQdI32YDc7aw5x+Pwpzvva6A77SahJLIqZfHcOC4pnsmraIlZULMBptfc5N0mSWDtjGY+uf4B/2fYjArHh3xOlWQX86R2/w4qK+f2KGE3X6An3srvuCIebqqnvbqYz2ENMTWCSFbIcHipzSphbNIO1M5YyPa8Mk6z06fO84hn86W2/gy8S4HBT9bD7OxmxmSx8eOWd3DZvff+ZiYUgmoxxvPks79cc5ETL2UvX2GqykOPwUplbyorK+ayqXEShJ/eS5ddrd/EHN32SxAjd1FVdY9vJHf0mh7och8XGo+s+RElWQZ/PznU08tPdzw27D6fb6vrNgDxcJEmivDiXsqIcTp4bmSVvKMyvKqWkICvtdq2dfto6/SNqq7MnyLHTTcyq7Dv2XU6O18nmNfPYe7QGbYonmjMwMDAYLSakWGzwhXjuWAPzCrMwD1InyWkx8ciqWbx8sonaMbAubphRyAcXVaZ1U0pqOs8erScQuz5KZhS6cylw51whFFt7O3nm0DaeOvAqjT2tA664S5JEgSuHuxZu5LM3PsiMvL5uTLIsc8OMpayqXMRbp3ZP0GLvmXddK3DncOv8dWi6zs92v8D3tv+KtkDXpc/3NRynsaeFv77n9yj25l+xb7bDy5c2P4zL6kAXOnvrj/H3L3+XI+dPX0pcc6ipmkNN1fzNvb/HnQs2XHHdLYqZRaWzcdkcw85KW5ZddMX/B+Nhnj7wGk8ffI3T7fUDWnG2nXyfXGc2W+bewO/f9PF+kySlkvbcyqGmUzx7aNuw+ue02PnCxo+yfsYyTP1Yt8PxKNtOvs8v9r7EsebTBAa5DlaThYqcYh5acQf3L72F0qzCK66nLMksLJ3N1259lK8++Y90hnzD6vNkZEXlQh5Ze1+/VnAhBE2+Nr777hO8Ub2D1t6uARMrPbHPydyi6Xxi9b3cu2QL9guLS5W5JSPu48VnZG/9sUG3y3Z4+OCSm/sVi02+Vn6889kR9yWTFOZ6WTqvklO1Lej66I2bZpPC2uWzyPYO7rouhOBUTQvt3b0jai8cjbPz4Fluu3ERbqd9wO0sZhO3rV/Er1/eTW3T4AsBBgYGBgb9MyGDaGKqxq8O1XCqwz/odpIksbgkh69sWojHlj6ofiRU5bn5+k2LKfU6Bt1OCMGh5m6ePzYyN5vJhCzLKBesKUIITrSc5Y+f/hb//NoPOdvRMKhrlhCC9mA3P9v9PF97+p8519H/dXNZHdy9aFOfbKNTmYvxWYeaTvI/7/ziCqEIKavXtpM7+M2hN/rUjFRkmWyHB7NiosXfwb9s+yGHmqr7TMTP+1r52e7n+mTslCSJ6Xllg2YtHSpCCPyRAN/c+hh/9/J3OdRUPai7ny4EnaEenty/la8++f842HiyXwGR4/TymbX3U+gePIV+fyiSzG3zb+TB5Xf0EYoX+/ut177Pn/7m39hRc3BQoQiprLdnOxr459d+wFee/CeONZ9BXBV3rcgyG2et5FM33NfHkjtV8drdfHrt/ZT3k1xJCEFtVxNff+Zf+Nmu52j2dwyagTcUD7O/4Th//vx/8l9v/nREFuXrBUWRuWvTUrzuwd9bI6WyNI+b1y5IG5MciSXYeegskQxkMd++7xSnawfP9CpJElUVhXzkrhswDbLwbGBgYGAwMBN29KzrDvKrg7VpaxTKksRHl83gEytm4hilAsRZdgtf27yIGyrz01oVg/Ekvz5UR8t1WNtJCEFboJN/evX7vHfuwKWyCUNBEzr7Go7z/R1PDRh/tLR8Hrmu9CVLphJCCF469i7dIX+/n0eTcbaf3Ycv0v9KvRCCd8/s48j5/jMiCuBkSw0tvR19xE2BOxfPCJPcAMTUBL/av5WnDrx2TTFdAjjQeJx/e/3H/boHSpLEorLZ3DBjKdI1WnaLswr4xJp78Nr7pvmPJmP8ZNdv+PmeF6/ZqqrqGrtqD/PNVx6j2d/e55qaFRMPrridxaWzr+m4k5XFpXNYP3MZSj8uvt1hP//99s/Zce7ANXkLRBJRfrr7OZ6+xvvpemXx3ArWLKkaBd+HFJIkcfuNi5lWmp92287uAHuOnMtIu52+AK++dxRVG9x1V5YlHrhtFSsXzZgyyYsMDAwMxpIJKxaTuuCJgzUcaOpKmxk1x2HlT7Ys5lOrZmIdJJX2cMhz2vjqpoU8vGLmoC6xkJqYv3OulWeO1jGKHj8Tlria4Im9L7P97L5hxd5ousbrJ3dwqq2uzyQbIM+ZRVV+RSa6OgqMzhcejIc50HB80Mn0qbZaOoP9x8equsrbZ/YQTQycAKQr7KOtt28Jmou1DkdKdWsNv9jzItFk7Jr31YVgV+1hnj7wGrred+HIarJw7+LN12xxvmXuWhaXzunj8qwLwfvnDvKzXc8Pq7+pY+jsrDnEz3b3f4yy7CLuW3orjn7cMqcSkiRx96JNeGzuPp8JIXjl+HZePfH+sBL+9EZD/HT3c5xuq8tEV6c02R4nH7nrBgpyvaNy/Bnl+Txw+yqslsEXa4UQ7Dh4hvrzmSl3lUxqvPbeEWob+y50XY4kSRQXZPGHj9xBVWVhRto2MDAwuJ6YsGIRoNEf5p/fOkprb/q06KVeJ9+8ayV/ddsyyryOQRPjDAVFllhWmsu377+BP9q8EKel/+yMFxFC0OgL8y9vH6NlCP2dihxrPsOvD7yCOoIkDe2BLt4/d4Ck1tcq6bY5mZaB+KTRYXRWrJt62mgPdA+6jS8SoNHXvztWa28XZ9sbBhWbQgjO+9r6bCNJEvnunGvv9GUktSQvHHmL+u7hJ9iIqwmePbSNhp6WfieFS8rmMrOgcsjHy7J7uGfRZpzWvq55XcEefrLrN7QGRjahVXWNpw++xt76Y336bJIVbpu/jtkF00bUxkSnxJvPDdOX9LHmCCHoCPbwq/1b6Y0OP9a8rquZpw++ltGkMFMRWZbYsHIuj3xoQ1pBd61ke5x88eFbmD1t8EQzAL5AmJfePkQwPLxFmP6oberkiZd2EU8M7sUiSRLrls3ib//gQ2NaTuRq3E4b9iHUoTQwMDCYSExosQjw5tkWHtt1imCaeoWSBF67hT/YOJ/vffhGHl5eRZ7TlrYe4tVYFJmKbBe/u3YuP/roBu5fPA17GvdWIQSxpMZjO6vZ19g5IdOvjDYJNckb1btoSZNNMB0CON5ypl9XVIvJQp4z+5pdDicznaGetLFZuhC09Xb1+bsQgs5gD52h9Fl5u8P+fo2j7n4E1bXQGfSxt/7oiBYQAOq7m9nfcLzfmLZ8d07KSjjE+2JmQQULS2f1O7k92HSSg40nRtTXi7QHunn1+Hv9ukrmubK5ac6ajLQzUZldOL3fTL0AJ1rPcaJlZO6Iqq6yu+4IHQNY1Q1+i81q5hMfuJH7b12ZMcHodtr41P03cvfmZQOWQ7mIEIJ9R2s5eLI+I21fzotvHWTfsdp+PQ8ux2RSWL98Nn/3lQdZsWA6llEKW7kai9lESUEWH7x5Bf/w1Q+zYuGMMWnXwMDAIFNMyGyolxNOqHx/12mqct18cuUslDTiz242ceucUlZX5nOwqZsXjjdwtNVHfU+QrnCM6FV1DyXAbTOT77QxLcfNxqoibptTyrzCLFxDXAFMajrPHqvnh3vOoF6P/qekxMbuuiMjFgUAdd3NJLS+mWRlScJtd2JSlH4tj1MNIQS+cCBt7TeBoCfs7/eznkjvkMqNhOLRfrSihN08MlfJlt4OajpHnuxJ1TV21BzinkWbsVuudDW3KGbmFVdht1iJJAa3WsiSxLLyeXhsfWMVdaHz1qk9hGKZ8QzQhc7uuiO0BbqYllvap89rpi/BYbEPobbf5MOsmJhXVDWgq+2OcwczEm9Y29lEY08LRZ68IRWDv16RJIncLBd//Nm7sdusPLttH73B4d/nbqeNzz60mc8+uBmPa+BspBcJR+P88sWdhDJoVbxIW5ef7/3qTSpKcqksyRt0W5NJYd2yWfzrNx7miZd28eJbB2kdYRmP/pBlieL8LKoqClm7bBab18yjoiQPj8vOtvePZrw9AwMDg9FkwotFgK5wjL9+9SA5Dht3zCvDkiZ2UJYksu1Wbp5dwk2zignEkjT3hukKx/BHEgQTSVRNx2JS8FjN5Dqt5DpslHgdQxaIF0lqOk8fredvXj1IT2TkhaEnK02+Vs6012fkWKFYZMAC1TaTBUWeiGIx84sEmq7RE/GnjdnlQoH7q9GFTkewe0gxYf1N3CVSk/6RUN1ak1bADZWjzafxR4N9SjBIksT84ircNlfathRZYe2Mpf0Ki+6Qn6PNp4cVQzcQDT0tnG6v6yMWJUliZn4FFTnFnGqrzVh7EwWbycristn9Xue4muRA4/GMtBNORKlurWFl5SIUQyympaQgmz/7wgfYsHIOP3zqHY6ebrwmt1CH3cKCmWU8+uAmbrtxMbYhvC+TqsbWdw6z89CZkXR9QISAHQdO8z8/38Zfful+3E7boAsHsiwze3oxf/aFD3D/bSt5+e1DbN93ivPtPvyB8DWXGLGYFZx2Gx6XnZLCLObPLGP5gmnMm1FKaWE2Tkf/9YMNDAwMJguTQiwCNPdG+NOX9qIJnbvmlQ85kY0sSWTZLWTZLZdih4RITe0lKTUhHs5ALgRous6LJxr5y60HaPRd32ncT7XVERtmQpCr0XStX/EDqcn+9eKGqgmdQDR9Nk5BKjbwavQLJSCGQsq9s+8kKZ17WTpqOpvSi90h4o8EOO9r61NTEqA0qwCX1UF7mmN4bK4B6/K1Bbpo7c1sLbakpnK8+Sy3z7+xz2f57hxKvAVTUixazZY+Avki7cGujLqOnuloQBc6ysSPqhgzEkkVfyBCTpazTzkLh83CresXsnzBNHYePMueozUcOlnP+bYekkkVTdMvPbOyJGEyKXjdDhbNLmfL2vlsWDmH4oLsfjPcXo0QguNnmvjBU+9kpFzGQCSSGs++to/yolw+95EtWNPkGICUe+ii2eXMnVHCow9u5uS5Zqprm6k/30V7Vy9dviDRWIKkqiFJYFIULGYTLmdKGGZ7nRTmeinO91JckE1FSR7F+VlYLSZMijzisdPg2pFlCVmSUj9lGVmSkC79Tb5wP8s4bFYcdgsOmxWnw4rdZsFhszBnRjFSGu81m9XClrULKC3MIRyNE47GicYSRGJxItEEsXjywjOko+si9U8IxIWfuq5f+Dk6XmjSxfMf8DpIKLKMzWrGYbfisFlw2K047anrMHdGSVoPPoDlC6bTG4wSisSIRONEYgmi0UTqesRTz83F8xcXr4W4/HqkrkOGpgcGo8ykEYsA5zoD/MXLB4gmVD60ZPo1Zz69+PLIxCJfXFV5pfo8f/Hy/uteKAI0dLdkxAUVUm6Vg9Vbm5iLtJnvlK7rQ3ZR7C/xixA64fjw988Erb0diAxZ6iKJaJ9akxdxWhwUuHPSurwWe/P7dUEVQtAV8tETHlmx8KvRdZ3arqZ+PzMrJqbllqLIcp86mZOdbIeHLHvfLKgAncGeay5JMhjNvvZBx4vrkZPnmvmvn77K733yNlYsmH7FZ5IkpZJX5Xj4wM3LuWX9Qny9YTp7ArRdEEmxWBIkcNqtlBRkUVKYQ162G6/bPiSReJGe3jDf//XbnK5tyfQp9iEaT/KDp94hP8fDfbeuwGZNnyFZkiQsZhOFeV4K87xsWj2XSCw14U8kVNQLk34J6dIk3GxSMJtSwtFqNWNSZMNyOI6YFJlFcyooL87B5bDhcthw2C24nanfnXYrrst+t9ssmEwKJkVGUWRMym9/t9ssacuruJw2Pvfhm0gkNVRNQ9N0NE1H1TRUTUdVNSKxBKFIjHAkJSZD4VhKWEbiqb9f+P18Ww+HquszIhwrinOZP6sUj9OOy5k6V6fDeumaXP67w27BYjb1ew0sZhPKEGqS3rVpCVtumH/h3PVL1+Li77F48tL5RqKpn6FwnEgsTij82+vg6w2x71gdoUjmXdQNMsekEosCONPZyx/+ZjcNvjCPrplNgWtwl5OM90FAezDCd3dU84Pdp+kIGTc4QFtv55Sb8I43uhDE1OG7NgvBgDUrxwJN1+gO92bMQTeajNMV8vX7mUlRyBtCDc5cVzYOS98YK10I2gJdGVvwuIgglXwooSaxmK502ZMkifKcIhRJQWNqPTu5ziyspv4n675wb0bjNDtCPUZG1KvYdegs7+07RTAU5V//7ONUlvQf0ylJUmpSabdSVjSyzMdXE4nG+fZPX+WV7UdQ09RLzhRdviD/+NjztHT6+NyHt+C6RhdQWZYvTagNJgd2m4Xf+8St3L5h8ZjMBWVJSlnk0ofqDooQgrd2n+Tzf/kDovH+w26uhS1rF/AXX/wgDrt1xMcaClaLGatlZJl9hRA0t/t45E8f41TN6C8oGQyfSekn4Ysm+Kc3jvDlZ3byzrlW4qo2apaRiwghiCRU3q9r4wtP7+Df3jluCMUL6LpOIBa6psLaU4/Mn7tAkFSHH5spEKjjKODjaiKjYjWpqQRj4X6fdUVWyHZ40h4jy+7CZu77MtWFPmCSoJESSUQHFEcF7pwp6a7mtbsxK30nEkIIgvEIsWTmXBLjyfigdUSvNxJJlQMn6oglkuw5WsP/+96L1J3vzJg7eDqEEPgDEX741Dv86uVdJJJjG1/e7Q/xv798g3//0VbaunpHzd3PYKIgXbKWTyYkSUprxbzW401Qt6sBufi9Ta5eX59MKsvi5USSKi8eb+RYaw+/s2YODyyexrQc95B8ra8VXQhOtft56kg9vzpYQ013AOP981tUXSMx4RLOTH6EGNwdd0jHGEcBn9TUjFrqUiVq4ggh+kwMZEnqVwRejc1sxaz0dV8XQhAaosvutZLQkgNm/nRaHVMyBtdmtg7orhhLxjPqNqrq2ogs8FONju4AdU0dqdh8IXh1+xFkCb76mbuYNa1o1NsPhKL84Mm3+elvthMap6RvkWiCn/7mPVo6fHzuI1tYNq9ySK51BgYGBgZ9mbRiEUATgpquIP/fKwd4/MA57plfwf2LKpmV78VjM49o1UYXgq5QjOoOP1tPNvHcsQbqekJjtjo7mdCFbsQMjdKEfzLfb5qe+ftC1TV0Ifq4REhIWPqxZF2NWTEhS/2IRcSAGXhHiqanYlv6w2aampkSzYoJSeo7OdeF6LcszkjQhW64oV5ACEHd+Q4aWrov/S2parz49iHqm7v4k8/dw9pls0bsPtYfmq5T09jBf/z4FV5//2hGXOtGQjyR5OV3DnPoZD0fuesGPnL3Worzs8ZFNOq6wBcIcfzMeWqaMptEy8DAwGC0mdRi8SKqLjjZ5udUu58f7z3D2soCVpbnsboynzkFWTjNJiwmGYsiX8oSJQG6SE1eVF0nqekkVJ3uSJyTbT4Ot3Tzfm07R1p6CMQSk9qS+MsD5zjQ1DWoh4KqCw43dw+8wSAI4HpPaSUxWnLRILMM9i2Nzj0sBjnyFNSJAIO4FomMhwwIMbkXVTKJqukcrm4gGrvSkq3rgiOnGvmjf/oFD92xmgduW8WM8gJMJmXEixW6rtPZE+S194/yyxd3cvxM04R5HVyMifr2z17jrd0nuWvTEm7bsJjyotwhZUwdCaqqEY7GaWrr4Z09J9lx4AwHT9QbiTwMDAwmHVNCLF5EF9AZivHCiUa2nW7Ga7dQ5LZTke1iWo6LEq8Dp8WEw2xCliTiqkYkqeGLxGnujdDkD1HfE8IXiROMJ0mMUVD+aPNOTRvv1LSNdzemNLJkZMS7GjnDMRmQik3s75gCMaTam6qm9ltmQULCNMKakgOhSPKALpkpa+YEmVlnEE3X0Ps5LwkJRb62LNYGQyeZVDl4on7Az9u7evn+k2/z7r5TPHTHGjavmUdlaV6f8hpDQQhBZ0+AvUdrefqVPew5WkMgNDqu3CPloog+XdfKc28c4M6NS1i1uIr5M0vJ8TozNnbruqA3GKHufCdHTzey/1gth07W09bVS2ycLa0GBgYGw2VKicXLiakasWCU9mCUIy2Zq+llYNAfJkWZkolKRoLZZMYkZ26IkSQJu7l/t01diAFrc15ONBlH1VTMVwlDSZJwWR0Z6+vlWEzmATODhuPRUU/ONR7E1QR6P8mVJEnCZrIgkTmJrMhyn+9zKtPe1csX/+pHWC19z1nVdE7Vtg66fzyhcux0EyfPNfOjp3NZMKuUDSvnsnhuOVluJ26XDbvVgklRUBQ55ear6cQTKsFwjGAoSk1TO+8fOMOB43XUNnX0sWROVKKxRKqe4rlmPG47FcV5LJ5bwaLZ5cyZUUxulutS7bnLSwtIknSpPlwyqRJPqsQTaqokQDhGW1cvp+taOH7mPPXNXbR3+en2h8Y8uU5SVfnhU+/w8tuHBt0unlA53zY15kWRaJx/+t4LPPbEG+PdlWvGH4wST2Qm38PWdw5x9HTjqOTtGE3iSZX65v5LYg2Vp17dy86DZ5EHOfekqlE7xi7gXb4gv/93P8VuG9ztv6c3c6WkRovr5w1rYDBKSEg4LHaUfmK0rmdsJgs2c/paZ0PFrJhw2/q3Ami6hj8aSHsMfzRINBnHbrkyNb4sSeQ4vRnr6+XYzTac/ZTrAOgM9aBNwXjfQDQ8oKXXaXVgVswZi100ySbsQ0huNFWIJ1SOnBq8nuhQ0DSd+uZO6ps72fruEVwOK/k5HoryvGR5HFgtZsxmE5qmk0gmCYXjtHf30tEdwNcbntSlkgTQG4xyLNjEsTNNF+otKuRne8jJcpLldeJy2LCYTVhMCrIsXaohF4klLtXO6/GH6PaHiMYTiAlQYFwIaGzpprFleCElkxFN1zlbb3hOtXcHaO9O/w6cirR2+Gnt8I93N/qQSKocO9N/neXJhiEWDQxGiElR8NpdhhvqVciSTNYQylkMFavJQpa9/+NpuoY/kv5F6Qv3Ek3GgCuFoSzJ5LtykCU540l5cpzePjUWL9IR7OnXAjfZ6Y0G+xWLkiThtjmxma0ZE4t2ixWb2aiLNxKEECmrYTg25qvvEwEhRMra1t7D+fapYXEzMDAwyBSGKcTguiST5QosipkSb0HGjjdVkCSJ0qxC5AxZXJ0WO8Xe/H4/iyRitPZ2pj1Gs78dfyTY5++SJFHgziHL4R5xPy9HkWWq8iv6d53VdWq7mia1hWYgOkM9hBORfj/Ld+Xgtjkz1laRJ2/AmFADA4OJiVWRmVvgZVFxNjbzxIpjliWJBUVZ3FBZwNwC75BmC06LiaWlOcwt8GI2xiODKYZxRxtMWYQQ6PQ/EbearRkTMXaLjel5ZRk51lRjduG0jCW5ybJ7qMgp7vezZn87wVh6v//eaIjarv7dQoq8+ZR6C0fUx6sxySYWl87u97OeSC/nfW3jWgtztIgkopz39e8aVppVQG4GXX6r8isMF3ADg0nGLXNKef6zt/LGF+/i7vnlGU+GNhIcZoX/fXA97//BPfzzvauxpCm3IgEfX1HFW1+6i5c+dxsryvPGpqMGBmOE8YY1mLLoQh+wvp3VZBnQNfBayXZ4qMwtycixphoz8yuxZSierKqgHK/d1efvQghqu84TTqTPxKgLjQMNJ/pNKpPnzGJGfnlG3YnzXNnMLKjs83chBM3+dlqGYA2djMTVJGfbG/q9zi6bgxn5FRlra3bBNCO51AQgLy+PzZs3s3nzZnJycsa7OxnBZDKxYMEC1q1bh8czuEu9zWZj/fr13HrrrUybNm1sOjiJKc9yku+yke2wUOZ1okwgsXitSBJU5XpwW80Uue0UuAy3eIOphfGGNZiyJNTkgNkm7WYrxd7MrP6tqFhAnjM7I8eaapRlFzEzA8JAkiRunLkCq6mv8NR0jRMtZwnH+3d7vBxdCPY1HKM3GurzmUkxcfPcG7BnKP5NAlZVLqQ0q6+1Uhc6x5rP0BXyZaStiUY8meBI82k0ve9ijYTEplkrM2JJyHNlM6doekbdygcjlcSkf0vw9ZSRtT+mTZvGZz/7WR599FFKS0vHuzsZoby8nC9+8Yt89atfZcOGDYMuSng8Hh5++GG+/OUvs3z58jHs5eTkzTMt/OpgLb88UMOr1edJTmJ3fF3AM0free5YA/+36zR7G6fmIqDB9YshFg2mLLrQ6Qr1oPYzYXXbnMwtqhpxG06LnVvmrcVlG52yC5OdQncO66uWj3giXZ5dxNoZS/utB9cZ7OFQU/WQC7OfbW/gQOOJfrdfX7WcRQO4jV4rOc4s7l60qd+SHMFYmFdPvD8ly2ZAqu7lydZzA1pO10xfwrTckbluS8CSsjlMyy0ds+RSSU3tVwBDKstrJkvFGIw/JpMJk8mELMsow6hFaTAwZ7sCfOmZnXz6ie2c7uwd7+6MmL2NnTz007f4o+f30BacmPVGDQyGiyEWDaY0jb5W4sm+NcCcFjsrKxfgsIzMirSwdBZrpi/JWPzjVEORFW6Zt27AxDRDPcbGWSuZPoC4ONfZxLmOhiEfLxgP80b1TiL9uK0WuHO5f+ktuK0jT8CyvmoZN8xY2kfICCE43nKWEy1nR9zGRKahu4Uz7fV9BPHFxEe3zF2LRRm+K7jD6uC2eetHrT5mf0STcSLJWL/n5LG5KHAbHgZTiaamJp5++ml+9atfsXv37imZudjAwMAgHcYyqMGUprq1hlA83MfyJ8syG2auZGHJbPbWHx3WsbMcHr6w8aPkOrMy0NOpiSRJLC6bw8dW3c1/vPHTYZVLmFVQySM33NdvjKmma7x07G1CQ3BBvZzXq3dw18KN3DhzxRVizqQo3Lv4Jo42n+bX+7YOuwZiVX45X9z0sX5rN4biEZ499DodwaldCy2uJnj52DvcOHN5n7hVi8nMx9fcy6Hz1eyrP3bNx5YkiY0zV3DbghvHtGSNLnRa/P2Xlij25rOgZBatvV1TMmnR9UgsFuONNyZfsfeJiM2ksKgkG4e577TzRJufrnBs0P3znFbmFmYRjqsca+1B1QUuq4nKbDdemxlJkgjGkzT5QvijiSE9gbkOKxXZLhwWE0lNpzUQoTUQQUDa/T02MwuLsjFflfxG0wWHm7sJJfqvMzsQXpuFsiwnHpsZWZIIxZO0BaN0hKID1u/McViZV5hFLKlytNVHUtNxWkxU5rjw2iyXjtPcG6Y7HDdGJYNhY4hFgylNbdd5TrXXUdSPZavIm8dXbv4Uf/z0t4ZUduFySrMK+dKmj7Flzg1GfcU0OCw2Pr32AZp8bTxzcBtxta+ldyBm5JXzjds/x7zivi7DQgiqW2t469TuIbugXqS1t5Mf7niGOUUzKHBfmYwj2+Hh67d+llAswrbqHcSS8SEfV5YkqvIr+P/u/hJLyub2a1V8+/Qetp3ccc19noy8e2YfR8+fZtW0RX2uRVV+BX9+5+f5xrP/xun2uiEfU5YkVlYu4o9v/QyF7txMdzktR86f5oFlt6JIV7olum1OPrLyLo63nL3m8cRgajFV3ctHQrHHwY8+ujFViuKysUDTBR97/G2ePVo/6P7rpxfxs4c3cq47wEM/eYt5hV4eXTOHVeV55DhsyBL4ogmOt/r49eFanjhYQzTZv8u422rmgwsreGT1bBYVZ+OxmolrOnXdQV462cjj+86R1PRBv8f5hVk89embKXDZrjifYDzJlv/ZyqHmoS0Gem0W7pxXxqdWzWJBURY5DiuKJOGPJajvDvHM0Tp+tv8cnaG+YnpVeR6Pf2Iz7cEoD/z4DcqznHxh3TxWV+ST67SiyDL+aJxT7b08ebiWx/efI3yNItbAAAyxaDDF6Y0GeffMPm6sWo7pqrg5CYn1Vcv5xu2f47vvPkFNZ2O/8Y2Xb29WTCwum8PnN3yEm+asxmIyX/FCMYRj/3jtLr5262dwW528cPQt2gPd6INY7UyyiTlF0/narY+yefZqFLlvvFAkEePZw2/Q0nvtRcR1IXjv3AFeOPImn1n3wBXHlySJQk8uf3nXFyjJKuD5I2+m7a+EhN1i5caZK3h03YdYV7WsX6HY2tvJj3c+S0948sfoDIX2YBfPHnqdOUXT8dqvrGGpyDIrKxbw1/d8mX/Z9kNOtJ4joQ5seZaQcFhsrKtaxh/f8hnmFs1AkqRLz99YPXtHmk4RjEX6rcm5cdZKfnfDh/mfd35Jd8g/ZAtjKkFP5uyRLpeLiooKCgsLcTqdCCGIRqN0dHRw/vx5gsEg2gCZoi9itVopLS2lrKwMp9OJoijEYjF8Ph/Nzc10dHQM6pZpMpmoqKigsrISh8NBMpmkra2Nuro6gsG+tU4v7rN69WpycnLYtWsX3d3dWK1Wpk2bRkVFBVarlWg0Snt7O/X19YRCfRNVQcpzJC8vjxkzZpCVlYUsy/j9fhoaGmhvb0dVB54wz5s3j9mzr4xb1nWdo0eP0tAwNHd3XddRFIXCwkKqqqrweDzE43Gam5upra0lHh98AUqSJLxeL5WVlRQWFmI2m4lEIjQ2NtLY2Egy2fc5sVgsLF26lIKCAnbv3k13dzdZWVnMmjWLnJwcFEXB7/dTV1dHe3t72u8/0/ijcX689wyV2S48NgtVuW5WlOdhusZMxnlOGx9ZOoNPrZpJWZaT1kCUE20+PDYzZVlObppVzOKSHBKqxs8P1PTZ36zIPLpmNl+7aRGFLjvhhMq57gDxpE6J18GX189neo4bp2Xw6XFzb4THdlZT7HHgspiZX5TF0tJrW7zy2sx8ddMCPrd2LjkOKz2ROGc6etGBEo+DZWW5zCvMYkauh3984zDNvf170OQ4rDy4ZDofXjqdmXke2gJRqtv9OC1mKrKd3DijkIXF2SQ1nZ/sPYtmLGYYXCOGWDSY0iQ1lderd/Lw6nuYdVUJA0mSsJjM3L/sVhaXzeHFo2/z3rkDdAS6CSeiJLUksiRjN9vIdniYkVfOhlkruGnOGkqyCi7FKWq6Rm3XeYq8eXhsfUs7XI8IIQjEQsiSjMvqQJIkir0F/Mntn+XexTfxwtG32N9wnO6Qn1A8gqqpKLKCy+qgNLuQG2eu4AOLb2J6Xnm/Bdd1XeedM3v5zaHXh22hiySiPLb918wunM76quVXtCNJEuU5xXz9tke5d/FNvHj0bQ40nKAz1EMwFkbVVSRkHBYbOU4v0/PKuHPBRjbOWkm209NvDGsgFuax7b9if8PxjLopKrKCRTFjNZkxK2YsptTvLquTnAFcpM2Kmar8CoQQJDWVuJogoSVJaioJNUlCTWakj7oQvHz8XVZULuBDy2/rc11MiolNs1cxPa+M10/u5PXqnTT5WgnGwiQv3BMOi5Usu4e5RTO4bcF61k5fSp4r+5I47Aj2oGoqpdmZrZE5EOc6GznQcJyb5t7QJ6Or2+bkkbX3MTO/kl/tf5mzHQ34IwHiF0SwIssXvisLdrMVh9WO2+ok353D8eYznG6vG9FVlySJBQsW8NBDD1FZWYnL5cJsTrlvJ5NJIpEIXV1dbNu2jVdffbXfYyiKwqJFi7jllluYN28ebrcbi8WCJEmoqnpJMH7/+9/nyJEjffbXdR2Px8NHP/pRNm/eTFZWFmazGU3TCIVC1NXV8fOf/5yzZ/vG7JrNZu666y7mzp1Le3s7VquV+++/n5UrV+L1elEUBVVVCQaDPPHEE2zbtq2P9cftdrNhwwZuv/12CgsLsVqtSJJELBajp6eH7du389JLLw0oNBctWsSDDz6IxWJBluVL5/3d7353yGJRlmXuuecebr31VgoKCrBYLGiaRjAYZO/evfzmN7+htbW1331NJhM33HAD99xzD6WlpTidTmRZRlVV/H4/e/fuZevWrZw/f/6K/Ww2G7feeiurVq3C5/Ohqir33Xcf06ZNw2ZLWb/i8TidnZ28+eabbN26Na1ozSS+aIJ/f+c4iiRhMcncPb+c//nQOrLs11ZaqdBl549vWkRLb5ivv7CXt862Ek2qWE0Kt88t5c9vWUqBy8aX1s/ntdPNfSxyK8vy+OPNCyl02zne6uNvXjvI8VYfqqaT77LxseVVPLyiCq/NMmg/mvxh/n7bYUyyhNWk8Lkb5lyTWJQl+OTKmfz+hgXIksR/v3eCXx+qoyscQyDId9p4YPE0vnTjfD65cibBeIK/fvUgcbXvAk2u08ofb15EVzjGn7+8n22nm4kkVCyKzM2zS/nTmxdTme3iC+vm8caZFhp8/d/7BgYDYYhFgylPbWcTP97xDH91z5f7rflnVkzMLZrBnMLpfGHjR2kLdBGKR4irCRRJxmGxk+/KJseVhekqC5cQggONJ/nm1sf4uw/8AUvL547VaU1okprK0wdf47yvnT+65dO4bamEMQ6LnRWVC1heMZ9ALERnsIfeWIikqmJSFDw2FyVZBTgt9gEtRUIIjjaf5j/e/Altga4R9bPZ387fvvQd/uruL7F+5oo+36/DYmd5xXyWlc8jGI/QGeymNxokoarIsoTT4iDfnU2uM6tf6+dFesK9fP/9p/jF3hcHtV4PRp4rm3sWbabAnYvTasdldeCyOrCZrdjMFqwmK1ZTSojYzFasZgtZ9v5rw+W5sviXD32dSCJKXE0ST8aJqQkSapK4miCWjBNNxgnFI4TiYcLxGHVdTbxw9O0Bs4EORFfIx3+++VNm5JezvHx+n+9VlmSm5ZbyOzc+yCfW3EtLb8ela6zICk6rnTxXFrnO7CsE/cUFiW9ufYxFpbN4dP2D/S4sZBp/NMAv973MgpKZ/bq32802bpm3lo2zVtIR7KY77L/kyqzIym+FosWOy+bAabGjyApff+afOdPRNyHQtTBr1iy+9KUvUVxcTH19Pbt378bv92O1WikoKGDatGlkZWUNaFWSZZlNmzbx6U9/mqysLAKBADU1NZescTk5ORQVFaGqKl1d/T97FouFD37wg5SVlVFbW8uOHTtIJBJUVFSwePFili1bht1u51vf+hbd3f276kmSxOzZs7nrrruYOXMmLS0tHDp0CICCggI8Hg/t7e19rpXL5eKTn/wkW7ZsIZFIcPz4cRobGxFCMH36dObMmcOHP/xhsrOz+eUvf0lvb18L/9tvv82pU6ew2WwUFRXx0EMP4XINfRFQkiTWr19PQUEB58+f5+DBgySTSSoqKpg/fz633XYbubm5PPbYY3R2XumubLFY2LJlC4888giKolBfX8+pU6eIx+MUFBSwaNEi7rrrLqZPn853vvMdmpub+7SvKAq33347ZWVlJJNJdu7cSU9PD06nkyVLllBWVsbDDz9MIBDgrbfeGnOXWU0IokmNSEIdMBZvMEyKTCSh8icv7mPb6eYrFgvrdwYp8Tj5w40LmF3gYXFxDm+ebbn0uUWR+dSqWZR4nbQFInzjpdQxLtLoD3OmM4AkSfzBhr5jVX+oukBLqAO6vA5EVa6HL6yfh82s8L2dp/irVw4SU397jEZfmONtfgpcdj69ehYfXzGTXx6s5WhLT99rIsvEVY2/euUAzxypv8Jy2LDnNFl2C39561Kq8lLWXEMsGlwrhlg0mPIIBM8deYvllQu4Z9HmAYvES5KE2+a8JGzSHlcI6rrP82+v/5jD56s572szxOIFoskYu2oP8/65gxS6c/n4mnsvWRjhgpuV3d3HNTEduhA09rTwrdd+wKnW2oz0tbq1lm9u/R5fv/2z3HTB5fXqSUIq26UTzxDvjYsIIfBFevnfd3/F43ueJ5IYPInDYBR58/jCxo9S7M1HkiRkSb5k2bpWF0xFVshzZQP9Z+8UQiAQ6EIghI4uBPsbjvPqifeIDkPs1nU1861Xf8A37/sKVfnl/VpeJUnCbrFRNYS6nBeF4o92PMPLx9/BZXMQS8ZxWu3X3Lfh8N65/Tx54FU+v+EjWEzmfq+/xWSmLLuIsuyiMemTJEksXLiQkpISampq+O///m9aW1vRNA1JkjCZTHg8HiorKzl9+nS/xygvL+fBBx/E6/VSW1vLk08+ybFjx0gmkwghUBQFr9dLTk4ObW1t/R7jogvs1q1befHFFwmHwwghsFqt3HnnnXzoQx+iqqqK+fPn8/77/ZePMZlMbNmyhWAwyA9/+EMOHTp0yQpmMpnIz8+nvb29z3433HADmzdvJpFI8POf/5zt27df2s9ut3PjjTfyiU98gg0bNlBTU8Prr7/ep/3Ozs5LIq64uJi77777msViZWUlzz//PK+88grBYBAhBDabjc2bN/OJT3yCxYsXc+ONN/Kb3/zmin1nz57Nfffdh9ls5sUXX2Tr1q309vZeuvaLFy/m85//PHPnzuWOO+7gxz/+cb+uwIsWLeLUqVM8/vjj1NTUoOs6kiQxffp0vvjFLzJjxgw2btzI+++/P6bWxUyxs76d92rb+niVqLpgd0M7j8ZnkeOwUeC6Mtt5ntPGmsp8hBDsaehkXz/1EIPxJC+eaOSRVTOv2eo5VGRJYk1lPlW5HjpDMZ48XHuFULxIXNV4ubqJR1bPosBlY3lZbr9iEWBfUydvnGnp42Kq6oK9jZ34owkK3XaK3GMzRhpMLYx8/wbXBb5IL/+y7Yc8c3Ab0WtIWDIQuq5zrrORv33pf9hZc5CkpnL2Gso3THW6Qj5OtdXRGw3ynXd+wf+++wT+aHBEq9iarnG85Qx//eJ/8965A8POVHo1AsGxljP85fP/yZMHXyUQy8yqq6ZrnOmo5+9f/l9+8P7T9EZHdlxZkrGaUm6mZsWEcsFFbjRi9S6KUZOsYL7gNjmSMhcCwc6ag/zVC99mf8OJa7ZOXk132M9333mC/3vvSSKJGPVdzf2WQhktgrEw//fekzx35E2S2sRIGCHLMg6HA1mWCYfD9PT0EI/HUVWVZDJ5KdZv7969/VrULBYLa9eupbS0lK6uLh5//HF27dpFMBgkFosRj8eJRCK0trZy4sSJAa2TkiRx/PhxXnrpJXw+H4lEgmQySSgU4t133+X8+fNYLBYqKysvucj2dy4ul4tnnnmG7du309vbSywWIxaLXXJljUSujN9yOBxs2bIFi8XC/v37efPNNwmFQiSTSZLJJIFAgLfffpvq6mpcLhdr1qxJKwKHO161tLSwdetWuru7L51/MBjkjTfeoLq6GovFwqpVq65o32w2c+ONN1JUVERNTQ3PP/88nZ2dl/aPxWIcOHCA3bt3I4RgxYoV5Of3X5IoFArx3HPPUV1dTTweJ5lMkkgkOHPmDLt37yaZTFJYWEhOTk6/+090dtV3EBvAktcVjpPUdGRJwm4xcfnoWJnjIs9pRROCE20+/NH+k6019IRGtVai1SSzsjwPsyITTarMzPdy25zSfv9VZrsQQiBJEjPz+vcUAdhT30ko3n/Md084TlzTkCUJh9mEkVrB4FoxLIsG1w2NPa383cvf5UTrOT6z7gEqcoqxmgaPS7gaIQRdIR+vnXyfn+56jhMtZy/FGJ1qq700qF/vHG0+Q1fIB6Qm9t955xecbq/j8xs/yoLimTgstiFfJ13odIf9vHz0HX6441lqOhtHpTRBY08r/9/z/8Vb1bt5eM09rKxYiNvmvObvM6mptPjbeeHo2zx14FXOdTYa2REBTei8e2Yf5zob+cKGj3Dvkpv6uJYOhhCCaDLGseYzfOftX7D97P5LpVjqu88TjIXJd4/d5Lc77OevX/xvajsbeXDFHUzPLe2TRGss0TSN2tpaQqEQc+fO5VOf+hRvvvkmDQ0NfYRVf1x0U5RlmQMHDnDy5Mlh3bfJZJJDhw7h8/n6fBaJRGhra2POnDl4PJ4BC90LIWhsbOTQoUNDrm1YXl5OWVkZ0WiU/fv392sxi8fjVFdXs3r1aqZPn47X6x0w2c5wEUJQV1dHT09fC1A0GuXIkSMsWrSIkpIS8vLyLsVOZmdnM2/ePBRF4cCBA/0Kek3TqK6uZsuWLeTn51NSUtKvhbW5uZnq6uo+358QgtbWVhKJBBaLBYdj7GqUZpIGX2jAWHVdpN4OkpSKC7yQOwpIlcqwW0zEkxqtweiAb5HeWIJg7NrLPA0VkywzLSflVVOV5+EnH9uYdh8hxKBxlI3+EMkBnhVdCBCpayJJV1wSA4MhYYhFgyGT1JL9WkfianzYcVj9oQtBKB7pt61YMj6sOIeLBGIhHt/9Avvqj3HL3LVsnL2KuUXTsZltmGQFRZIviQMBCKGj6TpJLUl7oJsDjSd46dg77Kw51Ke2X0NPM52hHqym37quJC8kDRkMgSCuJvqcbzgeGXJdwrja97uJqwkSQyxTkdSSBGLhK9wDhdCHUOZCkLiq77rQOdJ0ilAsfNnxVV498T4nWs5x05w13LFwA4tKZuOwpK67LMsXMkKmvn9N11B1lfZAN7vrjvDqiffYUXOQcHx0rUeRRIxXTrzHnvqj3DRnDTfNXs2yinnku3Ivs+bJl1ardSHQhIama0QSMapba9lXf5Q3qndxovXcNZUJSYem6wTjEewjtFAOl3Bi4MnVUBEIzvva+KdX/4+3Tu/h1nnr2DBrBcXefExy6vpevAcFAl3XUS9c22PNZ3ijeifbqndw3nelC5o/GqKmq4lc15VutbFkfFRnRb3RIN9770neObOPexffxKbZqy4tQplkBfmy8QRSEz5N6OgXxpWEmqC1t5ParvOcbqsb0dgGcOTIEbZt28btt9/Oli1bWLFiBceOHePIkSOcOHGCzs7OAS2CDoeD/PyUi15tbS2x2PBcpmOxGJ2dnf0KTSHEpUykF5PHDERXV9eASWj6Izs7G7fbTTKZZNmyZZSUlPTZRpIkZs6cCaTcZW02W59tRooQok8s4uVczETqcrlwOn/r1u5wOMjLywNg5syZfOQjH+l3/5KSEkwmE1ardUDLaHt7+4DupZqmXVrUHEisT3SiSW1Yj7XFpGCSJDQhiPfj9nmRpKajDnGRYjjIEpeyrfaE41R3+En0k7jmcgSCc12BAT+PJrURjx8GBgNhiEWDISEQvHlqN/f975f7fiYETb7+M7sNh/ZAF7/3xN/3W4TdHwkQU0fmRqrqKsdbznKqrZYn9r1MRW4JswumMS23lAJPLk6LHZOsEFcTBGIhmv0dnG6r5UxHPe2B7gELwJ9qq+Oh730F+aokHOlKOyRVlV/seZFXT7x/xd91odMRSF+rSRc6Lxx5i911V2YmFELQEew/vuFqth7fzoHGk33+ftE6OBCqrvHUgdd458y+K9ptD3T3cRPVhU5DTws/2/0cLx97h2m5pcwtmkFVfgUF7lxsZgv6hVi0Fn8HZ9rrOdl6jtZAF+EBrvlooAudrpCPpw68ymsn3iPfncucwunMLqyk2FtAlt2NxWRG1TRC8QhtgU6afG2cbD1Hi7+DnnAAVc+8a2JNRwOP/vTPx816FU3EiCczI37DiShvnd7NrtrDFHvzmV9cxcyCSsqzi/DYXSiyQiwZpyvYQ11XM8dbz1LfdZ7ucG+/JUx6o0H+/Df/juuqmNKecC/REY4X6YirCY42n+ZUWy0/2/0c5dnFzCuaQWVuCTnOLBwWG7Ikk9RUoskY3WE/XSEfzf4O6rvO0xPpJRANEYiFR2wxD4fD/PrXv6a2tpZNmzYxe/ZsNm/ezJo1a2hvb2f79u1s376djo6+Y5LdbkdRFHRdvxRnOBwuZkxNx2BCUQhxzWL1Yv9NJhO33HLLkNofyA12pAwWBxiNRhFCYDKZrmjfYrFgtaYWGteuXcvatWvTtmM2m68oH3ORSCQypb0ZhntuCVVDEwKTLGNRBvZokCWpT6bjTKILiF4Qq2c6e/mDZ3fRPgS310hy4PfKVP6+DcYfQywaDJneaJDeaGZddvojqanUdjWNejuqrtEe7KY92M2++mMjPl5cTXCmo/6a9xMIOkM+OtMIs8HoifTSExl+7T5fJIAvMvCq5WB0h/10h/1D3l4Xvz3ffQ3Hh9XmWBGIhQnEwtR0NrJ1nLsaUxOc62wc305kmGgyRm1X04ifd13onPf3dccbSxJakiZfG02+NnbWHhq3fkSjUbZv386+ffuoqKhgxYoVrFixgvLycj7xiU+wcuVKfvKTn3Dq1Kkr9rvc4mQyjWxqkImJ67UeQ1VVhBBEIhHeeOONATOtXr59fy6cmWCw63dR4Om6foWVV9f1Sy63F92H03Hu3LkBLbgGfemJxIkkNPJdZgrd9gHdMT02M07L6CwkAKi6TuOFjKR5LhsxVRvVGEkDg5FiiEUDAwMDA4MpRjQa5fTp05w7d45t27axatUqHnzwwf+/vbuJbSK9wwD+zHg8/oyTOCZ85QPaJIRN2eAgDNWyTRSoQgW7ImordYvK7lbtoaKnXnqp1HNv7QVV0C6wKrsCoUpcdqNQKHRDRJZVSGEJJM6n+XDiGOIdx+PY45npIbVJaickaCOW8vwkX2L79esZH/LX+77/B/X19Th48CBGR0cXrIAlEgmoqgqfz5cLgi8U/v5NlW3Ek8lk0NfXh97e3me+Z7nnIVdCEASUlhbuMgwAXq8XoihCVVUkk08LhGQyCUVR4HA4MDg4iM7OzmfOj0XhyoxPz+CxOov1Hgca1pWi2CEXbHJTUeJa1a6h6YyBG6EofrHLwFq3Hd/dVI7ByFc8R0jfWOyGSkRE9H9K13VEo1F0dnbi6tWrME0TVVVVKCpaGFujqirGxsYgCAK2bduGkpKSFzPh5xQOh/HkyRPY7XbU1dXBNM3cat1ij9UgCAIqKytzW0rnE0URNTU1kCQJ09PTiMViuecURcllQm7duhWiKD5z/iwWV2ZqZhY3QlEIgoDd1eXYUeHLe43DakHblo3wOlcnNgOYy5rsHpvE8GMFLpsVPw/U4dtLdDoVBcAtS3MNe4heABaLRERELzmLxYI1a9Ys2vQk29BEEARompZrNJOVSCTQ3d0NVVWxZcsWtLe3F4xWEEURHo8HsryyTtKrLRKJoKenB5IkYe/evfD7/QW3g0qSBJ/Ph+Li4lWZRzbPMBAILPh8QRBQX18Pv98P0zTR39+/oGNqPB5Hd3c34vE4duzYgZaWlgUNcLKyWZfZZjgvE1EAZIsIpyzBKT+NcHBaJbhkCTZJXNWzgmndwOkbgwgrKtZ5HPjDWzvxVkMlNnuLUFniwusbvPht6+t4N1CL2Yz+zGJcFOZiMNw2KxzWuWZBAgC3be77yRZx0QJvKKrgT//qRyyZxu7qcpx853t4L1CLxg1e1Po82FJejKaKMrzj/xaO/egN/H5/06pujSVaCrehEhERveTcbjcOHz4Mt9uNgYEBhMNhKIoCwzDg8XhQW1uL1tZWZDIZ3L59G4qy8IyyaZro6+tDV1cXWltb0dbWhoqKCvT19SEajcIwDBQVFWHt2rWorKzE+fPncffu3Rf0bfOZpomOjg7U1NSgoaEBR48exfXr1xEKhTAzMwOr1Yri4mJs2LABmzZtwpUrV/Dpp58uGEOWZciynCusy8rKcgWfx+OB1+vNnY3UdT3XrGY+wzCgqioOHz6M6upq3Lt3D5qmobKyEq2trfD5fLh//z4uXbqUt7rZ09ODzZs3Y//+/Thy5AgaGxvR39+PWCyWK9LXr1+P6upqhEIhnDhxYnUv6tekxCHjvUAtKktccPy3MNzkLYLbZoUoAL96ox5t9RuhpjNQ0xl8NavhTO8QglPPd45+KTdCUfzx6pf4Tcs2bFvvxemfNiM0ncBsRsf6IgecsoQLX46j1GnDwdeqCo5Rt8aDHzZuRrnbPlf4WiVsXVsCALBLFvzu+36EFRVJLQNV0/EglsDfvhjCVOJp0ybTBD7uHYbbJuHoG69hZ5UP/o1liKc0xGfTkCwiPHYr7JIEiyjgk7v3mY9ILwyLRSIiopecYRiw2WzYuXMnmpqaMDs7C03TYJomrFYrnE4nNE1DV1cXOjo6Cm7DVFUVZ8+ehSAICAQC2L59OxoaGpBOp3MdPGVZhqZpuHDhwgv4lkubnJzEyZMn0d7ejkAggAMHDiCVSkHX9Vz3U1mWoShKwfOYb775Jpqbm+FyuWC322Gz2eD1emGxWHDo0CHs27cP6XQayWQSExMTOH36dF6epKqq+Oijj9DS0oK3334bbW1tME0TdrsddrsdDx8+xLlz5zA8PJz3+fF4HOfPn4cgCGhubsaePXsQCARyc83OX9d1jI6Ors5FXAWlDhm/3L0FdWuKC3bB3VVdjl3V5QDmiv5EOoOeUGRVisW0buDE9QFMzczi3UAtvrOuFHXlHqQzBkYex/HB54P46/VBHNlZgx9srSg4Ro2vGL/e8xrK3fl5wZJFxN66p7Etpmli+HEcHfceLCgWASCe0vDn7nu4/egJ3t9Vh+0byrDW40CV1w3DMBFPaQhGv8Lt8DT+fmsMavrr77JNtBwsFomIiF5yiUQCZ86cwa1bt1BbW4uysrJc6PrMzAwePHiAmzdvYmBgAIlEYtFxIpEIjh8/josXL6KxsRE1NTUoKiqCKIqIx+MIh8Po7+/H0NBQ3uePjo7CNM0FjVvm03Udk5OTCAaDiEQieQWrYRh4+PAhHA5HwXiPZzFNE8PDwzh27BguX74Mv9+PiooKuFwuZDIZxGIxjI2N4c6dOxgbG8t7v8PhgMPhgCAISKVSSKVSeSuwwNwKpMvlWpBTqGkaQqEQRkZG0Nvbi76+PjQ1NcHv96OsrAzJZBLBYBDXrl1DKBRa9Mzk9PQ0Tp06ha6uLjQ0NKCurg4ez9x5NkVRMD4+jmAwiMHBwQXv03Ud4XAYwWAQU1NTi44fj8cxMjICTdOeO0tzpcJKEu9//Bmc8vL+5dQNE/0TC4vwa6MTOPiXTlhEEf9+tHgk1N2JGH7y4T9hkywYiMQKZg8qsxo+/GIIn9y9j6pSN5xWCZpu4JGiIqyoyBgmTn0eRNfoJKbVFNL6/6wAj0fw49OXIC8zpzKpZTA+XTgzVE1ncHHwET4bmcTGYie8ThvsVgmGaSKpZTA1M4uJeBKann8/b9yPov2Df8BqEfFlePFu6qNP4vjZmSuwWyWMRBUYPOpKKyQstSdbEAT+pIiIiF4SgiDkAu+zqx7zm72shCiKudzYbJ7fYuPMD3nPxnAUYrFYcs1b5kdHLPf555l/du7Zx2LXQRTFZQfVm6aZd+4zu2U1+/f59wLAiu/B/OuftdQY2Wun6/qir1nufSKiV4tpmotudGaxSERERERE9IpaqlhkN1QiIiIiIiLKw2KRiIiIiIiI8rBYJCIiIiIiojwsFomIiIiIiCgPi0UiIiIiIiLKs2Q3VCIiIiIiIno1cWWRiIiIiIiI8rBYJCIiIiIiojwsFomIiIiIiCgPi0UiIiIiIiLKw2KRiIiIiIiI8rBYJCIiIiIiojz/AWwakqXXtxo/AAAAAElFTkSuQmCC", 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", 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- "text/plain": [ - "
" - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], + "outputs": [], "source": [ "years = list(range(1850,1860))\n", "\n", @@ -502,13 +235,6 @@ " plt.axis('off')\n", " plt.show()" ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] } ], "metadata": { diff --git a/ch03-plotten/06-aufgabe-plotten.ipynb b/ch03-plotten/06-aufgabe-plotten.ipynb index 5ac909b..d9f0fc1 100644 --- a/ch03-plotten/06-aufgabe-plotten.ipynb +++ b/ch03-plotten/06-aufgabe-plotten.ipynb @@ -201,11 +201,9 @@ "source": [ "## Aufgabe: Ergebnis von Datenabfragen visualisieren\n", "\n", - "Visualisieren Sie die *absoluten* und *relativen* Häufigkeiten des Ergebnisses der im Notebook `LC5_pandas-basics.ipynb` gestellten Aufgabe 3.4:\n", + "Visualisieren Sie die *absoluten* und *relativen* Häufigkeiten Suchen Sie nach Reden, die sich auf Umweltthemen beziehen. In Frage kommen hierfür Begriffe wie \"Umwelt\", \"Klima\", \"Nachhaltigkeit\" oder ähnliches. Formulieren Sie eine Abfrage, die mehrere dieser Begriffe berücksichtigt. Achten Sie ggf. darauf, wie die Bedingungen mit runden Klammern gruppiert werden müssen.\n", "\n", - "*Suchen Sie nach Reden, ~~die zwischen 2000 und 2010 gehalten wurden,~~ die sich auf Umweltthemen beziehen. In Frage kommen hierfür Begriffe wie \"Umwelt\", \"Klima\", \"Nachhaltigkeit\" oder ähnliches. Formulieren Sie eine Abfrage, die mehrere dieser Begriffe berücksichtigt. Achten Sie ggf. darauf, wie die Bedingungen mit runden Klammern gruppiert werden müssen.*\n", - "\n", - "Die Einschränkung auf den Zeitraum 2000-2010 fällt für diese Aufgabenstellung weg. Was fällt Ihnen bei der Visualisierung der relativen Häufigkeiten auf?\n" + "Was fällt Ihnen bei der Visualisierung der relativen Häufigkeiten auf?\n" ] }, { @@ -261,7 +259,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "## **Optionale Zusatzaufgabe:** Aufgabe 4 - Funktion für Visualisierung erstellen\n", + "## **Optionale Zusatzaufgabe:** Funktion für Visualisierung erstellen\n", "\n", "Wie Sie sicherlich festgestellt haben, konnte der Code zur Visualisierung der Auswertungen im zweiten Teil dieses Notebook mit kleineren Anpassungen immer wieder verwendet werden, da die Art der zu visualisierenden Daten sich sehr ähneln. Das heißt, statt immer wieder den Code zu kopieren, könnte eigentlich, wie wir es gelernt haben, eine Funktion erstellt werden, die mit verschiedenen Parametern dann in unterschiedlichen Kontexten aufgerufen werden kann. \n", "\n", diff --git a/ch03-plotten/240301-AvH-letters-with-tokens.json b/data/AvH-letters-with-tokens.json similarity index 98% rename from ch03-plotten/240301-AvH-letters-with-tokens.json rename to data/AvH-letters-with-tokens.json index fbed0ea..f3af3c7 100644 --- a/ch03-plotten/240301-AvH-letters-with-tokens.json +++ b/data/AvH-letters-with-tokens.json @@ -1 +1 @@ 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, den 5 . Dez Dezember 1793 Ihr Brief, liebster S\u00f6mmering, ist sp\u00e4t in meine H\u00e4nde gekommen. Er hatte mich\n hier verfehlt und wurde mir ins Fichtelgebirge nachgeschickt. Ich bin auf der Reise und kann Ihnen\n daher nur mit wenigen Worten danken. Da\u00df Sie sagen, ich seie ein prodigium\n eruditionis m\u00f6chte ich fast f\u00fcr Spott halten, da\u00df Sie aber mit dieser Art die\n Physiologie zu betreiben zufrieden sind, freute mich sehr. Vo\u00df Brief erhalten Sie zur\u00fcck. Ich kan es\n nicht annehmen, so schmeichelhaft es mir w\u00e4re, so iunctis viribus mit\n Ihnen in der Welt zu erscheinen. Ein Buch, das so voller Unwissenheit, wie der Smellie und wie mir immer schiene, im\n Zuschnitt verdorben ist, mu\u00df unendlich m\u00fchsam zu rectificiren sein. Mich deucht,\n der Smellie h\u00e4tte keinen reinen Begrif von\n Philosophie der Naturgeschichte. Dazu bin ich so mit bergm\u00e4nnischen Gesch\u00e4ft Gesch\u00e4ften \u00fcberh\u00e4uft, da\u00df nur wenig Mu\u00dfe bleibt und diese wenige Mu\u00dfe wiedme ich\n jezt ganz der Philologie. Ich denke jezt eine geschichte der Webereien bei den\n Griechen und R\u00f6mern in Art von Kommentar zum \u00f3\u03bd\u03bf\u03bc\u03b1\u03c3\u03c4\u03b9\u03bao\u03bd des Pollux herauszugeben und das f\u00fchrt mich weit. W\u00fcnschen Sie inde\u00df einzelne Anmerkungen \u00fcber botan botanische u und chem chemische Physiolog Physiologische Gegenst\u00e4nde von mir, so erbitte ich mir von Voss ein Exemplar. Die liefere ich gerne\n und so gut ich kann, umsonst versteht sich. Daf\u00fcr m\u00fcssen Sie mich aber auch\n loben in der Vorrede. Bald mehr. Empfehlen Sie mich Ihrer lieben Gattin Ihren n\u00e4rrischen Humboldt Meine sicherste Adresse ist an den Oberbergm Oberbergmeister v von Humboldt in Bayreut","1":"Der Ueberbringer dieses Briefchens, lieber Soemmerring, dem ich\n seine Freude, Sie zu sehen beneide, ist ein Baron v. von Pirch aus Bayreuth , ein Offizier, nicht wie Tausende, sondern von\n vorz\u00fcglichem Kopfe u und vorz\u00fcglicher Bildung. Ich bin ihm viel Verbindlichkeit schuldig, den denn ich war so eben 4 Wochen in seinem Zimmer am Fieber krank, u und ich verdanke ihm meine jezige Genesung, die er durch\n freundschaftliche Pflege bef\u00f6rderte. So ein Mann ist schon werth, von Ihnen\n g\u00fctig aufgenommen zu werden, werth, Sie zu sehen, wie ich Sie sahe.\n K\u00f6nnte ich in diesem Augen blick seine Stelle einnehmen und Sie\n recht herz lich umarmen. Ach, aber unser Forster , ist er denn nicht mehr?\n Das waren doch sch\u00f6ne Zeiten unseres Lebens, die wir mit ihm waren! Aber jetzt \u2014 Ihr AHumboldt in Eil Bayreuth den 6 . Febr Februar 94. Herrn Hofrath S\u00f6m\u0305erring S\u00f6mmerring zu Mainz.","2":"Verehrungswerther Freund, Ich will Ihnen ein Buch dediciren Humboldt 1797 erschien mit\n der Widmung Dem grossen Zergliederer S. Th. S\u00f6mmerring Kurf.\n Mainz. Hofrath etc. widmet dieses physiologische Werk mit dankbarer\n Verehrung und Freundschaft F. A. von Humboldt. , ich ein physiologisches; es soll bald gedrukt werden u und Sie haben es noch nicht erlaubt..... Das ist eine sonderbare\n Dreistigkeit. Aber als Ueberraschung wage ich es nicht u und die Erlaubni\u00df m\u00fcssen Sie mir nun schon geben. K\u00f6nnte ich Sie doch\n m\u00fcndlich darum bitten. Aber ein b\u00f6ser D\u00e4mon hat uns getrennt gehalten.\n Ich war den Sommer 94 meist bei der Armee, beim Feldmarschall und Har denberg . Ich war einige\n Mal auf einige Stunden in Mainz suchte Sie in Ihrem Hause, aber ohne Sie je zu finden. Als Sie aus England zur\u00fckkamen, da wurde es mir\n wie der nicht besser. Ich war flei\u00dfig in dieser Zwischenzeit, recht flei\u00dfig, lebte meist im Gebirge hier od. oder in Jena , wo Wilhelm lebt u und praktisch Anatomie mit kannibalischer Wuth treibt. Auch ich war\n inde\u00df meist mit Seciren von Thieren, mit Versuchen \u00fcber Gifte u und Metallreiz besch\u00e4ftigt. Ich habe Ihre Schriften u und die gro\u00dfe Physiologie v von Haller flei\u00dfig studirt u und glaube manches neue entdekt zu haben. Was ich liefere darf\n ich gr\u00fcndlich nennen, denn ich experimentirte mit gro\u00dfer Anstrengung seit 2 Jahren, und ich wer de Thatsachen mit wenigen bescheidenen Zweifeln aufstellen. Ich habe die Gal van. Galvanischen Versuche wie ich glaube aus einem neuen Gesichtspunkte betrachtet u und den ke schlechterdings nur neue\n Versuche zu beschreiben. Um Ihnen einiges zur Probe zu zeigen, lege\n ich eine Abschrift von einem Briefe an Blumenbach Humboldt\n 1795 . bei. Sie ist sch\u00e4ndlich stylisirt, aber ich habe so manche\n \u00f6ffentliche Dienstgesch\u00e4fte, bin so ewig auf Reisen, da\u00df ich auf den Styl in Briefen nicht sehen kann. Auch glaube ich da\u00df Sie darauf nicht achten.\n Das Buch selbst soll besser geschrieben sein u und hei\u00dfen: Physiolog. Physiologische Versuche \u00fcber gereizte Nerven u. und Muskelfasern. Es wird alles ent halten was ich\n Zootomisches, \u00fcber Respirat. Respiration mache , Thiere, physiologica comparata der Pflanzen u und Beleuchtungen der wichtigen Arbeiten von Reil ( Gautier de\n irritabilitatis notione , natura et morbis 1793 u und Abhandl. Abhandlung \u00fcber Gehirn und Nerven Reil\n 1795. , Grens Neues Journ. Journal d. der Phys. Physik 1795 St. St\u00fcck 1.) enthalten. Werden Sie es mir verzeihen wenn ich es wagte, diesem\n B\u00fcchlein Ihren Namen vorzusezen. Sie wissen wie unendlich ich Sie\n liebe und sch\u00e4ze u und was ich Ihren Schriften, Ihrem Um gange danke, habe ich schon\n \u00f6ffentlich ge sagt. Schreiben Sie mir 3 Worte, ob Sie die Dedication erlauben u und wie Sie u und Ihre liebensw\u00fcrdige Gattin leben? Ich habe seit 3 Jahren keine Silbe druk ken lassen, um in\n der Zeit so zu studiren, da\u00df ich den Beifall ver dienen m\u00f6ge, den man mir bisher unverdient so reichlich\n gegeben. Ich habe in meiner Mu\u00dfe immerfort experimentirt u und beobachtet und denke nun hinter einan der das Beobachtete aus zuarbeiten. Der K\u00f6nig hat mir ohnedies eine freiere Lage geschenkt und mich durch eine sehr schmeichelhafte Kabin. Kabinetts ordre zum Oberberg rath gemacht.\n Ich denke den Sommer nach der Schweiz zu gehen. Leben Sie herzlich wohl und verzei hen Sie\n dem rhapsod. rhapsodischen Menschen den rhapsod. rhapsodischen Brief. Ich komme noch lange nicht zur Vernunft. Humboldt Bayreuth d den 7 . Jun Junius 95. Noch eins: Z\u00e4hne leiten in dem nat\u00fcrl. nat\u00fcrlichen Zustande nicht, isoliren wie Glas. Durch S\u00e4ure stumpf gemachte Z\u00e4hne leiten ! Vergleichen Sie\n damit: Wedekind \u00fcber versch. verschiedene Gegenst. Gegenst\u00e4nde der Arzneywiss. Arzneywissenschaft 91. p pagina 357.","3":"Wie innig, theurer, Verehrungswerther Mann! freue ich mich \u00fcber den Beifall, den sie meiner Arbeit schenken. Dieser Beifall u und Ihr Nahme, der dem Buche vorsteht, reizt mich zur\n genaueren Ausarbei tung\n desselben. Vgl. Humboldt 1795 sowie Humboldts\n Brief an S\u00f6mmerring, Bayreuth, 7. Juni 1795. Ich stelle noch t\u00e4glich Versuche an, u und ich zweifle da\u00df man mit mehr Gewissenhaftigkeit zu Werke gehen\n kann, als ich es thue. Herrn Pfaffs neue Schrift Ueber thier thierische Electric. Electricit\u00e4t 1795 zwingt mich ohnedies, mein ganzes MSS. Manuscript umzuarbeiten. Ich will nur neue Versuche bekannt machen, u und wir sind uns so oft be gegnet.\n Das wichtigste, was ich entdekt zu haben glaube, ist der Versuch mit dem\n Hauch. Es ist der Kardinalversuch, den ich Sie ja zu wiederholen bitte.\n Legen Sie den Crural Nerv auf Zink u und armiren Sie den Muskel mit Zink, so erfolgt bei Ber\u00fch r\u00fchrung von Zink und Zink keine Zukkung.\n Legen Sie Gold auf die Zinkarmatur u und ber\u00fchren Sie nun den Zink am Mus kel mit dem Golde so zukt es auch nicht, wenn das Gold vollkommen trokken\n ist. Befeuchten Sie aber das Gold a zwischen dem Zink b und dem Zink b c Schematische Zeichnung eines galvanischen Versuchs u und legen Sie c an d. den Nerv, b an den Muskel, so ist der Reiz augenbliklich da. Ein\n blo\u00dfer Hauch auf a ist hinl\u00e4nglich. Wischen Sie a ab, so ist der Reiz\n verschwunden. Bin ich hier nicht der Galvan Galvanischen Entdekkung um vieles n\u00e4her? Muskelfleisch, Hauch, Alko hol, Wassertropfen auf a wirken alle\n gleich! K\u00f6nnen Sie aber nun noch glauben da\u00df jene 4 Stoffe als blo\u00dfe Leiter wirken, da von ihnen das Zukken u und Nicht Zukken unbedingt ab h\u00e4ngt? Nein! sie sind die\n wahren excitateurs. Homogene Metalle stehen in Ber\u00fchrung mit einer feuchten aus ausd\u00fcnstenden Substanz. Es entsteht kein Reiz. Der Versuch, Licht zu sehen, ohne das Auge zu ber\u00fchren, ist ja von Fowler fr\u00fcher entdekt! Eine tote ausd\u00fcnstende Fl\u00fcssigkeit Wasser, Alkohol tritt mit einem\n heterogenen Metalle in die Kette u und nun ist der Reiz da. Das sind Zeichen und Wunder. Die Phantasie\n kann nun mehr Erkl\u00e4rung geben. Nehmen Sie an eine ausdu eine ausd\u00fcnstende Fl\u00fcssigkeit an Silber anliegend bringe + G (G nenne ich das\n unbekannte galvan. galvanische Fluidum) dieselbe an Zink anliegend - G hervor, so kann bei homogenen Reizen kein Schlag erfolgen, denn + kom\u0305t kommt mit + u - mit - zusammen. Bei heterogenen\n Reizen verbindet sich + G mit - G, u und da ist dann Schlag wie bei + E Wolken , die + E u und - E. haben. Aber das sind Spiele der Phantasie, quos delet dies. Um die Ursach des Metallreizes aufzusp\u00fcren, mu\u00df man besonders auf solche\n F\u00e4lle aufmerksam sein, wo der Reiz erfolgt und nicht erfolgt. Diese F\u00e4lle\n geben die Bedingungen des Reizes, besonders die erstern. Giebt es aber hier\n Idiosynkrasien od. oder warum kehren die Erscheinungen nicht \u00f6fter wieder. So habe ich nun zu mehrern Malen vor Zeugen mit aller Aufmerk samkeit auf T\u00e4uschung, Zukkungen gesehen, als ich die mit Muskelfleisch umwikkelte Pincette dem Schenkel auf 1\u20132 Lin. Linien nahte. Es sah wie ein Zauber aus. So ist es mit dem Durchschneiden des\n Nerven. Wie man das Experiment gemeinhin macht, ist es T\u00e4uschung. Man dr\u00fckt\n das Mark des Nerven hervor, dieser nezt die Platte und leitet \u00fcber. Aber\n ich habe zerschnittene Nerven (auch vor Zeugen) leiten sehen, als sie\n ganz auf troknem Glase lagen, als ein Nervenmedium aufgehoben wurde. Warum\n kehrt das nicht immer wieder. Aber das Ausbleiben ist eben der Charakter\n lebendiger Kr\u00e4f te. Reil\u2019s Buch de irritabilitate u und die Zoonomie von Darwin Darwin, R. 1794\u20131796 ,\n I. besch\u00e4ftigen mich noch Monathe lang. Das erste sah ich leider erst\n sp\u00e4t. Aber welche F\u00fclle von Ide en, auch in\n der Diss Dissertatio de caenesthesi H\u00fcbner\n 1794 . . Ich wei\u00df nicht, wo ran es liegt, da\u00df Ihnen die Versuche mit dem Me tallkalche nicht gl\u00fckken wollen, da sie doch Klaproth und andern gl\u00fckken und mit dem\n freilich viel deutlicheren der oxygen. oxygenirten Kochsalzs\u00e4ure in so naher Verbindung stehen. Lesen Sie Uslars Fragm. Fragmente neu erer\n Pflanzenkunde , Sie werden meine Ideen und Ver suche darin sehr erweitert finden. Der Uslar ist ein sonderbar Gemisch von Scharfsinn und\n Unwissenheit. Auch Pfaffs Versuch, da\u00df\n Fr\u00f6sche in dephlog. dephlogistirter Kochsalzs. Kochsalzs\u00e4ure Gas get\u00f6tet reizbarer werden, p pagina 126 und 292, sezt mei ne Versuche \u00fcber das Keimen ins geh\u00f6rige Licht. Mein Buch\n wird im Herbst erscheinen, da ich in we nigen Tagen nach der Schweiz abgehe. Bis zum 14ten Jul Julius treffen mich Ihre Briefe noch hier, nach mals schikken\n Sie sie (falls Sie mir schreiben wollen) an Wilhelm , der jetzt in Berlin ist . , an Legat. Legations Rath v von H Humboldt nach Berlin . Wil helm treibt fast nichts als prakt praktische Anatomie und (wie Loder meint) secirt und pr\u00e4parirt er sehr geschikt. Er treibt es um zu\n sehen, was man daraus f\u00fcr Psychologie nicht ler nen k\u00f6nne.\n Das h\u00e4tte er k\u00fcrzer in Ihrem treflichen\n Abschnitt \u00fcbers Hirn im 5ten Bande Soemmerring\n 1791\u20131796 , V\/1. , den ich unaufh\u00f6rlich studire, gehabt. K\u00f6nnte ich\n Sie doch sprechen , ich habe so viel gesammlet, so viel zu fragen. Ich komme im Nov. November aus der Schweiz zur\u00fck. Ich sehe\n Sie wohl dann. Vergessen Sie nicht Ihren alten Alexander, der jezt viel solider ist, als jezt sonst. Sie w\u00fcrden ge wi\u00df zufriedner mit mir sein . Empfehlen Sie mich Ihrer liebenw\u00fcrdigen Gattin ! Humboldt. Goldkronach, den 29 . Jun Junius 95 Herrn Hofrath S\u00f6mmering Wohlgeboren in Francfurt\n a\/M.","4":"ich reise noch heute von hier nach Venedig , durch Tirol , \u00fcber Vicenza , das euganeische Gebirge nach Mailand und der Schweiz . Ich kann Dir nicht sagen, mit welcher innigen Teilnahme ich Deine beiden Briefe\n gelesen habe. Es gibt nun noch einen Menschen in der Welt, den ich so innig\n liebe, der meinem Herzen so nahe liegt als Du. Wie innig freue ich mich \u00fcber die\n Erf\u00fcllung Deiner sehnlichsten W\u00fcnsche. Wie ganz kann ich mich in Deine Lage und\n in die freudigen Empfindungen Deiner liebensw\u00fcrdigen Gattin versetzen. So\n bist Du denn Vater, sie eine edle, z\u00e4rtliche Mutter. Und wie kann ich es Euch\n genugsam danken, dass Ihr den armen Freund in der Unterwelt des rauhen Fichtelgebirges an Eurem Gl\u00fccke\n theilnehmen lasst. Und noch dazu ein Junge! ein gesundes, starkes Kind! .... Im\n Winter hoffe ich den Knaben in meinen Armen zu halten und Euch zu umarmen.","5":"Bayreuth , den 7. Feb Februar 96. Ich eile, liebster innigst verehrter S. Soemmerring Ihren Wunsch zu erf\u00fcllen. Ich bin ein eitler Mensch u und am ei telsten darauf in Ihrer vortreflichen Schrift Um welche (geplante) Ver\u00f6ffentlichung\n Soemmerrings es sich handelt, konnte bislang nicht ermittelt\n werden. einge f\u00fchrt zu werden. Dazu habe ich\n nie, nie so viel Flei\u00df an eine Arbeit gewandt als an dies Nervenbuch . Auch glaube ich, da\u00df es\n viel neues enth\u00e4lt. Besonders \u00fcber vermehrte Reizem pf\u00e4nglichkeit werden Sie wundersame Versuche mit\n opium, moschus, Cinchona, Alcalien, S\u00e4uren, Arsenik p lesen. Ich schikke Ihnen hier was von meinem Manu script ins Reine geschrieben ist von p pagina 1\u201362. Ich bitte Sie herzlich (Sie wissen, wie \u00e4ngstlich man\n mit Manuscripten ist) mir den Empfang zu melden, aber nach Berlin , wohin ich in 8 Tagen abgehe. Zugleich\n bitte ich Sie, wenn Sie das MSS. Manuscript gelesen haben, es sammt den Zeichnungen, die ich Ihnen wild\n abgezeichnet, bald an Blumenbach nach G\u00f6ttingen mit der Post zu senden. Sie wissen aus\n der Litter Litteratur Zeit. Zeitung Humboldt 1796a. u und meinen Briefen, da\u00df das Buch Ihnen dedicirt Zur Widmung von Humboldt 1796 vgl. Humboldts\n Briefe an Soemmerring, Bayreuth 7. Juni\n 1795 und Goldkronach, 29. Juni\n 1796 . u und mit Anmerk. Anmerkungen von Soemmerin Blu menbach versehen wird. Ich w\u00fcnschte die Anmer kungen nur der Introduction in das Medicinische Publikum wegen, deren ich so sehr bedarf, u und die Sie durch Ihren Appen dix\n wohl auch bef\u00f6rdern. Eine so platte Eitelkeit, wie die meinige, denk\u2019 ich,\n ist am ehesten zu verzeihen. Ich denke in Ber lin einen Buchh\u00e4ndler zu finden, der mir das MSS Manuscript gut bezahlt, was mir nicht uninteressant ist, u und darum mu\u00df Blumenbach mir die Bogen\n zur\u00fck nach Berlin senden. Sie beschw\u00f6re ich, mein Guter, was Sie beim Lesen finden u und Ihnen anst\u00f6\u00dfig ist, auch leicht ge\u00e4ndert werden kann, gleich\n hinein zu corrigiren. Sie verbinden mich unendlich dadurch. F\u00fcr die\n Sicherheit der Versuche kann ich ste hen.\n Ich experimentire t\u00e4glich u und noch heute. Dazu empfehle ich Ihnen zu lesen meine Aufs\u00e4ze\n in Grens neuem Journal 95, B. Band 2, H Heft 2, p pagina 115 . ferner B Band 2. H Heft 4, p pagina 471 . u und besonders den neuen durch Scarpa veranla\u00dften B Band 3. Heft 2 . Ueber spezif. spezifischen Reiz der Nerven und Muskeln werden Sie wundersame Sachen\n in meinem Buche lesen. Gott! wenn ich sie Ihnen nur m\u00fcnd lich erz\u00e4hlen k\u00f6nnte. Es scheint\n erwiesen, da\u00df S\u00e4u ren allein auf Muskel, Alcalien auf Nervenfa ser wirken. Nehmen Sie\n nakte\n Schenkel v. von Fr\u00f6schen, thun Sie den Nerv in gem gemeine Salzs\u00e4ure alle Contraction verschwindet bald ganz. Gie\u00dfen Sie oleum tartari per deliquium auf, es braust, aber die Erregbarkeit\n kom\u0305t\n nicht wieder. an warmbl\u00fctigen Thieren bereits\n wiederholt! Umgekehrt: Ich hatte Schenkel die mit Gold und Zink nur schwach\n zukten. Baden Sie den Nerv in oleum tartari p per deliquium. Seine Reizem pf\u00e4nglichkeit wird in 3 Min. Minuten so f\u00fcrchterlich da durch erh\u00f6ht,\n da\u00df der Schenkel nun mit Zink u und Zink heftig zappelte . Und diese Munterkeit ist anhaltend auf 20 Min Minuten p praeter . Ueberreizen Sie aber den Nerv durch ein\n alcalisches Bad von 8\u201310 Minuten so entsteht tetanus , endlich volle Unempfindlichkeit. Gold und Zink bringen\n dann keine Spur von Bewe gung hervor. Gie\u00dfen Sie nun\n Kochsalzs\u00e4ure auf den \u00fcberreizten Nerv, es brauset u und bald, bald drauf ist die Reizempf\u00e4nglichkeit wieder da. Der Schenkel zappelt nun wieder. Oft wiederholt. Die S\u00e4uren, Cinchona scheinen den Muskel zu constringiren, die Masse zu\n st\u00e4rken die die Nervenkraft besee len soll.\n Ich glaube Hufeland Pathoge nie p pagina 121 . hat davon geahndet, ein Buch das sonst viel\n schlechtes u und meine Definition der Lebenskraft, als Eigenthum, auff\u00fchrt. Auch glaube ich nicht da\u00df S\u00e4uren den Nerv deprimiren, asthenisch wirken weil\n sie zer fressen. Das geschieht gar nicht.\n Ich habe nun auch entdekt, da\u00df oxygenirte\n Kochsalzs\u00e4ure die Nervenerregbarkeit furchtbar erh\u00f6ht, st\u00e4rker\n noch wie bei den Pflanzen. Ich habe nakte\n Schenkel durch be nezen des crural nerv mit\n derselben zum lebhaften Zappeln ge bracht. Ja, ich habe ein Herz, das lange nicht mehr pul sirte, durch dephlog. dephlogisirte Salzs\u00e4ure wieder zu anhalten dem Pulsiren erwekket. Mit gem. gemeiner Salzs\u00e4ure will der Versuch nie gl\u00fckken. Nun noch ein zusammengesezter Versuch: Ein Froschschenkel der\n so matt war, da\u00df er mit Zink u und Silber nur innerlich einiges Muskelzittern zeigte, sich aber\n nicht von der Stelle bewegte, that das leztere, zappelte heftig, als er 2 Min. lang in extr. extracto cornu cervi Der Hirschhorn Geist\n erhebt Erregbarkeit aber nur auf 4\u20135 Minuten, nie l\u00e4nger. Anders ist die\n Wirkung des Alkalischen Bades, das Stundenlang wirkt. Ist in beiden ein feiner Stoff der sensible Fiber stimmt, in jenem\n fl\u00fcchtiger in diesem dauernder, fixer? gebadet wurde. Noch mehr gebadet entstand Ueberreizung de bilitas indirecta Brownii nun schien alles\n tot, es war nicht mal innere Bewegung \u00fcbrig. Ich tauchte den \u00fcberreizten\n Schen kel in Moschussolution, aber der\n Galvanismus konnte ihn noch nicht reizen, er blieb unbewegt. Nun badete ich\n ihn 4 Min. Minuten lang in oleum tartari, er zukte schon in der ersten Minute u und nach 4 Minuten reizte ihn der Zink bis zum Zappeln und Schlagen!\n Ich wandte nun solut solutio von Opium the baicum an. Alle\n Bewegung alles Zappeln verschwand, nur ein schwaches inneres Muskelspiel\n blieb. Ich badete den das Glied 3 Min. Minuten in Spiritu Camphor. Camphoris u und nun , nun zappel te es wieder \u2014\u2014 so hatte ich es in meiner Gewalt die\n Erregbarkeit zu t\u00f6ten und zu erwekken, 2\u20133\u20134 mal an einem Organ. Ein Nerv\n ist f\u00fcrchterlich unzerst\u00f6rbar. Gott! was habe ich ihnen oft mit alcalien\n und concentrir ter Salzs\u00e4ure zugesezt. \u2014 Ich unterscheide genau\n reizen u. und Erregbarkeit erh\u00f6hen. Mechan. Mechanisches Kneipen reizt, der Ton, die Reizempf\u00e4nglichkeit bleibt dieselbe. Oxygen. Oxygenirte Kochsalzs\u00e4ure reizt nicht. sehr\n genau wahr! Das Glied zukt wie von selbst wenn es da rin gebadet wird. Aber seine Errgebarkeit\n wird erh\u00f6ht. Oleum tartari p. per del. deliquium reizt u und mehrt Erregbarkeit. Schen kel\n zukken von selbst, wenn sie darin liegen. Dagegen de primirt, mindert Erregbarkeit jede gem. gemeine S\u00e4ure ohne zu rei zen, ich meine\n nemlich immer ohne sichtlich zu reizen, ohne das da\u00df Musklcontraction Muskelcontraction erfolgt. Arsenikalsolutionen erregen tetanus blo\u00df aus Ueberreizung. Im Anfang mehrt sie die Erregbarkeit in Gal van. Galvanischen Versuchen. Aber nachher \u00fcberreizt das oxygen im Arsenikkalch ut\n qui cunque stimulus saepius repe titus. Es\n ist mir gelungen, Froschschenkel, welche durch Arsenik \u00fcberreizt, mit Zink\n und Gold ganz unempfindlich blieben, durch alcalische B\u00e4der wieder\n erregbar zu machen. Sie zukten wie der! Sollten die Bertholletschen Mittelsalze von oxygen oxygenirte Salzs\u00e4ure und alcali nicht als sthenische Mittel wichtig werden\n k\u00f6nnen. Sollten kleine Blasen pflaster\n galvanisirt, welche so leise u und angenehm reizen, so unaufh\u00f6rlich serum herbeilokken, bei rheumat rheumatischem H\u00fcftweh u und Hydropisie in den Ner venscheiden\n nicht wirksam sein k\u00f6nnen. (Das Ph\u00e4nomen mit dem \u00e4tzenden Serum ist wun dersam. Ich habe, von Scarpa gedrungen, es im Nov. November an mir selbst mit zwei Canthariden widerholt wiederholt . Das wei\u00dfe unsch\u00e4dliche serum ward blutroth nach einem\n Galvanisiren von 3\u20134 Sekunden. Es str\u00f6hmte den R\u00fckken hinab. Ich tauchte\n den Finger in die ser\u00f6se Feuchtigkeit u und mahlte mir Fi guren auf den\n Bauch. Sie blieben 2 Stun den stehen, konnten nicht abgewaschen\n wer den!) Ich schreibe Ihnen das nicht alles au long, mein Lieber, um mit meinen\n Versuchen zu plagen, sondern um Sie aufzufordern, mir ein Paar Worte der Liebe dar\u00fcber zu sagen. Den ken Sie Sich mich, der ich Tag u und Nacht nur an Nerven und Erregbarkeit denke u und gar, gar keine Aufmunterung habe. Ich bitte Sie, lieber S Soemmerring mir ja bald nach Berlin zu schreiben u und ob Sie meine Dinge des Publicirens werth halten. Die Versuche ohne alle Kette p pagina 44 mei nes Manuscr. Manuscripts wird Sie frappiren denk\u2019 ich. Ich werde zwar gern Ihnen mein MSS. Manuscript fernerhin so weit postfrei als mir m\u00f6g glich ist, nach Franckf. Franckfurt schikken. Es ist aber die Frage, ob Sie Ihr appendix so weit\n eindringen hei\u00dft. Ich bitte Sie daher, mir bestim\u0305t bestimmt zu melden, ob ich fortfahren Ihnen soll Blumenbachen das MSS. Manuscript durch Sie zu \u00fcbermachen. In dieser Ungewi\u00dfheit entschlie\u00df ich mich auch noch nicht, das Capitel von Herzversuchen, das in tausend Papieren zerstreut ist, zusammenzusezen.\n Nur so viel heute: Mir hat das Armiren der Herz ner ven nie gegl\u00fckkt, wohl aber me. meinem Bruder Wilhelm an 1 Fuchs, 2 Kaninchen u und Ochsen. Er hat durch Armirung des der Herznerven und allei nige\n Ber\u00fchrung von diesen die Schl\u00e4ge des Herzens voller, u und schneller gemacht. Das schnell werden stieg immer erst an, wenn\n der Nerv stimulirt ward, die Schl\u00e4ge blieben aber in einem gewissen\n Takt. Ein nicht pulsi rendes Herz konnte Wilhelm mittelst der Ner ven nie erwekken. Mir aber ist mehr mals vor Zeugen unwidersprechlich gegl\u00fckt gar nicht mehr pulsirende Froschherzen folgen dergestalt auf zu 2\u20133 neuen heftigen Schl\u00e4gen zu reizen. Das Herz a lag auf Zink. An das Herz an die Spize, also nur in Ber\u00fchrung mit Herzmuskel,\n war ein St\u00fck geronnen Blut od. oder Muskelfleisch b angelehnt . Schematische Zeichnung eines galvanischen Versuchs Die Silberne Pinzette verband nun blo\u00df b u und Zink. Auf die Art war das Herz gar nicht ber\u00fchrt. Das fort gepflanzte Ersch\u00fcttern von b auf a konnte nicht Ursach\n sein, da Horn od. oder Holz statt der pincette gebraucht nichts hervorbrachte. Sollte es nicht Muskelfasern geben f\u00fcr die als solche der Galvanismus ein spezifiker Reiz w\u00e4re? Ich habe eine g\u00f6ttliche Reise gemacht durch Tyrol , Venedig , Verona , Padua , Vicenza , Par ma , Mantua , Genua, Genua, Pavia , Mai land , ganz Savoyen und die ganze Schweiz . Scarpa ist ein pr\u00e4chtiger Mensch und spricht quo quam maxime\n gavisus sum, mit einer Art von Enthusiasmus von Ihnen. Fallen Ihnen \u00e4ltere Stellen ein \u00fcber al calien, so bitte ich Sie innigst darum. Ich mag mir nichts\n zueignen, was nicht mein eigen ist. Ich kenne keine als die Gmelin ap apparatus medicam medicaminum Vol Volumen 1, p agina 60 , stimulant alcalia fibram contractilem et nerveam falsch! u und die Cullen \u2019s Lect. Lectures on the Mater. Materia Med Medica p page 274 . alkalines are stimulants. Meine Versuche \u00fcber\n Erh\u00f6hung der Reizempf\u00e4nglichkeit halte ich f\u00fcr neu, auch hatte man sonst den Maa\u00dfstab nicht, den jetzt das Gal vanisiren giebt. Empfehlen Sie mich Ihrer vortreflichen Gat tin . Mit inniger dankbarer Ver ehrung . Ihr Humboldt.","6":"Ich habe Ihnen lange nicht geschrieben, mein Bester, deswegen aber viel gearbeitet, auch neue Versuche gemacht. Ich kam nach Berlin , um hier mein MSS. Manuscript \u00fcber den Nerven - und\n Muskelreiz zu vollenden, aber meine Hofnung ist sehr vereitelt\n worden. Der Min. Minister v von Hardenberg blieb leider! bis jezt\n noch hier. Er nahm Bareuthische Bayreuthische Angelegenheiten mit dem Kabinetts Ministerium vor u und lie\u00df mich arbei ten. Alle meine\n Zeit ging dar\u00fcber vers verloren u und ich konnte nur rhapsodische Stunden auf Versuche wenden. Messen Sie\n mir daher keine Schuld zu, da\u00df Sie so lange keine Antwort u und keine MSS. Manuscripte erhielten. Ich gehe den 10ten von hier in meine Einsiedelei nach Bayreuth ab u und von da aus schikke ich Ih nen Ruk\n auf Ruk (wenn Sie es nicht abbestellen od oder mir wegen der Kriegsunruhen abrathen) mein MSS Manuscript . Durch Sie erh\u00e4lt es Blumenbach . Im Julius od oder August ist es gedrukt, bei Dekker der mit 3\n Louisd\u2019or pro Bogen geboten. Ich bin au\u00dfer mir vor Freuden,\n da\u00df meine Versuche Ihren Beifall haben. Sie allein k\u00f6nnen mich beim\n Publikum heben. Es haben sich hier Gesellschaf ten zusammengethan, Selle , Herz , Hermbstedt , Klaproth , vor denen ich experimentirt. Man hat alles untersucht u und richtig gefunden. Ich habe bemerkt, da\u00df bei den wun dersamen Ph\u00e4nomenen, wo man einen Schenkel blo\u00df dadurch zukken\n l\u00e4\u00dft, da\u00df die Spize des nervus cruralis in ol. oleum tart. tartari getaucht wird, die Zuk kung vom\n Zeh anf\u00e4ngt u und so in den gastro cnemius\n \u00fcbergeht. Glauben Sie gar nicht, da\u00df die alcalien in so fern reizen, als\n sie Wasser an ziehen. Das reine Wasser\n bringt ja gar kein Ph\u00e4nomen hervor, was nur damit in Ver gleich st\u00e4nde. Selbst das loser gebundene\n oxygen in dephlogistis. dephlogistisirter Kochsalzs. Kochsalzs\u00e4ure u und Arsenikkalch wirkt un endlich\n schw\u00e4cher, als das ol. oleum tartari. Herrn Creves Ideen scheinen mir unendlich einseitig. Soll der Galvan. Galvanismus durch Wasserzersezung erkl\u00e4rt werden, so ist dabei wohl auf\n oxygen im Wasser gerechnet, das al lerdings\n eine gro\u00dfe Rolle in der Maschine spielt. Aber Stoffe, die kein oxygen\n halten, sondern azote Oxide de mercure mit fl\u00fcssigem\n Gew\u00e4chsalcali destillirt gibt regul. regulinisches Queksilber und Salpeters\u00e4ure. wie alcalien, wirken unendlich heftiger als dephlog. dephlogistisierte Kochsalzs. Kochsalzs\u00e4ure . Bed does , Girt. Girtanners Theorien sind darum falsch, weil sie alles auf 1 Stof reduciren, da\n doch Leben das Resultat mehrer Kr\u00e4fte, mehrer Stoffe ist. Entz\u00fcndlichkeit und Irritabilit\u00e4t sind verwandt u und der Lebensproze\u00df ist ein zusammengesezter entz\u00fcnd licher Proce\u00df. Denken Sie wohl daran, da\u00df die edel sten Feuchtigkeiten des K\u00f6rpers, Gehirn und Saamen, beson ders Saamen nach Vauquelin so viel freies Mi neralalcali enthalten? Der Saamen wird im Blut resorbirt u und dadurch glaub ich der reizen de\n alcalische Stoff ins ganze System verbreitet. Ich habe endlich einen\n Versuch entdekt, der zuerst ganz widerlegt, da\u00df das Galvan. Galvanische fluidum nicht Electr. Electricit\u00e4t ist. Electr. Electricit\u00e4t wird besser durch Lichtflammen als durch Metalle geleitet. Schematische Zeichnung eines galvanischen Versuchs a sei ein conductor u c ein Licht, so str\u00f6hmt alle Electr. Electricit\u00e4t durch c nach d, gar keine aber nach b heraus. Das Galvan. Galvanische fluidum wird aber durch Flammen gar nicht geleitet. c sei eine\n nerven Armatur von Zink u und die Leitung der silbernen Dr\u00e4hte a und b sei durch Flammen\n unterbrochen. Es zukt nie, bis a und b sich selbst ber\u00fchren. Das ist\n wichtig. Schematische Zeichnung eines galvanischen Versuchs sowie unkenntlich\n gemachte Skizze Wilhelm , mein bester, hat allerdings die nervi cardiaci des Fuchses gesehen u und den Puls des Herzens ver\u00e4ndert ohne das Herz zu ber\u00fchren. Er\n ber\u00fchrte blo\u00df den Nerv. Nemlich er schob Stanniol unter den Nerv u und ber\u00fchrte mit Silber Nerv u und Stanniol. Das Silber traf das Herz gar nicht. Ihre Einwendungen sind mir unendlich wichtig, so wie alles was von Ihnen\n kommt. Pr\u00e4chtig ist Ihr Buch \u00fcbers Seelenorgan. Auch habe ich nie erfahren,\n da\u00df irgend eine Schrift so allgemeine Sensation machte, als diese. Ich\n habe nicht Zeit Ihnen heute mehr als den allgem. allgemeinen Ausdruk meiner Empfindungen zu geben. Ich las jezt auch erst Ihr\n Buch \u00fcber die vasa absorbentia. Welch ein Schaz von Entdekk ungen u und Ideen. Sie sind, was Vesalius der Vorzeit war! Ich habe eine Lieblingsidee, die ich Ihnen mit 3 Worten vorlege. Sie kennen Abernett \u2019s sehr richtige\n Versuche \u00fcber respiration der Haut. Die Haut saugt oxygen ein und st\u00f6\u00dft\n azote u und Kohlens\u00e4ure aus, wie die Lunge. Ich glaube es giebt au\u00dfer der Lunge\n noch andere Punkte, wo das ven\u00f6se Blut arterieus wird. Ich glaube die\n lympha tischen Gef\u00e4\u00dfe nehmen Blut aus\n den Venen od. oder Art erien auf, bringen es in\n kleine Luftbeh\u00e4lter unter der Haut, die man noch entdekken wird u und f\u00fchren es den Arterien oxygenirt wieder zu . Sollte dieser kleine Blutumlauf nicht sehr wahrschein lich\n sein. \u2014 Ich arbeite viel mit Microscopen \u00fcber die Oberhaut. Leuwenhoek hat ganz un recht. Man\n sieht keine Poren. Im Fontana tab tabula 8. F Figura 12 ist die Haut allein richtig abgebildet. Aber man\n mu\u00df noch die organ. organischen Gef\u00e4\u00dfe entdek ken, durch welche\n die Haut respirirt. Kennen Sie das pr\u00e4chtige Buch medical extracts on the nature of health, Lond. London 95 2 Theile , eine Anwendung der neuen Chemie auf Physiologie. Es ist nicht von Duncan . Ich benuze es sehr! Pohl hat durch dephlog dephlogistisirte Salzs\u00e4ure auf meinen Rath Euphorbien Saamen aus einem alten Herb. Herbarium zum keimen ge bracht. Ich umarme Sie herzlich. Schreiben Sie mir nach Bayreuth , wo ich den 15ten sein werde u von wo aus Sie MSS. Manuscripte erhalten. Humboldt Berlin, den 9 . April Ich empfehle Ihnen einen lieben Freund, D Doktor Grapengiesser der Sie in 2 Monathen\n besuchen wird. Ich experi mentirte mit ihm. Ich bin jezt sehr flei\u00dfig u und Sie m\u00fcssen mit mir zufrieden sein. Ich habe eine Respirationsmaschine und Ret tungsflasche zum Stande gebracht, durch die man Erstikte augenbliklich\n aus den Gruben herausholen kann, auch eine Lampe die in jeder Luftart\n hell brennt. Das Mineur Corps hats hier gebilligt . Die Erfindung ist n\u00fczlich.","7":"Liebster S Soemmerring . Ich bin noch ganz voll von Ihrer Entdek kung \u00fcbers Gehirn. Es ist eine der gr\u00f6\u00dften unserer Zeit.\n Aber heute benuze ich meine geringe Mu\u00dfe um Ihnen zu sagen, da\u00df ich\n unabl\u00e4ssig besch\u00e4ftigt bin Versuche \u00fcbers Herz zu machen. Ich habe vor z\u00fcglich dar\u00fcber folgende Entdekkung gemacht, welche Ihnen\n viel leicht wegen des Streits mit Scarpa wichtig ist. Ich ver gleiche die stimuli, welche auf die Nerven der Bewegungs muskeln und die, welche aufs Herz wirken. Sie wissen aus Fontana Fontana 1787 . , da\u00df Alcohol (nicht aber Opium u in Wasser aufgel\u00f6st) jedem Nerv fast wie ein starker Elektr. Elektrischer Schlag die Reizempf\u00e4nglichkeit raubt. Sie k\u00f6nnen Froschschenkel\n in 6\u20138 Min. Minuten oft in 1 Min Minute durch Alcohol unwiderbringlich ersch\u00f6pfen. Ich habe es oft\n wiederholt. So lindert alcohol auch den Zahnschmerz, t\u00f6tet Blutigel u und Regenw\u00fcrmer in 3 Sek Sekunden u. und s. so f. fort . Aber: alcohol aufs Herz getr\u00e4ufelt wenn es zu pulsiren bereits aufgeh\u00f6rt,\n bringt das Herz so gleich wieder zu einem regelm\u00e4\u00dfigen Pulsiren. Der\n alcohol revivisirt das Herz unendlich st\u00e4rker als das oxygen der dephlog. dephlogistisirten Salzs\u00e4ure, er \u00fcberreizt aber auch mehr als diese u und das Wiederbeleben ist daher von k\u00fcr zerer Dauer. Der alcohol ist f\u00fcrs Herz, was ol. oleum tart. tartari p. per del. deliquium f\u00fcr die Nerven der Bewegungsmuskel ist. Von 28 Herzen, die ich in\n diesen Tagen behandelte an Fr\u00f6schen, Kr\u00f6ten, V\u00f6geln, Kaninchen, schreibe\n ich Ihnen nur folgenden Versuch ab: Am 30 . April hatte ich ein Froschherz, das so matt war, da\u00df es gar nicht mehr pulsirte, sich nur auf mechan. mechanischen Reiz zusammenzog. Ich that es in kaltes Wasser, es verbleichte,\n der Rest des arter. arteriellen Bluts wurde abgewaschen u und jezt, da dieser lezte stimulus fehlte sah man kaum noch eine schwache Zukkung, wenn das Herz d von der Pincette ber\u00fchrt ward. Ich bestrich nun das unbewegte Herz mit frischem arter. arteriellen Blute u und nun \u2014 fing es an von selbst schwach zu\n pulsiren . Ich \u00f6fnete die Brusth\u00f6le eines neuen Frosches u und nahm von dessen frischerem arter. arteriellem Blute. Ich bestrich dasselbe Herz damit u und nun waren die Pulsationen stark u und anhaltend! Sie dauerten 10 Minuten. Ich z\u00e4hlte die Pulsationen in 4 Min Minuten . Die lste hatte 28, die 2te 29, die 3te 32, die 4te 27 Schl\u00e4ge!\n Ich legte das pulsirende Herz wieder in kaltes Wasser, u und es pulsirte darin, weil der stimulus das art. arterielle Blut abge waschen ward, nur 6 mal in 1 Min Minute . Ich warf es aus dem Wasser in concentr. concentrirten alcohol u und \u2014\u2014 \u2014\u2014 es pulsirte von der lsten Sek. Sekunde gleich st\u00e4rker u und zwar in der lsten Minute 18, in der 2ten 20, in der 3ten 23 mal.\n Auch folgendes ist merk w\u00fcrdig! Wenn ein Herz in nat\u00fcrl. nat\u00fcrlichem Zustande die Irritabilit\u00e4t verliert, so pulsirt es\n immer lang samer zulezt kaum 1 mal in 1 Min Minute . Es hebt sich dabei aber meist bis zulezt gleich hoch. Im alcohol ist es umgekehrt. Je l\u00e4nger es liegt, desto schneller pulsirt\n es, u und je schneller desto weniger hebt es sich. Im schnellsten Tact wenn\n der Tod aus Ue berreizung nahe ist, verschwinden die Pulsat. Pulsationen ganz. Ich habe bisher folgende Scale f\u00fcr den Stimul. Stimulus des Herzens gefunden: 1 . alcohol. 2. oxyg. oxygenisirte Kochsalzs. Kochsalzs\u00e4ure 3. frisches arter. arterielles Blut 4 . ol. oleum tart. tartari p. per deliqu. deliquium 5 . Warmes Wasser. 6 . Sonnenlicht. Zwischen 1 und 2. mu\u00df noch Electr. Electricit\u00e4t stehen. Ein m\u00e4\u00dfiger electr. electrischer Schlag durch ein nicht pl pulsirendes Herz geleitet, bringt es oft 25\u201330 Minuten lang zu anhaltendem Pulsiren. Ist das nicht wundersam. Ich umarme Sie. Schreiben Sie mir doch 3 Worte mit n\u00e4chster Post, daf\u00fcr erhalten Sie auch MSS. Manuskripte recht bald . Humboldt Bayreuth den 1 . Mai 96. Herrn Hofrath S\u00f6mmering Wohlgeboren in Frankfurt\n a\/M.","8":"Erlauben Sie es meiner Unwissenheit, Verehrungswerther Herr allg Hofrath , da\u00df ich \u00fcber einen Gegenstand an Sie schreibe, der Ihnen gewi\u00df\n sehr trivial ist, mir aber unend liche Schwierigkeiten macht aus tausend B\u00fcchern\n zusammen zusuchen. Ich arbeite seit 2 Jahren in allen Stunden der Mu\u00dfe an microscop. microscopischen Zeichnungen von den respirations gef\u00e4\u00dfen der Pflanzen. Ich habe\n ein\n 40 Platten bereits gezeichnet u und zwar nach einer 312,400 maligen Vergr\u00f6\u00dfe rung der Fl\u00e4che. Sie werden einige dieser Gef\u00e4\u00dfe aus Hedwigs Sammlung zerstreuter Abhandl. Abhandlungen B Band 1 tab tabula 5 kennen, Vergr\u00f6\u00dferte Darstellung der Spalt\u00f6ffnung eines Blattes aber ich habe die Entdekkung viel weiter getrieben. Abernettys Versuche \u00fcber thier thierische Hautrespiration Abernethy 1793. brachten mich endlich auch auf das was man cuticula od. oder epidermis beim Menschen nennt. Aber wie himmelweit ist diese in der sichtbaren Organisation verschieden, wie wenig ist daran zu sehen.\n Ich schnitt mit Rasirmessern Haut (cuticula) von allen Theilen meines\n Leibes u und betrachtete sie durchs Microscop. Ich unterscheide immer folgendes typus: Vergr\u00f6\u00dferte Darstellung der Epidermis der menschlichen Haut Fontana vom Viperngift Fontana\n 1787. p pagina 403 ( tab tabula 8, F Figura 12) bildet etwas \u00e4hnliches ab, redet aber von\n K\u00fcgelchen u und geschl\u00e4ngel ten Gef\u00e4\u00dfen. Die\n K\u00fcgelchen sind Staub, man mu\u00df die Ober Haut\n unter Wasser sehen u und die Gef\u00e4\u00dfe wenn es a b und c d sein sollen, halte ich f\u00fcr Falten. Sie sind viel zu hoch erhaben, theilen die cuticula in\n unregelm\u00e4\u00dfige globulos u endigen in voller Dikke , was Gef\u00e4\u00dfe wohl nie thun. Dagegen k\u00f6nnten\n die ganz feinen geschl\u00e4ngelten, dun kel\n rothen Strichelchen, welche man in der membran selbst, in den arcolis\n sieht, deren anastomo sen aber nicht zu\n verfolgen sind, wohl wahre Gef\u00e4\u00dfe sein. Dagegen sagt Blumenbach de generis humani var. varietate 95 p pagina 117. Reticulum Malp. Malpighii aeque ac epidermis nervis vasisque plane destituta. Was halten Sie\n davon, mein Bester! Besonders nach dem, was Sie so treffend\n Muskellehre p pagina 34. \u00a7 54. sagen? Ich meine, was vermuthen Sie,\n denn da\u00df Nerven der cuticula sich nicht darstellen lassen, wei\u00df ich\n wohl. Von Poren der Haut h\u00f6re ich auch reden, aber ich\n sehe keine, nur vermuthe ich M\u00fcndungen der lymphat. lymphatischen Gef\u00e4\u00dfe auf der Oberhaut. Die Poren die mir das Microscop zeigt\n sind L\u00f6cher wo Haare sa\u00dfen. Im Haas , Mascagni auch bei Ihnen, lieber S Soemmerring , lese ich von sinnlicher Darstellung der Saugadern in der Haut. Wenn sie Sie ( Gef\u00e4\u00dflehre p pagina 428 Soemmerring 1791\u20131796 ,\n Teil 4 (Gef\u00e4\u00dflehre, oder vom Herzen, von den Arterien, Venen und\n Saugadern). ) von dem sch\u00f6nen Netze reden, meinen Sie doch wohl das Co rium od. oder wirklich die Cuticula, die man sich mit dem Rasirmesser abzieht? Sind die ausd\u00fcnstenden\n Gef\u00e4\u00dfe welche Hunter Med. Medical Observat. Observations Vol Volume II Hunter\n 1762\u20131764, I . abbildet, denn noch in der Cuticula sichtbar. Ich erinnere mich da\u00df Haas die ganze Haut pr\u00e4chtig roth\n ausgesprizt hat, das l\u00e4\u00dft doch Gef\u00e4\u00dfe in der Cuticula ver muthen. Woher also Blumenbachs apodict. apodictische Be hauptung. Die Haut athmet (wie uns Abernetty gelehrt) wie die Lungen, oxyg. oxygen ein und carbon und azote aus. Durch welche Gef\u00e4\u00dfe, glauben Sie,\n da\u00df dies vorh vorgehen k\u00f6nne. Die Saugadern f\u00fchren keine Luft, so wenig als die\n ausd\u00fcnstenden Gef\u00e4\u00dfe, u und die Valvula der Saugadern lassen auch nicht zu, da\u00df sie oxygen ein und carbon aushauchen. Durch eigene Organe geschieht die\n luftf\u00f6rmige Exhalation aber gewi\u00df. Im organ. organischen K\u00f6rper ist alles Organisch. Ich beschw\u00f6re Sie, theuerster S. Soemmerring mir ein Paar Zeilen hier\u00fcber recht bald zu schrei ben. Ich bin sehr erpicht darauf. Humboldt Bayreuth den 8 . Mai 96.","9":"Ohnerachtet mich meine Sendung zu dem franz\u00f6sischen General und mein Aufenthalt bei der Armee im Juli\n und August sehr gest\u00f6rt hat, so habe ich doch den Sommer viel zu Stande\n gebracht. Mein grosses physikalisches Werk\n \u00fcber den Muskelreiz und chemischen Process des Lebens ist fast\n vollendet. Es enth\u00e4lt an 4000 Versuche und auch viel \u00fcber Pflanzenphysiologie\n ..... Im Winter gebe ich einen Teil chemischer Abhandlungen heraus, die fertig\n liegen: Versuche \u00fcber den Lichtstrahl und das Stickgas; Verwandlung der Morcheln\n in Talg durch Behandlung mit Salpeters\u00e4ure; ein neu erfundenes Barometer, das\n sich auf ein neues Princip gr\u00fcndet, und mit dem hier schon sehr gl\u00fcckliche\n Messungen gemacht sind; Arbeiten \u00fcber den Phosphor als Eudiometer;\n \u00fcber zwei neue Gasarten, oxygenirte Kohlens\u00e4ure und Azoture de Phosphore oxyd\u00e9e\n ..... In Genf wird ein franz\u00f6sisches Werk\n von mir gedruckt, \u201eLettres physiques \u00e0 Mr. Pictet \u201c Das Werk ist nicht erschienen. , das sind Memoiren, die ich einzeln dem Nationalinstitut geschickt, und die dieses einzeln zum Druck\n bef\u00f6rdert hat. Ueber Respiration der Pflanzen habe ich diesen Sommer viel\n experimentirt ..... Du siehst hieraus, mein lieber Willdenow, dass ich zwar weniger schreibselig bin\n als andere, aber gewiss nicht unfleissiger. \u2013 Mache nur, dass das gute Pathchen schnell heranwachse, damit ich es\n nach Indien mitnehmen kann. Meine Reise ist\n unersch\u00fctterlich gewiss, Ich pr\u00e4parire mich noch einige Jahre und sammle\n Instrumente, ein bis anderthalb Jahr bleibe ich in Italien , um mich mit Vulkanen genau bekannt zu machen,\n dann geht es \u00fcber Paris nach England , wo ich leicht auch wieder ein Jahr\n bleiben k\u00f6nnte (denn ich eile schlechterdings nicht, um recht pr\u00e4parirt\n anzukommen), und dann mit englischem Schiffe nach Westindien . Erlebe ich das Ende dieser Plane nicht, nun so habe ich\n wenigstens th\u00e4tig begonnen und die Lage benutzt, in die mich gl\u00fcckliche\n Verh\u00e4ltnisse gesetzt haben .....","10":"Havana , den 21 . Febr. Februar 1801. Mein br\u00fcderlichst geliebter Freund! Ungewi\u00df ob diese Zeilen, wie so manche\n andere, die ich aus dieser Tropenwelt an Dich gerichtet, verlo ren gehen, schr\u00e4nke ich mich blo\u00df auf die\n Bitte ein, die ich zu thun habe. Auf einer Reise um die Welt zu einer Zeit, wo das Meer von raub-Gesindel wimmelt, wo Neutral- P\u00e4sse so wenig als Neutrale Schiffe respectirt werden, besch\u00e4ftigt mich\n nichts so \u00e4ngstlich, als die Rettung meiner Manuscripte u und Herbarien. Es ist sehr ungewi\u00df , fast\n unwahrscheinlich , da\u00df wir beide Bonpland u und ich lebendig \u00fcber die Philippinen und das Cap der guten Hofnung zur\u00fckkehren. Wie traurig w\u00e4re es, in dieser\n Lage die Fr\u00fcchte seiner Arbeiten verloren gehen zu sehen. Um das zu vermeiden haben wir von unseren Pflanzenbeschreibungen (2 B\u00e4nde enthaltend heute 1400 Species blo\u00df seltene u und neue) Abschrift ge nommen. Ein MSS. Manuscript behalten wir bei uns, die Copie senden wir theilweise durch die Franz\u00f6s. Franz\u00f6sischen Vice-Consuls nach Frankreich , an Bon plands\n Bruder nach la Rochelle .\n Die Pflanzen haben wir in 3 Samlungen vertheilt, da wir doubletten und\n tripletten von allem haben. Ein Herbarium im kleineren Format schleppen wir\n mit uns um die Welt, um zu vergleichen. Ein zweites ( Bonpland ) ge h\u00f6rig , mit dem ich nat\u00fcrlich alles theile)\n ist bereits nach Frank reich abgegangen u und das dritte (in 2 Kisten mit Cryptogamis ten u und Gr\u00e4sern 1600 verschiedene Species enthaltend, meist aus dem\n unbekannten theile Theile der Parime u und Guayana zwischen dem R\u00edo Negro u und Bresil wo wir voriges Fr\u00fchjahr waren)\n sende ich heute durch Mr. John Fraser \u00fcber Charleston nach London . Durch Vervielf\u00e4ltigung vermindern\n wir die Gefahr. Meine Idee ist, da meine Reise so viele Gegenst\u00e4nde umfa\u00dft, welche unm\u00f6glich dieselben Leser interessieren k\u00f6nnen, die\n Beobachtungen in verschiedenen Theilen dem Publikum vorzulegen als z zum B. Beispiel eine eigentliche Reise, physisch moralisch blo\u00df die allgemeinen\n Verh\u00e4ltnisse schildernd, das was je den\n gebildeten Menschen interessirt, Charakter der Indianischen V\u00f6lkerschaften,\n Sprache, Sitten, Handel der Kolonien, St\u00e4dte, Ansicht des Landes, Akkerbau,\n H\u00f6hen der Berge blo\u00df Resul tate, Meteorologie \u2013 dann in\n besonderen L\u00e4ndern 1) Construktion des Erdk\u00f6rpers. Geognosie 2) Astronom. Astronomische Beobacht. Beobachtungen lat latitudo u und longit. longitudo Jupiters beobachtungen. refraction Refraction \u2026 3) Physik u und Chemie. Versuche \u00fcber chem. chemische Beschaffenheit des Luftkreises. Hygrometrie. Elektricit\u00e4t. Barometer. Pathologische Beobacht. Beobachtung Irritabilit\u00e4t. 4) Beschreib. Beschreibung von neuen Spec. Species Affen, Crocodill, V\u00f6gel, Fische, Insekten \u2026 Anatomie der Seegew\u00fcrmer \u2026\n 5) Das botanische Werk gemeinschaftlich mit Bonpland u und zwar nicht blo\u00df nova genera u und Spec. Species sondern nach Folge des Lin. Linn\u00e9\u2019schen Systems Beschreibung , Aufz\u00e4hlung\n aller Species \u00fcber die wir mehr als andere gesehen, wie ich hoffe neue\n 5\u20136000 Spec. Species , denn in Manilla , Ceylon wird die Beute sehr , sehr gro\u00df sein. Dies mein Guter ist mein Plan im Allgemeinen. Sterbe\n ich so wird Delambre meine astronomischen, Freiesleben od. oder Buch meine Geognostischen, Scherer meine physikal. physikalischen , chemischen, Blumenbach meine\n Zoologischen MSS Manuscripte u und Du , Du \u2013 mein Guter (so hoffe ich) meine botanischen unter Bonplands u und meinem Namen ediren. Mein Bru der wird jedem die MSS. Manuscripte zukommen lassen. Ich bleibe meinem alten Versprechen getreu , da\u00df\n alle , alle in dieser Reise gesammelten mir geh\u00f6rigen Pflan zen Dein sind. Ich will nie, nie etwas besizen. Nur mu\u00df ich Dich bitten, da ich mir nach meiner Zur\u00fckkunft die\n Publication vorbehalte, mein Herbarium vor dieser Publi kation od. oder vor meinem Tode nicht Deiner Samlung ein zuverleiben . Die 2 Kisten (1600 Spec. Species ) welche ich heute Herrn Fraser anvertraue, habe ich nicht unmittelbar nach Hamburg adressiren wollen, nicht blo\u00df weil kein Neutral. Neutrales Schif in Spani sche H\u00e4fen\n einl\u00e4uft, sondern weil ich nicht wei\u00df, ob Du es selbst nicht f\u00fcr sicherer\n h\u00e4lst, die Kisten bei Fraser bis zum Frieden stehen zu lassen. Es h\u00e4ngt blo\u00df von Dir ab, sie sogleich od. oder sp\u00e4ter zu besizen u und Herr Fraser hat Order, sobald Du ihm schreibst (auf franz\u00f6sisch) u und ihm adresse nach Ham burg schikst ,\n Dir die Kisten als Dein k\u00fcnftiges Eigenthum verabfolgen zu lassen.\n Schreibst Du ihm nicht, so bleiben die Kisten in London stehen bei Fraser .\n Seine Adresse ist: Mr. Mister John Fraser Botanical Collector of H. His M. Majesty the Emperor of Russia Chelsea near London. Ich habe Ursach\n zu glauben , da\u00df meine Pflanzen bei diesem\n Manne wohl aufgehoben sind, da ich ihm mehrere sehr wesentliche Dienste\n geleistet. Du erinnerst Dich, mein Guter, aus Walteri Flora Carol. Caroliniana da\u00df Fraser 4 Reisen in Labrador u und Canada theils als Botanist, theils als G\u00e4rtner u und Saamenh\u00e4ndler gemacht. Er war seit 1799 auf einer 5ten Reise am Ohio in Kentucky u und Tennessey begriffen, einer jezt sehr\n gangbaren Gegend, denn in 4 Wochen schikt man G\u00fcter zu Lande u und Wasser von Philadelphia \u00fcber Fort Pitt , \u00fcber den Ohio u und Missisipi nach Nueva Orleans . Unbekannt mit der Schwierigkeit ohne\n Erlaubni\u00df des K\u00f6nigs von Spa nien in die Kolonien einzudringen, kam Fraser nach Havana , um hier Pflanzen zu sammeln. Er litt Schifbruch,\n brachte 3 ungl\u00fckliche Tage in einer Sandbank 10 Meilen von der K\u00fcste zu,\n ward endlich von Fischern von Matanzas gerettet u und kam von allem entbl\u00f6\u00dft hier an. Sein Name u und sein Gewerbe war genug, um ihn mir zu empfeh len. Ich habe ihn in meinem Hause aufgenommen, ich habe ihn mit Geld u und allem was er bedurfte unterst\u00fczt, ihm durch meine Verbindungen die Erlaubni\u00df verschaft, die Insel Cuba zu bereisen u und ich darf hoffen, da\u00df er u und sein sehr , sehr liebensw\u00fcrdiger Sohn alles aufbie ten werden, um mir gef\u00e4llig zu sein. Ich habe dem Vater vor geschlagen, den Sohn in meine Expedition aufzunehmen u und ihn mit nach Mexiko zu nehmen, aber der junge Mensch f\u00fcrchtet die Spanier, deren Sprache er nicht versteht u und er eilt in Lon don seine Pflanzen von Kentucky zu beschreiben. Ich gehe von hier \u00fcber Mexico u und Californien nach Acapulco um dort mit dem Cap. Capitaine Baudin die Reise um die Welt zu vollenden. Ich habe Dir gesagt, mein Lieber (verzeih mein elendes Deutsch da ich seit 2\n Jahren ewig spanisch u und franz\u00f6sisch spreche) da\u00df ich meine Pflan zen nach meiner R\u00fckkunft selbst zu publiciren denke. Solltest Du inde\u00df in den 2 Kisten , die Fraser Dir einh\u00e4ndigen kann , neue Species entdekken, die Deine Aufmerksamkeit\n besonders auf sich ziehen, so steht es nat\u00fcrlich ganz in Deinem Willen,\n einzelne derselben, nur nicht viele u und alle, in Deine vortrefliche Ausgabe der Species einzuschalten. Im Gegentheil\n wird es uns ( Bonpland u und mir) eine besondere Ehre sein, von Dir in so einem Werke erw\u00e4hnt zu\n werden. Ich sage mit Flei\u00df nur nicht viele und alle, weil es unm\u00f6glich ist,\n nach troknen Exemplare so gut so zu beschrei ben, als nach dem, was\n wir in der Natur selbst aufgezeichnet. Gmelins elende Spec. Species , Schrebers Genera wo von wir den 1 . Theil in einem Schifbruch auf dem Orinoco (Palmsontag 1800) eingeb\u00fc\u00dft, Deine herr liche Ausgabe der Spec Species Linn\u00e9\/Willdenow\/Link\n 1797\u20131830 , I . bis Pent Pentandria Polyg. Polygynia , die Flora Peruana T Tomus II , Ortega \u2019s Decad. Decades , Reichards Spec. Species , Jussieu Genera , Aiton Hort Hortus Kew. Kewensis u und Murray Linn\u00e9\/Murray 1784 ; Linn\u00e9\/Murray 1797 . ist alles , alles was ich von Spanien abreisend erzielen konnte. Ich\n glaube mit Bonpland sehr , sehr genaue diagnosen Diagnosen niederge schrieben zu haben, aber\n ich wage es nicht zu sagen wie viele neue genera wir besizen. In Palmen und\n Gr\u00e4sern, in Melastomis , Piper , Malpighia , Cipura Aublet , Caesalpina , der Cortex An gosturae (die ein neues von Cinchona verschiedenes genus ist) sind wir sehr , sehr reich. Einzelne genera besizen wir, von denen\n es mir entschieden scheint, da\u00df sie neu sind als eine Pflanze in dem\n Gebirge Tumiriquiri zwischen dem Guarapiche u und Orinoco : Cal. Calyx 5 - phyll. phyllus : foliol. foliolis ovato-lanceolatis coniventibus. Cor. Cortex duplex exterior (rubra) 5 petala patens. Cor. Cortex interior (alba) 5 petala clausa. Stamina duplici serie disposita,\n altera numerosa inter petala exteriora et in teriora sita ( filament. filamentis tenuissimis, antheris ovatis substerilibus) altera in corolla\n interiori latentia 5, filamentis nullis, antheris. sagittatis sessilibus\n erectis. Germ. Germen subrot. subrotundum Pistillum unicum. Styl. Stylus 1. (Pentandria Monog. Monogynia ) Kein Monstrum! Sehr, sehr constant, Planta herbacea. fol. foliis alternis sessilibus lanceolato - linearibus, crenatis, stipulis lanceo latis ciliatis, flor. floribus oxillaribus longe pedunculatis Hab. Habitatio Caripe Cumanacoa in umbrosis. Man kann auch sagen\n Corolla 10 petala , petalis 5 inter. interioribus 5 exterioribus. Das ist wohl gewi\u00df ein neues genus in so vielen\n Palmen die wir am R\u00edo Negro u und Atabapo in den W\u00e4ldern von Hevea u und Cinchona u und Theobroma entdekt, aber wie viele andere nova genera\n bleiben uns zweifelhaft, da uns der Hortus Sch\u00f6nbrun\u0305ensis Sch\u00f6nbrunnensis , Swartz Flor Flora Ind. Indica occid. occidentalis \u2026 fehlen. Ich bin daher fest entschlossen, w\u00e4hrend der 5\u20136 Jahre die\n meine Reise dauern wird der Versuchung zu wiederstehen widerstehen irgend etwas zu publicieren, ich bin gewi\u00df da\u00df \u2154 unser neuen gen genera und Spec. Species nach Europa zur\u00fckkehrend als uralt erkannt werden, aber man\n gewinnt im\u0305er immer in so entlegenen L\u00e4ndern durch Auf zeichnung neuer nach der Natur gemachten Beschreibungen. Welch ein Schaz\n von Pflanzen in dem wunderbaren, von so vielen neuen Affen und\n undurchdringlichen W\u00e4ldern erf\u00fcllten Lande zwischen dem Orinoco u und Amazon in dem ich 1400 Meilen geogr. geographische zu r\u00fckgelegt. Kaum \u2152 von dem was wir\n gesehen habe ich gesammlet . Ich bin nun v\u00f6llig \u00fcberzeugt, was ich in England nicht glaubte, aber schon aus Ruiz u und Pavon Ruiz\/Pavon\n 1798\u20131802 . , Nee \u2019s u und Haenken \u2019s Herbarium schlo\u00df , da\u00df wir nicht \u2157 aller existirenden Pflanzenspecies\n kennen. Welche wundersamen Fr\u00fcchte, von denen wir (als wir vom Aequator zur\u00fckkamen) eine gro\u00dfe Kiste voll nach Madrid u und Frankreich gesandt. Wir haben viel, recht viel gearbeitet aber vergi\u00df nicht , da\u00df das Pflanzenbeschreiben nur ein Nebenzwek meiner Reise war. In der Ungewi\u00dfheit , da\u00df diese 2 Kisten Dir sp\u00e4t\n zu Ge sicht kommen, sende ich in 14 Tagen\n \u00fcber S. Sankt Thomas 200 auserlesene Species unmittelbar f\u00fcr Dich nach Hamburg . Du wirst darin mit Freuden neue species von Befaria erkennen! Die Pariana campestris .... Aber ach! mit Thr\u00e4nen er\u00f6fnen wir fast unsere Pflanzenkisten. Unsere\n Herbaria haben dasselbe Schiksal \u00fcber das bereits Sparman , Banks , Swartz u und Jacquin geklagt. Die unerme\u00df liche N\u00e4sse des afrikanisch amerikan. amerikanischen Klimas, die Geilheit der Vegetation in der es so schwer ist alte,\n ausgewachsene Bl\u00e4tter zu finden , haben\n \u00fcber \u2153 unserer Samlung verdorben. Wir finden t\u00e4glich neue Insekten welche\n Papier und Pflanzen zerst\u00f6hren. Kampfer, Terpentin, Theer,\n verpichte Bretter, Aufh\u00e4ngen der Kisten an Seilen in freier Luft, alle in Europa ersonnenen K\u00fcnste\n scheitern hier u und unsere Geduld erm\u00fcdet. Ist man 3\u20134 Monath abwesend, so kennt man\n sein Herbar. Herbarium kaum wieder, von 8 Exemplaren mu\u00df man 5 wegwerfen , vollends in der Guayana , dem Dorado u und dem Amazonenlande , wo wir\n t\u00e4glich im Regen schwammen, am Atabapo wo\n unter Wilden, die stets vom Faulfieber leiden, unsere Gesundheit unbegreiflich widerstand. Vier Monathe lang schliefen wir in den\n W\u00e4ldern, von Crocodillen, Boas u und Tiegern (die hier selbst Canoen anfallen) umgeben, nichts\n genie\u00dfend als Reis, Ameisen, Manioc, Pisang u und Orinoco Wasser und bisweilen Affen;\n von Mandavaca bis zum Vulkan Duida , von den Grenzen des Quito bis Surinam hin Strekken von 8000 \u25a1 Meilen Quadratmeilen treffend, in dem kein Indianer , nichts , nichts als Affen u und Schlangen leben, das Gesicht, die H\u00e4nde von Moskitenstichen geschwollen \u2026 Aber dagegen auch welcher Genu\u00df in diesen majest\u00e4 tischen Palmenw\u00e4ldern, diese\n Verschiedenheit unabh\u00e4ngiger freier Indianische r V\u00f6lkerschaften, diesen Rest Peruanischer Kultur unter Nazionen, die\n ihren Akker wohl bestellend, Gastfreundschaft aus\u00fcbend, sanft u und menschlich scheinend wie die Othaheiter, wie sie, \u2013\n Anthropophagen sind. Ueberall, \u00fcberall, im freien S\u00fcd Amerika (ich rede von dem Theil s\u00fcdlich von den Katarakten des Orinoco , wo au\u00dfer 5\u20136\n Franziskaner M\u00f6nchen kein Wei\u00dfer Mensch vor uns eindrang) fanden wir in den\n H\u00fctten die entsezlichen Spuren des Menschenfressens!! Meine Gesundheit u und Fr\u00f6hlichkeit hat troz des ewigen Wechsels von N\u00e4sse, Hize u und Gebirgsk\u00e4lte (der s\u00fcdliche Theil der Guayana , die Parime ist keineswegs ein seichtes ebenes Land, wie es die Geographen schildern,\n nein es hat einen m\u00e4chtigen von Popayan u und Quito auslaufenden sich mit dem Oyapock (bei Cayenne ) verbindenden Gebirgs stok, den ich in 1\u00b0 Breite n\u00f6rdl. n\u00f6rdlich vom Aequator 9600 Fu\u00df hoch fand.) meine Gesundheit sag\u2019 ich hat sichtbar zugenommen seitdem ich Spanien verlie\u00df. Die\n Tropenwelt ist mein Element u und ich bin nie so ununterbrochen gesund gewesen als in den lezten 2\n Jahren. Ich arbeite sehr viel, schlafe wenig, bin oft bei astron. astronomischen Beobachtungen 4\u20135 Stunden lang ohne Huth der Sonne ausgesezt, ich\n war in St\u00e4dten ( la Guayra , Portocabello ) wo das gr\u00e4\u00dfliche gelbe Fieber\n w\u00fcth ete u und nie , nie hatte ich nur Kopfweh. Nur\n in S. Santo Thom\u00e9 de la Angostura der Hauptstadt der Guayana u und in Nueva Barcellona hatte ich 3 Tage lang Fieber, einmal am Tage meiner R\u00fckkunft vom R\u00edo Negro da ich nach langem Hungern zum\n ersten Mal u und unm\u00e4\u00dfig Brod geno\u00df u und das andere Mal von einem kleinen hier stets Fie ber\n erregenden Staubregen bei Sonnenschein benezt. Meine Aufnahme in den Span Spanischen Colonien ist so schmeichelhaft, als der eitelste und aristokra tischte aristokratischste Mensch sie nur w\u00fcnschen kann. In L\u00e4ndern, in denen kein Ge meinsinn herrscht, u und in denen alles nach Willk\u00fchr gelenkt wird, entscheidet die Gunst\n des Hofes alles. Das Ger\u00fccht , da\u00df ich im von der K\u00f6nigin u und dem K\u00f6nig von Spanien pers\u00f6nlich\n ausgezeichnet wor den bin, die Empfehlungen\n eines neuen allm\u00e4chtigen Ministers D n Don Luis Mariano de Urquijo \u2013 erweichen alle Herzen. Nie, nie\n hat ein Naturalist mit solcher Freiheit verfahren k\u00f6nnen. Dazu ist die Reise bei weitem nicht so theuer als man glauben m\u00f6chte, wenn man\n h\u00f6rt, da\u00df ich auf den Fl\u00fcssen 24 Indianer viele Monathe lang, im Innern oft\n 14 Maulthiere f\u00fcr Pflanzen und Instrumente be durfte \u2026 Meine Unabh\u00e4ngigkeit ist mir mit jedem Tage \u00fcber alles\n theuer. Daher habe ich nie, nie eine Spur von Unterst\u00fczung irgend eines\n Gou vernements angenommen u und (falls deutsche Zeitungen vielleicht einen engli schen mit mir \u00fcbrigens sehr schmeichelhaften Artikel \u00fcbersezen \u201eda\u00df ich mit\n besondern Auftr\u00e4gen reise, zu einem gro\u00dfen Posten im Indischen Rath bestim\u0305t bestimmt bin \u201c ) so lache, wie ich, dar\u00fcber.\n Falls ich nach Europa gl\u00fck lich zur\u00fckkehre, so werden mich ganz\n andere Pl\u00e4ne besch\u00e4ftigen, die mit dem Consejo de Yndias wenig zusammenh\u00e4ngen. Ein Menschenleben,\n begon nen wie das meinige, ist zum\n Handeln bestim\u0305t bestimmt u und sollte ich unterliegen, so\n wissen die, welche meinem Herzen so nahe als Du sind, da\u00df ich mich nicht\n gemeinen Zwekken aufopfere. Wir Ost - und\n Nordeuropaer haben \u00fcbrigens gar tolle u und wunderbare Vorurtheile \u00fcber das Spanische Volk. Ich habe nun 2\n Jahre lang vom Capuciner an (ich war lange in ihren Missionen unter den\n Chaymas-Indianern) bis zum Vicek\u00f6nig mit allen Menschenklassen genau verbunden gelebt, ich bin der Spanischen Sprache jezt fast wie meiner Muttersprache m\u00e4chtig \u2013 u und in dieser genauen Kentni\u00df kann ich versichern, da\u00df diese Nazion troz des Staats - u und Pfaffenzwanges mit Riesenschritten ihrer Bildung\n entgegengeht, da\u00df ein gro\u00dfer Charakter sich in ihm ihr entwikkelt \u2026 Ob Du von so vielen Dir geschriebenen Briefen denn keinen erhalten? Ich\n wiederhole deshalb, da Dich aus alter Jugendfreundschaft meine Abend theuer so genau interessiren, die\n Hauptepochen meiner Reise. Am 5. Jun Junius 1799. segelten wir von Coru\u00f1a ab auf\n Fregatte Pizarro nach den Canarien , wo wir den Pic de Teyde bis in den\n Crater bestiegen. Seit 12 Jahren war niemand dort gewesen. Mr. Mister Johnstone ein Kaufmann aus Madeira war der lezte vor uns. Am\n 16 . Jul. Julius im Hafen von Cuman\u00e1 . Bis\n November dort u und in dem Gebirge Tumiriquiri ,\n unter den Indios Chaymas, am Guarapiche u und Costa de Paria . Am 18 . Nov. November zur See nach La Guayara und Caraccas . Dort in umliegen de Gegend, die Silla besteigend, 2 Monath. Dann durch Valles de Aragua , die Cacao Pflanzungen am\n Romantischen See von Valencia (wo wir\n einen Baum entdekten, dessen Milch die Indianer wie Kuhmilch genie\u00dfen, sie\n ist sehr n\u00e4hrend u und giebt sauren K\u00e4se!) nach Portocabello dann s\u00fcdlich durch das gro\u00dfe Llano (eine\n W\u00fcste voll Gymnot. Gymnotus electricus in S\u00fcmpfen u und wilde Pferde zu 1\n Reichsthaler das St\u00fck) in die Prov. Provinz Varinas an der Grenze von St. Santa F\u00e9 bis R\u00edo Apure in 7\u00b0 Lat Latitudo . Auf diesem Flu\u00df \u00f6stlich in den Orinoco bis Cabruta dann diesen s\u00fcdlich aufw\u00e4rts bis zum jenseits der f\u00fcrchterlichen Catarac te de Maypure u und Atures , an die M\u00fcndung der des von Quito kommenden Guaviare in 3\u00b0 Lat Latitudo . Dann den Orinoco verlassend auf\n den kleinen Fl\u00fcssen Atabapo , Tuamini u und Temi gegen S\u00fcdost ein 150 Meilen von Quito bis an den wegen Schlangen\n ber\u00fcchtigten monte de Pimichin . Durch\n diesen Wald trugen die Indianer 3 Tage lang die Piragua bis an den R\u00edo Negro , diesen hinab s\u00fcd\u00f6stlich bis S. San Carlos , einer von 8 Mann bewachten Grenzfestung gegen den Bresil (Gegen\u00fcber besizen\n die Portugiesen S. San Jos\u00e9 de Maravitanos , sie hinderten mich mit den Instrumenten weiter vor bis an den nahen Amazonenflu\u00df zu dringen). Dann\n durch den Casiquiare n\u00f6rdlich an den\n Quellen des Orinoco , diesen aufw\u00e4rts bis\n jenseits dem Vulkan Dui da im Dorado in W\u00e4ldern von Cacao , Caryocar , einem neuen genus Juvia (Mandelbaum mit 14 zoll breiten Fr\u00fcchten) \u2026 dann den ganzen Orinoco abw\u00e4rts bis an die M\u00fcndung eine Reise von 1200 Meilen auf den Fl\u00fcssen von der\n M\u00fcndung des Orinoco durch das Llano de Curacatiche nach Barcellona , um endlich am 1 . Sept September 1800 in Cuman\u00e1 zur\u00fck im Hause\n unseres Freundes D n Don Vicente Emperan (Gouverneurs dieser Provinz .) Bis 24 . Nov. November ordneten wir unsere Samlungen u und machten Excursionen ins Gebirge Chuparuparu , dann mit vieler Gefahr u und schreklichem Sturm von Nueva\n Barcellona nach Havana , wo wir 19 . Dec. December 1800 ankamen u und wo ich die ersten Briefe aus Europa seit 18 Monathen las, mit Freuden las, denn alle\n Nachrichten waren fr\u00f6hlich. So viel damit Du u und unsere Freunde (Du theilst wohl Herrn Kunth od. oder meinem Bruder Wilhelm falls de er in Berlin ist, diesen Brief mit) den Faden meiner Reise nicht verlieren. Mit meinem Reisegef\u00e4hrten Alexandre\n Bonpland bin ich \u00fcberaus zu frieden. Es ist ein\n w\u00fcrdiger Sch\u00fcler Jussieu \u2019s, Defontaine \u2019s u und besonders des alten wunderlichen Richard \u2019s (der wohl der beste Botanist in Paris ist) . Er\n ist \u00fcberaus th\u00e4tig, arbeitsam, sich leicht in Sitten u und Menschen findend, spricht sehr gut spanisch, ist sehr muthvoll u und uner schrokken. Er hat\n vortrefliche Eigenschaften eines reisenden Naturalisten. Die Pflanzen mit\n doubletten \u00fcber 12000 hat er allein getroknet, die Beschrei bungen sind etwa zur H\u00e4lfte sein Werk. Oft haben wir jeder\n besonders dieselben Pflanzen beschrieben, um gewisser zu sein. In der Guayana wo man wegen der Mosquiten die die Luft verfinstern, Kopf u und H\u00e4n de stets verdekt halten mu\u00df,\n ist es fast unm\u00f6glich am Tageslicht zu schreiben. Man kann die Feder nicht\n ruhig halten, so w\u00fcthig schmerzt das Gift dieser Insekten. Alle unsre\n Arbeit geschah beim Lichte Feuer in einem Theile der Indianischen H\u00fctten, wo d kein Sonnenstrahl eindringt u und in die man auf dem Bauch kriecht. Dort erstikt man fast vor Rauch , aber leidet weniger von den\n Mosquitos. In Maypure retteten wir uns mit den Indianern mitten in die Catarakte, wo der Strohm rasend tobt u und wo der Schaum die Insekten vertreibt. In Mi Higuerote gr\u00e4bt man sich Nachts in den Sand, so da\u00df blo\u00df der Kopf hervor ragt u und der ganze Leib mit 3\u20134\n Zoll Erde bedekt bleibt. Man h\u00e4lt es f\u00fcr Fabel wenn man es\n nicht sieht. Sonderbar da\u00df wo die schwarzen Wasser , eigentlich die kaffeebraunen Fl\u00fcsse ( Atabapo , Guainia \u2026 ) anfangen weder Mosquitos noch Crocodille gefunden werden. Und Du, mein Guter, wie f\u00fchrst f\u00fchrst Du im h\u00e4uslichen stil len Gl\u00fckke\n Dein arbeitsames Leben fort? Wie gl\u00fcklich bist Du diese undurchdringlichen\n W\u00e4lder am R\u00edo Negro ; diese Palmenwelt nicht zu sehen \u2013 es w\u00fcrde Dir unm\u00f6glich\n scheinen Dich nochmals an einen Kienenwald zu gew\u00f6hnen. Nur hier, hier u und selbst nicht mehr hier, in der Guayana in S\u00fcdAmerika ist\n die Welt recht eigentlich gr\u00fcn. Der Artocarpus\n incisus , den man in der Guayana kultivirt, gedeiht vortreflich. Ich kenne Plantagen\n welche 4\u2013500 St\u00e4mme besizen. Vierj\u00e4hrige B\u00e4ume geben unz\u00e4hlige Fr\u00fcchte , sind 30 Fu\u00df hoch u und haben 3 Fu\u00df lange u und 18 Zoll breite Bl\u00e4tter! Aber Epoche in der Geschichte des Akkerbaus\n macht das Zukkerrohr von Ota heiti , das man in ganz Westindien baut, das 3fach dikker als das alte hier sonst\n gew\u00f6hnliche ist u und wenigstens \u2153 mehr Zukker giebt. Diese Pflanze allein k\u00f6nnte Cooks Namen verewigen. Wie sehnlich harre ich auf die Fortsezung Deiner Spec. Species plant. plantarum ! Verge bens habe ich\n sie in Philadelphia suchen lassen. Im\n Kriege gedeiht nichts. H\u00e4ttest Du nicht Gelegenheit mir 2 Exemplare zu kommenzulassen zukommen zu lassen , eines nach dem Cap de bonne esp\u00e9rance durch Holland und das andere nach Mexico . Sende das\n Exem plar durch den Franz. Franz\u00f6sischen Gesandten in Berlin an den Franz\u00f6s. Franz\u00f6sischen Gesandten in Madrid od. oder an D n Don Raphael Clavijo , Bri gadier de los Reales Exercitos en la\n Coru\u00f1a . Auch durch S. Sankt Thomas od. oder Charleston an mich nach Havana addressirt (Casa del S r Se\u00f1or D n Don Luis de la Cuesta ) w\u00e4re es leicht. Auf allen diesen Wegen kom\u0305t kommt mir das Exemplar zu. Ich erhielt hier z. zum B. Beispiel meines Bruders Aesthetische Versuche . Von meiner\n Dankbarkeit gegen Dich sag ich nichts. Ich wiederhole , da\u00df mein ganzes Herbarium , so bald ich publicirt, Dein\n sein soll. Hier in Amerika sind ungeheure\n Pflanzensch\u00e4ze, ab vortrefliche Zeichnungen, Beschreibungen , alles ist\n fertig, aber wie ist an Publica tion in\n einem Lande zu gedenken, wo die Buchh\u00e4ndler 20000 Reichsthaler fordern, um ein Buch drukken zu lassen, in einem Lande wo man noch 10\n Jahr lang mit Ruiz Flora besch\u00e4ftigt sein wird. D n Don Celestino Mutis in St Santa F\u00e9 hat gewi\u00df \u00fcber 1500 bis 2000 neue species. Die\n Flora Novae Ger Grenad. Grenadae ist fertig . Haenke ist noch in Chili , nachdem\n er mit Malaspina die ganze Welt bereist. Reicher an Pflanzen ist niemand ist in der Welt. Sesse ein sehr , sehr guter Botanist, hat 7 Jahre\n lang ganz Mexiko u und Californien bereist. Er hat 2000 Zeichnungen. Tafala arbeitet noch in Peru wie Cervantes in Mexiko . Hier in der Insel Cuba ist eine eigene Botan. Botanische Comission, deren Haupt D. r Doctor Boldo am gelben Fieber gestorben ist. Der junge Estevez , Sesse \u2019s Sch\u00fcler, hat ist hat ihn substituirt. Mit ihm arbeitet ein Mexikanischer Mahler Echeveria , dessen Talent im Pflanzenzeichnen ich mit nichts\n vergleichen kann. Alle Bauer Die beiden botanischen Zeichner und Maler Ferdinand Lucas und Franz Andreas Bauer . u und Pariser K\u00fcnstler verschwinden gegen den Mexikaner. Broussonet hat sich wegen der Pest von Mogador nach S. Santa Cruz de Teneriffa gefl\u00fcchtet, wo er jezt Consul\n ist. Ich habe das Ministerium gebeten, einen jungen Franciscaner M\u00f6nch\n durch Cavanilles unterrichten zu lassen, um den R\u00edo Negro zu bereisen. Nur in dem\n Frok, od. oder in Beglei tung eines M\u00f6nchs kann\n man dort reisen ohne sich vor den Indianern zu f\u00fcrchten. Der jezige Padre Guardian der Missionen Fray Juaquin Marquez ein wakkerer M\u00f6nch\n mit dem ich in genauer Freundschaft gelebt, hat das Projekt sehr\n unterst\u00fczt. Ich habe an manchen Orten Instrumente gelassen u und wir d\u00fcrfen hoffen bald \u00fcber diesen finstern, unbekannten Theil\n der Welt, \u00fcber den alle Karten erlogen sind, einiges Licht zu erhalten. Wenn ich an die Zeit zur\u00fckdenke, wo ich Dir Hordeum\n murinum zu bestim\u0305en bestimmen brachte, wenn ich mich erinnere, da\u00df das botanische Stu dium mehr als meine Reise mit Forster , den Trieb in mir rege machte, die\n Tropenwelt zu besuchen \u2013 wenn ich an in meiner Phantasie die Rehberge , die Panke , und\n die Katarakte von Atures , ein Haus\n von China ( Cinchone Cinchona alba ) in dem ich lange gewohnt , verei nige \u2013 so kom\u0305t kommt mir das alles oft wie ein Traum vor!\n Wie viele Schwierigkeit habe ich \u00fcberwunden! Vergeblich auf Baudins Reise um die Welt gewar t et, dann Egypten und Algier um einen Schritt nahe, dann in S\u00fcdAmerika u und nun wieder in der Hofnung Baudin u und Michaux in der S\u00fcdsee zu finden \u2013 Wie wunderbar ist ein\n Menschenleben verkettet. Tr\u00e4ume ich mir dann bisweilen ein gl\u00fckliches Ende\n dieser gefahrvollen Irrfahrt, tr\u00e4ume ich mich an die Ekke der Friedrichsstra\u00dfe in Dein altes Zimmer, Deinem Herzen immer gleich nahe, mache ich mir diese Bilder recht lebhaft, o\n dann w\u00e4re ich im Stande das Ende dieser Reise fr\u00fcher heranzu r\u00fckken, u und zu vergessen, da\u00df in gro\u00dfen Unternehmungen die kalte Vernunft u und nicht die Neigung den Entschlu\u00df leiten soll. Eine innere Stim\u0305e Stimme sagt mir, da\u00df wir uns wieder sehen. Gr\u00fc\u00dfe Dein liebes Weib , die Schwiegermutter herzlich, umarme die Klei nen Willdenows S\u00f6hne Carl\n Wilhelm und Johann\n Carl . u und vor allem den Freund Hermes , der\n mich wohl nicht ganz ver gessen hat. Von Jacquin u und van der Schott , den ich so sehr liebe,\n habe ich nie eine Antwort erhalten k\u00f6nnen. Wann wird dieser entsezliche\n Krieg enden, der alles alle Verbindung hindert. Seit Merz 1800 hat hier niemand Briefe aus Spanien . Lebe wohl, mein theuer\n Willdenow u und rufe mein Andenken in der Versamlung unserer vortreflichen\n Freunde, bei Klaproth , Karsten , Z\u00f6llner , Hermbstedt , Bode , Herz \u2026 zur\u00fck. Mit br\u00fcderlicher Liebe Dein alter Sch\u00fcler Alex. Humboldt meine sicheren Adressen in Spanien sind: Mr. Monsieur de H. \u00e0 Madrid chez Mr. Monsieur le Baron de Forell Casa de Saxonia. Tausend Empfehlungen an Herrn Kunth , den Du wohl aufsuchst , wenn Du diesen Brief erh\u00e4lst. Sage diesem alten Freunde,\n da\u00df ich meinem Entschlusse getreu, jeder Gelegenheit nur 1 Brief\n anzuvertrauen ihm heute mit einem anderen Schiffe ebenfalls geschrie ben. Hast Du im Okt Oktober 1800 Saamen erhalten, die ich an Vahl in Copenhagen addressirt. Wir haben zu ver schiedenem\n Male z eine gro\u00dfe Menge Saamen nach Paris an Jussieu , an Sir Joseph Banks nach London u und an Ortega nach Madrid gesandt. Ich hoffe da\u00df sie gedeihen, den denn sie waren sehr frisch u und gewi\u00df selten, da wir uns h\u00f6chstens mit Aublet Aublet 1775 . hier u und da begegnet sind. Existirt mein alter Freund Persoon noch in Europa , so bitte ihn mir Empfehlungen an seine Familie gradehin nach dem Cap zu senden.","11":"Liebster Freund, In meinem lezten Briefe versprach ich Dir eine Samlung aus erlesener Pflanzen (250 Spec Species ) welche ich Dir zum Geschenk bestim\u0305t bestimmt habe. Heute gehen Sie sie ab, mein Lieber u und die Eil mit der ich Sie sie einpakke hindert mich die Be schreibungen zu copiren. Bewahre die n o Nummern wenn Du die Pflanzen in Dein Herbarium legst. Sie werden einst sehr n\u00fczlich sein. Die Melastomae , Befariae , Paulliniae , Pariana \u2026 sind Dir gewi\u00df angenehm. 1700 Spec. Species ebenfalls Fr\u00fcchte unsrer Reise am Orinoco , R\u00edo Negro u und der Parime , 1700 Spec Species (die doubletten abgerechnet) sind Dir ebenfalls zum Geschenk bestim\u0305t bestimmt , wie alle , alle Pflanzen welche\n ich samle. Mr. Mister John Fraser den Du aus Walters Flora kennst, bringt sie nach Eng land .\n Diese 1700 Spec. Species bitte ich Dich, da ich meine Pflanzen selbst zu ediren gedenke,\n vor meiner R\u00fckkunft noch nicht in Dein Herbarium einzurangiren,\n da mit mir die Arbeit leichter ist. Fraser wird Dir schreiben, so bald er mit dem Pflanzenschaz ankom\u0305t ankommt . Du siehst , da\u00df ich mein Versprechen halte u und da\u00df wir auf einer Reise, die nicht eigent lich\n botanische Zwekke hat, nicht faul sind. Ich reise morgen von hier nach Carthagena , Panam\u00e1 , Guajaquil u und Quito ab, von da nach Lima , dann Acapulco , Mexico u und Phi lippinen . So ist mein\n Plan. Meine Gesundheit ist eisern fest. Ich umarme Dich herzlich. Mein Begleiter Bonpland , ein sehr wakkerer\n Botanist, gr\u00fc\u00dft Dich unbekannter Weise. Tausend Empfehlungen an Dein\n liebes Weib . A Humboldt. Havana den 4 . Merz 1801. \u00c0 Monsieur Mr. Monsieur le Professeur Willdenow Membre de l\u2019Acad\u00e9mie Berlin en Allemagne Germany avec une Caisse sign\u00e9e Prus s ia contenant des plantes s\u00e8ches.","12":"Mexiko, den 29. April 1803 Wenige Tage nach meiner Ankunft in dieser gro\u00dfen und sch\u00f6nen Hauptstadt Neuspaniens , erhielt ich Deinen lieben\n Brief vom I Oktober 1802. Die Freude dar\u00fcber war um so gr\u00f6\u00dfer, da, seitdem ich Europa verlassen habe, dies das erste- und einzigemal ist da\u00df ich etwas von Dir lese, obgleich ich\n \u00fcberzeugt bin da\u00df du mir oft geschrieben hast. Auch von meinem Bruder habe ich, seit meiner Abreise aus Corunna , h\u00f6chstens 5 bis 6 Briefe\n innerhalb vier Jahre bekommen. Es scheint als wenn ein feindlicher Unstern, mehr\n in Absicht der Briefe, als der Schiffe, hier \u00fcber uns waltet. Doch ich will\n nicht klagen, da mir nun bald die Freude bevorsteht, Euch alle wieder zu\n umarmen. \u2013 \u2013 Wir haben schon \u00fcber zehn- oder zw\u00f6lfmal gro\u00dfe Sendungen frischer S\u00e4mereien von\n hier abgeschickt: an den Botanischen Garten in Madrid , wo Cavanilles , wie ich\n sehe, in den Anales de Historia natural Cavanilles\n 1800 . bereits einige neue Spezies aus diesen Samen\n beschrieben hat; an den Garten in Paris ; und, \u00fcber Trinidad , an Sir Josef\n Banks in London . Allein, denke\n darum nicht, da\u00df mein Reichthum ersch\u00f6pft sei, oder da\u00df ich Berlin vergessen werde. Ich besitze eine\n ausgezeichnete Sammlung, die ich zu Quito ,\n zu Loxa , am Amazonenflu\u00dfe bei Jaen , auf den Anden von Peru , und auf dem Wege von Akapulko nach Chilpensingo und Mexiko , zusammengebracht habe. Diesen\n Schatz will ich nicht dem Zufall der Posten, die unglaublich nachl\u00e4\u00dfig sind,\n anvertrauen; sondern, da ich nun im Begrif stehe selbst nach Havanah und Europa abzureisen, Dir selber \u00fcberbringen. Ich habe Alles h\u00f6chst\n sorgf\u00e4ltig getrocknet. Was ich Dir bringe, sind viele Samen von Melastoma,\n Psychotria, Kassia, Bignonia, Mimosa (ohne Zahl!), Solanum, Jacquinia,\n Embothrium, Ruellia, Gyrokarpus Jacq. Jaquinii ,\n Bornadesia,\n Achras, Lukuma, Bugainvillea, Lobelia, und ein halbes Hundert Pakete unbekannter\n Arten aus den Andes , aus dem Amazonenlande ,\n u.\n s. w. .... Ferner werden meine Freunde in Amerika immer bereit sein, Dir auf mein Ersuchen recht\n h\u00e4ufig ganz frische Samen zu schicken. Ich nenne Dir itzt nur gleich als die\n th\u00e4tigsten M\u00e4nner: Tafalla zu Guayaquil ; Olivedo zu Loxa , Matis , der erste Pflanzenmaler in der Welt und ein\n treflicher Botaniker, zu Santa Fe , ein\n Sch\u00fcler von Mutis ; imgleichen einige\n Kapuziner in Neuandalusien und Guayana . Auch ist ein vortreflicher und eifriger\n Naturforscher Hr Caldas zu Popayan . Es freut mich sehr, da\u00df meine Pflanzen durch Hrn Fraser endlich bei Dir angekommen\n sind. Du wirst aus meinen \u00e4lteren Briefen wissen, da\u00df, nachdem wir ein halbes Jahr in\n den Volkanen zu Quito zugebracht, und fast die Spitze des Tschimborasso erstiegen haben, wir\n zu Kuenka und Loxa gewesen sind, um dort die Cinchona-Arten zu\n studieren. Von Loxa gingen wir, \u00fcber\n f\u00fcrchterliche Wege, nach der Provinz Jaen\n de Bracamoros , und nach dem Amazonenflu\u00df ; von da, \u00fcber die Kordillere, durch die gro\u00dfen Bergwerke\n von Chota , nach Truxillo , und l\u00e4ngs der K\u00fcste des S\u00fcdmeers nach Lima : wo ich den Durchgang des Merkurs\n beobachtet habe. Von Lima machten\n wir die Reise nach Guayaquil zur\n See, blieben dort einen Monat, und schiften nach Akapulko , auf welcher letzten Fahrt wir 35 Tage\n zubrachten, und einen grausamen Sturm dem Golf von Nicoya gegen\u00fcber auszustehn hatten. Da\u00df ich seit lange die Reise nach den Philippinen aufgegeben habe, wei\u00dft Du. Ich w\u00fcrde einen ungeheuren\n Seeweg machen, blo\u00df um eine einzige Inselgruppe zu sehen. Auch erlaubt der\n gegenw\u00e4rtige Zustand meiner Instrumente mir nicht die Reise zu verl\u00e4ngern, die\n schon vier Jahre dauert; und es ist mir unm\u00f6glich gewesen, mir neue Instrumente\n aus England zu verschaffen. Man ist\n hier fast ganz abgeschnitten von der \u00fcbrigen Welt, wie im Monde. Ich w\u00fcnschte gegen Ende dieses Jahres in Europa zu sein. Allein, das schwarze\n Erbrechen, welches schon zu Vera Cruz und in Havanah herrscht, und die\n Furcht vor der \u00fcblen Schiffahrt im Oktober, m\u00fcssen mich zur\u00fcckhalten. Ich will\n nicht mit einer Trag\u00f6die endigen. Weil ich nun aber den sicherern Weg w\u00e4hle, so\n werde ich wahrscheinlich erst im April oder Mai 1804 in Europa anlangen. Ich wei\u00df nicht, ob ich heute Zeit haben werde meinem Bruder zu schreiben. Sei so gut, ihm diesen\n Brief mitzutheilen, und ihm zu sagen, da\u00df ich vollkommen gesund bin, und da\u00df mir\n nichts fehlt, als seine Briefe. \u2013","13":"So gross auch der Wirrwarr meiner eigenen Gesch\u00e4fte ist, so werde ich doch Zeit\n finden, Deine Auftr\u00e4ge zu besorgen. Zu Dupetit-Thouard , der ein gar h\u00f6lzerner Mensch ist, gehe ich\n heute selbst. Es ist unendlich schade, dass Dein guter Genius Dich nicht dieses\n Jahr statt nach Triest nach Paris gef\u00fchrt hat. Du h\u00e4ttest hier mein und Bonpland \u2019s grosses Herbarium, La Marque \u2019s und Jussieu \u2019s zu Gebote gehabt. Du h\u00e4ttest selbst ausgelesen, was\n Dir n\u00fctzlich ist. So hat es Vahl gemacht,\n denn durch Correspondenz ist von den hiesigen Menschen nichts zu erlangen. Mit diesem Briefe, guter Willdenow, geht ein Kistchen unserer s\u00fcdamerikanischen\n und mexicanischen Samen ab. In Malmaison haben viele davon gekeimt, und ich hoffe, sie sollen es in Berlin ebenfalls. Ich lasse jetzt hier drucken: 1) \u201eTableau physique des r\u00e9gions\n \u00e9quinoxiales\u201c; Der Essai sur la G\u00e9ographie des Plantes\n accompagn\u00e9 d\u2019un tableau physique des r\u00e9gions \u00e9quinoxiales ( Humboldt 1805 ). 2) das erste Fascikel der \u201ePlantae\n aequinoctiales\u201c mit pr\u00e4chtigen Kupfern; 3) \u201eObservations de Zoologie et d\u2019Anatomie\n compar\u00e9e\u201c ; 4) \u201eObservations\n astronomiques et Mesures ex\u00e9cut\u00e9es dans un voyage aux Tropiques.\u201c Alle erscheinen deutsch zugleich.","14":"Rom, d den 10. Sept. September 1805. Ich eile, mein theurer Freund, Ihren liebevollen Brief vom 17 Aug. August , der gestern hier\n eingetroffen ist, sogleich zu beantworten und Ihnen f\u00fcr die Herzlichkeit u und G\u00fcte zu danken, welche aus jeder Zeile desselben hervorblikt. Da\n ich in etwa 6\u20137 Tagen meine R\u00fckreise nach dem Vaterlande , zu Ihnen, antrete u und ich \u00fcber das Einpakken so vieler Ma nuscripte u und Zeichnungen etwas unruhig bin, so schreibe ich Ihnen nicht so\n ausf\u00fchrlich als ich es sollte. Aber von Ihrer Gewogenheit darf ich Nach sicht erwarten. Ich bin ganz besch\u00e4mt\n dar\u00fcber , da\u00df ein\n Paar\n Colibrifedern u und Andes -Gesteine so gro\u00dfe Bewegungen\n veranla\u00dft haben. Ich m\u00fc\u00dfte bei ernsthafterem Nachdenken aber auch sehr\n undankbar sein, wenn ich nicht ehrfurchtsvoll ger\u00fchrt sein sollte, \u00fcber die\n mannichfaltigen Bewei se des\n Interesses , welches des K\u00f6n. K\u00f6nigs Maj. Majest\u00e4t f\u00fcr meine Erhaltung u und f\u00fcr mei ne Arbeiten\n ununterbrochen seit einem Jahr bezeigt hat, Beweise , die f\u00fcr einen Abwesenden, der sich eher f\u00fcr vergessen\n halten sollte, doppelt schmeichelhaft sind. Wenn Sie\n meine\n geognostisch en Karten u und Messungen, die gezeichneten\n Physionomien\n der Berge u und die Beschreibungen selbst sehen werden, so\n darf ich hoffen, da\u00df Ihnen die \u00fcbersandten Suiten vielfacher wichtig\n scheinen werden. Dazu hat wenigstens kein Kabinett etwas \u00e4hnliches\n aufzuweisen. Da\u00df ich nicht mehr mitgebracht, wie oft gefragt wird, davon,\n theurer Freund, sehen Sie die Gr\u00fcnde leicht ein. Ich bin nie von irgend einem F\u00fcrsten unterst\u00fczt worden. Man klagt in Deutschland , wenn man gezwungen ist , mit 3 Koffern zu reisen, ich hatte , da\n Pflanzen so volumi n\u00f6s sind, Papier,\n Speisevorrath, oft Kohlen und Wasser mitgeschleppt werden m\u00fcss mu\u00dfte , auf Strekken von 7 \u2013 800 Meilen 35 bis 40 Kisten bei mir!\n Von dem Gesam leten b\u00fc\u00dft man meist \u2153 od. oder mehr ein und ob ich gleich gewisse Kisten ununterbrochen 4 Jahr\n lang mit mir gehabt, so wird man doch am Ende noch gezwungen , der Kosten wegen einen Gro\u00dfen gro\u00dfen Theil des l\u00e4ngst gesamleten wegzuwerfen. So habe ich wegen des\n theuren Transports von Mexiko nach Veracruz sehr viel Mineralien im bei Del Rio im dor tigen Bergseminario gelassen.\n Eine andere H\u00e4lfte alles zu sam mit gebrachten hat nat\u00fcrlich Herr Bonpland erhalten, so da\u00df nach allen diesen Umst\u00e4nden u und unter der Voraussezung , da\u00df Sammeln von Naturprodukten gar nicht Zwek meiner Expedition sein\n konnte, man sich nicht wundern darf, da\u00df ich so wenig besize. Ich habe gern\n und gewissenhaft gege ben , alles , was ich besa\u00df ; ich habe sogar allen Anfechtungen widerstanden, Freunden\n wie Blumenbach , Werner , Faujas irgend etwas zu geben. Da\u00df mein Vaterland nicht mehr von mir besizt, liegt nicht an mir,\n sondern an meiner wenig gl\u00e4nzenden \u00e4u\u00dferen Lage. Meine Pflanzen werden nun auch bald aus Paris ankommen und\n diese sind unserem edeln Willdenow als\n Geschenk bestim\u0305t, damit ich ohne Eigenthum \u00e4cht nomadisch meinen Blik um so freier nach dem\n Inneren Asien wenden\n kann. Hat der K\u00f6nig so liebevoll und g\u00fctig meine \u00fcbersandten Kleinigkeiten gelobt, so\n kenne ich Sie, edler Mann , zu gut , um nicht zu wissen, wie sehr Sie mein\n Verdienst herausgetrichen haben werden. F\u00fcr die Wissenschaften ist es immer\n sch\u00f6n und ehrenvoll, wenn F\u00fcrsten solche \u00f6ffentlichen Beweise Ihres Interesses f\u00fcr die Erweiterung menschl. menschlicher Kenntnisse geben. Aber noch 2 Worte \u00fcber die Kisten hier. Ich habe mit Buch pr\u00e4chtige Sachen f\u00fcr Sie vom Vesuv , Ischia , Neapel , Rom gesammelt. Thompson hat mir viel geschenkt, was ich f\u00fcr\n Sie auch bestim\u0305e. Dazu die antiken Steine. Das Gewicht der 3 Kisten ist 1600 Pfund u und 100\u2114 Landtransport kosten von Rom bis Leipzig 20 \u2013 25\n Piaster .\n Der Wassertransport ist nat\u00fcrlich wohlfeiler, wie viel , erfahren Sie dort leichter, obgleich Assecuranz f\u00fcr 25 p.\n C Prozent ist und f\u00fcr Algierer\n nicht hilft. Ich wage nichts zu enscheiden. Ich wei\u00df , da\u00df ich geduldig 1000\n Piaster bezahlt habe, um meine Pflanzen und Steine von der\n S\u00fcd see nach dem Nordmeer zu\n Lande\n zu schaffen. Aber Sie hangen von Kassen ab. Schr ie be Schreiben Sie bald an meinen Bruder , was er thun\n soll , ob Land od. oder Wasser. Ich umarme Sie herzlich, bald mehr. Buch gr\u00fc\u00dft. Alexander Humboldt Mein\n Werk w\u00e4chst an. 40 Kupfer sind in wenig en Monathen fertig .","15":"Mein theurer Willdenow! Es ist vor wenigen Wochen hier ein junger Mensch angekommen, Namens Sellow , der in dem bot. botanischen Gar ten gearbeitet u und der mir eine Empfehlung von meinem Bruder Wil helm gebracht. Er sieht freundlich,\n munter u und lehrbegierig aus. So elend auch Pflanzenzucht bekanntlich auch in Paris bestellt ist, so kann ihm\n sein Aufenthalt doch in mancher R\u00fcksicht n\u00fczlich werden. Da er in Malmaison keine Collegia h\u00f6ren kann, so\n ha be ich es f\u00fcr besser gehalten, ihn im Jardin des plantes an zustellen. Bei\n dem Zuflu\u00df junger Leute hat man ihm nicht einmal die gew\u00f6hnlichen 34 Soli\n t\u00e4glich schaffen k\u00f6nnen. Ich wer de das erste Jahr gern f\u00fcr sein\n Auskommen sorgen, das hei\u00dft ich werde von meiner Arbeit mit ihm theilen.\n Ich kann mir 1200 livres abm\u00fcssigen, f\u00fcr das n\u00e4chste Jahr mu\u00df man ihm von Ber lin aus etwas\n verschaffen. Es hat mich tief geschmerzt da\u00df Du ihn an Andere u und nicht an mich empfohlen hast. Der Zwek dieser Zeilen ist eine Bitte, theurer Willdenow, aber eine der\n ernsthaftesten Angelegenheiten meines Lebens. Ich rede mit derselben\n Offenheit u und treuen Liebe zu Dir, als vor 19 Jahren, da ich zuerst Dir Hordeum murinum zur Bestimung brachte . Die Bitte ist selbsts\u00fcchtig, aber vielleicht lassen sich mehrerlei Interessen dabei vereinigen . Mein Werk ist\n seiner Vollendung nahe. Sechs Quartb\u00e4nde sind fertig Phys Physique G\u00e9n\u00e9rale od. oder G\u00e9ogr. G\u00e9ographie des plan tes \u2013 Astronomie 2 B. B\u00e4nde Humboldt 1808\u20131811 . \u2013 Zoologie Humboldt 1811\u20131833 . \u2013 Mexico 2 B. B\u00e4nde Humboldt 1811 . . Dazu 3 folio B\u00e4nde Plantes \u00e9quinox \u00e9quinoxiales Humboldt 1808\u20131813 . \u2013 Melast. Melastomac\u00e9es Humboldt\/Bonpland 1816\u20131823 . \u2013 Monumensens Monumens Humboldt\n 1813 . . Man drukt jezt an den 4 B\u00e4nden histor. historische Reise Der Reisebericht (Relation historique \u2013 Humboldt 1814\u20131825 ) erschien\n in drei B\u00e4nden, ein geplanter vierter Band ist nicht erschienen. . Sch\u00f6ll hat sich mit einem \u00fcberaus reichen u und liberalen Buchh\u00e4ndler Stone vereinigt, es fehlt we der an Geld, noch an Vorschu\u00df. Man\n verkauft j\u00e4hrlich f\u00fcr mehr als 140.000 livres von meinen Werken. Die\n Botanik bleibt ganz zur\u00fck. Seit 11 Monathen ist 1 Heft plantes \u00e9quin \u00e9quinoxiales Humboldt\/Bonpland 1808\u20131813 . u und 1 Heft Melast. Melastomac\u00e9es Humboldt\/Bonpland 1816\u20131823 . erschienen. Die Ursachen brauche ich Dir nicht zu enth\u00fcllen. Zu dem\n alten Uebel sind neue dazugekommen. Die Kaiserin\n Josephine h\u00e4lt sich jezt bald in Malmaison bald in Navarre auf, Bonpland hat sich ganz in die\n administration ge worfen, er hat 12000 livres Gehalt u und verspricht wissenschaft liche Arbeiten die er nicht\n leisten kann, selbst bei gutem Willen nicht leisten k\u00f6nnte. Es w\u00e4re unn\u00fcz \u00fcber verlorene Zeit zu klagen, es kom\u0305t kommt darauf an, bessere Maa\u00dfregeln f\u00fcr die Zukunft zu neh men. Bonpl. Bonpland hat die vortreflichsten Eigenschaften des Herzens,\n ich lebe auf dem freundschaftlichsten Fu\u00dfe mit ihm, aber weder ich, noch er\n selbst hat Ein flu\u00df auf ihn. Mir liegt wenig an den Plantes \u00e9quinox. \u00e9quinoxiales Humboldt\/Bonpland 1808\u20131813 u und Melast. Melastomac\u00e9es Humboldt\/Bonpland 1816\u20131823 . M\u00f6gen diese langsam hinschl\u00e4ndern\n \u2013 aber ich will nicht Europa verlassen ehe ich nicht unsere Species habe erscheinen sehen, es sind gewi\u00df\n 12\u20131600 neue Spec Species nach denen zu urtheilen die Du schon beschrieben. Ich habe von B. Bonpland verlangt, da\u00df er mir die Manuscripte 4 Quart- und\n 3 fol. folio B\u00e4nde herausgiebt, da\u00df er mir die Herausgabe der Spec. Species \u00fcber l\u00e4\u00dft. W\u00e4rst Du barmherzig\n genug dieses Werk zu \u00fcbernehmen. Hier meine Vorschl\u00e4ge, ganz frei u und zuthulich: Du k\u00e4mest mit Frau u und Kind hieher. Ich gebe Dir ein h\u00fcpsches\n Quartier, das mir geh\u00f6rt da\u00df , das ich aber nicht bewohne nahe am Panth\u00e9on u und am Jardin des plan tes . In Malmaison findest\n Du auch Wohnung f\u00fcr Dich u und Deine Familie . Ich kenne Deine Art zu\n arbeiten . In wenigen Monathen gehst Du\n das Herbarium u und die MSS Manuscripte durch. Du machst Dir hier Ausz\u00fcge, Du nim\u0305st nimmst entweder die MSS Manuscripte mit nach Berlin od. oder was mir besser scheint, ich lasse abschreiben was Du willst. Eben\n so nimmst Du die Pflanzen mit nach Berlin , die Du noch n\u00e4her studiren mu\u00dft. Ich w\u00fcnsche eine\n Beschreibung ganz wie in Deinen Species . Zu allem was in unseren MSS Manuscripten u und im Herbarium steht, wird Bonpl . od. oder Humb . gesezt, zu allem was Du selbst beschreibst u und discu tirst Willd . So geschieht\n jedem sein Recht. Ein Quart Band, linn\u00e4isch geordnet, entweder blo\u00df neue Spec. Species 12\u20131600 od. oder ich alle von uns gesammelte Pflanzen 5\u20136000. Ersteres h\u00e4tte ich lieber, zu\n jeder beinah haben wir etwas anzumerken z. zum B. Beispiel Standort und H\u00f6he wo die Pflanze w\u00e4chst, wenig od. oder gar keine Synonima blo\u00df Deine Species citirend. Das ganze Werk\n lateinisch. Klein folio wie la Billardi\u00e8re Labillardi\u00e8re\n 1804\u20131806 . , mit linear Zeichnungen, wo von schon ein 50 gestochen sind von Sellier . Man kann 5\u20136\u2013800 u und mehr stechen, das Werk tr\u00e4gt Kosten . Turpin zeichnet schnell u und w\u00fcnscht aus Armuth Arbeit. Du bezeichnetest hier, was Du\n gezeichnet haben willst. Von jedem neuen genus l\u00e4\u00dft man eine Spec. Species vollst\u00e4ndig sch\u00f6n zeich nen u und stechen. W\u00e4re man der neuen genera gewi\u00df, so finge man damit an,\n wo nicht , giebt man diese Zeichnungen (ich\n meine die schattirten) in den plantes\n \u00e9quinoxiales . In einer Vorrede werde ich selbst aufs deutlichste\n sagen was wir Dir verdanken: Titel Nov. Nova gener. genera et Spec Species plantar. plantarum quas in itin. itinere colleg. collegerunt H Humboldt et B. Bonpland , in ord. ordinem dig. digessit et not. notas luc. luculentas instr. instruxit W Willdenow . Da mit die Herausgabe des Textes,\n welcher die Hauptsache ist, unabh\u00e4ngig bliebe von den Kupfern au trait Dessin bzw. Gravure au trait: Umrisszeichnung\n bzw. -stich. , hielt ich es f\u00fcr rathsam, die Kupfer im Texte gar nicht zu citiren u und die Kupfer im gleichen formate ordnungslos Heftwei se folgen zu lassen: Dann finge man mit Spec. Species seltener generum an und hielt es das Publikum aus so lie\u00dfe man den\n Bettel der Salvien, Heliotropen u und Solan. Solanen folgen! Das alles, versteht sich, ganz wie Du es willst. Liegt es\n in Deiner Lage den Vorschlag anzunehmen, so wei\u00df ich was Dich bewegt, Liebe\n zu mir, Gewi\u00dfheit ein n\u00fczliches Werk in die Welt zu bringen u und der Wissen schaft, die Du neu begr\u00fcndet hast, einen\n neuen Dienst zu erweisen. Ich mu\u00df noch einen Nebenpunkt ber\u00fchren. Wir\n d\u00fcrfen uns nicht mit Deinem Schwei\u00dfe bereichern. So bald Du die Reise\n antreten kannst, zahlt Dir Friedl\u00e4nder 3000 francs , es ist ein geringer Zuschu\u00df zu den Reisekosten u und so bald wir den Contract mit den Buchh\u00e4ndlern geschlossen haben, schmeichle ich mir mehr anbieten zu k\u00f6nnen \u2013 u und zwar unter dem strengsten Siegel der Verschwiegenheit. Es w\u00e4re\n nicht recht von mir, Dich zu bereden. Ich k\u00f6nnte hinzuf\u00fcgen, Du m\u00fc\u00dftest doch einmal das Dir so innigst verha\u00dfte Paris sehen, die Herbaria werden Dich interessiren, der Garten w\u00fcrde ge winnen wenn Du im Herbste August\u2013 Nov. November hier w\u00e4 rest, Du k\u00f6nntest eigene wissenschaftl. wissenschaftliche Plane anspinnen . Ich verspreche, dazu mit Deiner theuren guten\n Frau alle Schusterbuden von ganz Paris zu durchwandern!!\n Willst Du schlechterdings nicht kommen, so m\u00fc\u00dfte ich die MSS Manuscripte u und das Herbar. Herbarium nach Berlin reisen lassen.\n Lezteres kostet an transport dann auf s neue hin u und her 70\u201380 Louis d\u2019or , ich kann dazu eigentlich nicht \u00fcber das herbar. herbarium des Mus\u00e9e disponieren. Es ist\n selbst hart W Bonpland die MSS Manuscripte zu nehmen, er kann auch gewi\u00df manche m\u00fcndliche Aufkl\u00e4rung geben.\n Dazu ist Deine Anwesenheit n\u00f6thig, um Turpin \u00fcber die Zeichnungen zu instruiren.\n Was Du theurer guter Willdenow, auch bestim\u0305st bestimmst , werde ich in stiller R\u00fchrung gut hei\u00dfen. Schreibe mir bald einige freundliche Worte. Ich umarme den Kleinen . Meine sch\u00f6nsten Gr\u00fc\u00dfe Deiner theuren\n Gattin . AHumboldt Rue\n de la vieille Estrapa de n num\u00e9ro 11. ce 17 Mai 1810. Willst Du aber Paris recht genie\u00dfen, so denke aber ja nicht auf Umwege nach Holland , Montpellier od. oder Turin . Das erlaubt Dir Deine Zeit\n nicht und jede Woche die Du nicht in den hiesigen Sammlungen lebst,\n wird Dich gereuen. Mein Arm ist immer lahm u und sehr krank.","16":"Lies die Einlagen, mein Lieber, u und betreibe die Bitte von Cuvier . Mein theurer\n Willdenow! Mit unendlichem Schmerze habe ich erfahren, da\u00df Du von einer\n schweren Krankheit erstanden bist. Vielleicht hat das Ger\u00fccht die Gefahr\n verschlimmert, doch sind alle die Dich lieben, unendlich bek\u00fcmmert um Dich u und die theuren Deinen. Es ist unm\u00f6glich Euch lange nahe gewesen zu\n sein, ohne mit Z\u00e4rtlichkeit an die Tage des Zusammenlebens zu denken. Ich\n darf wohl Desfontaines , Corea , Bonpland , Dupetit Thouars , Turpin , Gay , Lamarck , Jussieu , Berthollet , Malus .. ....nennen. Nie hat ein Reisender solche Theilnahme zu r\u00fckgelassen, nie hat er sie aber auch so verdient. Mit Wehmut, theurer\n Willdenow, denke ich an die Lage Deiner guten, lieben Gattin u und des treflichen Wilhelms . Doch Du bist genesen u und wir k\u00f6nnen uns alle Gl\u00fckw\u00fcnschen. Ich lebe mein altes, treibendes\n Wesen fort, viel Be wegung u und guter Wille und wenig Genu\u00df. Der Arm ist gar schlimm u und stumpf. Ich bewohne jezt oft die vieille Estrapade, die kleine\n Wohnung unten. Das Zimmer, die Treppe \u2013 alles erinnert an Euch. Ich reise diese Nacht nach Wien ; eine Reise von\n 6 Wochen. Die Buchh\u00e4ndler sind des Teufels \u00fcber meine Abwesenheiten aber ich habe in 6 Jahren meinen Bruder nicht gesehen , ich bin Anfang Dezember wieder hier. Auch f\u00fcrchte ich die bald\n eintretende K\u00e4lte. Deine Comissionen von B\u00fcchern habe ich auf zwei Wegen\n gemacht, aber harre noch immer. Aber, \u00fcberb\u00f6ser, der Du den Brown Nov Nova Holl Hollandia entf\u00fchrt hast, ohne es mir zu sagen. Es w\u00e4re ja besser\n gewesen, ich h\u00e4tte Bonpland vorbereiten\n k\u00f6nnen. Ich habe alles auf Zufall geschoben. Schikke uns ja bald den Brown Brown 1810a . zur\u00fck: ich habe hier keinen erhaschen k\u00f6nnen. Deine Krankheit wird\n Deine Arbeiten unterbro chen haben. Ich eile nie, aber dankbar\n wer de ich im Winter etwas von Dir empfangen . Schreibe nur hieher u und nicht nach Wien , denn kein\n Brief trift mich dort. Innigen Dank f\u00fcr die sch\u00f6ne Baumzucht . Die Vignette ist gar\n h\u00fcpsch, das Buch bedarf meines Lobes nicht. Der Mann zu Pferde , der Kaiser , Hayne ? Frau von\n Berg , die reitende Mutter, h\u00e4tte sich besser ausgenommen.\n Die Dedication \u201eDem Herrn Freiherrn F. A. von Humboldt. Ritter\n des grossen rothen Adler-Ordens dritter Klasse, K\u00f6nigl. Preussischem\n Kammerherrn, mehrerer Akademien und Societ\u00e4ten Mitglied, zum Beweise\n seiner unbegrenzten Hochachtung zugeignet.\u201c macht mir immer neue Freude. Gay u und seine Frau gr\u00fc\u00dfen Euch innigst. Wir sind immer schwanger u und haben wieder ein M\u00e4dchen gehabt. Jezt f\u00fchlen wir nichts. Mit\n alter, dankbarster, innigster Liebe . Dein Dich br\u00fcderlich lie bender Alex Humboldt Paris den 10 . Okt Oktober 1811. Innige Umarmungen (so ist es erlaubt) an die\n theure Gattin u und Alexan Wilhelm u und Schlechtenthal . J\u2019ai appris avec une peine extr\u00eame que vous avez fait une maladie dangereuse. Maintenant que vous \u00eates retabli soignez, aussi bien, votre\n sant\u00e9 que vos plantes. Vous seriez bien aimable de m\u2019envoyer le Bocconia Cordata promis depuis si long-tems; d\u2019y joindre des bulbes des\n nymph\u00e6 que vous cultivez ainsi que d\u2019autres plantes que vous savez ne pas exister existent \u00e0 Malmaison . L\u2019 Imp\u00e9ratrice qui voit souvent votre nom sur les listes de ceux \u00e0 qui elle donne la\n Malmaison et les liliac\u00e9es seraient serait bien ais\u00e9, j\u2019en suis s\u00fbre, de voir que vous cherchez \u00e0 augmenter\n ses richesses. Si vous envoyez quelque chose faites une caisse qui ne surpasse trois pas deux pieds en logneur longeur et qui ait une largeur et une hauteur proportion\u00e9e et envoyez-la\n par la poste \u2013 au Directeur des postes de Strasbourg . Vous Mettrez sur l\u2019adresse \u00c0 Monsieur le Comte de la Valette Directeur g\u00e9n\u00e9ral des postes de l\u2019 Empereur\n fran\u00e7ais \u00e0 Paris Plantes vivantes pour S. Sa M. Majest\u00e9 L\u2019Imp. L\u2019Imp\u00e9ratrice Jos\u00e9p hine Si parmi les plantes que vous avez vues \u00e0 Malmaison il en est quelques unes que vous deseriez marquez-les\n moi et je verrai \u00e0 vous en faire l\u2019envoi. Ass\u00e9 Assez parl\u00e9 de plantes , rapellez-moi au souvenir\n de Madame Willdenow et du grand William ainsi qu\u2019\u00e0 celui de M.Mess. Messieurs Schlechtendalia et \u00e0 l\u2019aimable M r. Monsieur qui cultive si bien vos plantes. tout \u00e0 vous Bonpland j\u2019attends avec impatience la fin de votre travail pour avoir mes manuscripts.","17":"\u00e0 Monsieur Monsieur Charles Kunth chez MM Messieurs de Turckheim Bernard-Fr\u00e9d\u00e9ric de\n Turckheim und Jean-Fr\u00e9d\u00e9ric de Turckheim . a \u00e0 Strasbourg lors de son passage pour Paris . Rue d\u2019Enfer n num\u00e9ro 67. Ich schikk Ihnen, liebster Kunth zu Ihrer Beruhigung das Anschreiben des Conseiller d\u2019 Etat \u00c9tat Comte R\u00e9al aus dem Sie sehen da\u00df nichts Ihrer Reise entgegen steht. Ich wiederhole den Rath den Beh\u00f6r den,\n wenn Sie befragt werden, alle Umst\u00e4nde Ihrer Reise aufs offenherzigste\n zu sagen. Ich habe dem Polizei Minister selbst gemel det da\u00df Sie wahrscheinlich Berlin , nach Ankunft der Russen, ver lassen\n haben u und man hat mit vieler Liberalit\u00e4t doch alles accor dirt. Herr Turckheim hat Order Ihnen,\n wenn Sie es brauchen, 500\n livres selbst 1000 . zu zahlen. Brauchen Sie\n mehr so fordern Sie es von Herrn Levrault , od oder dem Auditeur Lafon . Der Prefect ist auch mein Freund u und ein treflicher Botaniker. Kommen Sie ja bald, mein Guter u und heben Sie die Einlage auf . AlHumboldt Paris den 27 . April 1813","18":"Londres Morins Morin\u2019s In Inn Dukes Street Manchester Square le 11 Nov. Novembre 1817. Ayez la bont\u00e9 de prier Steuben de renvoyer \u00e0 Mad Madame Arago le portrait du mari . Elle le desire d\u00e9sire beaucoup. Je n\u2019ai voulu vous ecrire \u00e9crire , mon cher ami, que lorsque j\u2019aurais vu Mr Monsieur Banks qui a ete \u00e9t\u00e9 \u00e0 la campagne, jusqu\u2019\u00e0 l\u2019ouverture de la Societ\u00e9 Soci\u00e9t\u00e9 Royale . Enfin cette ouverture a eu lieu, nous avons\n din\u00e9 (assez mal) avec toute l\u2019illustre compagnie et je puis Vous\n transmettre les expressions les plus amicales de Mrs Messieurs Lambert , Salisbury et Brown . Le\n dernier surtout est tou jours de la plus\n grande amabilit\u00e9 pour Vous et pour moi. Mr Monsieur Banks devant une soci\u00e9t\u00e9 nombreuse a\n lou\u00e9 Vos Species et leur redaction r\u00e9daction comme une de des plus belles et des plus grandes entreprises botaniques. Voil\u00e0 la\n seule chose importante que je puis Vous \u00e9crire: pour le reste Vous\n connoissez ma vie ou plutot plut\u00f4t Vous la devinez. Le matin nous allons avec Biot a \u00e0 Greenwich et Woolwich pour la pendule, a \u00e0 7 ou 8 h heures je suis mon frere fr\u00e8re dans le dedale d\u00e9dale de la grande societ\u00e9 soci\u00e9t\u00e9 . Partout j\u2019ai \u00e0 me louer de la plus grande pr\u00e9venance. Tous les hommes puissans sont favorables \u00e0 mes projets, le\n Prince Regent en a parl\u00e9 avec beaucoup de bont\u00e9 \u00e0 mon frere fr\u00e8re . Le tems est beau et doux, ma sant\u00e9 excellente. Quand \u00e0 l\u2019amusement il\n y a plus de jouiss mouvement que de jouissance. Il me tarde infiniment de revenir. Le retard que Biot a mis pour d\u2019 arriver forcera Arago de prolonger son sejour s\u00e9jour de 10\u201311 jours. Je l\u2019aime trop pour l\u2019abandonner , c\u2019est un sacrifice de tems peu considerable consid\u00e9rable , nous comptions etre \u00eatre a \u00e0 Paris le 20, je crains que nous ne\n partirons d\u2019ici que les derniers jours du mois. Je ne prevois pr\u00e9vois pas que le delai d\u00e9lai pourroit etre \u00eatre plus grand, car les experiences exp\u00e9riences de pendule ne demanderent pas plus de tems. J\u2019ai ecrit \u00e9crit plusieurs fois a \u00e0 Mr Monsieur de Steuben . Vous savez\n combien je lui suis attach\u00e9. Veuillez bien je Vous prie passer chez lui,\n pour le saluer et lui donner de mes nouvelles. Il sera pein\u00e9 du retard de\n mon retour, il peut se vanter de l\u2019avoir prevu pr\u00e9vu , mais la cause n\u2019est autre que celle de ne pas laisser Arago seul en ce pays. Il ne me blamera pas.\n Je Vous renouvelle \u00e0 Vous et \u00e0 lui l\u2019 expression de ma tendre\n amiti\u00e9. Helas! au lieu des gravures du 2 d second cah cahier des Species , on avoit\n plac\u00e9 dans la caisse les gra- vures de la Zoologie . C\u2019est un petit mal. Je desire d\u00e9sire pouvoir Vous embrasser entre le 30 et Nov. novembre et le 2 Dec. d\u00e9cembre . Ceci est pour Vous, mon\n cher K. Kunth et pour Steuben seuls, quand au\n public il ne faut jamais l\u2019accoutumer \u00e0 compter des jours. C\u2019est une depen dance d\u00e9pendance qu\u2019il faut eviter \u00e9viter . J\u2019ai eu la bonheur de trouver mon frere fr\u00e8re en beaucoup meilleure sant\u00e9 qu\u2019\u00e0 Paris . Mon arriv\u00e9e lui a fait un grand plaisir et j\u2019ai\n rempli par l\u00e0 le but de ce voyage . Il reste ici et n\u2019acceptera certainement rien de ce q\u2019\u00e0 present on\n voudroit lui offrir a \u00e0 Berlin . J\u2019ai et\u00e9 \u00e9t\u00e9 on ne peut plus content de la societ\u00e9 soci\u00e9t\u00e9 d\u2019 Arago . En botanique rien de neuf\n ici. Je desire d\u00e9sire que les Composees Compos\u00e9es Humboldt\/Bonpland\/Kunth 1815\u20131825, IV war der Familie der\n Korbbl\u00fctler (Compositae) gewidmet. soyent commencees commenc\u00e9es . A humboldt Monsieur Monsieur Kunth Professeur de Botanique a \u00e0 Paris Quai de l\u2019 Ecole \u00c9cole n num\u00e9ro 26. France","19":"Ich bin nicht im Stande Ew. Euer Wohlgeboren innigst genug zu danken f\u00fcr den schmeichelhaften Beweis\n Ihres Vertrauens, den Sie, u und Herr Doktor Hemprichs , mir in Ihrem Briefe vom 25sten v. vorigen M. Monats gegeben haben . Ich h\u00e4tte verdient,\n dass Sie auf mich z\u00fcrnten. Ich hatte Ihre fr\u00fchere, f\u00fcr mich so ehrenvolle und,\n in so classischer Latinit\u00e4t abgefa\u00dfte Zuschrift Ehrenberg 1818 un beantwortet gelassen; ich hatte so\n lange gez\u00f6gert Ihnen f\u00fcr Ihre reichhaltige Schrift zu danken . Ich ahnde, dass ein gemeinschaftlicher Freund, Herr Prof Professor Lichtenstein , mich bei Ihnen entschuldigt u und Ihnen die Gr\u00fcnde meiner z\u00f6gernden Antwort aus einander ge sezt hat. Wie k\u00f6nnte ich tadeln,\n dass Sie einem \u00e4lteren Freunde, Herrn General Menu , Ihren Beistand nicht entziehen wollen . Ich sch\u00e4ze ihn gl\u00fcklich sich so begleitet zu sehen und freue mich, dass der edle Staats Kanzler , auch von Seiten des Staats, Ihnen u und Herrn Dr. Doktor Hemprich einigen Beistand angeboten hat. Egypten ist jezt sehr zug\u00e4nglich, offen\n bis zum oberen\n Cata racte, fast bis zur Grenze des alten Meroe\u2019s (dem fr\u00fchesten Siege\n menschlicher u und Priester Kultur hin) wie Sie aus Burkardt Burkhardt\n 1819 sehen. Wir haben hier Lady Belmore die mit allen Kindern u und einem\n ameri kanischen Papagey bis\n jenseits Ibrahim vorger\u00fckt ist. Mit n\u00e4chster Post wer de ich Ihnen die Egyptischen Briefe schikken . Ich werde Sie selbst Herrn Salt empfehlen. Die beiliegenden 12 Briefe sind vom hiesigen franz\u00f6sischen Consuls an die\n dortigen Freunde. Sie sind gemeinschaftlich f\u00fcr General Menu Sie u und Herrn D. Doktor Hemprichs , denen ich Ew. Euer Wohlgeboren bitte mich gehorsamst zu empfehlen . Ich w\u00fcnsche sehr, der General m\u00f6ge genau untersuchen die so\n vernach l\u00e4ssigten Ziegel-Pyramiden von Sakarah welche etagenweise gebaut u und wie ich glaube \u00e4lter als die Gruppe von Gize sind. Solche Etagen-Pyramiden sind das alt asiatische Urbild des\n Baaltempels u und aller mexikan mexikanischen Denkm\u00e4hler. Mit der innigsten Hochachtung u und Anh\u00e4nglichkeit Ew. Euer Wohlgeboren gehorsamster AHumboldt Paris d den 15 April 1820 Darf ich Sie bitten zu fragen, ob s\u00fcd lich v. von Syene Crocodile od oder andere Thiere in der D\u00fcrre Sommer schlaf\n kennen? Sr. Seiner Wohlgeboren Herrn Doktor Ehrenberg in","20":"Ab. Nepaul. G\u00e9ogr. G\u00e9ographie des plantes Himalaya . Une Campanula avec des graines m\u00fbres dans\n le Himalaya 16800 pi\u00e9s angl anglais o\u00f9 th. thermom\u00e8tre en Octobre \u00e0 milieu 27\u00b0 F Fahrenheit . Arbustes plus\n haut encore. Colebrook Journ Journal de Roy. Royal Inst Institution n num\u00e9ro 20 472 . Nepaul Wallich MS Manuscript Purple coned Cedar or Pinus Webbii ( Pinus excelsa Wallich ) gleich P. Pinus strobus ( fol. foliis quinis triquetris margine scabris, strobilis cylin draceis squarrosis demum pen dulis\n foliisque longioribus, antherarum crista ovato- crenata-fimbriata, obtusa. Strobili 6 pollic pollicares \u20131 pedal pedali s MS affin. affinis Pin Pinui Massoniano Massonianae Vall\u00e9e de Nepaul , extrem. extr\u00e9mit\u00e9 orientale nom Deola-thonri) . Pinus\n Webbii ehemals auch genannt P. Pinus tinctoria et ou P. Pinus porphyricar pa . Wall Wallich fol. foliis solitariis planis subtus argenteo-glaucis strobi lis ovatis. Nepaul . nom: Oomur, Khaittasee et Tassee Doop.\n affinis P. Pinui piceae et balsameae. MS Pinus laevis Wallich fol. foliis tetragonis strobilis erectis oblongis nitidis affin. affinis P. Pinui abies abieti . nom Raga. Nepaul . Taxus macrophylla Lignum\n Emanum Rumph hort hortus Amb. Amboinensis III 47. tab tabula 26 Wall Wallich (sonst Myrica\n nerii folia . ) nom Goonsee. Goonsee. fruit mangea ble! Quercus Dundwa Singhali sur l\u2019himalaya dit Wallich , des Primula ,\n An\u00e9 mones, Gerania , Rhodo dendrons, Val\u00e9rianes . 26. Lower Grosvenor Street London Nov r November 14. 14th, 1820. My Dear\n Sir It is impossible to express the gratification \u2013 which your highly interesting & learned Letter Vgl. Humboldt an Lambert, Paris, 17. August 1820\n (Royal Botanic Gardens, Kew, A. B. Lambert Correspondence). afforded me; as their there is no man I am so proud of hearing from as yourself and when ever\n you will do me the honour of writing to me, it will prove the highest\n gratification I can experience. I should have wrote you long before this, but having been at my Country\n Residence till within these few weeks, and having since my arrival in Town\n experienced a severe attack of fever, occassioned occasioned by catching cold, has prevented me from having that pleasure. Many thanks for your observation on the Aracacha , but it came to too late for insertion in my paper Lambert\n 1821 . published in the last number of the journal of Arts & Sciences of the Royal Institution . you You will see by that, I have ventured to give some account of the Native Country of the Potatoe Potato , Solanum tuberosum . whether Whether the materials from which I have drawn my conclusions from be sufficiently decisive I leave you to judge. And I trust I have not erred in making mention of your name on the\n authority of Don Zea \u201c Don Francisco\n Zea , companion and friend of the celebrated Mutis , who long resided in South America , assured me, when he was in\n this country, that he had often found [Solanum tuberosum] wild in the\n forests of Santa F\u00e9 de Bogota ,\n observing at the same time, that the reason why Baron de Humboldt had\n not found it when he was in that country, was, because, he had not time\n to examine those places where it grew.\u201c ( Lambert 1821 , 26). who I see very often, and who dined with me with a large party last\n week, among whom was our Friend Professor Buckland , just arrived from the\n Country and whose company was rendered particularly aggreable agreeable as he gave us a great deal of information about you. We all hope\n that you will never think of leaving Europe again, as your life is too precious to Science for to run the risk of losing it. Sir Humphrey Davy , has just been sitting with me: who tells me he is just about writing to you. I am happy to say he is to\n be our New President of the Royal Society , and shall most heartily next\n week go to give him my vote. I am very sorry that any misunderstanding\n should take place between my Friend, Sir Stamford Raffles and the Illustrious Cuvier , respecting the zoological collections sent home by my Friend from whom I had a letter\n last week, and I trust that every thing will be adjusted to the\n satisfaction of both parties in a short time. He writes me word that they\n have found plenty of the large, singular flower, and that he is soon to\n send me a drawing of it. We are to have a highly interesting paper Brown\n 1821 . on it from Mr. Mister R. Robert Brown in the next vol. volume of Linnean Transactions , with 8. 8 plates which are already finished. I am\n endeavouring to learn all I can from Mr Mister Zea , about the Cinchonae; I have got your two\n papers on the bark Forests translated into English, and which I am about to print soon Lambert\n 1821a . Vgl. Humboldt\n 1807 . . now Now posses s ing very fine Specimens of all the\n species figured in Flora Peruviana , with many entirely new species; from these resources I shall be enabled to clear up innumerable doubts & errors which still pervade the history of this very interesting Genus. Cinchona rosea of Fl. Flora Peruv. Peruviana is perfectly distinct from every other species: your C. Cinchona condaminea and C. Cinchona angustifolia non , C. Cinchona angustifol angustifolia est C. Cinchona lanci fol. lancifolia Mutis . figured in the Suppl. Supplement of Ruiz Quinologia are the same. I posses possess many specimens of your plant in its various stages of\n growth. Kunth a remis C. Cinchona ovalifolia Bonpl. Bonpland \u00e0 C. Cinchona ovalif. ovalifolia de Linn\u00e9 qui diff\u00e8rent p 2 M\u00e9xique p. page 22 . My drawings of the Pines from the Himalaya Mountains , Nepal , are nearly finished and I will publish them as soon as possible of\n the 3 species from Nepal . The 1. first belongs to the section Abies , and must be\n placed near Pinus picea & balsamea , Although although perfectly distinct from either. The second belongs to the section Larix a very distinct\n species from the Neighbourhood of Almora . The 3rd third belongs to the section Pinus , named by me & Dr Doctor Wallich , Pinus excelsa , akin\n to Pinus strobus but with characters widely\n different as you will hereafter see. The Species mentioned by Thunberg in Flora Japonica , I have no doubt will all prove\n very different from those of Europe & N. North America . his His P. Pinus strobus . may possibly be the same with my P. Pinus excelsa , and his P. Pinus Larix , the same with mine from Almora , as their there are many plants common to both countries in Nepal . I have here sent you some of Dr. Doctor Wallichs Letters to me relating to Nepal , which I hope will afford some pleasure, and which I will be obliged by returning to me at your\n leisure when an opportunity offers. When are we to see your Map of New Granada Humboldts \u201eCarte g\u00e9n\u00e9rale de Colombia\u201c erschien\n 1825 mit der f\u00fcnften Lieferung als Planche 22 von Humboldt 1814\u20131834 (vgl. Fiedler\/Leitner 2000 ,\n 162). . I am anxiously waiting for the 5. fifth volume of your Personal Narrative Der f\u00fcnfte Band von Humboldt 1814\u20131829 erschien\n 1821. Vgl. Fiedler\/Leitner\n 2000 , 104. , which I understand from Messrs. Longman & Co. is to be\n published here about christmas Christmas . Poor Mr Mister Pursh Author of the Flora Americae Septentr . Septentrionalis is no more. His widow has just arrived from Canada , with a very\n extensive collection of specimens of plants from that Country which is now\n in my possession. had Had he lived it was his intention to publish a Flora of Canada , for which he had collected ample\n materials. I beg you will present my kindest respects to Mr Mister Kunth . Is their there any hopes of of seeing you & him in this Country soon. since Since writing the above I have just received a very long and\n interesting Letter from my friend Professor DeCandolle who mentions that the 2 d second vol. volume of his Systema Veget. Vegetabilium will be out in a Month from the date of his Letter, 26 oct October . Yours very Sincerely Alymer Bourke Lambert. P. S. I was extremely sorry, at not having the pleasure of seeing your\n Friend Dr. Doctor Caspar , who I beg you will give my compliments to.\n I have just had a very splendid Mexican plant which has flowered in my Hothouse, it is nearly allied to Bromelia paniculigera of Swartz , at least of the same genus with it, very different\n from Bromelia . the The flowers are white edged with crimson in large panicles. The floral stem leaves from 2 to 3 feet long of a beautiful crimson.","21":"L Edinburgh, 7 S t . John Street 14 March\n 1822 Sir, When about to set off from Paris ,\n you wished me to give you some notes on what species of mosses were common to Nothen Northern and Tropical countries: this I was for a long time prevented from doing, indeed it caused me\n to look over very narrowly my whole Herbarium of Mosses, as well as those\n of another friend in Edinburgh . Yet my list is very small: I have also joined\n in it some others which are remarkable & have been generally sup posed as confined to Europe , but have really been found in\n other continents. As I have not a copy of Brown\u2019s paper containing the list of Mosses com mon to New Holland , which I\n believe is con tained in his \u201eGeneral\n remarks on the flora of N. New Holland \u201c, I have not referred to it. This list must therefore be understood only as supplementary. I hope it may be\n of service to you I am, yours sincerely G A Walker Arnott Sphagnum Acutifolium ( Schwaegr. Schwaegrichen ) Per ommem Europam , etiamque in America Boreali et in Mexico Phascum Cuspidatum ( Schw. Schwaegrichen ) In Europa et America\n boreali , ut in Persia . Ph. Phascum Subulatum ( Hedw. Hedwig ) Per ommem Europam et in Nova\n Hollandia apud sinum \u201e King George\u2019s Sound\u201c dictum Ph. Phascum alternifolium ( Dicks. Dickson ) Hic et illuc, haud frequenter, per ommen Europam et in insula Franciae Gymnostomum Truncatulum ( Hoffm. Hoffmann ) per omn. omnem Europ am etiamque in Persia prope Babylon . \u2014 Curvirostrum ( Hook. Hooker ) in montosis Europae\n borealis et merid. s meridionalis , et in Nepaul . octoblepharum Albidum ( Schwag. Schwaegrichen )\n in Italia australi , Jamaica , ore occidentali America borealis , Nepaul , et Nova Hollandia Orthodon Serratum ( Bory ) in insula Bourboniae , et in Nepaul Polytrichum Aloides ( Hedw. Hedwig ) Per omnem Europam , et in America boreali , et in Nepaul \u2014 Contortum (menzies et Schw Schwaegrichen ) idem ac (ut credo) \u2014 Convolutum ( Schwag. Schwaegrichen )}\n in ore occidentali America borealis insula Bourbonia , freto Magellan , m M exico , Nepaul , Nova\n Hollandia . Tortula Rigida ( Swartz ). Europa boreali , et in monte\n Teneriffa . \u2014 Linearis ( Schw. Schwaegrichen ) In Pensylania Pennsylvania , Buenos\n Ayres , Hispaniola. \u2014 Stellata (Smith) In Britannia , et Jamaica \u2014 Muralis ( Hedw. Hedwig ) In ommi Europa , et apud Buenos\n Ayros in Am. America aust. australis \u2014 Revoluta ( Brid. Bridel ) iisdem locis. Weissia Templetoni ( Hooker ) In Hibernia et in Egypto (Planta Egyptiaca, est Funaria Minor, Delile ab hac non differt) Pterogonium Fulgens ( Schw. Schwaegrichen ) Jamaica , Mexico . Dicranum Bryoides ( Hook. Hooker ) In tota Europa , in America\n boreali , et australi apud Buenos Ayres , in Africa prope fluvium Niger dictum, et in Nepaul . \u2014 Scoparium \u2014 Glaucum }\n in toto orbe terrarum \u2014 Megalophylum ( Brid. Bridel ) in insula\n Bourbonia , Nepaul , et insulis asiaticis, ut Java &c. Didymodon purpureum ( Hooker ) per omnem Europam praecipue borealem , etiam que in insulis australibus sub nominibus\n diversis. \u2014 Sqarroseum ( Hook Hooker ), insula\n Bourbonia , et Nepaul . Trichostomum Polyphyllum ( Hook Hooker ) Per ommem Europam borealem , capite B. Bonae Spei, insula\n Bourbonia , Mexico , Jamaica , &c. \u2014 Pallidum ( Schw. Schwaegrichen ) Germania , Gallia , et Pensylvania Pennsylvania Zygodon Conoideum ( Hooker ) Germannia , Britannia , Gallia , Italia , et on occidentali Americae Borealis . orthotricum Diaphonum ( Hedw. Hedwig ) in Europa , et apud Buenos Ayres \u2014 Lyellii ( Hook Hooker ), Britannia , Germannia , Gallia , et in ore occidentali america borealis \u2014 Hutchinsia ( Hook. Hooker ) in iisdem locis. Funaria Calvescens ( Schw. Schwaegrichen ) Nepaul , S to Santo Domingo , Mexico , Nova\n Hollandia \u2014 Flavicans ( Schw. Schwaegrichen ) Carolina, et Buenos Ayres . \u2014 Muhlenbergii ( Schw Schwaegrichen ) Britannia , America boreali , et Buenos\n Ayres \u2014 Hygrometrica ( Hedw. Hedwig ) In tota orbe terrarum. Bartramia Fontana ( Hedw. Hedwig ) vel ejus varietates in toto orbre terrarum boreali et australi. Neckera Seductrix ( Schw. Schwaegrichen ) Pensylvania Pennsylvania , Mexico . Hookeria Lucens ( Hooker ) per omnem Europam et in ore occidentalis america borealis . Leskea Involvens ( Hedw. Hedwig ) Jamaica, Mexico . Hypnum Proliferum ( Hook. Hooker ) per omnem Europam et americam ,\n ut in Jamaica , Nova Hollandia , Nepaul &c. \u2014 Gratum ( P. Palisot de Beauv. Beauvois ) Italia , Africa apud oware, Mexico , Nova Hollandia , Nepaul . \u2014 Silesiacum ( Hook Hooker ) Silesia , Britannia , Pensylvania Pennsylvania . \u2014 Serpens ( Hedw. Hedwig ) in toto orbe terrarum, occidentali et\n orentali. \u2014 Ruscifolium ( Hook Hooker ) per omnem Europam , in monte\n Teneriffa , Africa boreali, et America\n boreali . Bryum carneum ( Schw. Schwaegrichen ) Europa et America boreali \u2014 caespititum caespiticium ( Schw. Schwaegrichen ) ex Europa ad Nepaul et in America boreali \u2014 argenteum ( Schw. Schwaegrichen ) Passim ut in Europa , America boreali , Mexico Nepaul &c. \u2014 Nutans ( Hedw. Hedwig ) iisdem locis \u2014 Turbinatum ( Hedw. Hedwig ) iisdem Locis \u2014 Julaceum ( Hedw. Hedwig ) per omnem Europam , et in Mexico . \u00e0 Mons. Monsieur Mons. Monsieur le Baron Humboldt","22":"Sir, In consequence of the desire you expressed to me that I should give you a\n few notes relative to the Geographical destribution distribution of mosses, I take the liberty to hand you the f enclosed sketch. I The order I follow is the same I adopt in a Dispositio Muscorum I lately transmitted to the Natural History Society of\n Paris . Walker-Arnott trug seine Nouvelle Disposition\n m\u00e9thodique des esp\u00e8ces de mousses am 18. M\u00e4rz 1825 in der Soci\u00e9t\u00e9 d\u2019Histoire naturelle de Paris vor\n (vgl. Walker-Arnott 1825 ).\n Walker-Arnott war korrespondierendes Mitglied der Gesellschaft. Should much be omitted I hope you will excuse me, as the greater part\n is done from memory, being very far distant from my own herbarium, and\n there not being any extensive one in Paris so arranged that I could at one view perceive the\n different localities of for the same species. I have farther to beg of you to excuse my not copying it over again for you, as my\n time is short in Paris , and as I have\n much yet to do. Believe me Sir your s Sincer ely e & very Humble Serv. Servant G. Walker Arnott Paris, 15 March 1825}","23":"Sonnabends Meine Einbildungskraft, mein Verehrtester,\n ist noch ganz erf\u00fcllt mit den \u00fcppigen Formen der Tropen welt, wel che Ihre geistreichen Zeich nungen so herrlich und wahr darstellen. Ich stehe auf dem Punkt mit\n Herrn Prof Professor Kunth , in gross folio, eine neue Auflage meiner G\u00e9ographie des Plantes mit 20 Kupfern heraus zugeben. F\u00fcr das Kapitel Physiognomik der Gew\u00e4chse, welches Sie vielleicht schon aus meinen Ansichten der Natur kennen, w\u00fcnschten wir wenn auch nur drei Platten, eine Palme, ein\n baumartiges Farrenkraut , eine Banane, geben zu k\u00f6nnen. Sie allein scheinen mir, der ich 6 Jahr unter diesen Formen gelebt, den\n wahren Character meisterhaft aufge fasst zu haben. Ich denke dass bei der F\u00fclle der Sachen die Sie\n besizen Ihr neues Werk in dem Sie Pflanzen zusammengruppiren, nicht leiden kann, wenn Sie uns vorher 2\u20133 isolirte B\u00e4ume f\u00fcr unser\n Prachtwerk cedirten. Ihren Namen wird es mir eine Freude sein zu ver herrlichen; das Publikum wird aufmerksam auf Sie und Ihre bald zu publicirenden gr\u00f6sseren Arbeiten. Ich w\u00fcnsche nicht unbescheiden Wald od oder Landschaft , bloss einzelne Formen von einer Palme, einem Farrenkraut, einer Mimose . Die Zeich nungen , \u00fcber deren Gr\u00f6sse wir hier\n \u00fcbereink\u00e4men, sendeten Sie uns vergr\u00f6ssert von M\u00fcnchen aus durch unseren\n verehrten Freund Graf Bray . Der Stich au burin wird hier von den ersten\n K\u00fcnstlern besorgt, alles so dass Ihre Arbeit auf ehrenvolle Weise in das englische und fran z\u00f6sische\n Publikum kommt . Ich denke dass dies alles da meine Werke viel ge kauft werden, Ihren zu publicirenden Arbeiten n\u00fczlich sein wird. Ich w\u00fcrde den Titel dieser Ihrer Arbeit welche Sie in Rom vollenden wollen, in einer\n Note ank\u00fcndigen. Mein Buchh\u00e4ndler wird Ihnen jede der\n Zeichnungen die Sie uns liefern auf eine sehr an st\u00e4ndige Weise von Ihnen Selbst zu bestimmende Weise\n verg\u00fcten. Dies kann , sollte vorschussweise jezt geschehen. Prof Professor Kunth wird von Ihren W\u00fcnschen mich unterrichten. Ich f\u00fcrchte , Sie sind Ihrer Abreise nahe . Wollten Sie uns noch heute Ihre gr\u00f6sseren Landschaften senden und\n k\u00f6nnten wir die Freude haben Sie morgen Sonntags um 9 Uhr fr\u00fch bei uns zu sehen mit dem ganzen portefeuille zur Auswahl. Mein Vorschlag kann Ihnen unbescheiden erscheinen. Als americanischer\n Reisender behandle ich Sie, mein Verehrtester, wie einen Collegen. Ich\n bitte Sie meine Bitte recht offen abzulehnen wenn Sie glauben dass sie\n im geringsten Ihren weiteren und f\u00fcr Sie wichtigeren Pl\u00e4nen hinderlich sein k\u00f6nnte. Ihr gehorsamster Humboldt","24":"Hochwohlgebohrener Herr! Herr\n Baron Einiger Aufenthalt den ich auf meiner Rei\u00dfe \u2013 u. und in M\u00fcnchen fand und endlich\n durch Climaver\u00e4nderung erregte Unp\u00e4sslichkeit, ver sp\u00e4tete das Begin\u0305en Beginnen der von Ew. Ewro Hochwohlgeboren mir gef\u00e4lligst \u00fcber tragenen Zeichnungen, dergestallt da\u00df ich die zwey gro\u00dfe n Palmen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 und 5 . erste vorige Woche beendigen kon\u0305te konnte \u2013 ich habe sie den 10ten die\u00df an unsern Correspondenten Tessari et . Comp. Compagnie abgesendet, der sie ihnen Ihnen sogleich \u00fcberliefern wird u. und w\u00fcnsche da\u00df sie zu Ihrer Zufriedenheit vollendet seyn m\u00f6gen. Am a SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . , \u2013 die ich wie das Orginal Original in Bleystift copirte, habe ich nach Ihrem Auftrage die araucaria,\n 3 mal kleiner gezeichnet , glaube aber da\u00df das\n Blatt in malerischer Hinsicht dadurch zu sehr verlohren u. und m\u00f6chte w\u00fcnschen da\u00df im Stiche diese B\u00e4ume gg gegebenenfalls wegblieben, da Sie ohnedie\u00df der araucaria \u2013 von welcher ich mit\n den jetzt zu begin\u0305enden beginnenden Baum st\u00e4m\u0305en Baumst\u00e4mmen u. und Farrenkr\u00e4utern\n \u2013 Tafel 1 u. und 6; welche bi\u00df Mitte Januar vollendet seyn d\u00fcrften, so wie von den\n Raqueten Cactus ,\n und Bambusen \u2013 gro\u00dfe Scizzen\n einsenden werde, ein eigenes Blatt zu schenken gedencken, wor\u00fcber ich den\u0305 denn Ihre weitern schmeichel haften Auftr\u00e4ge erwarte. Vielleicht w\u00fcrde ich das Vergn\u00fcgen haben, diese unter Ihrer Aufsicht\n auszeichnen zu k\u00f6n\u0305en k\u00f6nnen , da ich mit dem Begin\u0305en Beginnen des k\u00fcnftigen Fr\u00fchjahres nach Paris kom\u0305en kommen werde, um dort l\u00e4nger zu verweilen. D\u00fcrfte ich bitten, mich Herrn von Kunz wohl Carl Sigismund\n Kunth . zu empfehlen? Mit Hochachtung verharret Euer Hochwohlgebohren ergebenster Moriz Rugendas . Augsburg . d. den 12ten Dec. December 1825. Monsieur Monsieur le Baron . de Humbold. Chambellain de S. Sa Maj. Majest\u00e9 le Roi de\n Prusse Chevalier des plus. plusieurs ordres. etc. etc. etc. Paris","25":"Augsburg . d. den 20. J\u00e4nner 1826. Hochwohlgebohrner Herr! Herr\n Baron! Nachdem ich mir die Freyheit genom\u0305en genommen unter dem 17ten die\u00dfes Monats 4 Zeichnungen Rugendas hatte wohl unter anderem die\n Zeichnungen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 2 und 3 gesandt. Die beiden anderen Zeichnungen konnten bislang\n nicht ermittelt werden. f\u00fcr Euer Hochwohlgebohren durch die Kunsthandlung Thessari \u2013 allhier u. und in Paris \u2013 zu addressiren \u2013 so\n mache ich hiervon die Anzeige \u2013 u. und verbinde die Bitte damit mir deren Empfang gef\u00e4lligst anzeigen zu\n lassen, da ich schon wegen den 2, fr\u00fcher \u2014 unter dem 10 . Dec. December \u2013 laut Postschein \u2013 abgesendeten Bl\u00e4tter\u2019n SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 und 5 . in Sorge \u00fcber ihre richtige Ankunft in Sorge bin. Es ist mein lebhafter Wunsch da\u00df meine Zeichnungen \u2013 an welchen ich\n mit Flei\u00df u und Liebe arbeitete \u2013 Ihren Erwartungen entsprechen, u. und da\u00df ich in der Art der Zusam\u0305enstellung Zusammenstellung an de m n Farrenkrautb\u00e4umen \u2013 dem Waldblatte \u2013 auch in dero Ideen\n eingegangen seyn m\u00f6ge. Sollte eines der Bl\u00e4tter Ihren Beyfall nicht erhalten \u2013 so bin ich zur Umzeichnung desselben oder Einsendung der Originale im Austausch bereit. Wa\u00df die Entw\u00fcrfe zu den Raqueten Cactus \u2013, Araucarien , Bambusen u und Mangle betrifft \u2013 welche Ew Euer Hochwohlgeboren noch zu\n haben w\u00fcnschen \u2013 so werden Sie solche \u2013 mit stellenweiser Ausf\u00fchrung zu\n Beurtheilung ihrer Behandlungsart \u2013 durch daselbe Hau\u00df \u2013 Tessari empfangen. Sehr w\u00fcrde es mich freuen \u2013 Ihre fernern ehrenvollen Auftr\u00e4ge zu empfangen u. und unter dero Schutze ins Publicum g\u00e4b meine Arbeiten gebracht zu sehen. Schon in diesem Fr\u00fchjahre hoffe ich wieder da\u00df das Gl\u00fcck zu genie\u00dfen Euer Hochwohlgebohren pers\u00f6hnlich meine\n Hochachtung u und Ergebenheit zu bezeugen, da ich die Ausarbeitung meiner Scizzen\n in Paris vor nehmen werde \u2013 u. und wen\u0305 wenn ich auch die Bitte nicht wage \u2013 Ihnen mit der Durchsicht meiner\n Aufs\u00e4tze beschwerlich zu fallen \u2013 so giebt mir Ihre zuvorkommende G\u00fcte \u2013\n von welcher ich Beweise empfing, die Hoffnung da\u00df dieselben mir Ihren\n g\u00fctigen Rath nicht vorent halten\n w\u00fcrden. Mit der tiefsten Hochachtung verharrt Euer Hochwohlgebohren ergebenster Diener Moriz Rugendas. N. B. Nota Bene Wen\u0305 es Euer Hochwohlgeboren beliebe, den Rest der Zahlung an das Hau\u00df Tessari\n durch den Buchh\u00e4ndler stellen zu lassen \u2013 so w\u00fcrde ich sehr\n verbunden seyn . Monsieur Monsieur le Baron de Humboldt Chambellain de Sa Majet. Majest. Majest\u00e9 le Roi de\n Prusse Chevalier des plusieurs ordres. etc. etc. quai d\u2019\u00c9cole N. Num\u00e9ro 26. \u00e0 Paris","26":"Ich bin sehr in Ihrer Schuld, mein theurer Herr Rugendas : zwei Ihrer Briefe vom 12ten December und 20 . Jan. Januar liegen vor mir und ich antworte auf beide zugleich. Grenzenlose\n St\u00f6hrungen des hiesigen Lebens und ein kleines Schnupfenfieber, welches mich, w\u00e4hrend der kamtschadalischen K\u00e4lte, sogar bettl\u00e4grig gehalten, haben mich allein abhalten k\u00f6nnen,\n Ihnen fr\u00fcher meinen herzlichsten Dank f\u00fcr die zwei treflichen, geistreichen Zeichnun gen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 und Bl. 5 . abzustatten, die ich durch Herrn Tessari richtig empfangen. Sie haben, mein Lieber, meine W\u00fcnsche \u00fcbertroffen;\n das ist mein Gest\u00e4ndniss und das des Herrn G\u00e9rard , der bei jeder Gelegenheit Ihrer Arbeiten mit Ruhm\n erw\u00e4hnt. Die Arau carien haben wir\n weggelassen und das Blatt SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . ist zum Stich schon in den H\u00e4nden des Kupferstechers, der hier f\u00fcr\n grosse Landschaften den ausgezeichnetsten Ruf hat, Herr Fortier . Ihr ges triges Schreiben k\u00fcndigt mir die, am 17ten Jan Januar abgegangenen 4 Zeichnungen an. Diese sind noch nicht in meinen H\u00e4nden;\n das muss Sie aber nicht besorgt machen; die ersten 2, im December, habe ich auch eine Woche sp\u00e4ter, als Ihren Brief erhalten. So bald H. Herr Tessari mir die 4 Zeichnungen bringt , werde ich dankbarst ihm, f\u00fcr Sie, den Rest (1000 francs)\n zahlen. Nun aber, mein Lieber , muss ich Sie dringend bitten uns recht bald einzusenden: Von\n jedem Blatte besonders von den Palmen die Notiz: 1) den portugiesischen Namen 2) wo m\u00f6glich die bot. botanische Bestimmung der Palmen von Martius , aber recht sicher. Sie k\u00f6nnten ihm ja schreiben; der portugiesische Name wird ihn schon leiten 3) der Ort wo Sie etwa das Original in Brasilien gezeichnet Damit wir uns verstehen, sagen sie Sie ja: die Palme mit dem Neger od. oder die Palme neben den Araucarien . Skizzen\n von Araucarien , und Bambusen , allenfalls auch von Cactus und Manglegruppen werden uns\n sehr, sehr willkommen sein. Lassen Sie ja in Ihrer Correspondenz alle\n Titulaturen weg; unter Reisenden muss ein freierer Ton her r schen; es wird mich sehr freuen, wenn Sie im\n Fr\u00fchjahr hieher zur\u00fckkommen. Rechnen Sie auf meine Freundschaft und\n die Aufnahme die Ihr sch\u00f6nes Talent und Ihre Bescheidenheit Ihnen\n zusichern. Den Prospectus meines Werkes drukt man jezt. Ich hoffe ihn\n Ihnen bald zu senden: ich hoffe auch Sie\n werden mit der Art zufrieden sein wie Ihres Namens darin erw\u00e4hnt ist . Al Humboldt Paris quai de l\u2019\u00e9cole n num\u00e9ro 26 den 1 . Febr. Februar 1826. Haben Sie die G\u00fcte uns von a SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . und b SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 . (dem Bl\u00fcthenstande) eine etwas deutlichere im\n Umrisse festere Zeichnung zu senden, damit der Kupfer stecher sicherer\n verfahre und nicht ins vague verf falle . beantwortet den 20ten\n Maerz. \u2013 auch erst den 3ten M\u00e4rz empfangen. \u00e0 Monsieur Monsieur Maurice\n Rugendas , \u00e0 Augsbourg Allemagne chez Mr Monsieur J. Jean L. Laurence Rugendas fr. franco Professeur de l\u2019Acad\u00e9mie de peinture.","27":"Mr Monsieur Gide me doit\n 40 # pour 20 e de M\u00e9lastomes 16 Avril 1826 Herr Baron! Ich erwiedere Ihr g\u00fctiges Schreiben vom ersten Februar, welches aber erst\n den 4ten Maerz hier eintraf , etwas\n spaet , da ich , um Ihrem Auftrage wegen der botanischen Benennung der Palmen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 3 , Bl. 4 und 5 . zu entsprechen, nachdem ich auf 2 Anfragen bey Martius keine gen\u00fc gende Auskunft erhielt, u. und sich in hiesiger Bibliotheke Bibliothek sein Werk nicht befindet, mich nach M\u00fcnchen begeben mu\u00dfte , um\n selber nach zu schlagen. Demnach fand ich , da\u00df die Palme mit dem Neger u. und der Tamarinde SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 . in Bahia , wo ich sie \u2013 im Juny 1825 \u2013 gezeichnet , D.End\u00e9 \u2013 Dendezeiro genan\u0305t genannt , von Martius als Elaeis guineensis , \u2013 jene in der Provinz Rio\n Janeiro gezeichnete schlancke Palme neben der\n Araucarie SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . von den Portugiesen Ricury oder mit dem allgemeinen Namen Coquero\n bezeichnet, als Cocos coronata , \u2013 ferner die in Minas Geraes am Rio das Velhas im Nov. November 1824. entworfene Palmgruppe der Macauba, Macaiba oder Catar\u00f3 SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 3 . \u2013 von Martius als A c rocomia scelerocarpa sclerocarpa angef\u00fchrt ist. Auf dem Farrnbaumblatte ist der zur rechten des Beschauers mit dem liegenden\n Neger Cyathea rigida , der ganz zur linken u. und hinterste, mit den spyralf\u00f6rmig laufenden Einschnitten, Polypodium corcovadensis corcovadense , der h\u00f6chste auf dem Blatte unter welchem der J\u00e4ger steht cynthea arborea \u2013\n deren unentwickelte Bl\u00e4tter u. und Mark, von den Wilden gleich dem der Palmita genossen wird. \u2013 Der\n Name der Mittleren etwas niedereren ist mir nicht bekan\u0305t bekannt . Inliegend folgen genauere Conturen der Fr\u00fcchte, u. und wahrscheinlich zugleich mit diesem Briefe werden der Herr Baron,\n die unter dem 18 ten versendeten Araucarien,\n ausgef\u00fchrte Federzeichnung u. und Scizzen zu Mangle, Cactus, u und Bambusen erhalten, \u00fcber deren Ausf\u00fchrung ich sodan\u0305 sodann Ihre weitere Bestim\u0305ung Bestimmung erwarte \u2013 Die Araucarie habe ich gleich ganz vollendet, da mich gerade einige tr\u00fcbe\n Tage am malen hinderten, sollte sie sich so nicht zu Ihrem Gebrauche\n eignen, so bitte ich sie einstweilen zur\u00fcckzulegen und mir gef\u00e4lligst Ihre\n Meinung mitzutheilen. Mit dieser Gele genheit hoffe ich zu h\u00f6ren, ob sich die sp\u00e4tere Zeichnungssendung ebenfalls Ihres g\u00fctigen Beyfalles, welcher mir \u00e4usserst werth war, zu erfreuen hatten. Gegenw\u00e4rtig beschaeftigt mich hier ein gr\u00f6sseres \u00d6hlgem\u00e4lde , eine Scene in einem bras. brasilianischen Urwalde vorstellend, nach dessen Beendigung ich meine Rei\u00dfe nach Paris wieder anzutretten gedencke. Hier nehme ich mir die Freyheit Ihnen verehrtester Herr Baron mitzutheilen,\n da\u00df ich von dem Hau\u00dfe Engelman Comp. Compagnie Einladungen u. und Aufforderungen zur Herausgabe meiner Scizzen erhalten habe, Rugendas\u2019 Malerische Reise in Brasilien erschien zwischen 1827\n und 1835 mit einem Text von Victor Aim\u00e9\n Huber parallel auf deutsch und franz\u00f6sisch\n ( Rugendas 1827\u20131835 , Rugendas 1835 ). Humboldt\n hatte Rugendas bei der Suche nach einem Verlag unterst\u00fctzt und half wohl\n auch bei der Auswahl der Motive ( Achenbach 2009 , 65\u201367). denen ich keineswegs abgeneigt w\u00e4re, nur scheint mir da\u00df sich f\u00fcr dieses lithographische Unternehmen \u2013 ein Theil meiner Studien, die Palmen - u. und Baumstudien, nicht eignen, u. und sie von dieser Voyage pittoresque abgesondert erscheinen sollten\n \u2013 Hier w\u00fcrde ich, sowie \u00fcberhaupt \u00fcber die zweckm\u00e4sigste Eintheilung des\n Ganzen, be vor ich mit dem genan\u0305ten genannten Hau\u00dfe den Verkauf schlie\u00dfe \u2013 Herr\n Baron \u2013 Sie um Ihren g\u00fctigen Rath bitten, dem ich nachzukom\u0305en nachzukommen dan\u0305 dann gewi\u00df nicht fehlen w\u00fcrde. Herr Baron, sehr verbunden f\u00fcr die h\u00f6chstsch\u00e4tzbare Erin\u0305erung Erinnerung meiner bey Herrn Baron G\u00e9rard , danke ich im voraus f\u00fcr die g\u00fctige Erw\u00e4hnung\n in Ihrem Program\u0305e Programme Humboldt 1826a , Humboldt\n 1826b . \u2013 u. und Ausbezahlung der 1000 fr. franc \u2013 empfehle ich mich Ihrer Gewogenheit u und verharre Herr Baron \u2013 Hochachtungsvollst ergebenster Moriz Rugendas . Augsburg , den 20sten Maerz 1826.","28":"Ein Hauptzwek meines Aufenthalts in Francfurth , ich m\u00f6chte sagen der einzige, ist der Wunsch, Ihnen Verehrungswerther Freund, einmal wider wieder pers\u00f6nlich den Ausdruk meiner Be wunderung und Anh\u00e4nglichkeit dar zubringen.\n Erlauben Sie mir dass ich um zw\u00f6lf Uhr ( od. oder zwi schen 12\u20131 Uhr) Sie auf einige Stunden besuche\n und bei Ihnen fern von allem Eisen, im Garten od. oder Felde, die Magnet. Magnetische Inclination bestimme. Ich stelle Ihnen dann auch meinen braven\n jungen Freund, Valenciennes , Aide naturaliste au Jardin des Plantes vor, der mit Cuvier ein grosses Fischwerk herausgiebt und sehr angenehm\n und bescheiden ist. Werden Sie mich noch widerkennen? Al. Humboldt Ich reise in der Nacht. Sr Seiner Hochwohlgeboren Dem Herrn Geh. Geheim Rath von S\u00f6mmering.","29":"Ich finde immer noch Zeit, theurester Rugen das , um Ihnen und Ihrem\n braven Herrn Verleger meinen herzlichsten Dank u und meine Bewunderung auszudr\u00fckken Ab 1827 ver\u00f6ffentlichte Rugendas Ansichten Brasiliens im Verlag des Lithographen Godefroy Engelmann ( Rugendas 1827\u20131835 , Rugendas 1835 ). Vgl. Rugendas an Humboldt. Augsburg , 20. M\u00e4rz 1827 . ; ja Bewunderung , tiefgef\u00fchlte, ungeschmeichelte, ist das wahre Wort. Ich bin so\n gl\u00fcklich gewesen hier in Paris zuerst\n das gro\u00dfe Talent zu r\u00fchmen das Sie in Auffassung des physionomischen Theils der Landschaft besizen. Ihr liebens w\u00fcrdiges Wesen, Ihre geistige Bildung , Ihr reiner k\u00fcnstlerischer Geschmak erh\u00f6hen solch ein Talent. Die\n Ausf\u00fchrung dieses Werks macht\n es zum ersten das je \u00fcber Tropen -Natur erschienen ist. Der Text ist vortreflich Die einleitenden Bemerkungen zur Landeskunde Brasilien s in Rugendas 1827\u20131835 verfasste Victor Aim\u00e9 Huber nach Notizen\n und Angaben Rugendas \u2019. , voll richtiger geognostischer Ansichten. Denken Sie da\u00df, gemartert seit 5 Tagen, habe ich Zeit gehabt habe, ihn diese Nacht bis 3 Uhr ganz zu\n lesen . Diese Freuden u und Gef\u00fchle mu\u00dfte ich Ihnen ausdr\u00fckken, mein\n Theurer. Er halten Sie mir Ihre Freundschaft; ich werde noch\n Ihre G\u00fcte f\u00fcr meine Werke in Anspruch nehmen. Kommen Sie g\u00fctigst zu\n mir morgen (Donnerstags) um 8 Uhr m M orgens. Ich reise wegen Ankunft eines Verwandten erst Freitags Humboldt verlies Paris , wo er seit 1807 mit kurzen Unterbrechungen\n gelebt hatte, am Sonnabend,14. April 1827, um sich dauerhaft in Berlin niederzulassen.\n Zun\u00e4chst reiste er jedoch in Begleitung Heinrich von B\u00fclow s, Gatte seiner Nichte Gabriele , nach London . B\u00fclow trat\n dort das Amt des preu\u00dfischen Gesandten an. Vgl. Alexander von\n Humboldt-Chronologie, edition humboldt digital, https:\/\/edition-humboldt.de\/H0004730 . . Mit unver\u00e4nderlicher Anh\u00e4nglichkeit, Ihr AlHumboldt Mittwochs","30":"Indem ich Sie, theurer Freund, um die Besor gung\n dreier Pariser Briefe bitte, ersuche ich Sie zugleich den Brief an Herrn Gergonne postfrei nach Mont peiller zu besorgen . Sezen Sie mir ja f\u00fcr alle meine Briefe eine runde Summe porto in Rechnung . Ich werde sonst auf horen aufh\u00f6ren mussen m\u00fcssen , Ihre G\u00fcte in Anspruch zu nehmen . AHumboldt Berlin , den 17 . Jul Julius 1827","31":"Herrn D. Doktor Ehrenberg Wohlgeboren Ich m\u00f6chte mir gern morgen da ich einmal nicht lese, einen\n frohen Tag machen . Wollen Sie, theurer Freund, morgen gegen 10 h etwas im Thiergarten mit mir spaziren gehen, so hole ich Sie bei\n Sich ab . Zu D\u00fcrer 's Fest mu\u00df ich zu r\u00fck sein um 12 h . Kann ich Nitsch bei Ihnen sehen? AHumboldt Donnerstags","32":"Sonnabend. d. der 19 April 28. Herr Baron In meinen Notaten aus fr\u00fcherer Zeit finde ich da\u00df Lichen subterraneus Willdenow in dessen Herba rium, welches ich nach dem Ankauf selbst geordnet habe, als\n Synonym zu Rhizomorpha\n subterranea Persoon geh\u00f6rt, deren Synonymon wieder nach Persoon Ihr Lichen radiciformis ist\n (Flora friberg. fribergensis subterr. subterranea ) Diese dunkelfarbigen Rhizomorphen (welcher Nahme in Roths Catalectis botan. botanica Roth 1797\u20131806 zuerst als Gattungs Nahme gebraucht und jezt allgemein angenommen ist)\n sind eine mala crux Mycologica und w\u00e4hrend die Byssi der \u00e4lteren Zeit fast s\u00e4mtlich nach den neuern Ansichten gut untergebracht sind, theils als Rhizopodia ( Stolonen ) der\n hohen Pilze ( Agarici , Merulii , Lycoperda )\n theils als Sporotridae und andere kleine gut characterisirte Pilzgattungen ist noch immer das\n Urtheil der Mycologen ge theilt. Vielleicht\n werfen Sie einen Blick auf die bezeichneten Stellen von Fries 1825. der jezt als Princeps Mycologus gilt. Ich selbst habe mich auch an mehreren Orten in\n kleinen Abhandlungen dar\u00fcber ausgesprochen und kann diese Formen nicht\n analysieren. Sie sind so gro\u00df und aus gebildet\n und haben keine deutliche Fructification. Was daf\u00fcr beschrieben ist sind mir\n wohlbekannte Warzen , die das\n Dunkel nicht erhellen. In den Herbarien auch bey Willdenow sind offenbar Pflanzenwurzeln (Phanerogamen) besonders,\n wie ich wohl zuerst gezeigt habe 1820 Nov Nova Acta Leopod. Leopoldina X. p. pagina 168-171. , . Ich hoffe immer noch da\u00df\n man auch die noch nicht nachgewiesenen auf diese Art wird ins Klare bringen, halte deshalb f\u00fcr sehr n\u00fctzlich da\u00df sie immer noch als Pflanzen\n aber mit m\u00f6glichst vielen Fragezeichen fortgenannt werden. Da dieser K\u00f6rper\n Ihnen wichtig ist, so ist Ihnen vielleicht dieser kurze Excurs angenehm. Nees von Esenbeck und Bischoff haben meines Wissens zulezt umst\u00e4ndlich\n dar\u00fcber gehandelt (Nova act acta Leopold. Leopoldina XI. pag. pagina 654. 1823. ) und Nees scheint vom selbstst\u00e4ndigen Pflan zencharacter \u00fcberzeugt zu seyn. Sie finden da\n auch eine sch\u00f6ne Abbildung einer Variet\u00e4t. Wegen der Contractionsf\u00e4higkeit als thierischer Character Lichen subterraneus erster Organisation Ehrenberg (Raumverminderungsf\u00e4higkeit) werfen Sie vielleicht einen Blick auf die\n bezeichnete Stelle in Rudolphis Physiologie\n wo wie ich sehe alles Bedeutende gesammelt ist. In dankbarer Verehrung Ihr","33":"S. Seiner Wohlgeboren Herrn Professor D. Doktor Ehrenberg Dorotheenstra\u00dfe n numero 11 Reitbahnen Leider ist mein Thiergarten hier schon aus gestorben. Die Flasche roch\n stark nach hydrog\u00e8ne sulfureux. Doch habe ich nach dem ich alles toten\n still gefunden, die Fl\u00fcssig keit wieder mit genommen. Nun aber noch eine Bitte um Belehrung, mein theurer Freund. Ich sehe wenn man 1 od. oder 3 allein anwendet aber so ist es wohl nicht gemeint. Die unterste\n Lupe (Objectiv viel mehr) von 4 ist die einzige welche verengt endigt. Mu\u00df man die Combination so nehmen da\u00df 1 mit 4 od. oder 1. 2 u und 4 verbunden werden? Mu\u00df 4 immer dabei sein? Finden Sie Plaz zum\n Spiegel wenn Sie 1 2 3 4 zusammenlassen. Ich nicht . Die zu gro\u00dfe N\u00e4he des Spiegels scheint mir \u00fcberhaupt seiner Bewegung\n sch\u00e4dlich . Schreiben Sie mir, mein Theurer, bald ein Wort nach Tepliz u und verzeihen Sie meine indiscrete Bitte . Ihr dankbarer AHumboldt Montags Ich reise morgen um 12 Uhr fr\u00fch .","34":"envoyer le pi\u00e9 de lunette zur\n See . Ecrivez \u00c9crivez si quelqu\u2019un a vu a \u00e0 Paris le les Molecules Mol\u00e9cules de Brown et ce que\n l\u2019on en dit Je Vous supplie cher ami, de commander chez Chevalier un microscope semblable aux derniers qu\u2019il a envoy\u00e9 envoy\u00e9s ici, mais par la poste adress\u00e9 a \u00e0 Mr Monsieur Link . Link Faites le payer a \u00e0 Leo mais recommander recommandez qu\u2019on se presse et que la construction mecanique m\u00e9canique et l\u2019emballage des pieces pi\u00e8ces soyent moins mauvaisses. Observez l\u2019effet de ma lettre sur Legendre . Je Vous embrasse tendrement . Ht","35":"Wollen Sie, mein Ver ehrtester, mir die Freu de schenken und morgen Mittwochs, um 9 Uhr mit Prof. Professor Ledebour bei mir fr\u00fchst\u00fckken? Ihr Al Humboldt Dienstags. Bringen Sie wenn Sie k\u00f6nnen Ihr Microscop u und etwas infusoria mit!","36":"Eine der gr\u00f6\u00dften Freuden meines Lebens w\u00fcrde sein einmal ein 5-6 Monathe\n mit Ihnen, an Ihrer Seite, unter Ihrer Belehrung reisen zu k\u00f6nnen.\n S\u00fc\u00dfwassermuscheln Fische, Bergpflanzen Ru\u00df lands sind wenig bekannt . Erst seit gestern hat das Ru\u00df Ru\u00dfische Gouvernement meine Reise freilich nur nach dem Ural u und Tobolsk am Irtysch auf das gro\u00dfartigste\n genehmigt. Ich bin abwesend vom 1 Mai bis October . W\u00e4re es m\u00f6glich theurer Professor, da\u00df Sie diese Zeit Ihre\n wichtigen Arbeiten unterbr\u00e4chen, mit anderen wichtigen\n vertausch ten u und mich mit Ihrer Begleitung begl\u00fckken. Wir w\u00e4ren Deutsche drei, Sie, Gustav Rose u und ich. Denken Sie dar\u00fcber nach. Ich komme heute morgen zu Ihnen. Die Reise wird Ihren Verm\u00f6genszustand nur in so fern afficiren, als\n Sie w\u00e4hrend der ganzen Abwesenheit nichts von dem Ihrigen auszugeben\n haben. Ich hoffe da\u00df das Russ. Russische Gouvernement darein willigt u und w\u00fcrde morgen deshalb Schritte thun. Sie w\u00fcrden dabei das\n terrain sondiren, da man Ihnen ja selbst schon Aner bietungen gemacht, die ich billigte. Ihr Sie herzl herzlich achtender u und verehrender AHumboldt Freitags K\u00f6nigsberg , Dorpat , Petersburg (Ladogasee) Perm , Casan Ekatherinburg (Gebirgsfische, des Ural ) vielleicht zur\u00fck \u00fcber Orenburg , Moskau u und wieder Petersburg ... \u00dcberall\n die gr\u00f6\u00dfte Be quemlichkeit auf Kosten der Krone.","37":"Hochgeehrtester Herr\n Baron! Herr Baron von Arnim\u0305 welchen ich das Gl\u00fcck hatte in Neapel ken\u0305en zu lernen , wird die G\u00fcte haben Ihnen diesen Brief u. und einige Zeichnungen zu besorgen , welche Sie mir im Mai 1827 in Paris aufgetragen, als Sie eben im Begriffe waren nach England abzugehen. Nachdem ich im Nov. November selben Jahres von einer Rei\u00dfe nach Deutschland in Paris wieder zur\u00fcck war, wollte ich mir die Freiheit nehmen Ihnen zu schreiben um\n mich \u00fcber die Verz\u00f6gerung der noch von Ihnen selbst ausgew\u00e4hlten Scizzen zu\n entschuldigen, Herr von Kunth meinte jedoch da\u00df diese noch nicht so dringend erwartet w\u00fcrden u. und so diese in folge geh\u00e4ufter Arbeiten u. und der Rei\u00dfest\u00f6rungen erst in Italien ausgef\u00fchrt worden. Ich wollte diese Zeichnungen erst directe an Herrn v von Kunth versenden , da ich aber an der franzsch. franz\u00f6sischen Ambassade niemanden niemandem praesentirt bin , so war die Besorgung\n nicht zu erhalten u. und ich ben\u00fctze darum die Gef\u00e4lligkeit Herrn Bar. Baron v. von Arnim\u0305s , damit Sie auch zugleich die gef\u00e4llige\n Einsicht davon nehmen m\u00f6gen. An De n m dem ficus americanus schien mir auf der Zeichnung selbst\n die gew\u00fcnschte Verbesserung nicht m\u00f6glich, daher habe ich sie ganz neu\n gezeichnet u. und hoffe nun dem Charakter weit n\u00e4her gekom\u0305en zu seyn. Von der Araucaria was es schwer eine von den fr\u00fchern\n sehr abweichende Zeichnung zu machen, da wenn ich die Zeichnung in derselben Gr\u00f6\u00dfe ausf\u00fchre, Proportion u. und Manier im\u0305er Reminiscenzen hervorrufen. Doch bin ich \u00fcberzeugt\n da\u00df dieses Blatt nun mit der von Herrn v. von Martius ohne mein Wissen copirten Zeichnung nichts\n als die Art der Ausf\u00fchrung u. und den Charakter gemein habe, von dem ich jedoch nicht abweichen\n kann \u2013 Sie hievon zu \u00fcberzeugen, lege ich die in Bras. Brasilien verfertigte Studie welche Martius vor Augen hatte den \u00fcbrigen bei. Bei\n der Mangle staude u. und den Bambusen bin ich den\n kleinen Studien ganz getreu geblieben u. und glaube da\u00df sie f\u00fcr den Kupferstecher gut verst\u00e4ndlich seyn werden, bedaure \u00fcbrigens immer da\u00df ich von diesen Gew\u00e4chsen keine gr\u00f6\u00dferen\n vollkom\u0305enen Studien besa\u00df u. und w\u00fcnsche nur Gelegenheit Ihnen Herr Baron eine w\u00fcrdigere Idee von\n meinen gegenw\u00e4rtigen Arbeiten geben zu k\u00f6nnen. Vielleicht da\u00df Sie Pignien , Cipressen u. und andere im S\u00fcden Europa\u2019s heimische B\u00e4ume oder Pflanzen f\u00fcr Ihr denkw\u00fcrdiges umfassendes Werk\n bed\u00fcrfen, u. und wenn die\u00df der Fall w\u00e4re \u2013 so w\u00fcrde ich Sie um Ihre ehrenden\n Auftr\u00e4ge ersuchen u. und mich gewi\u00df bestreben, recht getreue u. und m\u00f6glichst geschmakvolle Zeichnungen zu fertigen oder aus schon\n vollendeten Studien aus meinen Portefeuilles auszuw\u00e4hlen, da sich diese auf\n einer Fu\u00dfreise durch die Abruzzen nach Neapel u. und durch das herrliche Calabrien nach Sicilien schon ziemlich gemehrt haben. \u2013 Hier in Rom hoffe ich einige Bilder zu vollenden u. und als Maler zu studiren u. und mich in Colorit zu \u00fcben. Darum w\u00fcnschte ich dieses Jahr u. und wenn es meine pecuni\u00e4ren Verh\u00e4ltnisse erlauben auch das n\u00e4chste\n Jahr in Italien zu verleben, doch hege ich\n noch im\u0305er dieselbe Sehnsucht einst nach den Tropen L\u00e4ndern zur\u00fcckzukehren u. und wo m\u00f6glich Indien zu\n besuchen. Ich schmeichle mir da\u00df ich dann etwas vollendeteres, solideres liefern k\u00f6n\u0305te als die brasilianischen Scizzen \u2013 ein\n bloser jugendlicher unvorbereiteter Versuch. So\n schwer mein Wunsch in Erf\u00fcllung zu bringen seyn wird, so hege ich doch die\n Hoffnung auf einige M\u00f6glichkeit wenn Sie hochverehrter Herr Baron, der\n schon so viel G\u00fcte u. und unverdientes Wohlwollen mir schenkten, denselben beg\u00fcnstigten u. und wenn irgend eine Expedition nach s\u00fcdlicheren L\u00e4ndern ausginge , mich derselben als\n Rei\u00dfezeichner empfehlen \u2013 oder Privaten , die Lust h\u00e4tten eine eigene Unternehmung zu unterst\u00fctzen: Man w\u00fcrde mich fast zu allen Unternehmungen bereit finden, da mir alles willkom\u0305en seyn muss muss , was mich in der einmal gew\u00e4hlten Karriere vorw\u00e4rts bringt, u. und ich keine Hoffnung habe in weder in dieser noch in anderer Hinsicht in meinem Vaterlande mich gef\u00f6rdert zu sehen, darum ersuche ich Sie recht sehr meiner Bitte bei\n Gelegenheit zu gedenken oder mir mit Ihrem g\u00fctigen Rathe beizustehen. An H. Herrn v. von Kunth habe ich vor meiner Abrei\u00dfe von Paris einen Abdruck von einer selbst auf Stein von mir ausgef\u00fchrten Waldplatte \u00fcbergeben, welchen ich ich\n mir die Freiheit nehme Ihnen zu bestim\u0305en; ich w\u00fcnsche da\u00df wenn dieses\n Blatt schon vor Ihre Augen kam, es auch Ihren Beifall erhielt den ich \u00fcber\n alles hochsch\u00e4tze. Von meiner \u201e Malerischen Rei\u00dfe \u201c werden Sie wird die die Fortsezung im\u0305er bei Herrn v. von Kunth abgegeben worden seyn, es geht ungemein langsam mit der Herausgabe weil meine sehr biedern Verleger seit den\n vorj\u00e4hrigen M\u00fchlhauser - Collmarer Geschaeftsunterbrechungen etwas genirt waren, doch hoff\u2019 ich soll es bald wieder mit dem Erscheinen der Hefte seinen alten Gang gehen . Nun Herr Baron bitte ich den langen Brief nach langem Stillschweigen zu\n entschuldigen und mir Ihre Gewogenheit ferner zu erhalten und verharre mit aller Verehrung Herr Baron dero ergebenster Moriz Rugendas Rom , den 20 . sten Febr. Februar 1829. N. S. Nachschrift S W ollten Sie die G\u00fcte haben mir zu schreiben \u2013 so bitte ich\n den Brief ins Caf\u00e9 greco zu adressiren. \u00c0 Monsieur Monsieur le Baron Alexandre de Humbold \u00e0 Berlin","38":"Da gestern Sontag war habe ich nicht an Minister Cancrin geschrieben. Es ist auch kein Ungl\u00fck da\u00df ich bis\n Mittwoch od oder Donnerstag (doch nicht l\u00e4nger) warte. Ich w\u00fcrde gern selbst Alt. Altenstein zuerst davon reden, aber Sie kennen Ihren Lage gegen die sogenannte Zeichnungs u und Kupferstecher Kommission besser, als ich. Sie werden also bessere Gr\u00fcnde angeben. Wenn Sie durch dringen k\u00f6nnte u und Alt Altenstein heute Ab Abend od oder morgen sprechen (an der Th\u00fcre sa gend, Sie k\u00e4men um ihm von mir etwas zu bestellen) so w\u00e4re es gewi\u00df k\u00fcrzer: es\n ist so schwer eine Antwort von ihm zu er pressen. M\u00fcssen Sie schreiben, so schikke ich Ihnen ein billet zur Einlage . Er schl\u00e4gt uns nichts ab! Aber der Schritt mu\u00df geschehen . Ich schikke Ihnen heute Abend vor 7 h ein billet an Alt Altenstein . Aber sehen Sie zu m\u00fcndlich die Sache abzumachen. Herr Frost u und seine Societ\u00e4t sind in London gar nicht geachtet. Leider kann ich schnell nur Briefe f\u00fcr Sie,\n mein lieber nach London besorgen . AHt","39":"Ich bedaure unendlich, Verherungswertester Herr Professor, Ihren\n g\u00fctigen Antrag den so kenntni\u00dfreichen und th\u00e4tigen Herrn Braun zum Begleiter auf einer, \u00fcbrigens ziemlich unwichtigen Sommerreise nach dem Ural und Irtysch (nicht nach dem Caucasus ) zu haben \u2013 nicht annehmen zu k\u00f6nnen. Seit mehr als einem Jahre Humboldt \u00fcbertreibt hier wohl aus H\u00f6flichkeit\n deutlich. Erst am 20.\n Februar desselben\n Jahres hatte er Ehrenberg gebeten, ihn auf der\n Reise zu begleiten. Humboldts Bitte, neben Gustav Rose einen zweiten Wissenschaftler\n mitnehmen zu d\u00fcrfen, ging am 25. Februar an den russischen\n Finanzminister Georg von Cancrin ,\n der Humboldts Gesuch dem Zaren Nikolaj\n I. vorlegte und dessen Zustimmung am 13. M\u00e4rz best\u00e4tigte\n (vgl. die Briefe 16 und 17 in Humboldt 2009 , 97\u201399). ist es bestimmt, da\u00df von Deutschland aus, mich nur Gustav Rose und Ehrenberg begleiten. Ich mu\u00df daher leider! bei so vielen ehrenvollen Antr\u00e4gen , die ich aus allen Theilen Europa\u2019s (seit 4 Monathen) erhal te , Am 6. April desselben Jahres bedankt sich\n Humboldt bei Cancrin f\u00fcr dessen\n Zustimmung, Ehrenberg als Begleiter\n der Russland-Reise zu akzeptieren und erg\u00e4nzt: Viele Personen,\n aus allen Theilen von Ru\u00dfland haben an mich geschrieben, mit dem Wunsche mich zu begleiten. Ich\n habe allen diesen mir v\u00f6llig unbekannten, aber gewi\u00df sehr achtbaren\n Personen geantwortet, Ew Excellenz allein h\u00e4tten \u00fcber diese Reise zu\n bestimmen und alles, was Sie bef\u00f6hlen, w\u00fcrde mir angenehm\n sein. ( Humboldt\n 2009 , 101). Auch gegen\u00fcber Franz Julius Ferdinand Meyen sieht sich Humboldt wenige Tage nach\n dem Schreiben an Gmelin gezwungen, dessen Anfrage freundlich aber\n bestimmt ablehnen zu m\u00fcssen. Vgl. Alexander von\n Humboldt an Franz Julius Ferdinand Meyen. Berlin, 11. M\u00e4rz\n 1829 . immer unfreundlich erscheinen . Mit der ausgezeichnetsten Hochachtung Ew Euer Wohlgeboren gehorsamster AHumboldt Berlin den 3 Merz 1829 Von Alexander von Humboldt Kommentar von unbekannter Hand, in dem noch von\n drei Forschern die Rede ist, f\u00fcr die Gmelin sich Humboldt gegen\u00fcber offenbar einsetzte.\n Humboldt selbst erw\u00e4hnt im vorliegenden Brief lediglich Alexander Braun . an Prof. Gmelin in Karlsruhe , welcher angefragt hatte, ob Humboldt nicht die\n 3 jungen Naturforscher Braun , Agassiz u. und Schimper nach dem Ural mit nehmen wolle","40":"Sie w\u00fcrden mir nicht blo\u00df ein th\u00e4tiger u und kenntni\u00dfreicher, sondern auch ein angenehmer Begleiter Meyen hatte sich offensichtlich als Begleiter f\u00fcr\n Humboldts Russlandreise beworben. Wie Humboldt acht Tage zuvor an Karl\n Christian Gmelin schrieb, wurde er mit vielen ehrenvollen\n Antr\u00e4gen [\u2026] aus allen Theilen Europa \u2019s (seit 4 Monathen) bedr\u00e4ngt und war\n sich dar\u00fcber klar, unfreundlich zu erscheinen. So war ihm u. a.\n Alexander Braun empfohlen worden,\n der gerade in Heidelberg sein\n Studium der Medizin und Naturwissenschaften mit Schwerpunkt Botanik\n abgeschlossen hatte. Bemerkenswert ist, dass Humboldt die von ihm so\n erw\u00fcnschte und ersehnte Russlandreise gegen\u00fcber Gmelin als \u00fcbrigens ziemlich unwichtige [\u2026] Sommerreise nach dem Ural und Irtysch (nicht nach dem Caucasus ) bezeichnete. Vgl. Alexander von Humboldt an Karl\n Christian Gmelin. Berlin, 3. M\u00e4rz 1829 . sein; aber wie k\u00f6nnen Sie glau ben, theurester Herr\n Doc tor, da\u00df zu einer schon seit 2 Jahren beschlos senen Reise nicht schon alles besezt sei? Ich kann nur 2 Personen mitnehmen , Prof Professor Rose und D Doktor Eh renberg . Es wird mich freuen wenn ich Gelegenheit\n f\u00e4nde, auf andere Weise Ihre lobenswerthen Zwekke zu unterst\u00fczen.\n Sie wissen wie sehr ich Sie hochsch\u00e4ze. AlHumboldt B Berlin 11 Merz 1829","41":"Ihr Brief, mein theurer Rugendas , erfreut mich an einem sonst recht tr\u00fcben Tage. Meine Schw\u00e4gerin , die an dem furchtbarsten aller weiblichen Uebel\n leidet, ist seit 8 Stunden, (gl\u00fcklicher Weise, schmerzlos) im\n Verscheiden. Sie ist die sen Abend zu sich\n selbst gekommen, aber eine solche Lebensfrische kann nicht von langer\n Dauer sein! Sie ist eine der edelsten, geistreichsten, liebensw\u00fcrdigsten Frauen ihres Zeitalters, voll\n wahrem u und reinem Kunstgef\u00fchl. Ich gehe keinesweges nach dem Caucasus , sondern wegen\n der Platina Minen nach dem unmahlerischsten aller n\u00f6rdlichen\n Gebirge , nach dem Ural u und Irtyisch u und Tobolsk , eine blo\u00dfe Sommerexcursion bis Novem ber, von der die\n Zeitungen\n einen\n un seligen Lermen schlagen. Ich hatte\n aller dings den Ararat vorgeschlagen, aber der Kaiser h\u00e4lt f\u00fcr jezt das Land f\u00fcr zu unruhig\n zu einer gro\u00dfen Expedition. Ich reise in wenigen Tagen (vielleicht 12 . \u201314 . April) nach Petersburg ab. Es begleiten mich blo\u00df Prof Professor Rose u und Dr Doktor Ehrenberg , ein Mineraloge u und Zoologe. Wen man von Pet Petersburg aus mitschikt, liegt au\u00dfer meinem Einflu\u00df. Sie k\u00f6nnen denken, wie sehr mir ein Mann von Ihrer Liebensw\u00fcrdigkeit u und Ihrem einzigen Talente, die Natur gro\u00df, lebendig u und treu aufzufassen unter anderen Umst\u00e4nden theuer als Begleiter gewesen w\u00e4re. Aber w\u00fcnschen Sie Sich Gl\u00fck, mein theurer Rugendas , da\u00df Sie nicht diese H\u00fcgel mit Kiefern u und \u00e4rmlichen Birken bedekt, zu bereisen haben . Ihr Andenken u und die Versicherung Ihrer freundschaftlichen Gesinnungen sind\n mir sehr theuer . Ihre gewi\u00df sehr sch\u00f6nen , mir bestim\u0305ten Zeichnungen sind noch nicht in meinen H\u00e4nden. Die Traurigkeit hindert mich heute mehr zu schreiben. Versichern\n Sie Herrn Minister Bunsen meine innigste Hochachtung. Ich werde keine Gelegenheit vorbeigehen lassen, Ihren mir so theuren Namen zu nennen, wenn ich auf eine Expedition Einflu\u00df haben kann, die Ihren Zwekken u und Ihrem Talente entspricht. Sollten die Platanen von Griechenland u und Klein Asien Sie nicht reizen? Ihr AlHumboldt Berlin den 23 . Merz 1829 \u00e0 Monsieur Monsieur Maurice Rugendas peintre de paysage \u00e0 R\u00f4me au Caff\u00e8 Greco","42":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg. 25 M\u00e4rz.\n 1829 Ich habe die sehr freund liche Antwort von Min Minister Cancrin erhalten \u201eich habe dem Kaiser ihren Brief gezeigt u und es wird genehmigt, dass ein so w\u00fcrdiger Mann, als Prof Professor Ehrenberg Sie auch begleite.\u201c Ich r\u00fcste mich noch immer zum 12\u201314 April obgleich dumpfe Ger\u00fcchte gehen der Kaiser bleibe l\u00e4nger (bis\n 14\n ten Mai?) in Petersburg . Ich gehe auf 2 Tage\n mit dem K\u00f6nig nach Pots dam . Sehen Sie Sich doch ja, mein\n Verehrter Freund, im Museum an 1\u00b0\n die Sibirischen Pelz thiere die man schon besizt u und welche fehlen 2\u00b0 die Fische die Pallas geschikt hat aus Sibirien , blo\u00df die gr\u00f6\u00dferen, damit Sie allenfalls die\n Facies der Fische wiedererkennen die man vom Irtysch u und Obi hat . Ihr AlHumboldt Mittwochs Ich habe die ganze Nacht bis 4 Uhr beobachtet .","43":"Berlin 3ter Apr. April 1829 Sie haben gewi\u00df, mein guter Rugendas , schon meinen lezten Brief von hier , den ich vor Herrn v von Arnims Ankunft schrieb , erhalten . Diese Zeilen sollen Ihnen blo\u00df meinen innigsten Dank u und meine Bewunderung f\u00fcr die neuen u und umge\u00e4nderten Zeichnungen aus dr\u00fckken. Sie sind\n herrlich, besonders Bambusen u und Mangle meisterhaft! Ich werde\n sp\u00e4ter von Ihren Anerbietungen Gebrauch machen . Ich werde immer Ihr Interesse wahrnehmen u und nehme Ihre Brasiliana theilweise nach Petersburg mit, blo\u00df\n um von Ihrem Talen te zu sprechen und zu sehen ob sich dort\n Aussichten f\u00fcr eine Welt Umseglung, und f\u00fcr Caucasus und Ararat unter\n nicht mesquinen\n Bedingungen er\u00f6fnen. Lieber sehe ich Sie mit den Franzosen in Griechenland Zwischen 1828 und 1833 f\u00fchrte Frankreich auf der Peloponnes (Morea)\n Milit\u00e4roperationen gegen das Osmanische\n Reich durch. Die franz\u00f6sische Regierung bildete 1829 im\n Zuge dessen eine aus Gelehrten und K\u00fcnstlern bestehende \u201eExp\u00e9dition\n scientifique de Mor\u00e9e\u201c, die auf der Halbinsel wissenschaftliche Arbeiten\n durchf\u00fchrte. , was Sie so nahe haben. F\u00fcr transatlant transatlantische Reisen m\u00fcssen Sie nach Paris zur\u00fckkeh ren . Wie , wenn Sie an G\u00e9rard dringend schrieben , Sie vorzuschlagen. Er hat gro\u00dfen Einflu\u00df und man wirkt nur in der\n Welt , wenn man an Ort und Stelle ist . Wie , wenn Sie Sich anb\u00f6ten bei dem Ministre de l\u2019Int\u00e9r. l\u2019Int\u00e9rieur gerade zu , um im\n Innern von Mexico , Quito , Colombia zu reisen , um f\u00fcr den Jardin des Plantes eine Samlung charakteristischer Zeichnungen von Gew\u00e4chsen anzufertigen! Sie\n bewiesen in dem Antrage , da\u00df die\n Botaniker , welche nur einzelne Theile\n abbilden , l\u00e4ngst dergleichen gew\u00fcnscht haben. Beziehen Sie Sich auf mein Urtheil\n und G\u00e9rard . Lassen Sie sich so einen Aufsaz von einem geistreichen\n Franzosen machen, lassen Sie ihn durch G\u00e9rard od oder Cuvier \u00fcbergeben . Sie versprechen einen jungen franz\u00f6s. franz\u00f6sischen Bota niker mitzunehmen. Vielleicht reizt die Neuheit des Vorschlages . Es ist ja\n kein Ungl\u00fck es zu probiren. Legen Sie einige Ihrer Skizzen bei pour exprimer le port, la physionomie des plantes . Ich reise in wenigen Tagen u und bin wie gekocht . Ihr AlHumboldt Ihren Urwald habe ich leider noch nicht. Schik ken Sie ja etwas zur hiesigen\n Aus stellung, Pflanzen formen. Man kauft gern . Der Kron prinz bewundert sehr Ihr Talent! Man m\u00fc\u00dfte Sie auf einige Jahre reisen lassen ins Senegal od oder Bourbon . Se \u00c0 Monsieur Monsieur Rugendas par les bont\u00e9s de Mr Monsieur le B n Baron de Arnim Conseiller intime de L\u00e9gation","44":"Sr Seiner Wohlgeboren dem Herrn D. Doktor Ehrenberg Herzlichen Dank, mein Verehrtester f\u00fcr Ihre wichtige Abhandlung \u00fcber die geogr. geographische Vertheilung der Scorpione Ehrenberg 1829c . Hat denn R\u00fcppel od. oder Cordier nicht den Sinai barometrisch gemessen. Aus den besten Arbeiten folgt 1\u00b0 cent = ~~ Tropen aus meiner eigenen 187 m\u00e8tres ~~ Beob. Beobachtung 1\u00b0 R R\u00e9aumur = 700 Fu\u00df ~~ temperirte Zone auch Saussure , Ramond , D\u2019 Aubuisson 1\u00b0 C Celsius =172 m en \u00e9t\u00e9 1\u00b0 R R\u00e9aumur = 520 Par Pariser Fu\u00df im Sommer 1\u00b0 C. Celsius = 230 m en hiver aber 707 Fu\u00df im Winter Ich rathe Ihnen 1\u00b0 R. R\u00e9aumur = 600 F. Fu\u00df zu nehmen Ihr AHumboldt Donnerstags","45":"Monsieur le Comte! Vous m\u2019avez donn\u00e9 des marques si aimables\n d\u2019int\u00e9r\u00eat et de bienveillance \u00e0 St Saint - Germain , \u00e0 Paris , \u00e0 Berlin (\u00e0 Votre passage avec Madame la Comtesse ), j\u2019ajoute de P\u00e9tersbourg m\u00eame, que je me fais une f\u00eate de Vous donner\n ce signe de vie, de me rapeller \u00e0 Votre amiti\u00e9 et de Vous mander que sous peu de jours (le 26 ou le 27 de ce mois) j\u2019aurai le\n plaisir de Vous revoir et de jouir d\u2019une soci\u00e9t\u00e9 dans laquelle Votre\n talent et la noble simplicit\u00e9 de Votre caract\u00e8re r\u00e9pandoit tant de\n char me. Vous voyez que j\u2019aime \u00e0 faire revivre des souvenirs d\u2019un tems qui nous \u00e9toit si cher. Les neiges, les inondations Die Memel war infolge der Schneeschmelze zwischen Tilsit und ihrer M\u00fcndung ins Kurische Haff \u00fcber die Ufer getreten und hatte die\n Stra\u00dfe von K\u00f6nigsberg \u00fcber Tilsit nach Petersburg unpassierbar gemacht. Auch die\n alternative Route \u00fcber die Kurische\n Nehrung war noch schlechter zu befahren\n als erwartet ( Rose\n 1837\/1842 , I, 9 f.). Bereits auf der Fahrt nach K\u00f6nigsberg hatte Humboldt\n die Gegend jenseits von Marienburg und Elbing zu beiden Seiten der Stra\u00dfe so \u00fcberschwemmt [vorgefunden], dass\n diese nur wenig aus der alles bedeckenden Wassermasse\n hervorragte ( Rose\n 1837\/1842 , I, 2 ). , tout ce qui pourroit faire peur \u00e0 d\u2019autres voyageurs qu\u2019\u00e0 ceux de l\u2019 Or\u00e9noque , me retiennent dans les sables de la N\u00e4hrung Auf dem Weg von K\u00f6nigsberg nach Memel \u00fcber die Kurische\n Nehrung waren die R\u00e4der eines Reisewagens bis\n \u00fcber die Axen in den erweichten Boden eingesunken, als einer\n der Postillons versucht hatte, auf dem Lande neben der Strasse zu\n fahren , weil die Schneedecke und das Eis auf der Stra\u00dfe von\n Schmelzwasser untersp\u00fclt worden waren und die R\u00e4der dort immer wieder\n einbrachen. Erst nach mehrere[n] Stunden Aufenthalt konnte die Reise dank der H\u00fclfe vieler Menschen, die aus einem\n benachbarten Dorfe [...] mit Hebeb\u00e4umen und Brettern\n herbeieilten , fortgesetzt werden ( Rose 1837\/1842 , I, 10 ). [,] incertain si dans 2 jours, je pourrai atteindre Polangen Humboldt erreichte den russischen Grenzposten Polangen erst vier Tage\n sp\u00e4ter, am 22. April\n 1829 . Er traf zwar bereits am Abend des 19. April auf der Memel gegen\u00fcber liegenden\n Spitze der Kurischen Nehrung ein,\n musste aber im dortigen Gasthaus \u201e Sandkrug \u201c Quartier nehmen, da die Meerenge zwischen Haff und Ostsee wegen Eisganges unpassierbar war\n (vgl. Rose 1837\/1842 , I, 11 ). Humboldt wartete zwei volle Tage vergeblich auf\n die Ueberfahrt , ehe diese am Morgen des 22. April bewerkstelligt werden konnte ( Rose 1837\/1842 , I, 15 ). , je profite de ce tems pour Vous offrir, mon cher Comte , l\u2019expression de ma haute et affectueuse consid\u00e9ration . Daignez offrir mes respectueux hommages \u00e0 Madame la Comtesse de Polier et soyez assez habile\n pour d\u00e9chiffrer cet affreux bar bouillage. Al. Humboldt Sarkau \u00e0 7 miles de K\u00f6nigsberg Humboldt war am Morgen des 18. April von K\u00f6nigsberg abgereist, auf der\n infolge von Schnee, Eis und Schmelzwasser unwegsamen Stra\u00dfe bis zum\n Abend desselben Tages aber nicht weiter als bis Sarkau, dem\n ersten Dorfe auf der Nehrung und der zweiten Station von\n K\u00f6nigsberg gekommen ( Rose 1837\/1842 , I, 10 ). ce 18 Avril 1829 . 110 \u0413. \u0413\u0440\u0430\u0444\u0443 \u0410\u0434\u043e\u043b\u044c. \u0410\u0434\u043e\u043b\u044c\u0444\u0443 \u041f\u043e\u043b\u043b\u0456\u0435 \u0421\u043f\u0440\u043e\u0441\u0438\u0442\u044c \u0443 \u0413\u0440\u0430\u0444\u0430 \u041f\u043e\u043b\u043b\u0456\u0435 \u0443 \u0418\u0441\u0430\u043f\u0456\u044f \u0432\u044a \u0443. \u0443\u043b\u0438\u0446\u0435 \u041f\u0443\u0442\u044f\u0442\u0438\u043d\u0430 Sarkau den 18 7 . April 29. Monsieur Ad. Adolphe de Polier \u00e0 St Saint - P\u00e9tersbourg \/75 franco bis Memel .","46":"Miask le 2 \/ 14 Sept Septembre 1829 Je saisis la premi\u00e8re occasion que se pr\u00e9sente , mon cher Comte , pour Vous offrir ce petit signe de vie,\n pour Vous t\u00e9moigner ma vive reconnoissance de Votre aimable souvenir et pour Vous\n f\u00e9liciter, en mon nom et au nom de mes deux amis Christian Gottfried Ehrenberg und Gustav Rose . (le troi si\u00e8me n\u2019est pas dans le secret !) de Vos brillantes d\u00e9couvertes Auf den Besitzungen der Poliers waren im Juni 1829 Diamanten\n entdeckt worden. \u00e0 Adolphski Die Goldw\u00e4sche war seit dem Tod ihres ersten Ehemannes, Pawel Andrejewitsch Graf Schuwalow , im Jahr 1823 im Besitz von Varvara Petrovna Gr\u00e4fin Polier , der Gattin des Grafen Adolphe von Polier . Vgl. Rose 1837\/1842 , II, 457 . . Jugez de ma joye, je ne dis pas de ma surprise, lorsque le bon Mr Schmidt a ouvert la boite du secret Friedrich\n Schmidt hatte Humboldt am 3. September 1829 in Miass im Auftrag von Polier einen Diamanten \u00fcberbracht. : c\u2019\u00e9toit chez moi , depuis deux ans, une sorte de\n certitude que de trouver les terrains aurifers aurif\u00e8res et platinifers platinif\u00e8res de l\u2019 Ural et de Matto grosso semblables dans tous les rapports de coexistence des fossiles. Je\n le disais en partant \u00e0 S. Sa M. Majest\u00e9 l\u2019Imp\u00e9ratrice et quoique je n\u2019 ai aye contribu\u00e9 en rien au succ\u00e8s, je trouve pour tant un plaisir de penser que la\n d\u00e9couverte co\u00efncide avec l\u2019\u00e9poque de mon voyage, qu\u2019elle appartient \u00e0 celui qui m\u2019honore de son amiti\u00e9 et qui par son talent , par l\u2019am\u00e9nit\u00e9 de son caract\u00e8re et la noblesse de ses sentimens m\u00e9rite plus encore que\n le sort lui a accord\u00e9! J\u2019esp\u00e8re que la propri\u00e9 t\u00e9 du nouveau\n produit ne souffrira aucune difficult\u00e9: dans l\u2019Oblast de Omsk le Gouverne ment a accord\u00e9 r\u00e9cemment \u00e0 Mr Monsieur Popow de Tomsk et Semipalatinsk la propri\u00e9t\u00e9 de nouvelles mines\n d\u2019argent, qui (Vous le savez) d\u2019apr\u00e8s la loi ne peuvent en Sib\u00e9rie qu\u2019\u00eatre exploit\u00e9 es que par la Couronne. Les topazes, corindons qu\u2019 on trouveroit dans les alluvions d\u2019or ne\n feroient certainement pas perdre la propri\u00e9t\u00e9 des alluvions . Je brule de d\u00e9sir de voir annoncer annonc\u00e9 Votre d\u00e9couverte dans les Journaux, lorsque Vous aurez pr\u00e9sent\u00e9 le produit\n d\u2019Adolphski \u00e0 S. Sa M. Majest\u00e9 L\u2019Empe reur . Faites aussi\n ins\u00e9rer une petite note dans les Journaux fran\u00e7ais. H\u00e9las! cette excellente amie, Mad Madame de Duras , que ne peut - elle jouir de cette nouvelle gloire que s\u2019attachera \u00e0 Votre nom. Mr Schmidt nous a confi\u00e9 le tr\u00e9sor que nous Vous rapportons. L\u2019id\u00e9e que, pour se rendre agr\u00e9able\n au nouveau ma\u00eetre, on se soit mis trois fois en fraix pour se pro curer trois fois le produit, ne peut se pr\u00e9senter:\n elle est absurde parce que, dans ce cas l\u2019Intendant auroit annonc\u00e9 la chose lui - m\u00eame et se seroit fait le m\u00e9rite de la d\u00e9couverte. Faites venir bien des Schlich et examinez avec la loupe, si l\u2019on ne trouve pas de \u201ela pe tite graine.\u201c Rose et Ehrenberg me char gent de mille hommages\n affectueux. Votre bonheur fait le n\u00f4tre: nous ne parlons que de Votre d\u00e9couverte entre\n nous trois. Rose a d\u00e9couvert hier de la\n mine d\u2019\u00e9tain ( Zinnstein ) qu\u2019on\n prenoit pour des cristaux de rutile Vgl. dazu Humboldts Brief an Georg von\n Cancrin vom 15. September\n 1829 : Das Fossil, welches in gro\u00dfen Kristallen vorige Woche im Ilmen Gebirge hier, bei Miask entdekt ward und f\u00fcr Rutil gehalten wurde, ist (nach der\n chemischen Untersuchung des Prof. Rose )\n Zinnstein ( Humboldt 2009 , 185, Nr.\n 58). . On n\u2019en connoissoit pas jusqu\u2019\u00e0 Nertschinsk . Son gisement est dans le granite de\n l\u2019 Ilmensee pr\u00e8s de Miask : peut - \u00eatre d\u00e9couvrira - t-on l\u00e0 minerais en abondance Vgl. Humboldts Brief an Cancrin vom 15. September 1829 : Vielleicht findet man den Zinnstein bald in gr\u00f6\u00dferer Menge [...] ( Humboldt 2009 , 185, Nr. 58). . Nous avons \u00e9t\u00e9 par un tems affreux au Taganay Seit dem Aufstieg zum Taganaj am 8. September hatte es geregnet. Bereits\n am Morgen der Exkursion war es Rose zufolge tr\u00fcb und neblig gewesen; dann\n begann es zu regnen, und h\u00f6rte damit, kleine Unterbrechungen abgerechnet, auch den\n ganzen Tag nicht wieder auf ( Rose\n 1837\/1842 , II, 108 ). Das\n Regenwetter dauerte auch die folgenden Tage an. Rose vermerkte, dass es am 10. September best\u00e4ndig regnete , und notierte auch tags darauf , dass der Regen nicht aufh\u00f6rte ( Rose 1837\/1842 , II, 144 , 146 ). : j\u2019ai bris\u00e9 en tombant mon dernier barom\u00e8tre. Heu reusement Mrs Messieurs Hofmann et Helmersen , deux jeunes voyageurs tr\u00e8s aimables que Mr Cancrin a envoy\u00e9 visiter le Sud de l\u2019 Oural Hofmann und Helmersen hatten 1828\/1829 im Auftrag Cancrins den S\u00fcdlichen Ural bereist\n und geologisch untersucht. Basch kire et dont le premier a fait le tour du monde avec Kotzebue Hofmann hatte von 1823 bis 1826\n auf Empfehlung Moritz von Engelhardts als Geologe an der\n von Otto von Kotzebue geleiteten Weltumsegelung\n teilgenommen. , nous fourniront un de leurs barom\u00e8tres. Hofmann , der Humboldt vom 3. bis zum 27. September 1829 begleitete, hatte diesem ein Barometer\n \u00fcberlassen, nachdem dessen eigenes am 8. September 1829\n beim Aufstieg auf den Taganay zerbrochen war. Am 27. Oktober 1829 , dem Tag vor der Ankunft\n in Vorone\u017e ,\n ging auch das von Hofmann erhaltene Instrument zu Bruch. Ils nous accompagnent \u00e0 Orenbourg ; nous partons apr\u00e8s - demain Die Abreise von Miask war f\u00fcr\n den 16. September 1829 vorgesehen.\n Urspr\u00fcnglich hatte Humboldt auf der Fahrt nach Orenburg die Gesteine im Umfeld des Berges Au\u0161kul\u2019 untersuchen wollen. Da die k\u00fcrzeste Route dorthin infolge von\n tagelangen Regenf\u00e4llen jedoch nicht passierbar war, schlug Humboldt den direkten Weg nach Orsk und Orenburg ein und \u00fcberlie\u00df den Abstecher zum Auschkul \u00fcber Pol\u00e4kowsk Rose und Hofmann .\n Diese brachen bereits in der Nacht zum 16.\n September um 2 Uhr auf; Humboldt und Ehrenberg verlie\u00dfen Miask morgens um halb neun (vgl. Rose 1837\/1842 , II, 161 f.; ERST Bl. 53v ). . Le beau tems nous a singuli\u00e8rement favoris\u00e9 s en Sib\u00e9rie o\u00f9 nous avons intercal\u00e9 4000 W Werst pour voir les mines de Koliwan , le Schlan genberg , Barnaul et Sirianofski, pour jouir de l\u2019aspect majestueux de quelques sommets neig\u00e9s de l\u2019 Alta\u00ef , pour visiter le Vorpost\n chinois de la Songarie chinoise \u00e0 Bati , pour descendre la ligne de l\u2019 Irtisch depuis Narim , Ust Kameno gorsk jusqu\u2019\u00e0 Omsk et Troitzk . \u00c0 Semipalatinsk j\u2019ai enfin trouv\u00e9 des hommes de Taschkend qui ont \u00e9t\u00e9 par Kashgar et Kotan indubitablement \u00e0 Kaschmyr . Ce voyage de la Songarie et de l\u2019 Altai assez fatigant\n sans doute et accompagn\u00e9 pendant un mois 1)\n d\u2019un Aide de Camp du G\u00e9n G\u00e9n\u00e9ral Veliaminof Der russische Offizier und Zivilbeamte Dmitrij Nikolaevi\u010d Ermolov , Adjutant des Generalgouverneurs von Westsibirien Ivan Aleksandrovi\u010d Vel'jaminov , hatte Humboldt vom 24. Juli bis zum 31. August 1829 , von Tobolsk bis nach Zverinogolovskoe an der Grenze zum Gouvernement Omsk , begleitet. , 2) du G\u00e9n\u00e9ral Litvinof Aleksandr Narkizovi\u010d Litvinov ,\n Kommandeur der Grenzttruppen an der Irty\u0161 -Linie, hatte\n Humboldt auf Befehl des Generalgouverneurs Vel'jaminov zwischen dem 4. und dem 28. August von Barnaul bis nach Omsk begleitet. de Tomsk Litvinov war in Tomsk stationiert. 3) de force s d\u2019officiers de Cosaques de l\u2019 Irtisch Auf Befehl des Generalgouverneurs Vel'jaminov wurde Humboldts Reisegesellschaft entlang der Irty\u0161 -Linie von Tobolsk an stets von einer ganzen Abtheilung Kosaken begleitet, die theils unserm Wagenzuge\n vorausritt, theils ihm nachfolgt ( Rose\n 1837\/1842 , II, 4 ). et de piquets de 12 Cosaques\u2026 a \u00e9t\u00e9 des plus int\u00e9ressant s et des plus fructueux: il auroit \u00e9t\u00e9 tout \u00e0 fait agr\u00e9able\n sans le mal moral que Vous connoissez et que nous trainons avec nous. J\u2019ai caus\u00e9\n s\u00e9rieusement avec Mr Monsieur S. Schmidt sur les constructions halurgiques et les lavages . J\u2019ap p rouve ces id\u00e9es qui me paroissent tr\u00e8s\n saines, il faut surtout marcher et ne pas t\u00e2tonner. d\u2019abord Daignez , cher et excellent ami, faire agr\u00e9er l\u2019 expression de mon d\u00e9vouement et\n de mon respect \u00e0 l\u2019aimable Comtesse Polier et pour me rendre heureux \u00e9crivez - moi quelques lignes \u00e0 Moscou o\u00f9 nous se rons le 27 Sept Septembre (?) Humboldt traf erst am 3. November 1829 in Moskau ein, wo er sich\n bis zum Morgen des 9. November aufhielt. Am 27. September erreichte er von Orenburg kommend Ural'sk . Mille tendres amiti\u00e9s. N\u2019oubliez pas le Docteur qui est d\u2019un commerce si doux. Al Humboldt J\u2019ai c\u00e9l\u00e9br\u00e9 aujourd\u2019hui mon jour de naissance le 60 me (n\u00e9 en\n 1769) . Quelle folie \u00e0 mon \u00e2ge de se trainer sur les grands chemins. Veuillez bien offrir aussi mes hommages au digne et spirituel Mr Monsieur de Spreranski qui m\u2019a honor\u00e9 de tant de\n bienveillance . H\u00e9las! je ne suis avanc\u00e9 en rien dans la langue russe, le pr\u00e9cepteur ne\n m\u2019encourage gu\u00e8re. Rose et Ehrenberg (le premier souf f le le\n chalumeau, le second fait des contes d\u2019Arabie) Vous pr\u00e9sentent leur respects . Dites au bon Mr Monsieur M qu\u2019il m\u2019envoye son voyage . Mes salutations \u00e0 mon t ami intime Mr Wlase , notre providence\n nourri ci\u00e8re. Je suis assez ais\u00e9 d\u2019avoir quitt\u00e9 cette partie de\n la Sib\u00e9rie qui est l\u2019 Or\u00e9noque moins les palmiers et plus les \u00e9paulettes et les d\u00e9corations .","47":"Je suis , on ne peut pas plus , attrist\u00e9 des nouvelles que j\u2019ai recueillies ici d\u00e8s mon arriv\u00e9e, sur l\u2019\u00e9tat\n de Votre sant\u00e9. H\u00e9las! mon cher Comte, dois-je me livrer \u00e0 la pens\u00e9e que\n notre voyage Vous a trop fatigu\u00e9, que Votre poitrine a souffer te souffert en remontant du fond des mines? Encore quelques jours et je serai\n assez heureux pour Vous embrasser, pour Vous r\u00e9it\u00e9rer l\u2019expression de mon\n d\u00e9vouement sans bornes, de la tendre sollicitude, que mes 2 amis Mrs Messieurs Ehrenberg et Rose , partagent avec moi pour celui,\n dont l\u2019amabilit\u00e9 de caract\u00e8re ne se d\u00e9ment pas un instant. Depuis que nous nous sommes quitt\u00e9s, nous avons fait un beau voyage de 8 - 9000 werstes de plus \u00e0 l\u2019 Altai et aux\n confins de la Songarie chinoise. C\u2019est l\u00e0 premi\u00e8rement que le pays commence \u00e0 avoir de la\n physionomie, un aspect individuel. Aussi , le contact avec les peuples asiatiques depuis Buchtarma Vermutlich ist hier nicht der Fluss Buchtarma , sondern der\n gleichnamige, auch als Buchtarminsk oder Ust'-Buchtarma bezeichnete Ort gemeint, in dem Humboldt\n sich am 15. und dem\n 18.\/19. August 1829 aufgehalten hatte (vgl. Rose 1837\/1842 , I, 580 - 608 ). \u00e0 la Mer Caspienne (o\u00f9 m\u00eame\n nous avons vu un Faquir nud nu jett\u00e9 dans la cour d\u2019un petite temple de\n Bramah) est d\u2019un vif int\u00e9r\u00eat Humboldt und seine Begleiter waren am 18. (oder 19.)\n Oktober 1829 im Anschluss an den Besuch eines hinduistischen\n Gottesdienstes in Astrachan einem indischen b\u00fc\u00dfenden Faquir begegnet, der in einem\n Holzverschlag im Hofe des Indischen Tempels nackend (blos mit\n einer Schafdecke) bekleidet, hauste (Brief an Wilhelm vom 21. Oktober 1829 , vgl. Humboldt 2009a , 199, Nr. 64; Rose 1837\/1842 , II, 303 f.; ERST, Bl. 64v ). . Tout le monde demande s\u2019il y a des diamans dans l\u2019 Ural : nous r\u00e9pondons toujours \u201eque nous\n sommes s\u00fbrs que sous peu elles ils seront connus . \u201c Vous ne nous\n avez pas d\u00e9gag\u00e9 s de notre parole encore. Ce pendant je vois, et avec peine, que cette grande nouvelle qui , \u00e7a me semble , auroit d\u00fb \u00eatre annonc\u00e9 e par\n les jour naux et de la mani\u00e8re la plus positive, est r\u00e9pandue ici comme un bruit vague. On dit, en fait \u201e que le C te Comte P. Polier a trouv\u00e9 3\n diamans\n ou plut\u00f4t seulement quel que chose qui en approche.\u201c\n D\u2019autres ajoutent, \u201eil paroit qu\u2019il a \u00e9t\u00e9 tromp\u00e9, et qu\u2019il n\u2019y croit plus\n lui - m\u00eame ...\u201c J\u2019ai \u00e9t\u00e9 tr\u00e8s impatient\u00e9 de ces doutes et cependant je n\u2019ai pu\n parler des circonstances qui ont accompagnent accompagn\u00e9 la d\u00e9couverte et qui excluent toute tout espace d\u2019in certitude. Ce n\u2019est qu'\u00e0 Mr Monsieur de Cancrin que j\u2019ai \u00e9crit\n d\u2019ici combien la chose \u00e9toit moralement s\u00fbre, j\u2019ai d\u00fb le faire, parce qu'il\n m\u2019en parle le premier sans doute dans le ton de la bien veillance qu\u2019il a pour\n Vous, mon cher Comte, mais malheureusement aussi plein de doute s sur la sinc\u00e9rit\u00e9 des precashiki Humboldt verwendet hier m\u00f6glicherweise das\n Wort Prokazniki (\u043f\u0440\u043e\u043a\u0430\u0437\u043d\u0438\u043a\u0438 \u2013 Schelme, B\u00f6sewichter) als ironische\n Bezeichnung f\u00fcr sich und seine Reisebegleiter. ... Une annonce fran che et positive dans les journaux \u201e Mr Monsieur le C te Comte P. Polier vient de d\u00e9couvrir ... \u201c auroit\n emp\u00each\u00e9 tout cela et je me tourmente l\u2019esprit pour deviner ce qui a pu\n Vous engager \u00e0 attendre et \u00e0 courir la chance de\n voir\n \u00e9bruiter la d\u00e9couverte d\u2019une mani\u00e8re d\u00e9savantageuse.\n Vous voyez combien je tiens \u00e0 Vos int\u00e9r\u00eats et comment , depuis Votre d\u00e9part de Nishney , j\u2019ai feuill\u00e9 feuillet\u00e9 toutes\n les gazettes avec la plus vive impatience. Combl\u00e9s des\n politesses des habitans d\u2019ici nous partons demain lundi dans la soir\u00e9e Im Brief an Graf\n Ferdinand von Galen nannte Humboldt als Zeitpunkt der\n Abreise aus Moskau den 9. November 1829 um 8\n Uhr morgens ( Humboldt\n 2009a , 207, Nr. 70); vgl. ERST, Bl. 71v . 28 Oct Octobre \/ 9 Nov. Novembre . Daignez offrir l\u2019hommage de\n mon admiration \u00e0 l\u2019aimable Comtesse , et\n saluez bien cordialement l\u2019excellent Mr Monsieur G\u00f6the . A l. de Humboldt Moscou ce 27 Oct Octobre \/ 8 Nov Novembre 1829 \u00e0 Monsieur, Monsieur le Comte de\n Polier , Chambellan de S. Sa M . Majest\u00e9 l\u2019 Empereur ect ect \u00e0 St Saint - P\u00e9tersbourg","48":"Eine Vereinigung von Menschen , die nicht\n verstehen was man ihnen sagt u und unversch\u00e4mt drukken lassen, ehe man es durchsieht verdient keine Schonung. Ich h\u00fcte mich des halb vor einer solchen Ge sellschaft . Auch mir war heu te morgen der Aufsaz unangenehm gewesen \u201evon brennender\n Liebe\u201c u und Eichen des Urals !! Ich bin daher sehr daf\u00fcr, dass Sie die Beilage drukken lassen . Das liest man in russischen u und franz\u00f6sischen Bl\u00e4ttern dann widerholt. Das erste was \u00fcber unsere\n Reise von einem von uns bekannt wird, mu\u00df etwas ernstes wissenschaftliches\n enthalten, botanisch u und zoologisch spe cifische Namen der Naturprodukte od oder Fami lien enthalten u und nicht auf m\u00fcndlicher Mitthei lung beruhen. Sonst wird man glauben wir h\u00e4tten eine blos fl\u00fcchtige Spa zierreise\n gemacht. Die berliner Geographen wollen am\u00fcsiert sein aber Sie mein Theurer, sind zu etwas besserem geschaffen, als zum\n ersten Male nach Ihrer R\u00fcckkunft so aufzutreten. Ich theile ganz Ihre\n Entr\u00fcstung u und Sie m\u00fcssen au\u00dfer der Anzeige dem Pr\u00e4sidenten der Gesell schaft Ihre Klage vor bringen. Der Felis Zerbis ist sehr merkw\u00fcrdig u und da er ausgestopft werden kann, so lobe ich die\n Abbildung des ganzen Thieres. F\u00fcr den Tiger und die nicht auszustopfen den Thiere, z\u00f6ge\n ich um die b\u00f6se Nachre de zu vermeiden, die Abbildung des blo \u00dfen Felles vor. Wenn doch B\u00fcrde sich ge w\u00f6hnen wollte, die Thiere ohne Wald u und Landschaft gegen die Luft zu projiciren. Der theatralische Hase ist schlecht gestellt, kann aber\n zum Ma\u00dfe die nen . Herzlich Ihr AHumboldt Montags","49":"Comment laisser partir Votre excellent fr\u00e8re , mon cher Comte, sans Vous\n offrir , \u00e0 Vous et \u00e0 l\u2019aimable Comtesse , l\u2019hommage de mon respectueux d\u00e9vouement et de ma tendre amiti\u00e9. Je ne veux pas que dans Votre convalescence Vous Vous\n tourmen tiez \u00e0 m\u2019\u00e9crire, dictez quelques lignes \u00e0 Mr Monsieur Votre fr\u00e8re et ajoutez - y quelques mots de Votre main, afin que j\u2019aye la consolation de voir de\n l\u2019\u00e9criture d\u2019une personne \u00e0 laquelle je suis atta ch\u00e9 pour la vie. Les derni\u00e8res nouvelles que Mr Monsieur de Cancrin a bien voulu me donner de Votre \u00e9tat,\n Vous d\u00e9peignoit d\u00e9peignaient encore comme\n bien\n souffrant: mais voil\u00e0 le printems qui approche et heureusement le froid ne s\u2019est fait bien sentir que dans les pays du midi . Nous voudrions souffrir pour Vous , quand on a\n eu le bonheur de Vous voir de si pr\u00e8s, de comprendre que Vous avez , mieux que de l\u2019esprit et des talens, une chaleur d\u2019\u00e2me, une \u00e9l\u00e9vation\n de caract\u00e8re, une bienveillance qui ne se absent s\u2019absent jamais d\u2019un instant, lors qu\u2019on\n Vous a vu Vous retirer de Vous pr\u00e9cipiter dans la Wolga pour sauver \u2026 W\u00e4hrend der Schiffspassage von Ni\u017enij Novgorod nach Kazan st\u00fcrzten Ehrenbergs Aufzeichnungen vom 2. Juni 1829 zufolge\n drei der Begleiter des Grafen in die Wolga , wurden aber gerettet\n (vgl. ERST, Bl. 17r ). on Vous consid\u00e8re comme un \u00eatre privil\u00e9gi\u00e9, que la Providence aura soin de conserver: on vou droit pouvoir souffrir pour\n Vous all\u00e9ger le poids de la vie. De tous les souvenirs que nous con servons, Rose , Ehrenberg (le conteur \u00e9gyptien) et\n moi , de ce voyage de 18000 W Werst , le plus doux c\u2019est d\u2019 avoir \u00e9t\u00e9 avec Vous de Nischn\u00e9 \u00e0 Belaja Gora Polier hatte\n sich Humboldts Reisegesellschaft am 31. Mai 1829 in Ni\u017eneij Novogorod angeschlossen (vgl. Rose 1837\/1842 , I, 87 ; ERST Bl. 15v ) und diese bis nach Ku\u0161va am 1. Juli 1829 begleitet (vgl. ERST, Bl. 33v ; vgl. Alexanders Brief an Wilhelm vom 21. November 1829 in: Humboldt 2009a , 219, Nr.\n 79). . On voudroit pouvoir all\u00e9ger Votre existence, en Vous exprimant\n bien vivement ce que Vous savez laisser de sou venirs dans\n l\u2019\u00e2me. J\u2019ai presque honte de Vous dire que ma sant\u00e9 a singuli\u00e8rement gagn\u00e9 par ce voyage Meine Gesundheit ist ununterbrochen\n besser als in Berlin gewesen , hatte Humboldt bereits im\n Brief an Wilhelm vom 21. Juni 1829 erkl\u00e4rt\n ( Humboldt 2009a , 138,\n Nr. 38). Am 18. Juli\n 1829 hatte er dies pr\u00e4zisiert: Je souffre beaucoup\n encore de l\u2019estomac, cependant en masse je me porte mieux qu'\u00e0\n Berlin ( Humboldt\n 2009a , 151, Nr. 44). Am 5. November 1829 teilte er seinem Bruder\n mit: Ma sant\u00e9 a beaucoup gagn\u00e9 pendant le voyage ( Humboldt 2009a , 206, Nr. 69).\n Die Besserung seines Befindes f\u00fchrte er im Brief an Cancrin vom selben Tag auf die\n Reise und den Aufenthalt in freier Luft zur\u00fcck ( Humboldt 2009a , 138, Nr. 38:\n 204, Nr. 68), in den Briefen an Wilhelm vom 15. Oktober 1829 und an Arago vom 6. April und vom 10. Juli 1830 auf die vielen Ersch\u00fctterungen des Wagens w\u00e4hrend der Reise ( Humboldt 2009a 196, Nr. 63; Humboldt\/Arago 1907 ,\n 82f., Nr. XXII; 88, Nr. XXIII). que j\u2019accuse toujours , de Vous avoir fait du mal, mon cher Comte . Je dis \u00e0 tout le monde que j\u2019ai c\u00e9l\u00e9br\u00e9 ma 60 me ann\u00e9e sur le penchement asiatique de l\u2019 Oural , \u00e0 Miask . Ce mot , asiatique , sonne si bien et puis l\u2019 on me dit \u201eque j\u2019ai l\u2019air plus jeune.\u201c J\u2019ai la candeur de\n dire que cela me pla\u00eet, car je voudrois encore une fois\n aller Vous voir dans Votre Eldorado et voir Constantinople par la Crimm\u00e9e , Tiflis , Tebriz, T\u00e9h\u00e9 ran et Erzerum . Je voudrois mourir sur un grand\n chemin et aller partout o\u00f9 je n\u2019ai pas encore \u00e9t\u00e9. Je mourrai avant\n que tous mes r\u00eaves s\u2019accomplissent. Vouz avez s\u00e7u que Ehrenberg et\n moi , nous avons manqu\u00e9 en versant de nous casser le corps sur un\n pont \u00e0 quelques stations avant Riga An einem der letzten Tage der Reise war der\n Wagen, in dem Humboldt, Ehrenberg und Seifert sa\u00dfen, auf einer Br\u00fccke\n bei Engelhardtshof , zwei Stationen\n bzw. rund 40 Werst nord\u00f6stlich von Riga , auf eisglatter Stra\u00dfe umgest\u00fcrzt, ohne dass\n jemand zu Schaden gekommen w\u00e4re (vgl. Humboldts Brief an Cancrin vom 24. Dezember 1829 , ( Humboldt 2009a , 257, Nr.\n 96). . Je voudrois cependant Vous voir\n d\u00e9j\u00e0 sur ce pont. De gr\u00e2ce profiter du trai nage pour Vous\n transporter le plut\u00f4t possible dans le Sud. Je ne Vous verrai\n malheureusement pas ici mais , je l\u2019esp\u00e8re , \u00e0 Paris ; d\u2019ailleurs il n\u2019y a pas de voyage que je ne\n ferois tout expr\u00e8s pour me rapprocher de Vous. Si le Roi m\u2019engage \u00e0 le suivre \u00e0 T\u00f6plitz Humboldt reiste am 10. Juli 1830 im Gefolge Friedrich Wilhelms III. nach Teplitz . Am 3. August 1830 traf er wieder in Berlin ein. je serai avant le mois d'Ao\u00fbt en France pour 3 et 4 mois Humboldt brach erst am 28. September 1830 nach Paris auf, wo er am 3. Oktober eintraf.\n Er hielt sich bis zum 17.\n Januar 1831 in der franz\u00f6sischen Hauptstadt auf, stattete auf\n der R\u00fcckreise Goethe letztmals einen\n Besuch in Weimar ab und traf Ende Januar 1831 wieder in Berlin ein. . H\u00e9las! mon excellent ami Mr Monsieur Arago a perdu une des femmes les\n plus aimables et des plus spirituelles Aragos Ehefrau Marie-Suzanne-Lucie , geb.\n Carrier Besombes, war am 10. August 1829 gestorben. Offenbar hatte Humboldt von einer\n Erkrankung Marie Aragos gewusst. In Unkenntnis von deren Ableben zehn\n Tage zuvor, hatte er dem Freund am 20. August 1829 geschrieben: Je me flatte de l\u2019espoir que l\u2019excellente et spirituelle\n Mad[ame] Arago est avec toi et libre de ses maux ( Humboldt 2009a , 167, Nr. 50).\n Von ihrem Tod hatte Humboldt erst am Tag seiner R\u00fcckkehr von der\n Russisch-Sibirischen Reise nach Berlin aus einem nicht \u00fcberlieferten\n Brief Aragos erfahren (vgl. den Brief an Arago vom 15. Januar 1830; Humboldt\/Arago 1907 ,\n 77-82, N. XXI). de son tems. Il est d\u2019une m\u00e9lancolie d\u00e9sesp\u00e9rante . Je veux finir cette lettre, \u00e9crite \u00e0 la h\u00e2te, en Vous parlant d\u2019 argent et de diamans: c\u2019est ainsi que des pauvres comme moi parlent\n aux riches. Vous payerez 120 roubles de papier, cher ami, \u00e0 Mr Monsieur de Sch\u00f6ler en lui disant que c\u2019est pour moi . C\u2019est le prix de la lunette de Reichenbach Utz Frauenhofer que Vous avez voulu garder. 120 roubles d\u2019assignats. Vous voyez que cela n\u2019est pas cher. J\u2019 ai ordonn\u00e9 Votre\n Chronom\u00e8tre de 3000 francs d\u2019apr\u00e8s Vos Ordres. Pour me ruin\u00e9 ruiner , Gambey \u00e0 Paris , depuis la mort de Reichenbach et de Frauenhofer \u00e0 Munich sans contredit le premier m\u00e9cha nicien m\u00e9canicien (Ing\u00e9nieur d\u2019Instrumens) d\u2019Europe m\u2019a envoy\u00e9 deux Th\u00e9odolites au lieu d\u2019un. C\u2019 est un superbe Instrument \u00e0 peu pr\u00e8s de 6 \u2013 8 pouces de diam\u00e8tre avec lequel on\n fait toutes les op\u00e9rations g\u00e9od\u00e9siques (m\u00eame des nivellements) et\n toutes les op\u00e9ra tions astronomiques . Quan t d Vous se rez dans Vos terres Vous voudrez peut - \u00eatre Vous amuser \u00e0 chercher le tems vrai par les hauteurs de soleils pour r\u00e9gler Votre Chro nom\u00e8tre, rectifier un cadran solai re, d\u00e9terminer\n les distances ou mesurer des hauteurs g\u00e9od\u00e9siquement. Je n\u2019ai pas\n d\u00e9ball\u00e9 la caisse de l\u2019instrument pour pouvoir l\u2019 embarquer.\n Le prix a \u00e9t\u00e9 de 2200 francs, mais de gr\u00e2ce ne prenez que si Vous en\n avez quelque d\u00e9sir. Mille trendres respects \u00e0 l\u2019aimable Comtesse Polier , mes amiti\u00e9s bien tendres au bon Dr Docteur G\u00f6 the . Berlin, ce 26 F\u00e9vr F\u00e9vrier 1830 Al. Humboldt","50":"Sie sind zu sehr, mein theurer Rugendas , von meiner Anh\u00e4nglichkeit zu Ihnen u und meiner durch jede Ihrer Arbeiten immer steigenden Bewunderung Ihres Talents \u00fcberzeugt, als da\u00df ich durch meinen Rath im\n geringsten f\u00fcrchten k\u00f6nnte misverstanden zu werden. I ch freue mich Ihres Entschlusses nach Amerika zu gehen u und glaube da\u00df durch Sie nach lebendig aufgefa\u00dften neuen\n Typen eine neue Epoche der Landschaftsmahlerei beginnen wird Zu den folgenden Ratschl\u00e4gen Humboldts\n hinsichlich zu bereisender Regionen sowie lohnenswerter Landschafts- und\n Pflanzenmotive Amerika s vgl. auch\n sein Schreiben an Karl Friedrich Schinkel , Potsdam , 12. Juli 1830 , das\n weitere pr\u00e4zise Hinweise f\u00fcr Rugendas zur Darstellung von Pflanzenformen und\n Vegetationsgruppen enth\u00e4lt. , aber Ihr Amerika mu\u00df nicht Brasilien , nicht Cuman\u00e1 , Caracas od. oder der Magdalenen Strohm , od. oder gar die westindischen\n Inseln sein; Sie m\u00fcssen gerade dahin gehen, wo Palmen Welt, baumartige Farrenkr\u00e4uter , Bambus , Schneeberge u und Vulkane zusammen sind, also die Andeskette selbst von 10\u00b0 n\u00f6rdl. n\u00f6rdlicher bis 15\u00b0 s\u00fcdl s\u00fcdlicher Breite, also Quind\u00edu u und Tolima auf dem Wege von S. Santa F\u00e9 nach Popay\u00e1n ,\n oder Quito od. oder nach Mexico am Fu\u00df des Orizaba , doch hat Mexico wegen der leidigen Eichen schon einen zu n\u00f6rdlichen\n Charak ter. Quito od oder das Obere P\u00e9rou , die Abh\u00e4nge des Chimborazo gegen Guayaquil , hin, der ganze Weg , der ge w\u00f6hnliche von Carthagena , Tur baco nach Bogot\u00e1 , Passo de Quind\u00edu , Popay\u00e1n ,\n Vulcane von Sotar\u00e1 , Purac\u00e9 , Pasto bis Quito und Guayaquil ist am er reichbarsten, od. oder von Peru aus der See von Titicaca und die von Pentland gemessenen Berge. H\u00fcten Sie sich vor\n der ge m\u00e4\u00dfigten Zone, vor Buenos- ayres und Chili od. oder vor Schnee- u und Vulcan-losen L\u00e4ndern vom Orinoco und Amazonen Strohm od. oder gar vor den klei nen Inseln. Ein gro\u00dfer K\u00fcnstler wie Sie mu\u00df das gro\u00dfe suchen . H\u00fcten Sie Sich vor allem, was von diesem Zwekke abf\u00fchrt; Herr v von Arnim ist ist ein tref licher Mann, der aber dieses Land wenig kennt.\n Hier ist nichts anzukn\u00fcpfen, vielleicht ein Bild gut zu verkaufen,\n besonders wenn Sie es zur Ausstellung schikken, aber nichts durch\n pers\u00f6nliche Gegenwart zu gewinnen. Es wird mich eben so\n herzlich freuen Sie hier als in Paris zu sehen, wo ich gewi\u00df Ende dieses Sommers od oder fr\u00fcher sein werde. Da meine Rei sen jezt gar nicht von\n mir abh\u00e4ngen, so mu\u00df keiner Ihrer Plane sich danach\n modificiren. Wahr scheinlich verlasse ich Berlin dieses Fr\u00fchjahr nicht, es sei denn\n da\u00df des Kaiser s Reise nach Ru\u00dfland Wohl vielmehr: ins K\u00f6nigreich Polen . mich veranla\u00dfte nach Warschau zu gehen Am 21. Mai 1830 reiste Humboldt im Gefolge des\n preu\u00dfischen Kronprinzen Friedrich\n Wilhelm nach Warschau und von dort nach Fischbach in Niederschlesien (vgl. Alexander von\n Humboldt-Chronologie, edition humboldt digital, https:\/\/edition-humboldt.de\/H0004715 sowie den folgenden Brief Humboldts, Fischbach, 15. Juni\n 1830 ). . Ihr eigentliches Project d\u00e4chte ich, m\u00fc\u00dfte sein , zu versuchen, ob nicht in Paris unmittel bar bei dem Ministerium der\n Plan gel tend zu machen w\u00e4re, da\u00df Sie auf\n 3\u20134 Jahre 5\u20136000 francs j\u00e4hrlich bek\u00e4men , um f\u00fcr den Jardin des Plantes oder die Acad\u00e9mie des Beaux - Arts eine Samlung von Naturstudium Naturstudien einzelner Pflanzen-Gruppen nach Familien geordnet, mit der Feder\n gezeichnet an zufertigen. Da Sie doch \u00fcber Paris gehen werden, so werden Sie dort durch\n unsere gemeinschaftlichen Freunde , besonders durch Herrn G\u00e9rard erfahren, wie die Menschen hei\u00dfen , bei denen ich unmittelbar wirken k\u00f6nnte, nicht Cuvier , nicht Forbin , sondern der Minister des Inneren od. oder eine m\u00e4chtige Person unter diesem . Ich werde Ihnen jede Empfehlung schikken, die Sie\n w\u00fcnschen und eine kr\u00e4ftige, in der ich den Nuzen einer solchen Reise\n aus einanderseze. Man mu\u00df zeigen, da\u00df botanische\n Zeichnungen nicht die Natur des Pflanzenwuchses geben, da\u00df etwas zu\n thun \u00fcbrig ist, was nie geschehen ist, da\u00df mit solchen Zwekken auch andere Nebenzwekke zu vereinigen sind\u2026 Hoffentlich hat sich bis dahin das Ministerium ganz od oder theilweise in Frankreich ge\u00e4ndert: aber auch bei diesem w\u00fcrde ich Schritte thun, wenn Sie von Paris aus (denn fr\u00fcher k\u00f6nnen Sie\n nichts bestimtes erfahren) mir sagen k\u00f6nnen, wer ich solchen F\u00e4llen\n m\u00e4chtig ist. Von dem Jardin des plantes wird nichts ausgehen, aber man mu\u00df sich auf ihn berufen k\u00f6n nen, wenn er befragt wird. Da\u00df ich Ihnen auf jeden Fall Empfehlungen nach Amerika gebe , versteht sich von selbst, aber\n leider ! fast nur an anonyme stets wechselnde\n Beh\u00f6rden, denn au\u00dfer Bol\u00edvar und Lucas Alam\u00e1n ist keiner meiner\n Be kannten mehr am Leben od. oder im Lande. Rechnen Sie ganz auf meine Theilnahme in\n Bewunderung Ihres sch\u00f6nen Talents. Ihr AlHumboldt Berlin den 2 8 ten Merz 1830. Verzeihen Sie die gro\u00dfe Eile mit der ich schreibe .","51":"Ich bin auf meiner Abreise Am 21. Mai 1830 reiste Humboldt im Gefolge des\n nachmaligen K\u00f6nigs Friedrich Wilhelm\n IV. , von Berlin nach Warschau (Er\u00f6ffnung des\n polnischen Reichstages). Am 3. Juni nahm Humboldt an einer Sitzung der Warszawskie Towarzystwo Przyjaci\u00f3\u0142\n Nauk teil, bei der er eine lange Rede zum Anlass seiner\n feierlichen Aufnahme als Ehrenmitglied der Gesellschaft hielt (vgl. Zielnica 2004 , 55\u201358).\n Nach weiteren Stationen kehrte er am 23. Juni nach Berlin\n zur\u00fcck. begriffen, habe aber weitl\u00e4ufigst mit Hr Herrn Rother Christian\n Rother war seit 1820 Chef der preu\u00dfischen Seehandlung , 1835\u20131837 preu\u00dfischer\n Handelsminister. Humboldt korrespondierte mit ihm zwischen 1818\u20131846.\n Der Forschung sind derzeit 12 Briefe bekannt, davon 5 von Humboldt an\n Rother. f\u00fcr Sie gesprochen. Er ist ganz von der N\u00fcz lichkeit\n Ihrer Reise \u00fcber zeugt und harrt nur auf eine Antwort von\n Minister Altenst Altenstein . Um diese zu beeilen, habe ich an diesen geschrieben, u und nichts ver s\u00e4umt um Ihnen Beweise meiner\n freundschaftlichsten Hochachtung zu geben. AlHumboldt B. Berlin den 14 . Mai 1830 Sr Seiner Wohlgeboren Herrn D. Doktor Meyen","52":"Es hat mich innigst geschmerzt, mein\n theurer Rugendas , da\u00df eine Ihnen vor\n Monathen ge\u00e4u\u00dferte Besorgni\u00df, Sie in Berlin nicht begr\u00fc\u00dfen zu k\u00f6nnen, nicht erf\u00fcllt worden ist. In dem hiesigen Wirrwar des Lebens ist es mir\n nicht m\u00f6glich gewesen , Ihnen die Empfehlungsbriefe nach Paris , London u und dem Spanischen America schreiben zu k\u00f6nnen. D Es wird mir nicht gl\u00fckken Sie noch in Berlin zu sehen; (denn wenn ich auch nicht nach Warschau zur\u00fckgehe, so gehe ich doch wahrscheinlich vor Tepliz nach Ober Schlesien ) , aber ich werde Ihnen p\u00fcnkt lichst alle u und die herz lichsten\n Empfehlungsbriefe wohin Sie wollen nach schikken. Ich werde sie an den G. Geheimen O. B. Rath Oberbaurath Schinkel nach Berlin adressiren: Sie haben mir leider ! keine Adresse\n ge schikt; da Sie aber Herrn Schinkel gewi\u00df kennen, so\n werden Sie wohl mit diesem das Nachsenden nach London od oder Paris verab reden . Ich vermuthe, mein theurer, da\u00df Sie Privat Gr\u00fcnde haben, das ungesunde, oft besuchte, Schnee u und Vul kan lose, etwas gemeine Haiti besuchen zu wollen. Von England verspreche ich mir eben falls leider ! wenig\n f\u00fcr Sie und w\u00e4ren Sie meinem Rathe gefolgt, von M\u00fcnchen di recte nach Paris zu reisen und mir von dort zu mel den an wen in der dermaligen Lage\n der Dinge ich mich h\u00e4tte wenden k\u00f6n nen, so w\u00e4re alles leichter gewesen. Doch dies ist bei Ihrem edelen\n Eifer kein Vorwurf. Mit inngister Anh\u00e4nglichkeit Ihr AlHumboldt Fischbach , den 15 . Jun Junius 1830.","53":"Es ist mir eine sehr unerwar tete Freude , Sie, liebster Rugendas , noch hier zu wissen . Wenn ich Sie jezt (ich bringe diesen Brief selbst) nicht finde,\n so komme ich heute Nachmittag (von Charlottenburg zur\u00fckkehrend) zu Ihnen zwischen 4\u00bd bis\n 6 Uhr. Ich war gestern in Potsdam . AlHumboldt Montags Se Seiner Wohlgeboren Herrn Moritz\n Rugendas Charlottenstra\u00dfe n numero 27","54":"An Herrn Geh. B R ath Geheimrath Schinckel Hochwohlgeboren (Ich lasse den Brief offen) Potsdam , Montag fr\u00fch in\n gro\u00dfer\n Eile. Darf ich Sie bitten, theurester Geheimer Rath, von meinem vielj\u00e4hrigen\n Freunde Herrn Ban quier M. Moses Friedl\u00e4nder , (Burgstra\u00dfe) die Summe von 50 St. St\u00fcck Fr. Friedrich d\u2019or zu em pfangen und sie Herrn Rugen das mit vielen Gr\u00fc\u00dfen von mir, zu geben u und ihn zu bitten, mir nach Tepliz 2\n Quittungen zu senden: \u201eEmpfangen von Herrn G. R Geheimrat von Humboldt f\u00fcr ein Bild, in\n Besiz Sr Seiner Ma jest\u00e4t des\n K\u00f6nigs 30 St. St\u00fcck Fr. Friedrich d \u2019 or. Rugendas \u201c und \u201e Empf. Empfangen von Herrn G R Geheimrat v. von H Humboldt f\u00fcr ein Bild im Besiz Sr Ihrer K. K\u00f6niglichen Hoheit der Prinzes sin Carl von Preu\u00dfen 20 St. St\u00fcck Fr. Friedrich d\u2019or Rug. Rugendas \u201c Sie werden leicht Rugendas \u2019 Wohnung (unfern der Stadt Rom , der\n neuen Caserne gegen\u00fcber) erfahren. Er hat also jezt nichts auf\n der Pfauen Insel abzuholen u und sich auch nicht um das firnissen des Bildes ( hochst\u00e4mmige Farrenkr\u00e4uter ) der Prinzes sin Carl zu\n bek\u00fcmern . Sie wird das selbst be sorgen lassen u und nicht zu fr\u00fch. Verzeihen Sie diese viele M\u00fche mein\n theurer, u und sagen Sie Rugendas er solle ja die baumartigen Farrenkr\u00e4uter noch einmal malen, ich habe gestern wieder erfahren wie sehr solche gemahlte Studien einzelner Fami lien gefallen: er solle ja auf seiner Reise, neben wirklichen Landschaften reizen der Gegenden, Schneeberge u und contrastirtere Gruppen, (Zusammenwachsen in W\u00e4ldern) einzelne Gruppen einer und derselben Pflanzenart mahlen , verschiedenen Alters; filices; F\u00e4cher palmen ; Palmen mit gefiederten Bl\u00e4ttern; Bam busen ; cylindrische Cactus ; rothbl\u00fchende Mimosen , Inga (die Abtheilung mit gro\u00dfen Bl\u00e4t tern); ganz feinbl\u00e4ttrige; baumartige Malvaceen , beson ders den \u00e1rbol de las Manitas ( Cheirantoden dron Chiranthodendron ) in Toluca ; die den ber\u00fchmten Ahchuete von Xalisco Atlisco (ein tausendj\u00e4hriger Cupressus disticha )\n bei Mexico ; das Wachsen der sch\u00f6nbl\u00fchenden Orchisarten auf Baumst\u00e4mmen, wenn sie wie runde Nester im In neren mit\n Moos, bilden, um welche moosigte Scheiben die Wurzel-Zwiebeln des Dendrobium umherstehen Schematische Zeichnung einer Orchideenbl\u00fcte. ; einen umgefallenen Feige n - od oder Cahoba - ( Mahagony ) Stamm ) ganz mit Orchideen , Bannis terien und Bauhinien (Schling pflanzen) besezt Schematische Zeichnung der Pflanzenform der Lianen. Vgl. Humboldt 1826 , I,\n 38. ; andere 20 \u2013 30 Fu\u00df hohe Gr\u00e4ser, von Bambusa , Nastus verschieden Schematische Zeichnung der Pflanzenform der Gr\u00e4ser (Grasform). Vgl. Humboldt 1826 , I,\n 39f. foliis distichis. Studien von Pothos und Dracontium ; ein Stamm von Crescentia\n Cujete mit Fr\u00fcchten beladen, die aus dem Stamm hervorbrechen; ein bl\u00fchender Theobroma\n Cacao , der Bl\u00fc then aus den Wurzeln\n treibt; die Pfahl - u und bretterartigen 4 Fu\u00df hohen Wurzelausw\u00fcchse des Cupressus disticha ; Stu dien von Felsen\n mit Seetang ( fucus ) bewachsen; blaue Nymphaen im Wasser; Gustavia ( Pi riga ra ) u und Lecythis bl\u00fchend; Aussicht von oben (von einem Berge herab) auf einen\n Tropen Wald so da\u00df man blo\u00df die Gipfel der bl\u00fchenden Laubb\u00e4ume sieht,\n \u00fcber welche sich die nakten Palmen st\u00e4mme wie ein S\u00e4ulengang erheben, ein Wald \u00fcber dem Walde Darstellung von Palmen, die sich \u00fcber dem Laubdach eines Waldes\n erheben. Humboldt beschrieb diesen Landschaftseindruck insbesondere am\n Beispiel der Quindio-Wachspalme ( Ceroxylon\n quindiuense ). Vgl. Humboldt 1826 , I, 103. ; Unterschiede der Physionomien von Pisang - und Heliconien -Gew\u00e4chsen \u2013 lauter pittoreske Gegenst\u00e4nde, die aber erst rechte Wichtigkeit erlangen wenn man sie absichtlich isolirt\n darstellt . AlHumboldt","55":"Meinen innigsten Dank f\u00fcr Ihre sch\u00f6nen Hefte . Meine durch die wilden Begebenheiten an der Weichsel Humboldt bezieht sich hier auf den Verlauf des\n Novemberaufstands in Polen. Am 29. November 1830 hatten Aufst\u00e4ndische in\n Warschau versucht, den Bruder des\n Zaren zu t\u00f6ten. Am 3. Dezember bildeten sie eine\n provisorische Regierung; der Oberbefehlshaber der Armee J\u00f3zef Ch\u0142opicki erkl\u00e4rte sich am 5.\n Dezember zum Diktator. beschleunigte Abreise und der Zeitfressende ungl\u00fckliche Proze\u00df Vier ehemalige Minister Karls X. mussten sich ab dem 15. Dezember 1830 vor der\n Pairskammer f\u00fcr die Unterzeichnung der Juliordonanzen verantworten.\n Dieses am 26. Juli 1830 ver\u00f6ffentlichte Dokument, in dem die\n Pressezensur eingef\u00fchrt und das geltende Wahlrecht eingeschr\u00e4nkt wurde,\n gilt als unmittelbarer Ausl\u00f6ser der am folgenden Tag ausgebrochenen\n Julirevolution. zwingen mich , Sie zu bitten, mich schon morgen Donnerstags 11\u00bd Uhr g\u00fctigst zu\n empfangen . AlHumboldt Mittwoch \u00e0 Monsieur Monsieur Rugendas Quai Malaquai n num\u00e9ro 15.","56":"Mit dem besten Willen mein\n theurer Rugendas, ist es mir leider ! troz zwei maligen Versuchs nicht ge gl\u00fckt, das\n bewu\u00dfte Gesch\u00e4ft im Palais Royal\n zu Stande zu bringen, ja auch nur Neugierde zu erre gen. Man ist noch immer von anderen Interessen bedr\u00e4ngt u und ich glaube Sie m\u00fcssen Sich durch diese Aussichten nicht von\n anderen Planen abhalten lassen. Ihr AlHumboldt Donnerstags \u00e0 Monsieur Mr Monsieur Rugendas Quai Malaquai n num\u00e9ro 15","57":"Ich freue mich, mein theurester Herr Rugendas , Ihnen nun noch bestim\u0305ter sagen zu\n k\u00f6nnen, was Sie vielleicht schon durch Herrn Maler Schulz wissen, da\u00df es mir endlich ge gl\u00fckt ist, durch Schinkel , Ihre sch\u00f6nen 4 Landschaften dem K\u00f6nig selbst f\u00fcr die Summe von\n 70 St\u00fck Friedrichs d\u2019or kaufen zu lassen. Bei der maligen\n Geldverh\u00e4ltnissen war nicht mehr zu erhalten u und Ihr Gesch\u00e4ftstr\u00e4ger Schulz hat darin gewilligt. Ich kann\n Ihnen sogleich den Werth der 70 St St\u00fcck Fr Friedrichs d\u2019or bei Herrn Leo auszahlen\n lassen , bitte Sie aber mir selbst ein Paar Zeilen des Dankes an Geh Geheim Rath Schinckel zu schreiben, u und mir beiligen de Quittung ganz von Ihrer Hand geschrieben mit dem Briefe recht bald zu \u00fcbermachen Ihr AlHumboldt R. Rue Colombier H\u00f4t. H\u00f4tel d\u2019Angleterre den 30 . Merz auf einem Quartblatt Dass ich von dem Wirklichen Herrn Geheimen Rath von Humboldt 70 St. St\u00fcck Fr. Friedrichs d\u2019or f\u00fcr vier Land schaften, welche Se. Seine Maj Majest\u00e4t der K\u00f6nig von Preussen allergn\u00e4digst zu kaufen geruht haben, (Namens des k\u00f6n. k\u00f6niglichen Herrn Geheimen Kamerier Kienast ) sieben zig\n St\u00fcck Friedrichs- d\u2019or richtig empfangen , bescheinige ich hiermit . Rugendas Paris den 30 . M\u00e4rz 1831.","58":"J\u2019ai din\u00e9 hier avec le G l G\u00e9n\u00e9ral Athalin . Il se souvient tr\u00e8s bien\n de Votre beau travail: il m\u2019a dit que la chose ne peut \u00eatre\n propos\u00e9e au Roi que par Mr Monsieur d\u2019Argout , qu\u2019il a \u00e9crit \u00e0 ce Ministre en\n Votre faveur: Il m\u2019a engag\u00e9 de le faire aussi. Voi l\u00e0,\n mon cher Mr Monsieur Ru gendas , ce que j\u2019ai fait ce matin de la ma ni\u00e8re la plus\n expressive en nommant Mr. Monsieur Cuvier et G\u00e9rard . J\u2019ai le meilleur espoir\n et je n\u2019 ai rien n\u00e9glig\u00e9 . A.Humboldt Samedi \u00e0 Monsieur Monsieur Rugendas quai Malaquai 15.","59":"Leider ! ist mein Brief schon\n abgegangen, aber um nicht den Minister u und General Athalin Erfolglose Schritte thun zu lassen, mu\u00df ich morgen fr\u00fch wieder an Gr. Graf d\u2019Argout schreiben u und ich bitte Sie mir bis morgen Mit tag recht bestim\u0305t zu schreiben ob ich die Sache nun hintertrei ben soll. In der\n Unbe stimmtheit kann ich sie nicht lassen. Ihr AlHumboldt Sonnabend. \u00e0 Monsieur Monsieur Rugendas peintre quai Malaquai n num\u00e9ro 15","60":"Erlauben Sie, theurester Freund und Gef\u00e4hrte dass ich Ihnen und unserem Gustav Rose den treflichen Zoologen Herr Gaimard , dessen Weltumsegelungen dem hiesigen Museum so unendlich n\u00fczlich gewesen ist,\n dringend empfehle . Es ist ein einfacher, beschei dener, sehr braver Mann den die Cholera vom Institute aus gew\u00e4hlt, nach Russland zieht. Empfangen Sie guter\n Ehrenberg meinen herzlichsten Gl\u00fcckwunsch zu ihrer Verbindung die gewiss bei einem so edlen, gef\u00fchl vollen Abyssinier als Sie sind (nach unseres guten Gustavs Bei spiel) Ihr h\u00e4ussliches Gl\u00fck vermehren wird. Mit alter Anh\u00e4nglichkeit Ihr Al Humboldt Paris den 10 Juni 1831 Danken Sie innigst Gustav f\u00fcr seinen interessanten goldenen Brief und dem Bruder f\u00fcr sein sch\u00f6nes analytisches Werk.\n Bitten Sie unseren Gustav doch ja bald sein \u2609 drukken zu lassen u und mir gedrukt zu senden .","61":"\u00e0 Monsieur, Monsier le Professeur Ehrenberg membre de l\u2019 Acad\u00e8mie de Berlin, Corresp Correspondant de l\u2019 Institute de France et cet cetera Universit\u00e4tsgeb\u00e4ude \u00e0 Berlin Paris R Rue Colobier h\u00f4t. h\u00f4tel d\u2019Angleterre Montags 19 Dez Dezember 1831 Wenn alles nach meinen W\u00fcnschen gegangen ist, theurer Ehrenberg, so muss der\n officielle Brief Ihrer Ernennung als correspondir. correspondirendes Mitglieds des Instituts schon seit einem Tage in Ihren H\u00e4nden sein . Arago hat sich so freundlich dabei benommen\n dass er (troz seiner po litischen W\u00e4rme) dem\n Oppositions Kampfe wegen Lyon heute in der\n Deputierten Kammer nicht\n bei gewohnt und mir vor einer\n halben Stunde schon die heute erfolgte Ernennung samt dem Ernennungs briefe gebracht hat. Da die Postcomptiore um 5 U. Uhr schliessen so habe ich jenen Brief nur schnell k\u00f6nnen auf die Post tragen\n lassen und habe darauf Verzicht thun m\u00fcssen, Ihnen zugleich meinen Gl\u00fcckwunsch abstatten zu k\u00f6nnen. Empfangen Sie diesen jezt aus vollem\n Herzen. Sie m\u00fcssen an M Monsieur le Pr\u00e8sident de l\u2019 Academie des Sciences eine recht kurze Danksagung franz\u00f6sisch od oder lateinisch schreiben . Das erste ist gebr\u00e4uchli cher aber nicht notwendig . Sie wissen, mein theurer Ehrenberg, wie ich Ihnen\n anh\u00e4nglich und dank barst ergeben bin. Es war\n gleich als Dutrochet vom Correspondenten Mi wirkliches Mitglied wurde meine Verabredung beider Cuvier\u2019s und mir,\n Ihnen die nun vacante Corresp. Correspondenten Stelle der Zoologie zu verschaffen . Ihr Name und Ihre\n Arbeiten Wollten Sie nicht, theurer Ehrenberg, durch\n baldige Buchh\u00e4ndlergelegenheit an die Bibliothek des Instituts Ihre Symbolae Ehrenberg 1828 od oder das \u00e4ltere Werk chen Observ. Observationes Mycologicae Ehrenberg 1818 ? und das Convolut noch nicht erschienener Kupfer senden. Ein\n solches Con volut gerollt k\u00f6nnte selbst ein Courier bringen,\n denn ich glaube dass der K\u00f6nig der polit politischen holl\u00e4nd. holl\u00e4ndischen Conjuncturen wegen mich vor Winter nicht zu r\u00fckkehren l\u00e4sst. AlHumboldt stehen hier so hoch, dass\n diese Ernennung leicht schien, aber (horrendum dictu!) der jezige Pr\u00e4sident des Instituts Dum\u00e9ril sezte sich in den Kopf seinen Neffen Lesson der die Welt umsegelt hat,\n ernennen zu lassen. Sie begreifen wie solche Unthat in einer Akademie von\n 70\u201380 Mitgl. Mitgliedern m\u00f6glich ist, da der grosse Cuvier bekanntlich herz u und w\u00e4rmelos keinen Einfluss aus\u00fcbt, leicht in Schlachten nachgiebt und da so\n viele Stimmge benden keinen deutlichen Begriff von einem \u201e Zoologue du Nord\u201c haben k\u00f6nnen. Dazu kam noch\n eine \u00fcberaus alberne erste Praesentation von 22 Candidaten in zwei Cohorten als pour l\u2019Anatomie et la Zoologie, in der ersten au premier rang Carus , in der zweiten au pre mier rang Mr Monsieur Ehrenberg , au second Mr Monsieur Lesson .. Diese Praesentation wurde\n umgestossen, die Section d\u2019Ana tomie et de Zoologie sei eine u und dieselbe, die Section muss sich entscheiden, wer \u00fcberhaupt der erste in Vor schlag sei, ob Sie od oder Carus , ob man einen Anatomen od oder Zoologen wolle.. Die Section mismuthig versammelte sich wieder und die\n Stimmenmehrheit der Section entschied que Mrs Messieurs Ehrenberg et Lesson seroient port\u00e9s en premi\u00e8re ligne, pour la m\u00eame ligne.. So\n geschah der zweite Vorschlag in pleno, \u00fcberall h\u00f6rte man sagen, M Monsieur Lesson est un b\u00eate, comment peut on placer M Monsieur Ehrenberg et M Monsieur Lesson sur une m\u00eame ligne, aber der Dum\u00e9rilsche Einfluss zu Gunsten des anwesenden Neffen lie\u00df alles besorgen. Ergrimmt habe\n ich dann in den lezten Tagen alle meine K\u00fcnste des alten Einflus ses aufgeboten u und es ist uns gl\u00e4nzend gegl\u00fckt . Sie haben 37 Stimmen gez\u00e4ht gez\u00e4hlt , Lesson 8\u201310 die anderen verloren. N 37. Die zweite Liste war Zoologen Ehrenberg mit Lesson de la Acaja Gaymard. Ich habe\n eine Liste Ihrer Arbeiten von den Pilzen Ehrenberg 1818 bis zu der grossen Entdekkung der Infusorien durch Geoffroy St Saint Hilaire verlesen lassen, ich habe (da eine Weltumseglung\n noch auf Schwache wirkt) gezeigt da\u00df Sie unter allen jezt lebenden Zoologen\n derjenige sind der die Thierwelt aller Classen von 14\u00b0-60\u00b0 Br. Breite in den gr\u00f6ssten Landreisen erforscht hat der tiefe anatomische und zool. zoologische Kenntnisse mit einem sch\u00f6nen k\u00fcnstlerischen Talente verbindet. Arago hat durch Jameson\u2019s Journal Jameson 1826-1864 gezeigt dass Ihre Entdekkung der Organisation der Infusorien zu den\n \u201eEpo che machenden\u201c Entdekkungen geh\u00f6rt, er hat daran erinnert wie Sie als Physiker n\u00fczlich gewesen sind... Fr\u00e9d\u00e9ric Cuvier , Arago u und Geoffroy sind uns am n\u00fczlichsten ge wesen. George Cuvier hat auch \u00f6ffentlich mit gerechtem Lobe \u00fcber Ihre Arbeiten gesprochen aber ich wiederhole, sein\n Einfluss ist seiner n\u00e4t\u00fcrlichen K\u00e4lte wegen, gering. Seit Sonnabend Abend\n bis gestern Sontag habe ich um alles zu sichern in den variirtesten Formen\n des Lobes \u00fcber Sie, 34 Briefe , durch die kleine Post\n geschrieben und h\u00f6ren Sie wohl, Briefe wie gemahlt die man lesen konnte. So ist der Hergang der Sache gewesen, der\n ich darf es hoffen, Ihnen gewiss Freude macht. Indem Die jezigen 10 Corresp. Correspondants der Section der Zoologen\n sind:\n ausw\u00e4rtige Sir Everard Home , Huber (in Genf), Tiedemann , Ru dolphi , Ehrenberg ; die\n inl\u00e4ndischen Provenzal (nicht meine S\u00fcnde,\n sondern Berthollet\u2019s ) Bory St Saint Vinc Vincent , Desmarest , Quoy , L\u00e9on Dufour . Es entscheidet leider! kein Gesez, wie viel einheimische Corresp. Correspondants eine Section haben soll, da nun nie ein ein heimischer gew\u00e4hlt\n werden w\u00fcrde, wenn er allen grossen Zoologen im \u00fcbrigen Europa die Wage\n halten sollte, so entsteht daraus ein Uebel wie das vorliegende, dass ein Mann\n wie Sie, mit Lesson au pair vorgeschlagen\n wird . Es heisst bloss ein Fremder und ein Einheimischer. Sie werden\n die Weitschweifigkeit meines Briefes fast l\u00e4cherlich finden, mein guter Ehrenberg, aber eine Wahl im Institute (und es ist eine gute Seite der Nation) sezt alles in Bewegung und in den lezten\n 12 Tagen waren Sie mein einziger und lieber Gedanke. Ich hoffe dass meine asiat. asiatischen Fragmente in Ihren und unseres lieben Rose H\u00e4nden sind. Die schwierige Versendung durch Couriere die nur bis Saarbr\u00fck gehen ist Schuld an der Versp\u00e4tung\n gewesen . Gr\u00fcssen Sie Gustav Rose herzlich und\n versichern Sie ihm dass ich wenn die Gelegenheit sich darbietet, eben so lebendig an Seiner Wahl und der seines treflichen Bruders arbeiten werde . Denken Sie dass ich seine geistreiche Arbeit \u00fcber den Uralit u und Augit erst heute empfangen habe. Nur der Brief mit den Mineralen\n kam mir \u00fcber England vor 3 Wochen\n zu . Herzliche\n Gr\u00fcsse an unsere Freunde! Meine innige Verehrung Ihrer Gattin die mich gewiss als einen Ihrer w\u00e4rmsten Freunde, einst\n wohlwollend aufnehmen wird. Verzeihen Sie und unser Rose es meiner \u00e4usseren Lage, Versprechungen die ich vor unserer\n Abreise nach Russland habe eingehen m\u00fcssen, Fr\u00fcchte der gemeinschaftlichen Unter nehmung\n \u00f6ffentlich bekannt zu machen, wenn ich eine unbescheidene dringende Bitte\n hinzuf\u00fcge . Ich weiss durch eigene Correspondenz u. und durch die der hiesigen Russ. Russischen Gesandschaft dass man in Petersburg unzufrieden damit ist, dass \u00fcber die Reise nichts erscheine . Bei der Freundlichkeit mit der\n wir fortdauernd von Cancrin und der russ. russischen Regierung behandelt worden sind kann uns allen diese Stimmung nicht\n gleichg\u00fcltig sein . Es liegt uns eine Verbindlichkeit ob die wir alle durch die Reise\n eingegangen sind und die n\u00e4chtlich oft der Gegenstand unseres Gespr\u00e4chs geworden\n ist. Verz\u00f6gerung in litterarischen Unternehmungen l\u00e4sst sich stets durch Ueber h\u00e4ufung mit anderen Arbeiten, Wunsch etwas\n gr\u00fcndlicheres zu liefern Cholera ... entschuldigen aber (und das ist der wichtige Punkt) wir m\u00fcssen der schon in Petersburg verbrei teten Sage \u201ewir h\u00e4tten nur\n Sammlungen haben wollen, es werde nichts Ganzes \u00fcber die Fr\u00fcchte erscheinen\u201c,\n entgegen arbei ten. Das ist die Veranlassung meines Fragmens d\u2019Asie der Dedication und der Vorrede gewesen (die 3 Titel sind w\u00f6rtliche\n \u00dcbersezung en von denen in denen\n wir gegenseitig \u00fcberein gekommen waren.). Ich erwarte einen guten Effect von den Frag mens asiatiques die ich\n ihrer sonstigen Ma gerkeit wegen gern zur\u00fckgehalten h\u00e4tte . Von dem gr\u00f6ssten Theile meiner Manuscripte hier getrennt, war es mir\n unm\u00f6glich mehr zu liefern. Es w\u00fcrde mich sehr sehr betr\u00fcben wenn Sie und\n unser Gustav den ich von fr\u00fcher Jugend an so\n innigst liebe , und dessen Arbeiten so gediegen sind, in dieser Auseinandersezung meiner Lage einen Keim des Vorwurfs finden\n k\u00f6nnten. Wie k\u00f6nnte ich der ich mein Amerikan. Amerikanisches Werk so hingeschleppt mir einen Vorwurf gegen Sie beide erlauben!!\n Nein meine Bitte ist, Hilfe und diese Hilfe kann uns der gute Rose am freihesten und leichtesten gew\u00e4hren. Alle Aufmerksam keit von Cancrin ist auf \u03c4\u1f78\u03bd \u03c7\u03c1\u03c5\u03c2\u1f78\u03bd \u03c4\u1f78\u03bd \u1f31\u03c1\u1f78\u03bd Herodot , Historiae IV, 7, 1 wie Herodot ja selbst das Skytische\n Uralsche Gold nennt gerichtet. Bitten Sie Rose daher recht inst\u00e4ndigst bald seine goldenen Spr\u00fcche\n druk ken zu lassen, je weitl\u00e4ufiger desto besser . Wie aber wenn er gar den Muth fasste jene\n Abhandlungen zuerst in seinem eigenen Werke: Reise nach dem n\u00f6rdlichen\n Asien; Minera logischer, geognostischer und\n bergm\u00e4nnischer Theil von Gustav Rose ,\n erscheinen zu lassen. Ein solches Werk k\u00f6nnte ja lieferungsweise zu 12 und\n 12 Bogen od. oder weniger erscheinen. Er k\u00f6nnte mit einzelnen Abhandl. Abhandlungen \u00fcber das Gold Uralit, Silber anfangen, gleichsam den Grundlagen\n der nachfolgenden Beschreibung des Urals . Ein Titel, eine kleine Vorrede und die goldenen Spr\u00fcche .. geben gleich die erste\n Lieferung . Zum Schwimmen muss man sich ins Wasser st\u00fcrzen . Nichts w\u00fcrde ja nachher Poggendorf hindern Ausz\u00fcge aus diesen Abhandlungen zu liefern und wir k\u00e4men so auf\n einmal dem Zwekke n\u00e4her . Ich wage es nicht meine Idee\n auf zu dr\u00e4ngen. Ich wer de mit allem zu frieden sein was Sie ud und unser Freund bestimmen. Aber eine grosse Freude w\u00fcrde es mir\n sein wenn statt des Einr\u00fckkens einzelner Abhandl. Abhandlungen in Zeitschrif ten Sie sich beide entschliessen k\u00f6nnten eigene Werke anzufangen.","62":"Mein langer Brief \u00fcber Ihre Ernennung im Institute, theurer Freund, ist gewiss l\u00e4ngst in Ihren H\u00e4nden . Hier einige unn\u00fcze Briefe des plagenden Ferrusac . Sollte ich heute nicht Zeit haben an unseren Rose zu schreiben, so haben Sie wohl die G\u00fcte ihm zu sagen wie sehr seine treflichen Arbeiten \u00fcber Goldmischungen in \u2609 und \u263e Cristal lisationen hier\n allge meines Interesse erregt haben , und wie ich aus seinem Briefe sehe, dass er wohlwollend alle meine fr\u00fcher gegen Sie ausgesprochenen W\u00fcnsche\n erf\u00fcllt hat . Ich hoffe er hat diese Ab handlungen einzeln abgezogen\n an Cancrin gesandt . Gr\u00fcssen Sie ihn herzlichst wie auch Prof Professor Weiss dem ich zu sagen bitte dass\n ich die fos sile Muschel sammlung sehr gern f\u00fcr mich behalten werde. Ihr Humboldt Paris 2 Jan Januar 1832.","63":"Berlin am 5 April 1832. Innig verehrter Herr Baron. Nur mit einigen Worten geleite ich die seit mehreren Tagen fertig gewordene Schrift Ehrenberg 1831 , welche ich fr\u00fcher Ihnen schon angezeigt habe und \u00fcbersende sie mit\n der Bitte um g\u00fctige freundliche Aufnahme. Ob Herrn Dutrochets merkw\u00fcrdige Beobachtungen sich mit den meinigen\n vereinigen lassen mu\u00df ich noch unentschieden dahinstellen. Mir will es scheinen als w\u00e4ren die Resultate entgegengesezt. Es handelt sich wohl um\n die Existenz der structurlosen organischen Materie, deren\n M\u00f6glichkeit schwerlich zu l\u00e4ugnen ist. H\u00e4tten nun meine Infusorien keine\n Z\u00e4hne, so d\u00fcrften Andere leicht geneigt seyn die \u00fcbrigen Organe f\u00fcr ideal,\n rudimentair u und s. so w. weiter zu halten. Es war eine Lehre f\u00fcr die allgemeine physiologische Saage\n \u00fcber die Existenz einer selbstst\u00e4ndigen, also lebendigen, organischen Materie eine recht wichtige Sache, da\u00df ich neulich Z\u00e4hne bey der Kolpoda fand. Ich habe pag. pagina 150. diese Beobachtung noch im Nachtrage mitgetheilt. Um nicht der\n Gesandschaft l\u00e4stig zu werden schicke ich nur 1 Exemplar werde aber noch\n einige nachbesorgen. Solche Fre\u00dfwerk zeuge f\u00fcr rudimentair zu halten w\u00fcrde l\u00e4cherlich seyn und die Magenthiere\n bilden nun offenbar nicht mehr eine niedere oder einfachere Bildungs stufe, sondern nur eine andere als die R\u00e4der thiere. Herr von Cuvier zeigt mir an, da\u00df die Akademie das erste Heft der Insecten meiner Symbolae physicae Ehrenberg 1828 nicht erhalten habe, was wenn es verloren gegangen w\u00e4re mir sehr leid\n thun sollte, da nur einige wenige Exemplare des gr\u00f6\u00dferen Formats gedruckt sind und es nicht zu restituiren w\u00e4re. Da ich Ihnen, mein innig\n verehrter Herr Baron, zu Weynacht die neuesten Hefte im gleichen Format auf\n gleichem Weg zusandte, so hoffe ich, da\u00df durch ein Versehen jenes erste\n Insectenheft zu den Ihrigen gelegt worden seyn mag. Die fr\u00fcheren Hefte habe\n ich mir erlaubt Ihnen in Berlin zu \u00fcberreichen und nur das 2 te Insectenheft und das\n erste Heft der Evertebrata exclusis insectis Ehrenberg 1828 sandte ich Ihnen nach Paris . Im\n Falle nicht der Defect durch die unrichtige Adresse erzeugt w\u00e4re, m\u00fc\u00dfte das Heft in der Buchhandlung von Heidelof und Campe in Paris , durch welche die Besorgung gesche hen liegen geblieben seyn. Die Mittlersche Buch handlung in Berlin versichert das vollst\u00e4ndige Exem plar eingepakt\n zu haben. Ob Herr v. von Cuvier und Herr Valenciennes die zu Weynacht an Sie abgeschickten Exemplare des gew\u00f6hnlichen Formats erhalten haben wei\u00df ich\n noch nicht. In ausgezeichneter Verehrung und Liebe Ihr treu ergebenster Dr CG Ehrenberg","64":"Ich bin gluklich gl\u00fcklich wieder gekommen, mein theurer und freue mich Ihnen sagen zu konnen k\u00f6nnen , dass es mir gelungen ist 800 Thaler auf einmal fur f\u00fcr Lessing in Sibirien Vgl. Buchholtz 1909 , II, 376. zu erhalten . Dagegen will schlechter dings der Konig K\u00f6nig leider dem jungen Beyrich fur f\u00fcr Amerika nichts mehr als die Pension des Gartens accediren! Valenciennes ist Prof. Professeur au Jardin des Plantes an die Stelle von Blainville (troz Brognart Brongniart und Cordier ) f\u00fcr die Mollusken\n geworden . Ihr Ht Freitags.","65":"Sie sehen, mein Theurer, wie in diesem Lande die elendesten\n Kleinig keiten Weitl\u00e4uftigkeiten erregen . Hier ein Theil der Correspondenz! Wir haben es\n aber durchgesezt . Geben Sie bei Spiker eine Carte ab: er verdient es. Uebrigens hat mir Schulze heute morgen gesagt, die Sache w\u00fcrde wohl schon an den K\u00f6nig abgegangen sein . Ht Dienstag. Vom Herbeirufen von Nees soll keine\n Rede sein .","66":"Mein verehrter G\u00f6nner, Ich habe leider Beechey \u2019s Reise nicht, Sie machten mich aber vor geraumer Zeit darauf aufmerksam und\n schrieben mir: \u201eIch gebe so eben Arnott s Bearbeitung der Reise von Cap. Captain Beechey der Bibliothek zur\u00fcck.\u201c Dieses Briefchen ist bis jetzt zur Erinnerung\n auf meinem Tisch liegen geblieben, weil ich mir das Werk kommen lassen wollte, was aber unter blieben ist. F\u00fcr den\n neusten\n Band der Leopoldinischen Schriften statte ich\n meinen ergebensten Dank ab. Mit inniger Verehrung und Dankbarkeit Ihr ergebenster CKunth. Berlin, d. den 26 . M\u00e4rz 1833","67":"Wie soll ich Ihnen, mein theurer Freund, genugsam danken\n f\u00fcr die \u00fcberaus sch\u00f6nen Pflanzen. Prachtigerer Pr\u00e4chtigerer goldener Lak hat mein Auge nie erfreut. Ich bin in Verlegenheit uber \u00fcber Hoockers Botany of Cap. Captain Beecheys Reise um die Welt die mir die Bibl. Bibliothek ab fordert. H\u00e4tte ich das Buch nicht\n Ihnen geliehen? Dankbarst Ihr AlHumboldt Dienstags Hier die ziemlich leere Leopold Leopoldina B Band 8. Ein elender Aufsaz Wohl Dumortier 1832. sehr unfranzosisch unfranz\u00f6sisch ( motilit\u00e9 ) von Dumor tier . Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit einem Buche","68":"Berlin, am 26 M\u00e4rz 1833 Innig verehrter Herr\n Baron Endlich habe ich die Freude ein Amicisches Mikroscop unter H\u00e4nden zu haben und finde allerdings, da\u00df seine Vergr\u00f6\u00dferung alle\n \u00fcbertrifft, die ich bisher pr\u00fcfen konnte. Es ist nehmlich das Mikroscop des Herzogs von Toscana , welches Hoffmann als Geschenk erhalten hat. Die Vergr\u00f6\u00dferung betr\u00e4gt 2400 mal\n im Durchmesser. Andrerseits ist es mir lieb da\u00df die Bestellung der Akademie von ihm\n unber\u00fccksichtigt geblieben ist, da es doch nicht besonders wichtige Resultate\n verspricht und das Geld nun anders verwendet werden kann. Es hat wenig Licht und sehr\n kleines Gesichtsfeld bey starker Vergr\u00f6\u00dferung. Riesenhaft sind freylich die Bilder,\n doch verschwimmend, fast wie im Sonnenmikroscope. Die Hauptwirkung ist durch kleine\n Okulare hervorgebracht, also keine Erfindung und da Schiek\u2019s gro\u00dfe Fertigkeit im Linsenschleifen seinen Mikroscopen gerade\n den Vorzug verschafft, die Amicischen Linsen aber\n nicht sehr rein geschliffen sind, so wird Herr Schiek durch eben so kleine Okulare wohl eine bessere Wirkung erreichen. Die st\u00e4rkste\n Vergr\u00f6\u00dferung mit Herrn Blochmanns Mikroscop ist\n diametral gegen 200 mal. Die Verh\u00e4ltnisse der Vergr\u00f6\u00dferung eines und desselben\n Gegenstandes so wie er in Blochmanns Chevalliers und Pistor und Schieks Mikroscopen gesehen wird\n sind aus beiliegenden Zeichnungen wahrnehmbar. Die st\u00e4rkste Vergr\u00f6\u00dferung des Blochmannschen Mikroscops giebt von einem 1\/12\n linie gro\u00dfen Sch\u00fcppchen des Zuckerfischchens das Bild Nr. 1. Dasselbe Object giebt in Chevalliers Mikroscop bey dreyfacher Objectlinse (\n ohne den Auszug) das Bild Nr. 2. und Pistor - Schieks Verbesserung mit dem Auszuge Bild Nr. 3. Im\n letzteren Falle betr\u00e4gt der Abstand des Auges vom Objecte 1\u2032 3\u2033. Pistor - Schieks Verbesserung erlaubt dasselbe (1\/12 Linie lange) Object 9 Zoll gro\u00df zu sehen, also\n doppelt so gro\u00df als die Zeichnung Nr. 3. Diese letztere Vergr\u00f6\u00dferung betr\u00e4gt\n fast das 300 fache des Durchmessers, reducirt man sie also auf 8 Zoll Abstand vom\n Auge, so ist sie noch nicht tausendfach. All meine Infusorienbeobachtungen und\n mikroscopischen Zeichnungen mache ich mit der Vergr\u00f6\u00dferung welche das Bild Nr. 2\n giebt weil sie die bequemste ist und bey deutlicher Gr\u00f6\u00dfe noch nicht allzu\n riesenhafte Bilder giebt. Ich finde da\u00df es sehr Schade ist da\u00df Blochmanns Mikroscop seine seitliche Objectbewegung\n durch die Mikrometerschraube erh\u00e4lt und da\u00df man ohne vieles Drehen an derselben es\n nicht in feinre Rasten stellen kann, was der so feinen Schraube nothwendig sehr\n schaden mu\u00df. Ehrenberg","69":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg. Ich lasse heute in meinem Zimmer den Knaben des braven Seyffert taufen und bin in grosser Angst da mir der Zufall zur Taufhandlung den Hofpre diger Strauss zuf\u00fchrt, was man giebt u und wie man giebt . Schreiben Sie, theurer Freund mir g\u00fctigst auf einen\n Zettel: was\n Sie bei Ihrem Kn\u00e4bchen dem Prediger gegeben? Haustaufe. und wie man dem Struthio Camelus die Gabe aplicirt, durch den K\u00fcster od. oder ganz menschlich in seine hole Hand? Dankbarst Ihr AlHumboldt Freitags.","70":"Sie wissen, mein theurer Herr Doctor, wie sehr ich Ihre Talente\n und Ihre bisherigen Leistungen in den verschieden sten\n F\u00e4chern hochsch\u00e4ze und dass niemand sehnlicher als ich Ihre An stellung als Prof. Professeur extr. extraordinaire bei der Universit\u00e4t Meyen erhielt mit Wirkung vom 22 August 1834 eine\n ao. Professur f\u00fcr Botanik. Vgl. Asen 1855 , 129. w\u00fcnschen kann, als ich. Bei dem Herbar Herbarium wird alles zersplittert und die Reise bei den Geldmitteln , die dazu aufgetrieben werden m\u00fcssen , scheint mir ein nebeliger Wunsch. Ich werde morgen fr\u00fch noch ehe ich mit dem K\u00f6nig nach Potsdam gehe, ein ostensibles Blatt f\u00fcr den Minister v von Altenstein an Herrn Geh R. Geheimrat Schulze schikken, aber mein Einfluss ist \u00fcberaus geringe. Der Hr Herr Minister pflegt in naturh. naturhistorischen beson ders bot. botanischen Dingen niemand zu befragen. Ich glaube indess zu errathen\n dass eine Empfehlung von Nees von\n Esenbeck , mit dem der Minister in genauer Ber\u00fchrung steht , unserem Plane sehr f\u00f6rderlich sein w\u00fcrde. Rechnen Sie auf meinen besten Willen . Ueber den Vulcan v von Arequipa und v. von Pentland habe ich nichts mehr als ich\n Ihnen mittheilte . Die H\u00f6he 2873 t. toises f\u00fcr den Vulcan und 1219 t toises f\u00fcr die Stadt Arequipa sind Pentlands Behauptungen in dem langen Aufsaze, Annuaire du Bureau des longitudes 1830 , p page 325 Humboldt meint sehr wahrscheinlich den Eintrag\n zur H\u00f6he von Arequipa und die zahlreichen Erw\u00e4hnungen von Pentlands Arbeit in Arago 1829 , 229ff., hier\n 235. \u00fcber seine peruanischen Mes sungen den Sie doch benuzt haben. Die fr\u00fcheren engl englischen Annahmen schienen mir unter sicht sich sehr abweichend . Curson Vgl. Curson\n 1823 , 352. gab der Stadt 7775 engl englische Fuss , Haencke 1216 t. toises ( Pentland 1219 t. toises ). Mr Mister Dolley Pers\u00f6nliche\n Mitteilung an Humboldt , die er von Alphonse de Moges in Paris erhielt. hat Vulcan 11235 engl englischen Fuss \u00fcber der Stadt gefunden . 11235 + 7775 = 19010 engl englische Fuss = 2971 t. toises Haencke fand gar 3180 t. toises Humboldt erkl\u00e4rte alle Einzelheiten zur Arbeit\n der genannten Personen ausf\u00fchrlich im 4. Band seines Kosmos . Hier\n versuchte er auch, die unterschiedlichen Messergebnisse zu\n interpretieren. Er konnte die gravierenden Unterschiede nicht erkl\u00e4ren\n und meinte nur Ein trauriger Zustand der Hypsometrie! Vgl. Humboldt 1845\u20131862 ,\n IV, 528\u2013529. . Ich glaube an Pentlands Messung 5600 m\u00e8tres = 2873. t. toises . Ich habe nicht Zeit nachzu sehen wo ich die 17780 engl englische Fuss in der Hertha Vgl. Humboldt 1829 , 1\u201329. Hier kommentierte Humboldt ausf\u00fchrlich\n Messergebnisse, die ihm Pentland als\n Manuskript brieflich mitgeteilt hatte (vgl. ebenda, 16). her hatte . Die 18373 engl englischen Fuss , Ed Edinburgh Journal p page 351 sind fast Pentlands Messung! Ihre Abhandl. Abhandlung , die gedrukte, werde ich mit\n Interesse lesen so wie ich f\u00fcr den Penguin Meyen schrieb: Pinguine in kleinen Haufen\n zeigten sich in der N\u00e4he des Schiffes und verschwanden wieder mit\n Blitzesschnelle, zwischen ihnen zuweilen der Spheniscus Humboldti,\n eine neue Art, die welche wir im 3ten Theile dieses Buches\n beschrieben und Tab. XXXI. (sic!) abgebildet haben. Meyen 1834\u20131835 , II,\n 53. gehorsamst danke. Sie haben doch noch die folio-Bl\u00e4tter meines Journals ? Ich habe Chap Chapitre 29 meiner Reise Vol Volume III p page 557 ( ed edition 4 to ) die Beob. Beobachtungen von Callao von 1826 aus\n H\u00f6flichkeit Rivero u und Pentland zugeschrieben. Pent land behauptet er habe sie allein gemacht. Wer kann von hier aus entscheiden. Wenn auch die Beob. Beobachtungen von Callao Lima nicht gleich zeitig sind so w\u00fcrde eine genaue Reduction der Temperat Temperaturen doch zur Vergleichung der H\u00f6he von Lima die wir auf anderen Wegen kennen dienen . Wollen Sie mir A u und B. zur\u00fcksenden , so soll H. Herr Oltmanns f\u00fcr Sie die etwas weitl\u00e4ufige Rechnung \u00fcbernehmen . Mit innigster Hochachtung Ihr AlHumboldt Sonnabends Ich rathe Ihnen sehr gleich selbst noch ein mal an den Minister zu schreiben und zu sagen , dass Ihnen Schlecht. Schlechtendals Schlechtendal war ao. Professor f\u00fcr Botanik an der Berliner\n Universit\u00e4t . Er schied am 3. Juli 1833 aus dem Berliner\n Lehrk\u00f6rper aus und wechselte nach Halle , wo er 1866 verstarb. Vgl. Asen 1855 , 171. Abgang Muth\n mache , da die Stellen am Herbar. Herbarium getrennt w\u00fcrden. Etwas Muth schadet nicht in solchen\n Sachen. Sie k\u00f6nnten sich auf Nees Meyen hatte guten Kontakt zu Nees von Esenbeck , der sich bereits f\u00fcr\n die Publikation seines Reisewerkes eingesetzt hatte. und mich beziehen.","71":"Ich w\u00fcnsche recht sehnlicht mein Lieber, dass Sie Guillemins Journal Antoine Guillemin gab 1833 zwei B\u00e4nde \u201eArchives\n de Botanique ou Recueil mensuel de M\u00e9moires originaux, d\u2019extraits et\n analyses bibliographiques, d\u2019annonces et d\u2019avis divers concernant cette\n science\u201c heraus. (das mir so eben der alte Del. Delessert schenkt) noch nicht besizen, damit Ihnen mein Geschenk\n einige Freude mache . Die Kupfer sind prachtig pr\u00e4chtig aber zu selten. Sie werden St St\u00fcck II curiosa von Bonpland und seinen\n 400 Kuhen K\u00fchen ! lesen . Die Notiz ueber Delesserts Herb Herbarium ist sehr interessant . Konnen K\u00f6nnen Sie aber glauben St St\u00fcck 5 p pagina 465 468 dass der zu Linn\u00e9\u2019s Zeiten lebende Burmann 29000 Spec Species ! zusammenge bracht . Soll es nicht echantillons \u00e9chantillons heissen. Ich mochte m\u00f6chte vor meiner Abreise nach Teplitz (17 ten ) doch endlich an Schott u und Benj Benjamin Deless. Delessert schreiben. Kommen Sie gutigst g\u00fctigst zu mir so fr\u00fch Sie wollen 7 h \u201310 h um Sie zu consultiren und leihen Sie mir\n auf einige Stunden die Meletemata von Schott wieder . Dankbarst Ihr AlHumboldt Montags Denken Sie dass bei allen Erniedrigung en denen ich mich fur f\u00fcr Meyen ausge sezt z. zum B. Beispiel bei Amelangk ich ihm keinen Buchh\u00e4n dler schaffen kann!! Sr Seiner Wohlgeboren Herrn Professor Kunth. mit 6 Heften.","72":"Copie Auf Ew. Eure Excellenz Ihrem verehrtesten Schreiben wegen des Professor Ideler bygef\u00fcgte freundschaftliche Zeilen wegen des\n Herrn Ehrenberg , habe ich mit solchem eine ausf\u00fchrliche Unterredung gehabt in welcher ich mich aufs Neue von der so\n h\u00f6chst achtbaren Gesinnung desselben und der Lebhaftigkeit seiner W\u00fcnsche f\u00fcr\n die F\u00f6rderung seines Amtes \u00fcberzeugt habe. Sein Schmerz \u00fcber verschiedenes\n ihm nach seiner Ansicht zugef\u00fcgtes Unrecht hat mich tief ergriffen, u und ich habe alles versucht ihn zu beruhigen und der Sache eine\n freundliche Gestalt zu geben. Das abschriftlich vorliegende Schreiben an Herrn Ehrenberg ist das Resultat unserer Abrede gewesen durch solches und in Folge\n derselben getroffene Einleitungen hoffe ich, den als Mensch u und als Gelehrten gleich achtbaren Mann zu befriedigen und zugleich seine\n Wirksamkeit zu f\u00f6rdern ohne andere zu verletzen oder Unm\u00f6gliches von dem so\n beschr\u00e4nkten Fond zu verlangen . Innigst werde ich mich freuen wenn Ew. Eure Excellenz meiner Einleitung Ihren Byfall sche schenken u und benutze diese Veranlassung mich weiterhin Ihrem freundschaftlichen\n geneigten Andenken mit treuer Verehrung bestens zu empfehlen. Berlin d den 5 August 1833 Altenstein An des K\u00f6nigl K\u00f6niglichen Wirklichen Geheimen Rathes Herrn Freiherrn von Humboldt Excellenz zu Teplitz","73":"15. Aug. August 1833 Ihre \u00e4chte lateinische, classische Gelegen heitsschrift Ehrenberg 1833 , XXIV zu Huf. Hufelands Jubil. Jubil\u00e4um hat mir viel Freude gemacht, theurer Freund. Eine wichtige\n Entdekkung ist dadurch dem gr\u00f6sseren Publikum zug\u00e4nglich geworden . In dem ich Ihnen meinen innigsten Dank f\u00fcr diese Mittheilung sage und\n Ihnen melde, wie empf\u00e4nglich ich in Dresden und hier alle geistrei chen Menschen (den\n F\u00fcrsten Metternich der sich lebhaft f\u00fcr alles anato misch-medicinische interessirt nicht ausgeschlossen) f\u00fcr jene Beo bachtungen gefunden, sende ich Ihnen einige sehr freundliche Worte von Hr Herrn v. von Altenstein . Ich sehe dass er das mir\n gegebene Ver sprechen erf\u00fcllt hat. Ich denke dass auch Sie,\n verehrter Freund mit seiner Antwort an Sie vom 31 Jul. Juli zufrieden sein werden.\n Ungewiss ob diese Zeilen Sie noch in Berlin finden, f\u00fcge ich nur die Versicherung meiner freundschaftlichen Anh\u00e4nglichkeit und Verehrung hinzu. AlHumboldt Tepliz den 15. Aug August 1833. F\u00fcrst Metternich hat mir diesen Morgen\n Ihre Abhandl. Abhandlung Ehrenberg 1833a , XXVIII,\n 449\u2014473 in Poggend. Poggendorff entrissen um die Kupfertafeln in Wien zu zeigen.","74":"Ew Euer Wohlgeboren \u00fcbersende ich auf Ihr an H. Herrn G. Geheimen O Ober Reg. Regierungs Rath Diederici gerichtetes u und von demselben mir vorgelegtes Schreiben v vom 15 v vorigen Mts Monats eine Abschrift der Ihnen und H Herrn D. Doktor Hemprich unter 30 Juni 1820 f\u00fcr Ihre Reise nach d. dem Orient ertheilten allgemeinen Instruction nebst deren sechs besondere Gegenst\u00e4nde betreffende Bylagen . Berlin 20 Aug August 18 33 Altenstein","75":"Es schmerzt mich die Naturreise nach Breslau nella citt\u00e0 dolente nell\u2019 eterna noja (Leicht abgewandeltes) Zitat aus Dantes Divina commedia , Inferno, Canto III; vgl. z.B. Alighieri 1825 , 25. antreten zu m\u00fcssen, ohne Sie Verehrter Freund, haben umarmen zu\n k\u00f6nnen! Noch mehr bedauert es Robert Brown , der Ihnen rothen Schnee hierl\u00e4sst. Johannes M\u00fcller war\n bei mir und ist, da ihn der Minister noch m\u00fcndlich bepredigt u. und auch die Order der Herausgabe an ihn gelangt ist, zu allem\n willf\u00e4hrig . Er w\u00fcnscht dass Sie das Vergangene vergessen. Darum bitte auch ich\n Sie, so wie Sie gewiss (ausser den Doubletten, die Sie alle fordern m\u00fcssen) die bereits einrangirten Sachen nur gruppenweise nehmen werden . Dankbarst Ihr Al Humboldt Sonnabend 14 Sept September 1833 Gehen Sie ja wieder mit frischem Muthe u und Heiterkeit an Ihre Herausgabe und an die Folge Ihrer sch\u00f6nen Entdekkungen .","76":"Mein theurester Ehrenberg! Die Herzogin von Dessau die immer noch mit microscopischen Untersuchungen leb haft besch\u00e4ftigt ist, vertraut mir (w\u00e4hrend Ihres jezigen\n hiesigen Aufenthalts) wieder eine herzog liche Entdekkung eine\n neue Oscillatoria f 2. von 6. muralis verschieden, die sie an einem Lindenstamm gefunden! Wollen Sie g\u00fctigst und Nachsichtsvoll, mein\n Verehrter Freund, das Wesen wieder aufweichen u und sehen ob H r Herr Schwabe richtig gesehen hat. Ich hoffe dass die kleine Familie ihr vegeta tives, oscillirendes Leben fr\u00f6hlich fortwebt. Dankbarst Ihr AHumboldt Dienstag","77":"Sie finden, mein Lieber, die neueren Versuche von dem Genfer Chemiker Macaire in Decand Decandolle p pagina 248\u2013251 Candolle\n 1832 , I, 248\u2013251. und 1474\u20131476 Candolle\n 1832 , II, 1474\u20131476. . Lesen Sie doch auch p pagina 152\u2013166 Candolle\n 1832 , I, 152\u2013166. gegen La Hire u und Du Petit Thouars (fibres descendantes ) .\n Mich macht es nicht irre. Ich glaube was Sie glauben . Wenn Sie vielleicht diese Physiologie nicht besizen u. und Sie auf der Reise durch darin laufen lesen wollen, So nehmen Sie sie mit nach Dresden . AHt Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit 3 B\u00fcchern u und noch einem Briefe.","78":"Vielen Dank mein theurer Freund. Da Sie gewiss den Oberpr\u00e4s Oberpr\u00e4sidenten v. von Sch\u00f6n lobend anf\u00fchren, so glaube ich nicht dass Sie seine Erlaubniss abwarten m\u00fcssen. Ich finde die L\u00f6sung immer schon merkw\u00fcrdig: es ist\n ein schriftlicher Beweis dass ein Vogel von Preussen nach Damaskus geflogen ist in welcher heimlichen Absicht wissen wir\n nicht. Da man \u00fcbermorgen Gustav\u2019s Rose Wahl versuchen will, wenn wir zahlreich genug sind, so bitte ich Sie\n ja zum kommen und auf unsere Freunde deshalb zu wirken. Ihr Al Humboldt Sonnabend","79":"Sr Seiner Wohlgeboren Herrn Professor D. Doktor Ehrenberg Ich sehe aus Ihrem geistreichen Briefe mein theurer Freund, wie viel ich\n verloren habe, Ihre lezte philosophische Vorlesung Ehrenberg 1836a \u00fcber die sogenannten Organisations-Stufen nicht geh\u00f6rt zu haben.\n Lassen Sie ja bald einen Auszug davon drukken und machen Sie mir damit eine\n Freude in Teplitz . Sie haben gerade den Gesichtspunkt herausgehoben, nach dem Ihre Entdekkungen der Organisation in den niederen? Thierklassen mir am wichtigsten zu sein schienen. Wie Sie gebe ich auf , was ich selbst lange glaubte, Subordination der Thier Klassen nach\n Verschwinden ganzer Syste me. Die Unterschiede scheinen mehr in Entwikkelung von Gliedmassen (Fische und Vierf\u00fcsser) von Absonderung des\n Kopfes, in Formen als in Mangel von Systemen (Gef\u00e4ssen, Nerven) zu ligen und doch sind vielf\u00fcssig, vielarmig, gleich sam Maul-fingrig gerade Insecten und mit Cehen versehene Polygastren . In den \u00e4ltesten\n Schichten finden wir Trilobiten , Ogygien , welche sch\u00f6ne Augen, wie\n viel F\u00fcsse, welche zusammengesezte Organisation . Ich hebe Ihren sch\u00f6nen Brief auf. Ich muss Herrn von Altenst. Altenstein noch vor meiner Abreise (30 Juni) noch sehen u und werde ihn f\u00fcr Sie beeilen . Ich komme 23 Juli von Tepliz zur\u00fck gehe nicht nach Kalisch und mache\n meine Reise nach Paris wohl erst im\n September. Wie freue ich mich Ihres h\u00e4uslichen Gl\u00fckkes. Ich hoffe Sie noch\n vor meiner Abreise zu umarmen. Behalten Sie Hei terkeit des\n Geistes, alles andere ist Ihnen reichlich gespendet . Seien Sie versichert, das Umfassende Ihrer Entdekkungen im organischen Weltall wird mit der Zeit allgemein bewundert werden. Man dringt nur\n allm\u00e4lig durch und der Frucht der Arbeit folgt erst sp\u00e4ter der Ruhm . Ihr A Humboldt Donnerstags.","80":"Sr Seiner Wohlgeboren dem Herrn Professor Ehrenberg in Berlin Friedrichsstra\u00dfe n numero 94 Ich erhalte erst heute, mein theurester Freund und College Ihr freundliches\n Lebenszeichen vom 12 ten Aug. August mit einigen Exemplaren Ihrer philosophischen Uebersicht der organi schen Natur Ehrenberg 1836a . Solcher Schematismus wird von grosser Wichtigkeit wenn die Anordnung von\n einem Manne ausgeht der mehr, als ein jezt Lebender, von der Natur gesehen und gedacht hat. Die\n Festsezung des Typus , so bestimmt u. und geistreich hat mir sehr gefallen da er wirklich in der ganzen Tabelle\n durchgef\u00fchrt ist . Am wichtigsten ist aber freilich das Reich der Gef\u00e4ssthiere den Herzthieren entgegensezt entgegengesezt und der \u00fcbersehene Character nicht pulsirender Gef\u00e4sse. Ein Buch\n k\u00f6nnte man Ihnen dar\u00fcber schreiben od. oder viel mehr von Ihnen dar\u00fcber erwarten. Wenn Sie doch bald es \u00fcber sich gewinnen k\u00f6nnten einen kleinen Comentar Commentar zu geben. Ich werde alles zur Verbreitung beitragen, beim Institut,\n bei Edward , und Brogniart Brongniart . Ich habe f\u00fcr Valenciennes einen Theil\n \u00fcbersezt. Das Ganze wird es gewiss bald werden. Verzeihen Sie es meiner\n bedr\u00e4ngten hiesigen Lage, theurer liebensw\u00fcrdiger Freund, dass ich so fl\u00fcchtig\n schreibe . Die etwas lange Seereise hat mir\n sehr wohl gethan. Ich habe ein kleines Zimmer auf der Bibliothek des Instituts wo ich mich vor dem Andrange sch\u00fcze und von 8 h an morgens einschliesse. Im Ganzen (im Vergleich mit 1829) ist viel\n wissenschaftliche Stagnation hier. Eine matte Politik und Oppositions\n Geschw\u00e4zigkeit hindern viel . Die neuen\n Treibh\u00e4user im J. Jardin des Plantes sind pr\u00e4chtig, aber die Dampfheizung ist schlecht gelungen. Die neue Galerie des Museums ist ein plumpes Festungswerk. Berzelius war lange hier, fast immer\n unfreundlich, Carus hat sehr gefallen. Wie wohlth\u00e4tig w\u00fcrden Sie den hiesigen Sumpf aufregen bei der\n hohen Achtung die man allgemein f\u00fcr Sie hat, wenn Sie sich endlich einmal\n entschliessen k\u00f6nnten wenn auch nur auf 3 Wochen nach Paris zu gehen. Im Sommer ist die Reise \u00fcber Havre so\n schnell und wohl feil . Empfehlen Sie\n mich Ihrer liebensw\u00fcrdigen Gattin unserem Gustav , dem theuren Encke .. Mit alter Freundschaft Ihr AlHumboldt Paris h\u00f4tel de Londres Rue des Petites Augustins den 17 Sept September 1835 Sonderbar dass Carus in den Hildb. Hildburghausener Fusstritten doch einen Saurier, Riesen- Salamander sehen will. Er gr\u00fcndet sich auf den fl\u00e4chigen Daumen der Fr\u00f6sche die\n Ungleichheit ihrer Vorder und Hinterf\u00fcsse, aber Saurier sezen die Beine\n ja mehr nach aussen. Der Gang des r\u00e4thselhaften Thieres fast wie\n ein kreuzender Papaguey (den Daumen immer vom Wege abw\u00e4rts gerichtet) ist doch sehr sonderbar. Ich glaube immer, es\n ist ein S\u00e4ugthier. Es ist sehr zu w\u00fcnschen dass unser gemein schaftlicher Freund, Prof Professor Weiss recht bald die ganze bespurte Steinplatte beschreibe.","81":"Ich habe an dem heutigen, etwas besch\u00e4ftigten Tage nur die\n wenige Musse, Ihnen zu sagen, mein theurer H Herr Professor, wie innigst es mich freut, dass Sie, der Sie als\n Botaniker, Weltumsegler und mit den meteorologischen Erscheinungen bes vertraut, eine Pflanzengeographie geschrie ben\n haben. Der Plan Ihres Werckchens hat mich um so mehr angesprochen, als\n neuer lichst man die Verbindung zwischen Bot. Botanik und Meteorologie ganz missverstanden u. und unter Schouw \u2019s H\u00e4nden die\n Pflan zengeographie in eine rein meteorol. meteorologische Abhandlung ausgeartet ist. Ihre Abh. Abhandlung \u00fcber Zanichellia Sumpfteichfaden wird aller dings in Brog. Brogniards An. Annalen erscheinen . Sie war, als ich abging , in Mirbel \u2019s H\u00e4nden dem sie sehr gefiel weil er sich m\u00fcnd lich einiges daraus hatte begreiflich machen lassen . Ich verstand aus Ih rem damaligen Briefe, ich sollte sie dort zur Uebersezung lassen, da\n von deutschen Arbeiten, bei der ehe eher zu als abnehmenden v\u00f6lligen Unkenntniss der deutschen Sprache (an Geschriebenes ungedrucktes, wagt sich vollends niemand) nur die Zeichnungen begafft werden. Ich schreibe bald an Mirbel , dass er sobald die Uebersezung gemacht ist,\n das Original zur\u00fcksende. Mit freundschaft licher Anh\u00e4nglichkeit, Ihr AlHumboldt B. Berlin den 24 Jan Januar 1836 M\u00f6gen Sie bald Zeit gewinnen, die grosse Masse von Materialien\n \u00fcber Pflanzengeographie , die man jezt besonders in englischen Werken \u00fcber Himala ya Meyen hatte eine Arbeit zum Vergleich der\n Verbreitung der Vegetation in den gr\u00f6\u00dften H\u00f6hen des Himalaya und in Hoch-Peru verfasst, ein\n Thema, das Humboldt sehr interessierte. Vgl. Meyen 1836a , 313\u2013327. besizt und zu deren Sammlung Ihnen eine Reise nach Paris , wegen Delesserts Mit den Br\u00fcdern Delessert stand Humboldt im\n Briefkontakt. Es handelte sich um die Bankiers und Fabrikanten Benjamin Baron Delessert , 7 Briefe; Fran\u00e7ois Marie Delessert (1\n Brief) sowie den Politiker Gabriel\n Delessert (2 Briefe). grosser u. und vollst\u00e4n diger Bibliothek nothwendig w\u00e4re, in mehreren B\u00e4nden ausf\u00fchrlich zusammen zu tragen. z. B. Forbes Royle Illustration of Botany of Himalaya and Cashmere 1834\u20131835 Humboldt beruft sich vermutlich auf die 1835 im Journal of\n the Royal Geographical Society of London angek\u00fcndigten\n Lieferungen . Die beiden B\u00e4nde der Illustrations of the\n botany and other branches of the natural history of the Himalayan\n Mountains and of the flora of Cashmere sollten erst vier Jahre\n sp\u00e4ter erscheinen ( Forbes\n Royle 1839 ). .","82":"Ich habe an dem heutigen sehr hofbesch\u00e4ftigten Tage (es ist Pr Prinz Wilhelm\u2019s Geburtstag) gerade nur so viel Zeit,\n theurer Freund, um Ihnen herzlich f\u00fcr Ihr Seelen- Organ Ehrenberg 1836 , 665-722 und Ihre merkw\u00fcrdige ana tomische Schrift zu danken . Sie wird W\u00fcrdigung finden f\u00fcrchten Sie nicht und die Hofprediger werden Ihnen weniger schaden, als unsere\n anatomischen oft unbequemen Mitbr\u00fcder . Hier der Tems Gemeint ist wohl die franz\u00f6sische Tageszeitung \u201eLe\n Temps. Journal des progr\u00e8s politiques, scientifiques, litt\u00e9raires et\n industriels\u201c, die von 1829 bis 1842 erschien. den ich mir zur\u00fck erbitte. Sie sehen dass Sie gerecht ( od. oder gerochen?) sind, publice, wie ich es w\u00fcnschte . Ihr AHt Dienstags","83":"Herrn Prof. Professor Ehrenberg Wohlgeboren Ich hielt es am bequemsten f\u00fcr Sie, theurer Freund, Ihre sch\u00f6nen Geschenke\n selbst der Herzogin zu \u00fcbermachen. Sie ist ganz\n ger\u00fchrt \u00fcber Ihre G\u00fcte und Zeitaufopferung, und Sie sagte mir so eben, beim K\u00f6nig , wo ich mit ihr heute aass,\n Sie habe Ihnen selbst geschrieben. Ich bin Ihrer grossen Liebensw\u00fcrdigkeit noch mehr Dank schuldig als die Herzogin . . Ich habe in dem allen und in den niedlichen Zeichnungen die Sie entworfen, Ihre Freundlichkeit f\u00fcr mich (die altsibirische)\n erkannt. Die Anhaldtia hat besonders grosse Aufmerk samkeit erregt. N\u00e4chst Scepter und Krone h\u00e4ngt die\n F\u00fcrstliche Person auch an einem schmierigen Pilz! Ihr AlHumboldt Dienstags Die 2 Hefte Ihres sch\u00f6nen Werks habe ich der Herzogin gesandt.","84":"Innigen Dank, mein theurer Freund f\u00fcr die interessanten Mit theilungen. Sie sehen daraus, wie sehr Ihre Entdekkungen fruchten. Die franz\u00f6sischen Naturforscher sind von je her Raubthiere\n gewesen, sich durch Unkunde fremder Sprachen und Mangel an B\u00fcchern entschuldigend u und alles f\u00fcr neu haltend, was sie gesehen. Cuvier war eben so. Sie w\u00fcrden der Herzogin , die ich Ihnen bestimmt morgen Freitags zuf\u00fchre (11\n Uhr) unrecht thun, wenn Sie glaubten sie sei in das Interesse des Nostoc od. oder der Anhaldtia versunken. Sie weiss glaube ich nicht einmal dass man den\n Namen bestreite. nein! was Sie zu Ihnen f\u00fchrt sind Sie selbst und Ihre\n Entdekkungen \u00fcber die kleine Welt . Zeigen Sie was Ihnen am anmuthigsten scheint . besonders das Thier mit Augen vorn und hinten . Ueber die Geschlechts theile wollen wir, der Hofdame wegen schweigen und die Eyerst\u00f6kke, Eier nennen. Dankbarst, Ihr AlHumboldt Donnerstags. Die jezt alle avancirten Hofprediger werden Sie mit Ihrem Seelenorgan Ehrenberg 1836 verbrennen .","85":"Herrn Prof. Professor Ehrenberg Die Herzogin wird kommen, liebster Ehr. Ehrenberg aber schon um halb eilf Uhr. Ihr Ht","86":"Sie m\u00fcssen mir, theurer Ehrenberg, \u00fcbermorgen Freitags um eilf Uhr schon einige Augenblikke schenken. Die durch Herrn Schwab e astronomisch und botanisch sehr gebildete sehr einfache, und sehr lie bensw\u00fcrdige Herzogin von Dessau will schlechterdings, dass ich sie\n \u00fcbermorgen um 11 Uhr zu Ihnen f\u00fchren soll. Sie\n m\u00f6chte Berlin nicht verlassen, ohne Sie\n und einige Ihrer Infusionswunder unter dem Microscop gesehen zu haben.\n Ich habe vergebens ihr vorgeschlagen Sie, theurer Freund, auf das Schloss zu der Herzogin zu f\u00fchren . Sie hat die vern\u00fcnftige Meinung \u201eber\u00fchmte M\u00e4nner m\u00fcsse man in ihrer\n H\u00e4us lichkeit sehen\u201c . Zeigen Sie ihr Ihre Zeichnungen und z\u00fcrnen Sie mir nicht. Ihrem AlHumboldt Mittwochs. Die Herzogin w\u00fcnscht sehr dass Sie ihr ein St\u00fcck Ihrer Tremella Nostoc schenken . Vielleicht interessirt Sie die Flustra .","87":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Sie werden, theurer Freund, schon im Fr\u00fchjahr neue Medusen haben und dann die Nervenf\u00e4 den neuen Ber\u00fchrungen\n aussezen . Die Hauptsache ist nie unmittelbar, sondern durch Zuleitung zu galvanisiren . Ich schiebe Zink a und Silber b an den Theil\n den ich versuchen will, warte ab bis das Thier ruhig ist und ber\u00fchre\n dann mit der silbernen Zange nicht das Thier sondern die Metalle a und\n b. Erfolgt dann jedesmal eine Zuk kung so\n bleibt kein Zweifel \u00fcbrig. So habe ich auf dem Schiffe an Dagysa notata und Medusen gethan. Dankbarst Ihr AHumboldt Sonnabend Ich bedaure gar nicht dass unsere M\u00e9moirs von Ihnen eine lange Abhandl Abhandlung erhalten . Die\n Nachrichten \u00fcber des treflichen H Heinrich Roses Auge machen mich sehr gl\u00fcklich. Sprechen Sie ihm von meiner innigsten Theilnahme. Auch Ihre Amphicora die so geschikt vorn u und hinten sieht, hat mich sehr erfreut .","88":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg, Mitglied der k\u00f6n. k\u00f6niglichen Akademie der Wissenschaften zu Berlin Friedrichstra\u00dfe unfern der Dorotheenstra\u00dfe mit zwei P\u00e4ckchen gleicher Adresse cito Theurer Freund, Ich habe gerade nur so viel Zeit, um Ihnen zu sagen, dass ich Ihnen mit heutiger Post zwei Pakete \u00fcbersende, eines mit Teplitzer Wasser an den Seitenr\u00e4ndern zu 20\u00b0 wohl nicht sehr\n reich an Infu sorien; ein zweites mit vielen\n Proben von Polirschiefern. Die Proben, die Sie mir mit gaben, theurer\n Freund, waren unbezweifelt nach D r Doktor Stolz von dem Kritschelberge bei Bilin . Dort\n ist das Lager des eigentlichen Polirschiefers (der nicht mehr bebaut wird\n und sich seitw\u00e4rts an Basalt anlegt) 12\u201314 Fuss dik. Nach unten geht es\n deutlich in Halb Opal \u00fcber in dem sich dieselben versteinten Fische wie im Polirschiefer finden. Es w\u00e4re sehr gl\u00fcklich wenn Sie in diesen\n Ueberg\u00e4ngen auch Ihre Infusions Panzer f\u00e4nden. Sie finden diese Ueberg\u00e4nge u und andere Vari t\u00e4ten, von D r Doktor Stolz etiquettirt, im P\u00e4kchen. Zu jeder\n weiteren Auskunft stehe ich bereit. Corda war einige Tage hier: er ist bescheidener, stiller und angenehmer geworden\n und versichert Ihnen seine Verehrung . Dankbarst Ihr AHumboldt Teplitz den 28 Juli 1836 Die Entdekkung die Mateucci gemacht (electrische Funken der\n Torpille) Recherches physiques, chimiques et\n physiologiques sur la torpille. C. R. Acad. Sci. 1837 ; 5 :\n 788-792 best\u00e4tigen Ihre sch\u00f6nen von mir vertheidig ten ( s. siehe mein gedrukter Brief an Poggendorf ) Beobachtungen \u00fcber elektr. elektrisches Leuchten der See-In fusorien!","89":"Ich bin wegen meiner heutigen Abreise nach Paretz und der drohenden Abreise nach Teplitz (1 Juli) mit meinen eigenen Druksachen in sol cher Verlegenheit, dass ich nicht einmal\n Zeit gehabt habe, Sie, edler Freund, zu besuchen und Ihnen meinen Dank f\u00fcr\n Ihr leztes interessantes Schreiben darzubringen. Heute eine neue Bitte!!\n Sie wissen dass Carus auf seine eigenen Sachen einen grossen Werth\n legt. Wollten Sie wohl\n die Anlage Carus 1837 , 91\u201392 der Akademie vorlegen. Im b\u00fclletin kann wohl nur Titel und\n allenfalls ein kleiner Auszug des Inhalts stehen. Das\n Drukken in den Schriften ist viel zu sp\u00e4t, wenn man es auch concedirt. Also bleibt wohl nur M\u00fcller u und sein Archiv Ehrenberg 1834 \u00fcbrig; an diesen bitte ich also gleich nach dem Vorlegen in der\n Akademie den\n Aufsaz sammt Brief zu senden . Dieser wird dann wohl gleich an Carus \u00fcber den ganzen Hergang berichten. Mit alter dankbarer Freundschaft AlHumboldt Donnerstags","90":"Da ich leider! seit 16 Jahren nicht in Italien war, so kenne ich auch nicht einmal dem Namen nach jemand in Genua . Ich freue mich dieser sehr wichtigen Reise in 2 wenig besuchte Inseln. In Sardinien ist alles\n neu, die V\u00f6gel , die S\u00fcsswasser-Fische die Trachyte und ganz vulkan. vulkanische Produkte , \u00fcber die Marmora eine grosse trigonometrische Carte Vgl. Marmora 1824 . \u00c4hnliche Karten publizierte Marmora auch 1839 und 1845. Die\n Ver\u00f6ffentlichung aus dem Jahre 1845 ( Marmora 1845 ) schien Humboldt\n besonders zu sch\u00e4tzen. Auf sein privates Exemplar notierte er \u201eSehr\n wichtig\u201c (vgl. Stevens\n 1967 , Nr. 6339\u20136341). entworfen. Wenn Sie die Ausgabe nicht scheuen so w\u00fcrde Gesenius Gesenius\u2019 eben erschienene Monum. Monumenta Punica Vgl. Gesenius 1836 . Humboldt erw\u00e4hnte die Arbeiten dieses Autors,\n die den Handel und die Kultur der Ph\u00f6nizier betreffen, ausf\u00fchrlich im Kosmos . Vgl. u. a. Humboldt\n 1845\u20131862 , II, 167, 409. in dem punischen Sardinien grosses Interesse erregen . M\u00f6gen Sie so gl\u00fcklich reisen als Sie es verdienen. In Eile Ht Da ich die Briefe offen lasse, so k\u00f6nnen Sie Ihnen auch bei\n anderen Personen u und Beh\u00f6rden zur Empfehlung dienen.","91":"Sonnabend , 9 . Sept. September 1837 Sie w\u00fcnschen mein Urtheil \u00fcber einen schwierigen Gegenstand, mit dem ich selbst nicht ganz im Klaren bin mich aber doch viel besch\u00e4ftigt habe . Die neuere Besch\u00e4ftigung mit dem\n Gegen stand hat sich auf Kosten der Wissen schaftlichkeit von der dazu n\u00f6thigen Gelehrsamkeit oder Benutzung der Geschichte dispensiert, und was in Paris verlautet wiederhallt aus alter Gewohnheit durch unser Deutschland. Die schon Leuwenhoek bekannten und von\n ihm vortrefflich abgehandelten G\u00e4h rungs-Schimmel scheinen mir, wie die von Gruithuisen erw\u00e4hnten G\u00e4h rungs-Infusorien, mit der\n G\u00e4hrung selbst in gar keiner Verbindung zu stehen, denn ihr\n Verh\u00e4ltni\u00df ist ungef\u00e4hr wie das der Dammerde und der Wiesenkr\u00e4uter, wo das\n eine ist , findet sich das andere ein und\n gedeiht, hier zu Heu, dort zu Hefe. Schon Persoon nannte den G\u00e4hrungspilz Mycoderma und Desmazi\u00e8res teilte ihn in Mycoderma Cerevisiae , Malti- Juniperini und Vini , welchen lezteren Persoon Mycoderma Lagenae genannt hatte. Anstatt da\u00df nun die Bedingungen der G\u00e4hrung und ihrer reinen\n Erscheinungen verfolgt werden sollten , verlieren sich die neuesten Beobachter immer\n wieder in\n der\n dabey vorkommenden und reciprok mit wirkenden Schimmelbildung. Das von Ihnen\n gemeinte Schriftchen hat eben diesen Fehler und der Ver fasser ist nicht umsichtig genug gewesen. Auch sind die\n Einwirkungen der Gifte nicht richtig erkannt. Ich habe selbst schon drucken lassen, da\u00df die Infusorien Arsenik und Calomel und Sublimat fressen und nur sehr langsam oder gar nicht davon afficirt werden, da\u00df aber Strychnin sie sogleich\n paralysirt. Abh. Abhandlungen d. der Akad. Akademie 1831. p. pagina 34. Ich finde das er stere\n nicht gleich, es steht aber in Poggendorff oder den Abhandl. Abhandlungen der Akademie. und p pagina ? Wenn man nur wenig Versuche in dieser Art macht , so erh\u00e4lt man leicht falsche Resultate, weil oft Ne benumst\u00e4nde mitwirken, die nur bey \u00f6fte rer\n Wiederholung hervortreten. So versteht es sich, da\u00df\n alle leicht aufl\u00f6slichen oder schon aufgel\u00f6sten Stoffe nicht als solche die Infuso rien t\u00f6dten, sondern das Ele ment, das Wasser, ihnen rauben, in dem sie es ver\u00e4n dern. Menschen sterben unter Wasser, aber Wasser ist kein Gift f\u00fcr Men schen. Gut ist , da\u00df\n wenigstens das allgemeine Resultat der Abhandlung sich so stellt, da\u00df nicht\n eine generatio aequivoca heraus kommt, denn von dieser bin ich durch gar zu und lange Reihen von\n Beobachtungen ganz entfremdet. Die\u00df ist es etwa , was ich Ihnen in K\u00fcrze und aus dem Stegreif \u00fcber die\n G\u00e4hrungspilze mitzutheilen w\u00fc\u00dfte. Ein ganzer Chemiker\n wird die G\u00e4hrung schon einmal genauer vornehmen und die Hefe, als nicht\n dazu geh\u00f6rig, ganz bei Seite liegen lassen m\u00fcssen. Vielleicht w\u00e4re es\n gut , einen solchen Fingerzeig f\u00fcr die zu nehmende Richtung in der\n Bearbeitung dieser Fragen in Poggendorff s\n Journal zu geben. Auch die Amylum Angelegenheit ist in trauriger Verwirrung und aus ihrem unhaltbaren Boden\n erheben sich Schl\u00f6sser und Pal\u00e4ste, aber \u2013 ich bin selbst auch noch\n nicht im Klaren damit und habe viele Freunde die nur auf einen Dienst\n lauern und ein Infusorien werk im Drucke, das\n mich fast zu einer Maschine macht. Doch das soll und muss zu Ende kommen.\n Der Himmel wird weiter sorgen. In herzlicher Verehrung Ihr undankbarer aber treu ergebenster Ehrenberg","92":"25 Febr. Februar 1838. Die Stelle \u00fcber den rothen Schnee bei Aristoteles hei\u00dft: \u03a0\u03b5\u03c1\u1f76 \u03c4\u1f70 \u03b6\u1ff7\u03b1 \u1f31\u03c3\u03c4\u03bf\u03c1 \u1f77\u03b1 . \u0395. 19. Historia animalum, 552 b 5-7 \u039a\u03b1\u1f76 \u03b3\u1f70\u03c1 \u1f10\u03bd \u03c4\u03bf\u1fd6\u03c2 \u03b4\u03bf\u03ba\u03bf\u1fe6\u03c3\u03b9\u03bd \u1f00\u03c3\u03b7\u03c0\u03c4\u03bf\u03c4\u1f71\u03c4\u03bf\u03b9\u03c2 \u03b5\u1f36\u03bd\u03b1\u03b9 \u1f10\u03b3\u03b3\u1f77\u03b3\u03bd\u03bf\u03bd\u03c4\u03b1\u03b9 \u03b6\u1ff7\u03b1, \u03bf\u1f37\u03bf\u03bd \u1f10\u03bd \u03c7\u03b9\u1f79\u03bd\u03b9 \u03c4\u1fc7 \u03c0\u03b1\u03bb\u03b1\u03b9\u1fb7 \u03c3\u03ba\u1f7d\u03bb\u03b7\u03ba\u03b5\u03c2. \u0393\u1f77\u03b3\u03bd\u03b5\u03c4\u03b1\u03b9 \u03b4\u2019\u1f21 \u03c0\u03b1\u03bb\u03b1\u03b9\u1f70 \u1f10\u03c1\u03c5\u03b8\u03c1\u03bf\u03c4\u1f73\u03c1,\u2013\u2013 \u00dcbertragung: \u201eDenn auch in dem, was am wenigsten zu\n faulen scheint, entstehen Lebewesen, wie in altem Schnee W\u00fcrmer. Der alte wird\n r\u00f6ter, \u2026\u201c Eine kurze \u00dcbersicht der gewaltigen Literatur \u00fcber die F\u00e4rbungen der Gew\u00e4sser, so weit sie mir bekannt geworden, habe ich in beiligender Stelle des In fusorien-Werkes Ehrenberg 1838 versucht. Nur\n Schneew\u00fcrmer? Aristoteles hielt, wie man aus dem Ganzen sieht, die rothe F\u00e4rbung nicht selbst f\u00fcr Thiere, sondern glaubte, da\u00df\n daraus, wie aus einer F\u00e4ulni\u00df, sich Thiere durch generatio primaria entwickelten und diese Thiere sind die gro\u00dfen farbigen Schneew\u00fcrmer ( \u03c3\u03ba\u1f7d\u03bb\u03b7\u03ba\u03b5\u03c2 ) Telephorus\n fuscus ( Cantha ris\n Linn\u00e9 ). In herzlicher Verehrung Ihr Ehrenberg Die von uns im Eise des Eiskeller Eiskellers beobachteten kleinen wei\u00dfen nackten Maden waren Larven eines Dipteri wahrscheinlich des Genus Musca . Rother Schnee Aristot Aristoteles","93":"\u00dcber den alten Sitz der Laguna Parime oder Laguna del\n Dorado. Ausz\u00fcge von Briefen des Herrn Robert\n Schomburgk Dieser verdienstvolle junge Reisende,\n geboren 1804, ist der Sohn des Pfarrers Schomburgk in Voigtst\u00e4dt , bei Artern ( preu\u00df . Provinz Sachsen); \u00fcber seine fr\u00fcheren\n Lebensverh\u00e4ltnisse habe ich im Almanach auf 1839, S. 237 Berghaus 1839 , 237. einige Bemerkungen eingeschaltet. an Herrn Alexander von\n Humboldt. ( Erster Brief .) Macusi-Dorf Pirarara am Ufer des Sees Amucu , den\n 13. Juni 1838 Es ist mit der gr\u00f6\u00dften Freude, da\u00df ich die Feder ergreife, und mir die\n Freiheit nehme, Ihnen f\u00fcr die g\u00fctige Nachsicht zu danken, mit der Sie meine\n geringe Arbeit in Guiana , in Ihrer Ausarbeitung: Sur quelques points\n importans de la G\u00e9ogra phie de la\n Guyane S. Eyri\u00e8s nouvelles Annales des Voyages 2e serie und\n die deutsche \u00dcbersetzung Humboldt 1837b . in Berghaus\u2019 Annalen 3. Reihe, Band IV. ,\n beurtheilt\n haben. Krank und nieder geschlagen lag ich\n in Pirarara , einem Dorf, das sich am Ufer des\n Sees erhebt, welcher der Gegenstand Ihrer Bemerkungen ist, als das verloren\n gegebene Canoa, nach einer dreimonatlichen Abwesenheit, endlich an der\n K\u00fcste anlangte, und die seit meiner Abreise von Georgetown im September 1837 f\u00fcr mich einge laufenen Briefe mitbrachte. Unter denselben befand sich\n ein Brief des\n Secretairs\n der geographischen Gesellschaft in London , mit einem Exemplar Ihrer genannten\n Ausarbeitung. Alle ausgestandenen M\u00fchseligkeiten waren nach Durchlesung derselben\n vergessen; ich fand, da\u00df Sie mich Ihrer Aufmerksam keit w\u00fcrdig hielten, und dieser Umstand hat mir neue Kr\u00e4fte gegeben; \u2014 ich bin fest entschlossen, alles M\u00f6gliche zu versuchen, um\n von der Festung S\u00e2o Joaquim den Orenoco zu erreichen, und um meine\n Beobachtungen mit den Ihrigen in Esmeralda zu verkn\u00fcpfen. Ich bitte t\u00e4glich den Allm\u00e4chtigen, mir Gesund heit zur Ausf\u00fchrung dieses Planes zu\n schenken, und alle andern Aufopferungen und Schwierigkeiten werden zu\n vergessen und zu \u00fcbersteigen sein. M\u00f6gen Sie es mir nicht als Zudringlichkeit und hohe An ma\u00dfung auslegen, wenn ich mich auf einige Punkte in Ihrer Aus arbeitung beziehe, und sie mit meinen\n eigenen Beobachtungen vergleiche. Die Wichtigkeit, welche der Umstand\n besitzt, da\u00df der See Amucu des\n Chirurgen Hortsmann , des Spaniers Don An tonio\n Santos und des Colonels D. Francisco\n Jose Rodriguez Baraba Barata wirklich existirt, zieht meine ganze Aufmerksamkeit auf dieses Terrain, und die Fr\u00fcchte meiner angestellten Beobachtun gen haben die \u00dcberzeugung hervorgebracht,\n da\u00df der jetzige See Amucu der\n \u00dcberrest des gro\u00dfen und wei\u00dfen Meeres, das El Dorado des Raleigh ist. Die geologische Formation der Sa vannen, welche die Sierra Pacaraina Pacaraima nach Westen, das Conocon- Gebirge und seine Auszweigungen,\n und die mehr s\u00fcdlich gelege nen Caraweimi-Berge nach Osten begr\u00e4nzen,\n zeugen unwider ruflich von einer\n ungeheuren Wassermasse, welche diese uralten Berge einst einschlossen, und\n die bei einer Revolution der Natur, von welcher jeder Schritt im Britischen Guiana , zwischen der zweiten und\n f\u00fcnften Parallele n\u00f6rdlicher Breite, die Beweise giebt, sich gewaltsam\n einen Ausweg zwischen dem Makarapan - Gebirge ( Hortsmann \u2019s Montagnes de Macarana ) und den Ber gen des Essequibo , zwischen der dritten und vierten Parallele, bahnte. Diese Savannen sind mit abgerundeten und eckigten Fragmenten\n von Quarz und andern Felsarten bedeckt, welche von den n\u00e4chsten Felsmassen\n herzustammen scheinen, und bei Reibung ihre meist runde Form erhalten\n haben, und daher die Vermuthung verursachen, da\u00df sie einst das Spiel einer\n str\u00f6men den Wassermasse waren; und weil\n die von den nahen Bergen sich st\u00fcrzenden Str\u00f6me die schwereren Fragmente,\n welche sie als Detritus mit sich f\u00fchrten, da wo sich die Gew\u00e4sser in den See ergossen, niederschlugen, so f\u00fchrte die Str\u00f6mung die kleinern Fragmente, welche sich bei Attrition mehr oder weniger abrun deten, mehr nach der Mitte des Bassins\n und bedeckten eine gr\u00f6 \u00dfere Fl\u00e4che, als die\n schweren eckigen Tr\u00fcmmer. Ich habe daher auch das Ger\u00f6lle, welches sich\n au\u00dferdem durch einen \u00dcberzug von schwarzem Maganerz Manganerz auszeichnet, stets mehr in der Mitte des Terrains gefunden,\n w\u00e4hrend die eckigen und schwereren Tr\u00fcmmer in der N\u00e4he der Berge lagen. In\n den Waldungen, zwischen den Fl\u00fcssen Essequibo , Berbice , Corentyn , fand ich brown Hematite , oder vielmehr Morast-Erz; bedarf es\n mehr um von einer Str\u00f6mung nach NO. zu zeugen? \u00c4hnliches Ger\u00f6ll, als jenes, welches die Savannen bedeckt, fand ich\n gleichzeitig mit dem Morast-Erz, und sp\u00e4ter selbst auf Parish\u2019s Peak , auf einer H\u00f6he von 910 Fu\u00df (englisch) \u00fcber dem Niveau\n des Meeres, oder 775 Fu\u00df \u00fcber dem des Flusses Berbice . Der letztere\n Umstand bewirkt die Fragen: sollte das Ge r\u00f6lle auf Parish\u2019s Peak von der gro\u00dfen,\n allgemeinen Fluth her r\u00fchren? Wenn man\n annimmt, da\u00df einst ein Landsee diesen Berg bedeckt habe, so w\u00fcrde derselbe\n eine Durchschnittstiefe von 830 bis 840 Fu\u00df gehabt haben, und obgleich die Gebirgsr\u00fccken, welche die Savannen jetzt\n begr\u00e4nzen, eine H\u00f6he von 1500 bis 2000 Fu\u00df besitzen, so\n w\u00e4re diese doch kaum hinreichend, dem See von ihren Gipfeln die n\u00f6thigen\n Gew\u00e4sser zuzuf\u00fchren. Es ist vielmehr meine Meinung, da\u00df der See Parime , welcher nur noch in der Tradition zu\n leben scheint, durch das hier zur\u00fcck gebliebene Gew\u00e4sser der gro\u00dfen Fluth gebildet war In der geographischen Untersuchung \u00fcber den\n Ursprung der Mythe vom Binnen-See Dorado oder Parime ist zu unterscheiden, wie der Zu stand des Oberfl\u00e4chenansehns vor\n vier oder f\u00fcnf Jahrhunderten, oder wie er in vorhistorischen Zeiten\n mag gewesen sein. Die letztern, der Urwelt angeh\u00f6rig, sind g\u00e4nzlich\n auszuschlie\u00dfen. Schon Hr. von\n Humboldt sagt: Ce sont les\n roches micac\u00e9es de l\u2019 Ucucuamo , le nom de Rio\n Parime (Rivi\u00e8re \u2013 Lac), les inondations des rivi\u00e8res Urariapara , Parime et Xu ruma , et\n surtout l\u2019existence du Lac\n Amucu , qui ont donn\u00e9 lieu \u00e0 la fable de la\n Mer\n Blanche et du Dorado de la Parime. ( Rel. hist. , Chap. 24, T. II. p. 684.) Die \u00dcberschwemmungen k\u00f6nnen auch\n im 16. Jahrhundert gr\u00f6\u00dfer als jetzt gewesen sein. B . . Der Durchbruch dieser ungeheuren Masse Wasser mag durch ein vulkanisches\n Naturereigni\u00df herbeigef\u00fchrt worden sein, und da\u00df diese Regionen einst der\n Schauplatz eines solchen Ereignisses waren, davon findet der Forscher\n manchfaltige\n Beweise. So war vor nicht gar langer Zeit, wenn wir die Aera be trachten, welche seit der Zeit der allgemeinen Fluth verflossen, der See Parime das \u00dcberbleibsel\n dieses Weltereignisses, von dem die von der fernsten Vorzeit herkommenden\n \u00dcberlieferungen beider Hemisph\u00e4ren sprechen, w\u00e4hrend der noch sich\n vorfindende See Amucu das einstige\n Vorhandensein eines gr\u00f6\u00dfern Sees bekr\u00e4ftigt. Die Conocon- oder Connucku-Berge (Connucku bedeutet Holz,\n bewaldet, in der Sprache der Wapeschana Indianer) be stehen auf ihrer n\u00f6rdlichen Seite aus steilen Felsenw\u00e4nden, die zerkl\u00fcftet sind, als ob die Wellen eines vorigen Meeres einst an\n denselben angeschlagen h\u00e4tten. Die Pacaraina sind an ihrer s\u00fcdlichen Seite nackt und\n zerkl\u00fcftet. Wenn ich nun den jetzigen See Amucu als eine der niedrigsten Stellen des Gebirgskessels annehme, so bemerke ich von der \u00f6stlichen, n\u00f6rdlichen und s\u00fcd lichen Seite, da\u00df sich der Grund\n terrassenf\u00f6rmig erhebt und Kl\u00fcfte bildet, die in verschiedenen Richtungen\n ablaufen; dies ist am merklichsten l\u00e4ngs der Wasserscheide des Rupununy , und der Fl\u00fcsse, welche in den Maou ( Mahu , genannt Ireng bei\n den Macusis) und T\u00e1 koto ( Takutu ) sich ausleeren; allein es ist nicht\n weniger bemerkbar in der unmittelbaren N\u00e4he des jetzigen kleinen Sees Amucu . Das Dorf Pirarara , welches sich s\u00fcdlich vom See\n befindet, ist auf einer dieser Anh\u00f6hen erbaut, und das Missions-Haus steht 81 Fu\u00df \u00fcber dem Niveau des Sees Amucu , oder, meinen\n barometrischen Messungen zufolge, Die Zahl fehlt in Schomburgk\u2019s\n Briefe. B . Fu\u00df \u00fcber dem Spiegel des Atlantischen Meeres . Von da hebt sich der Grund, jemehr man s\u00fcdlich vordringt, und ich sch\u00e4tze den er habensten Punkt des Bassins, zwischen dem\n See Amucu und dem kleinen Connucku-Gebirge , ungef\u00e4hr 150 bis 160 Fu\u00df . Diese Erh\u00f6hungen zeigen h\u00e4ufig Schichtungen eines Conglo merats, in welchem Fragmente von Quarz, Syenit, Granit \ua75bc. vorkommen, und die durch einen eisenhaltigen Teig verbunden sind\n (Urfels-Tr\u00fcmmer-Gestein?). Deren Richtungen ist N.O., die Lagerung\n horizontal, terrassenf\u00f6rmig sich erhebend. Diese For mation besitzt zuweilen drusenf\u00f6rmige Aush\u00f6hlungen, welche Kn\u00f6tchen von Agat enthalten. Von dem, was ich bereits oben bemerkt habe, lie\u00df sich das Dasein einer solchen\n Bildung vermuthen; jetzt bekr\u00e4ftigt es noch mehr die Vermuthung, da\u00df es die\n Formation einer bewegten Wassermasse war. Weder M\u00e4chtigkeit der Schichten\n ist mir erkennbar, noch ist es mir gelungen, organische \u00dcberreste zu ent decken; allein das terrassenf\u00f6rmige\n Absetzen zeugt wol von dem langen anhaltenden Stande des Niveaus des\n vormaligen Sees, und dessen Verminderung in aufeinander folgenden\n Perioden. W\u00e4hrend meines Aufenthalts habe ich die Umgegend, un gef\u00e4hr drei englische\n Meilen im Umfang, trigonometrisch auf genommen, und auch die zwei Gebirgsketten n\u00e4her bestimmt, allein \u00fcber den westlichen Theil des Terrains, n\u00e4mlich \u00fcber den Maou in der Gegend seiner\n M\u00fcndung, und \u00fcber den T\u00e1 kutu bis zu seiner Vereinigung mit dem Urariquera , fehlen mir noch die genaueren Data. Ich hoffe,\n diesem Mangel in Kurzem abzu helfen, da ich\n t\u00e4glich der Ankunft eines Canoas vom S\u00e2o Joa quim entgegen sehe, um\n dort das Ende der Regenzeit abzuwar ten.\n Nachdem ich mir die geh\u00f6rigen Beobachtungen verschafft habe, werde ich mir\n die Freiheit nehmen, Ihnen den Plan die ses\n merkw\u00fcrdigen Bassins zuzusenden. Es ist ein Punkt von gro\u00dfer Wichtigkeit, die Zeit von Pirarara nach S\u00e2o\n Joaquim zu tragen; die Entfernung ist den Kr\u00fcmmungen der\n Fl\u00fcsse folgend 2\u00bd Tagereise Tagereisen . Ich kann nicht genug bedauern, da\u00df w\u00e4hrend der Zeit meines\n Aufenthalts in Pirarara die Witterung\n so ung\u00fcnstig gewesen ist, da\u00df ich nur sehr wenige astronomische\n Beobachtungen anstellen konnte. Da zu kommt\n noch der ungl\u00fcckliche Umstand, da\u00df das einzige Chro nometer, welches ich besa\u00df, und welches ich gen\u00f6thigt war, w\u00e4h rend meiner Fu\u00dfreise nach den Sierra Acaray und den Quellen des Essequibo , in einem G\u00fcrtel zu tragen,\n seit meiner Zur\u00fcck kunft stehen geblieben\n ist; ich war sogar seit den letzten zwei Monaten ohne eine gute Taschenuhr,\n allein seit mein Canoa von der K\u00fcste zur\u00fcckgekommen ist, ist dieser\n Mangel ersetzt, und ich bedarf nur g\u00fcnstiges Wetter, um astronomische\n Beobachtun gen anzustellen, und den\n Lauf des Fl\u00fc\u00dfchen Fl\u00fc\u00dfchens Pirarara und der Fl\u00fcsse Maou und T\u00e1\n kutu n\u00e4her zu bestimmen. Mit Hinsicht Ihrer Bemerkung: \u201e La position du Lac Amucu et ses rapports avec le Mahu ( Maou ) et le Tacutu ( Takato )\n sont enti\u00e8rement conformes \u00e0 ma carte de Colombia , de 1825, et quoique selon les extraits de Manuscrite des manuscrits de M. Schomburgk , dans\n l\u2019indication des fondemens de sa carte, la mienne ne se trouve pas\n nomm\u00e9e, la plus l\u00e9g\u00e8re comparaison prouve, que tout ce qui n\u2019a pas\n \u00e9t\u00e9 parcouru par ce voyageur, et ce qui est trac\u00e9 en lignes ponc tu\u00e9es dans la nouvelle carte,\n jusqu\u2019au Rio Xuruma (Zuruma) et \u00e0 San Joaquim de Rio\n Branco est copi\u00e9 de celle de 1825\u201c ( Sur quelques points importans etc. p. 34 Vielmehr Humboldt 1837a , 170.\n Schomburgk zitiert wahrscheinlich nach einem Separatdruck des\n Zeitschriftenaufsatzes. .) gestehe ich, da\u00df es mir die gr\u00f6\u00dfte Freude\n gemacht haben w\u00fcrde, wenn ich Ihren so herrlichen Atlas g\u00e9ographique in allen\n meinen Unternehmungen h\u00e4tte zu Rathe ziehen k\u00f6nnen; allein nachdem ich die\n gr\u00f6\u00dften pers\u00f6nlichen Aufopferungen habe machen m\u00fcssen, um diese Rei sen mit der geh\u00f6rigen Energie\n fortzusetzen, so ist es mir nicht m\u00f6glich gewesen, meinen gr\u00f6\u00dften und\n innigsten Wunsch auszu f\u00fchren, mir Ihre so\n manchfaltigen und pr\u00e4chtigen Werke \u00fcber die Geologie, Geographie und\n Naturgeschichte der westlichen Halbkugel anzuschaffen. Selbst den\n historischen Bericht \u00fcber Ihre Reise kenne ich nur aus der abgek\u00fcrzten und\n auf einen Band reducirten \u00dcbersetzung des Herrn Macgillioray MacGillivray . Ich konnte da her\n nicht Ihre Karte von Colombia zu Rathe ziehen, und der punktirte Lauf das Maou , T\u00e1\n kutu \ua75bc. beruht auf der Aussage Die\n \u00dcbereinstimmung mit der Carte g\u00e9n\u00e9rale de Colombie dress\u00e9e d\u2019apr\u00e8s l\u2019ensemble des\n observations astronomiques et des renseignemens topographiques de Mr. de\n Humboldt Humboldt 1814\u20131834 , Tafel 22. (Janvier 1825) spricht also um so mehr f\u00fcr die\n Richtigkeit der Kombinationen und der neuern Manuscript karten der Portugiesen, deren sich Herr von Humboldt bedient hatte. B . meines\n damaligen Reisegef\u00e4hrten Brotherson , welcher San Joa quim besuchte. Die geographische L\u00e4nge der Festung ist nach Dr. Hancock , allein ich halte diese Lage\n f\u00fcr zu weit westlich, und es bedarf noch sehr der Best\u00e4tigung, ob sie\n richtig sei. Der See Amucu hat sowol einen Ausflu\u00df nach\n Osten, als wie nach Norden Nach der interessanten\n Karte, welche Herr Schomburgk von dieser Gegend geliefert hat ( British Guiana 1836 , zweite Auflage von 1837 ) ist der n\u00f6rdliche Ausflu\u00df eigentlich ein westlicher, da er sich erst gegen Norden, dann gegen Westen und endlich gegen S\u00fcdwesten wendet, um, wie es Herrn von Humboldt \u2019s Karte\n angiebt, den Pirara , oder Pirarara , einen Zustrom\n ( affluent ) des Mahu ( Maou ) zu\n bilden. Der Mahu flie\u00dft in den T\u00e1 kutu , der mit dem Uraricuera ( Valle de la\n Inundacion , \u00dcberschwemmungsthal des Santos ) s\u00fcdlicher Rio\n Branco oder Rio de Aguas\n blancas hei\u00dft. B . ; mit dem Dasein des \u00f6stlichen\n Ausflusses bin ich erst seit meiner trigonometrischen Aufnahme der Umge gend bekannt geworden. Mehrere Zweige\n vereinigen sich, bevor der Pirarara in den Maou f\u00e4llt. (S. Sur quelques points etc. S. 35.) Hortsmann \u2019s Aussage, da\u00df sich\n zwei Tagereisen von der M\u00fcndung des Maou ein Berg bef\u00e4nde, auf dessen Gipfel ein See mit\n schwarzem Wasser sei ( ebendaselbst S. 36.), werde ich in kurzer Zeit wahrscheinlich bekr\u00e4ftigen k\u00f6nnen. Die\n Macusi- Indianer haben mir viel von einem Berge erz\u00e4hlt, den\n sie Ro reima oder Oro-rei-ma nennen, von dessen Gipfel sich ein Wasser herabst\u00fcrzt. Allein die Entfernung stimmt nicht \u00fcber ein; nach ihrer Berechnung ist der Berg\n f\u00fcnfzehn Tage von Pirarara . Ich war\n bereit, dorthin Anfangs April d. J. abzu reisen, als ich, von Pleuritis angegriffen, meinen Plan auf schieben mu\u00dfte. Ich lege durchaus kein Gewicht auf meine Beobachtungen in Annay ( ebend. S. 37.); das Instrument,\n welches ich zum Messen der Mondabst\u00e4nde besa\u00df, war nicht von der Art, da\u00df ich mit Gewi\u00dfheit auf das Resultat rechnen k\u00f6nnte, und bevor ich diese\n Beobachtungen nicht durch eine Reihe anderer Beob achtungen mit Troughton \u2019s\n Kreis bekr\u00e4ftigen kann, wage ich es nicht, auf deren Richtigkeit zu\n dringen. Einer Basis gem\u00e4\u00df, welche ich in Pirarara ma\u00df, und von deren Enden ich die Ent fernung des Berges Makarapan bestimmte, finde ich dieselbe mit meiner Karte \u00fcbereinstimmend; es bedarf daher nur der Zurechtsetzung der westlichen L\u00e4nge der M\u00fcndung des Flusses Rupununy , der Lage des Dorfes Pirarara und der Festung S\u00e2o Joaquim , um eine Kette astronomischer\n Beobachtungen zu er halten, welche als Ende\n die Verkn\u00fcpfung mit den Ihrigen in Esmeralda bezwecken. Die hieroglyphischen Figuren haben eine viel gr\u00f6\u00dfere Aus breitung, als Sie vielleicht vermuthet haben. W\u00e4hrend meiner Expedition, welche die Untersuchung des Flusses Corentyn \u2019s zum Zweck hatte, bemerkte\n ich einige gigantische Figuren nicht nur am Felsen Tim\u00e8ri (Lat. 4\u00bd\u00b0 N., Long. 57\u00bd\u00b0 W. Grw. ), sondern ich entdeckte auch \u00e4hnliche\n in der N\u00e4he der gro\u00dfen Kataracte des Corentyn \u2019s in 4\u00b0 21\u2032 30\u2033 N. Breite und 57\u00b0 55\u2032 30\u2033 W. L\u00e4nge von Greenwich . Diese Figuren\n sind mit viel gr\u00f6\u00dferem Flei\u00df ausgef\u00fchrt, als irgend welche, die ich in Guiana entdeckt habe. Deren Gr\u00f6\u00dfe\n ist ungef\u00e4hr 10 Fu\u00df und sie\n scheinen mensch liche Figuren vorzustellen.\n Der Kopfputz ist \u00e4u\u00dferst merkw\u00fcrdig, er umgiebt den Kopf und breitet sich\n betr\u00e4chtlich aus, und ist einem Heiligenschein nicht un\u00e4hnlich. Ich habe\n meine Zeich nung dieser Figuren in der\n Kolonie gelassen, und werde wahr scheinlich\n im Stande sein, sie in einer gesammelten Form dem Publikum vorzulegen. Ich\n habe weniger ausgebildete Figuren gleichfalls am Cuyuwini gesehen, welcher Flu\u00df sich im 2\u00b0 16\u2032 n\u00f6rdl.\n Breite von N.W. in den Essequibo ergie\u00dft,\n und sp\u00e4ter \u00e4hnliche Figuren am Essequibo selbst, im 1\u00b0 40\u2032 n\u00f6rdl. Breite vorgefunden.\n Diese Figuren erstrecken sich daher, wirklichen Beobachtungen zufolge, von\n 7\u00b0 10\u2032 bis 1\u00b0 40\u2032 n\u00f6rdl. Breite, und vom 57\u00b0 30\u2032 bis 66\u00b0 30\u2032 westl. L\u00e4nge\n von Greenwich . Auf meine Frage, wer\n diese Figuren gemacht habe, gaben mir die Taruma-Indianer zur Antwort, da\u00df\n Weiber sie vor gar langer, langer Zeit in den Felsen gegraben h\u00e4tten. Die\n Zone der Bilderfelsen, so weit sie bis jetzt untersucht worden ist, brei tet sich daher \u00fcber eine Fl\u00e4che von 12000\n Quadratmeilen aus ( 15\n L\u00e4ngen-Meilen auf 1 Grad) und begreift die Bassins des Corentyn , Essequibo und Orinoco in sich, ein Umstand, von dem man auf die vorige\n Bev\u00f6lkerung dieses Theils des Fest landes\n schlie\u00dfen kann. Welch\u2019 ein Unterschied mit der jetzigen Zeit, wo man Monate\n reisen kann, ohne eine menschliche Woh nung\n anzutreffen. Was ist aus den Tausenden geworden, die einst hier lebten und\n liebten? Der W\u00fcrgengel scheint den Un tergang der Indianischen Geschlechter beschlossen zu haben, und es wird\n wahrscheinlich keines Jahrhunderts bed\u00fcrfen, um die St\u00e4mme der Cariben und\n Atoroyas in Guiana den Atures des Orinoco beizugesellen. Es ist merkw\u00fcrdig, da\u00df ich jene Felsen, von denen Horts mann schreibt,\n als bedeckt: \u201e de varias letras \u201c ( Sur quelques points etc. S. 41.), nicht habe auffinden k\u00f6nnen. Der Flu\u00df Rupununy schl\u00e4ngelt sich nicht durch die Macarapan -Gebirge, er\n windet sich ihrer s\u00fcdlichen Seite entlang, und was ist aus der Stelle\n geworden \u201eou le fleuve, rempli de petits cascades, serpente entre les montagnes de Macarana \u201c ( ebendas. S. 41.)? Mit der Ausnahme einer einzigen kleinen\n Cascade, ist der Ru pununy jetzt in der Gegend jenes Gebirges ohne\n Wasserf\u00e4lle und Cascaden. Eine gro\u00dfe Ver\u00e4nderung hat daher seit 1749 Statt gefunden, und jene Felsen, welche die kleinen Cascaden verur sachten, sind von der Wassermasse\n hinweggesp\u00fclt worden \u2013 sollte dies auch der Fall mit jenen mit Figuren\n bedeckten Felsen der Fall gewesen sein? Die\n Beobachtungen, welche ich an der M\u00fcndung des Ru pununy , im Dorfe Pirarara und in S\u00e2o Joaquim anzustellen gedenke, werden\n ferner von Wichtigkeit f\u00fcr den Zweck einer Gr\u00e4nzbestimmung sein, welche\n fr\u00fcher oder sp\u00e4ter zwischen Eng land , Columbia und Brasilien Statt finden mu\u00df. Gro\u00dfe Freude gew\u00e4hrt es mir, Ihre Aufmerksamkeit auf den Umstand lenken zu\n k\u00f6nnen, da\u00df sich seit Kurzem die Mis sions-Gesellschaft der anglikanischen Kirche entschlossen hat, einen Missionair zur Bekehrung der Indianer-St\u00e4mme in das Innere Guiana \u2019s abzusenden, und der Revd. M. Youd ist f\u00fcr diesen Zweck, seit meiner\n Anwesenheit, in Pirarara angelangt. M\u00f6gen Sie es mir nicht als unn\u00fctze Prahlerei auslegen, wenn ich bemerke, da\u00df\n ich an der Vermittlung dieser so w\u00fcn schenswerthen Maa\u00dfregel einen kleinen Antheil habe. In einer Unterredung,\n die ich nach meiner Zur\u00fcckkunft von der ersten Expedition in 1836 mit dem Lord-Bischof von Barbados hatte, zog ich seine ganze\n Aufmerksamkeit auf den Umstand, da\u00df, w\u00e4h rend die britischen und andere Missions-Anstalten Missionen unter allen\n Heidenst\u00e4mmen der Alten und dem n\u00f6rdlichen Theil der Neuen Welt\n unterhielten, die Indianer Guiana \u2019s allein\n ohne Lehrer und Unterricht blieben. Ich gab dem Bischof jede nur m\u00f6gliche Auskunft, die\n ich \u00fcber den Charakter und die Anzahl der Indianer besa\u00df, welche ich im\n Laufe meiner Expedition be sucht hatte, und\n zog seine Aufmerksamkeit auf Pirarara ,\n welches mir besonders f\u00fcr eine Missions-Anstalt geeignet schien. Bevor sich die Gesellschaft in London entschlossen hatte, einen Missionair\n nach dem Lande der Macusi-Indianer zu senden, bauten die Bewohner von Pirarara , ihren Kr\u00e4ften gem\u00e4\u00df, nicht nur ein Geb\u00e4ude f\u00fcr den Zweck eines Bethauses, sondern er richteten auch ein Wohnhaus f\u00fcr den\n Missionair, und als sie Gewi\u00dfheit erhielten, da\u00df der Revd. M. Youd als Lehrer nach Pirarara berufen sei, so begaben sich neunundzwanzig der\n st\u00e4rk sten M\u00e4nner des Dorfes in ihren\n Canoas nach der K\u00fcste, um ihn von der Missions-Anstalt in Barteka-Point abzuholen, ob sie gleich drei\n Monate zur Vollbringung dieser Reise n\u00f6thig hatten. Ein solcher Eifer, mit\n der Bibel und der christlichen Religion bekannt zu werden, steht\n wahrscheinlich f\u00fcr sich allein in der Geschichte der Missionen. Die ununterbrochenen Bem\u00fchungen des Missionairs in sei nem\n heiligen Unternehmen rufen bereits Fr\u00fcchte hervor; eine Schule f\u00fcr Kinder\n und eine Sonntags-Schule f\u00fcr Erwachsene ist errichtet, und die Indianer von\n den nahen Gebirgen treffen hier des Sonnabends ein, um am folgenden Tage\n dem Gottesdienste beizuwohnen, der in der Macusi-Sprache gehalten wird.\n Doch verursacht der Umstand, da\u00df Pirarara zum brasilianischen Gui ana geh\u00f6ren k\u00f6nne, gro\u00dfe Sorge, denn in diesem Falle w\u00fcrde die Intoleranz der Brasilianer und Portugiesen das Bestehen dieser\n Anstalt sehr gef\u00e4hrden. Wenn ich schon lebhaften Antheil an dieser so frommen und w\u00fcnschenswerthen\n Anstalt nahm, bevor ihr Entstehen gewi\u00df war, um wie gr\u00f6\u00dfer mu\u00df dieser\n Antheil jetzt sein, nachdem ich ihr heilsames Wirken mit eigenen Augen\n wahrgenommen habe, und in dem Missionair einen Mann finde, dem das geistige und weltliche\n Wohl seiner Heerde, die so eben dem Heidenthum ent rissen ist, tief am Herzen liegt. Ihr Schicksal bek\u00fcmmert mich daher sehr, und ich bin h\u00f6chst begierig, die Dokumente zu lesen, welche \u00fcber die Gr\u00e4nzlinie zwischen den sonst holl\u00e4ndischen und jetzt englischen Provinzen, und Colombia , Brasilien , Surinam , Cayenne handeln, \u2013 und wenn ich es kaum gewagt\n haben w\u00fcrde, Sie um eine Antwort zu bitten, so geschieht es nur f\u00fcr das Wohl jener Anstalt. Ihre Erfahrung mit R\u00fccksicht auf die Traktate Keine Vertr\u00e4ge haben in diesen westlichen Theilen der Guiana die Gr\u00e4nzen bestimmt.\n Die \u201edivision de limites\u201c ist nicht einmal im\n Westen vom Orinoco und Rio Negro zu Stande gekommen. Das\n portugiesische Gouvernement hat immer behauptet, sein Territorium bis\n zum s\u00fcdlichen Abfalle der Gebirgskette Pacaraina Pacaraima ausdehnen zu d\u00fcrfen. B. , welche Bezug auf diese Gr\u00e4nzscheide haben, wird Sie ohne\n Zweifel mit solchen authentischen Werken bekannt ge macht haben, aus denen ich sch\u00f6pfen k\u00f6nnte, um etwas Ge wisses zu erfahren, ob sich die\n Besitzungen der Portugiesen \u00f6st lich von S\u00e2o Joaquim de Rio Branco erstreckt\n haben; und ich wage es daher, Sie um gef\u00e4llige Mittheilung der Titel jener Quellen unterth\u00e4nigst zu ersuchen. In der Hoffnung, da\u00df Sie mir meine Freiheit verzeihen wer den, Sie mit einem Briefe bel\u00e4stigt zu haben, den\n Dankbarkeit dictirte, werde ich die Ehre haben, Ihnen vor meiner Abreise von Fort S\u00e2o Joaquim noch einmal zu\n schreiben, und die Pl\u00e4ne des Sees Amucu und des so merkw\u00fcrdigen Bassins beizulegen. Ich verbleibe u. s. w. Robert H.\n Schomburgk .","94":"an H Herrn Prof. Professor Ehrenberg. Sollte dieser Brief nach Herrn Prof. Professor Ehrenbergs Ab reise ankommen, so bitte ich\n gehorsamst ihn nach Paris nachzusenden z. zum B. Beispiel unter Adresse der\n Preussi schen\n Gesandschaft. Sie haben, als der Vielgereiste, theurer Freund, freilich sehr auf die\n Schnelligkeit der\n Verbin dungen gerechnet: leider! habe ich Ihren\n lieben Brief vom 15 t ten erst gestern Abend, von Milischauer zur\u00fckkehrend, bekommen. Ich freue mich Ihres Entschlusses, Frankreich u und England zu besuchen und schikke Ihnen\n gern die 6 Einlagen, die ich unter tausend Zerstreuungen (die Kaiserin kam gestern) geschrieben. In England habe ich Faraday gew\u00e4hlt, weil es der ist, welcher London am seltensten verl\u00e4sst. An die Zoologen in London werden Sie Delessert Brongniart , Magendie empfeh len. Machen Sie\n die Briefe wenn Sie sie \u00fcbergeben, aber ja nicht fr\u00fcher, mit einer\n Oblate zu, weil die Briefe sie manches B\u00f6se \u00fcber Sie enthalten. Meine Gesundheit ist gut,\n obgleich Kissinger u. und Bad, die ich die Schwach heit habe zu gebrauchen, mich\n oft schl\u00e4frig machen . Mit alter Anh\u00e4nglichkeit und dankbarer Freundschaft Ihr AlHumboldt Teplitz , den 20 Jul Juli 1838 Wenn\n Sie schreiben, theurer Ehrenberg, so sei es ja durch\n die Gesandschaften, es ist aber sehr ungewiss ob ich den August und Sept September in Berlin sein werde .","95":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg. Ich freue mich mit Ihnen, f\u00fcr Sie und die Naturwissenschaft die nach Cuviers Tode Sie der Einzige in Ihrem ganzen (und weit\n gr\u00f6sserem Umfang als er) beherrschen, dass ich Ihr grosses Infusorien Werk Ehrenberg 1838 erscheine. Es wird Epoche machen und neben Ihren Reisefor schungen monumental sein. Gl\u00fcklich sch\u00e4ze ich Sie, dass Sie eine unabh\u00e4ngige Region dort entdekt haben. Die Entdekkung der\n Aufbewah rung der Infusorien wird von grossen Folgen sein. Was w\u00e4re Botanik wenn\n man alles nur an frischen Pflanzen sehen k\u00f6nne. Ich hoffe dass mich nichts\n hindern soll, Sie und unseren Heinrich Rose Donnerstag zu h\u00f6ren. Da ich suche mich von meinem tiefen Schmerze zu\n heilen (Sie, als Vater ken nen diesen pathologischen Zustand) so\n werde ich meine ganze Th\u00e4 tigkeit und List\n aufbieten, dem vortrefflichen Manne f\u00fcr den das \u00fcbrige Europa w\u00e4rmer als ein hiesiges Ministerium ist und der die edelsten\n Eigenschaf ten des Characters mit einem entschie den\n grossen chemischen Talente ver bindet, ein seiner w\u00fcrdiges Laborato rium zu verschaffen. Auf den Gr. Graf Lambsdorf (also wohl Graf?) in Curland kann\n ich mich schlechterdings nicht besinnen, ich werde aber suchen bei der Russ. Russischen Gesandschaft Nachricht einzuholen. M\u00f6chten Sie doch neben Ihrer\n grossen Arbeit \u00fcber die Infusorien Musse haben einen Theil Ihrer hist. historischen Reise zu geben . Ich weiss von Laborde dass man weit\n mehr Werth da rauf legt, als Sie in Ihrer \u00fcbergrossen\n Bescheidenheit ahnden . Mit herzlicher Anh\u00e4nglichkeit . Ihr AlHumboldt Sonntags. Ich\n erfahre so eben dass Graf Lambsdorf Russ. Russischer General der ehemali ge Erzieher des Grossf. Grossf\u00fcrsten Michael ist. Ich habe ihn in Paris u und Petersb Petersburg gesehen . AHt","96":"(Zweiter Brief.) Ar\u00e9kuna-Dorf Uruparu , 4\u00b0\n 35\u2032 30\u2033 N. Br. 61\u00b0 28\u2032 W. L\u00e4nge v. Greenw ., den 17. Nov. 1838. Ich hatte die Ehre, Ihnen\n von Pirarara und Fort S\u00e2o Joa quim zu\n schreiben Den Brief aus S\u00e2o\n Joaquim hat Hr. von\n Humboldt nicht em pfangen. B. , und nehme mir die\n Freiheit, Ihnen von Neuem den Erfolg meiner Reise mitzutheilen. Wir verlie\u00dfen Pirarara am 8. Oktober; eine\n ungew\u00f6hnlich lange Regenzeit hatte unsere Abreise von Fort S\u00e2o Joaquim mehrere Wochen verz\u00f6gert. Wir folgten am ersten Tage dem Flu\u00df Mahu , welcher Ireng von den Indianern\n genannt wird, aufw\u00e4rts, und setzten am zweiten Tage auf sein rechtes Ufer \u00fcber, von wo wir nun dem Vorsprung des Pacarayma-Gebirges in N.W. Richtung folgten. Unser Pfad f\u00fchrte durch die s\u00fcd lichen L\u00e4ngenth\u00e4ler der Gebirgskette,\n welche sp\u00e4rlich von Macusi- Indianern bewohnt sind. Der Flu\u00df Coting , der Cristaes der Portugiesen, kreuzte unsern Pfad am 15. Oktober, und ich er richtete mein Zelt an seinem rechten\n Ufer, um astronomische Beobachtungen zu nehmen, denen gem\u00e4\u00df wir in 4\u00b0 10\u2032\n 48\u2033 n\u00f6rdl. Breite und 68,2 geogr. Meilen (60 auf 1 Grad) westlich von Pirarara waren. Ich sch\u00e4tzte die\n Breite des Flusses 280 Fu\u00df , und seine Tiefe betrug 5 bis 10 Fu\u00df . Die Indianer nennen ihn Coting oder Cotinga, von\n seiner Quelle bis zu seinem Zu sammenflu\u00df\n mit dem T\u00e1 kutu , und betrachten den Zurung (Xu ruma) als einen Affluenten des Coting . Die Vereinigung bei der Fl\u00fcsse war ungef\u00e4hr 15 geogr. Meilen\n von unserm Lager in S.S.O. Richtung, also in ungef\u00e4hr 4\u00b0 25\u2032 n\u00f6rdl. Breite und 45 Meilen n\u00f6rdlicher, als in Arrowsmith \u2019s\n Karte von Co lombia angedeutet ist, der gem\u00e4\u00df wir in 4\u00b0\n 10\u2032 n\u00f6rdl. Breite bereits an den Quellen des Cristaes gestanden haben sollten. Nachdem wir den Berg Meirari passirt\n hatten, welcher sich zu einer H\u00f6he von 2817 Fu\u00df \u00fcber die Savanne und ungef\u00e4hr 3400 Fu\u00df \u00fcber die See erhebt, wendeten\n wir uns nach Norden, und \u00fcberstiegen die Berge, welche mit geringer\n Abweichung von W. nach O. zogen. Wir sahen am 19. Oktober einen Gebirgs r\u00fccken vor uns, der in seiner Formation\n sehr von denen abwich, welche wir bisher gesehen hatten. Es waren\n Sandstein-Gebirge, von derselben Richtung als die Granitgebirge; unsere\n Breite war diesen Abend 4\u00b0 28\u2032 52\u2033. Wir hatten am n\u00e4chsten Tage diesen\n Gebirgsr\u00fccken zu \u00fcbersteigen; er bestand aus rothem und wei\u00dfem Sandsteine,\n in welchem viele runde und eckige Fragmente von Quarz gebettet waren. Ich\n sch\u00e4tzte unsere H\u00f6he \u00fcber dem Meere 3000 Fu\u00df . Die Vegetation nahm einen ganz andern Karakter an, und ich hatte viel Sch\u00f6nes und Neues zu bewun dern, doch den Preis trug eine Orchidea davon, die sich zu einer H\u00f6he von 10 bis 12 Fu\u00df erhebend, sch\u00f6ne wei\u00dfe Blumen, gleich denen einer Lilie , trug. Doch da ich von dieser\n Pflanze weiter zu reden habe, verschiebe ich die n\u00e4here Beschreibung, die\n Ihnen in einer andern Form vorgelegt werden wird. Am Abend des 20.\n Oktobers sahen wir Roreima vor uns,\n jene steilen Felsen w\u00e4nde, die das Wunder\n des Landes sind. Doch erreichten wir Roreima erst am 2. November, weil sich mehrere Hindernisse in den Weg legten, die mich zur\u00fcckhielten. Ich war jedoch auf seine betr\u00e4chtliche H\u00f6he bereits aufmerksam gemacht worden, da er sich in\n einer Entfernung von 38,5 G. Meilen (60 = 1\u00b0) unter einem Winkel von 1\u00b0 19\u2032\n 30\u2033 zeigte, w\u00e4hrend seine steilen Felsenw\u00e4nde selbst in dieser Entfernung\n mit dem Auge einen Winkel von 28\u2032 bildeten. Wir erreichten diese\n senkrechten W\u00e4nde am 2. November; \u2013 ihre Ersteigung ohne\n Fittige\n war unm\u00f6glich. Diese merkw\u00fcrdige Gebirgs-Gruppe, der Culminations- Punkt der Sierra-Pacarayma ( Pacareima ?) und wovon Ro reima der h\u00f6chste ist, zieht sich von S.O. nach N.W., und ist ohngef\u00e4hr 45 geogr. Meilen lang. Die Berge Roreima , Icu ckenam , Ajangcatsibang und Marima bilden ein l\u00e4ngliches Vier eck, wovon Roreima die nord\u00f6stlichste Seite ist. Einer\n Grundlinie gem\u00e4\u00df, welche ich in der N\u00e4he des Dorfes Awarayambott\u00e9 ma\u00df, und die Winkel mit\n dem Sextanten bestimmte, erhebt sich das \u00f6stlichste Ende desselben 5100 Fu\u00df (englisch) \u00fcber jenes Dorf, w\u00e4hrend seine Wand eine senkrechte H\u00f6he von 14- bis 1600\n Fu\u00df hat. Die benachbarten Berge sind von derselben Bildung, und die\n Felsenwand Icuckenam ist h\u00f6her,\n allein nicht in Hinsicht der absoluten H\u00f6he; es ist nur die senkrechte\n Wand, welche be deutender als jene von Roreima ist. Sie bemerken, da\u00df man in den Schweizer-Alpen vergebens nach einer Felsenwand\n von 1600 Fu\u00df senkrechter\n H\u00f6he suchen w\u00fcrde ( Condensed narrative etc. by Macgcllieray MacGillivray ) Humboldt remarks\n that a precipice of 6000 or 7000\n feet is a phenomenon much rarer than is usually\n believed, and that a rock of 1600 feet of perpendicular height has\n in vain been sought for among the Swiss Alps . Humboldt\/MacGillivray\n 1832 . , und ich glaube nicht, da\u00df Guiana ein zweites Beispiel dieser Art darbietet; dennoch\n ist dies nicht der merkw\u00fcrdigste Umstand, der mit Ro reima verkn\u00fcpft ist. Es sind die Gew\u00e4sser, welche sich in\n rei cher F\u00fclle von diesen Felsenw\u00e4nden\n st\u00fcrzen, und, so fremdartig es erscheinen mag, den drei m\u00e4chtigsten Fl\u00fcssen\n des n\u00f6rdlichen Halbtheils S\u00fcdamerika \u2019s zuflie\u00dfen. Die Entstehung dieser Was serf\u00fclle kann ich mir nur durch den\n Umstand erkl\u00e4ren, da\u00df der atmosph\u00e4rische Niederschlag der Wasserd\u00e4mpfe\n durch die kalten und j\u00e4hen Felsenw\u00e4nde sehr bef\u00f6rdert wird. Locale\n Umst\u00e4nde, und unter denselben in erster Instanz die dichten Waldungen, welche sich gegen Norden von seinem Fu\u00dfe bis zur K\u00fcste des Atlantischen Meeres ziehen, w\u00e4hrend sich\n nach S\u00fcden unabseh bare Savannen\n erstrecken, m\u00f6gen zur Vervielf\u00e4ltigung dieser fl\u00fcssigen Niederschl\u00e4ge\n beitragen. Der Gipfel ist an manchen Stellen abgerundet, und mit Str\u00e4uchern\n und B\u00e4umen be wachsen; allein diese\n Abrundungen erheben sich kaum 56\n Fu\u00df \u00fcber die j\u00e4he Felsenwand, da der h\u00f6chste Strauch in einer Ent fernung von drei Meilen nur einen Winkel\n von 8\u2032 mit dersel ben bildete. Roreima bildet daher im Gro\u00dfen das, was die Brocken quelle im Kleinen ist. Von\n seiner Ostseite ergie\u00dft sich der Coting , den wir fr\u00fcher in 4\u00b0 10\u2032 48\u2033 n\u00f6rdl. Br. \u00fcber schritten hatten, wo er 280 Fu\u00df breit war. Seine Quellen sind in 5\u00b0 10\u2032 n\u00f6rdl. Breite, und er sendet seine Gew\u00e4sser durch den T\u00e1 kutu , Rio\n Branco und Rio Negro dem Amazonen strome zu. Etwas n\u00f6rdlicher st\u00fcrzt sich der Cuya von seiner H\u00f6he, und flie\u00dft durch\n den Cacko und Mazuruni (die Indianer nennen ihn Mazuring)\n dem Essequibo zu. Von der s\u00fcdwestlichen\n Seite st\u00fcrzen sich mehrere B\u00e4che, welche in den Cuckenam flie\u00dfen, der seine Quellen\n auf der nord\u00f6stlichen Seite des benachbar ten Icuckenam hat, und durch den Yuruani und Carony in den Orinoco f\u00e4llt. Der Yuruani , welchen die Indianer die Quelle des Carony nennen (Caroni Yam\u00e9e, d.\n i. Caroni-Kopf), flie\u00dft von der nordwestlichen Seite des Icuckenam . Vom Berge Ma rima , etwas nord\u00f6stlich von Roreima , ergie\u00dfen sich mehrere B\u00e4che, die sich in dem Aruparu vereinigen, welcher in\n den Cacko f\u00e4llt, der seine Quellen auf dem nordwestlichsten dieser Gruppe, dem Irutebuh hat. Der Cacko ist einer der Hauptzweige des obern Mazuring . Von der s\u00fcdwestlichen Seite Irutebuh \u2019s flie\u00dft der Cama , welcher durch den Pau wang in den Carony flie\u00dft. Das Dasein der fernen s\u00fcd\u00f6stlichen Verzweigung des Carony ist in letzterer Zeit sehr bezweifelt\n worden; es freut mich daher, da\u00df ich auch in dieser Hinsicht zur Aufkl\u00e4rung\n der Geographie dieses Theils habe beitragen k\u00f6nnen. Von der Verbindung des Cuckenam s mit dem Yuruani an nennen die\n Indianer den Flu\u00df Carony . Hier vereinigen sich daher die nat\u00fcrlichen Gr\u00e4nzen der briti schen Guiana mit\n denen von Colombia und Brasilien ; und dieser Punkt wird nicht\n allein in geographischer, sondern auch in poli tischer Hinsicht wichtig, seine physische Beschaffenheit ganz\n aus dem Auge gesetzt, welche nicht minder merkw\u00fcrdig ist. Diese Gebirgsgruppe ist gew\u00f6hnlich mit Wolken bedeckt; w\u00e4hrend der vier\n Wochen, die ich in ihrer N\u00e4he gewesen bin, war Roreima zwei Mal, und nur f\u00fcr kurze Zeit,\n wolkenleer. Meine astronomischen Beobachtungen sind unter diesen Umst\u00e4n den sehr k\u00e4rglich; dazu kommt noch, da\u00df\n mein H\u00f6hen-Barometer so in Unordnung gerathen war, als ich Pirarara verlie\u00df, da\u00df es mir nicht gelang,\n dasselbe zurecht zu setzen, und ich es de\u00dfhalb zur\u00fccklassen mu\u00dfte; zudem\n zerbrach wenige Tage vor meiner An kunft\n allhier mein bestes Thermometer, so da\u00df ich gegenw\u00e4rtig auf ein einziges\n beschr\u00e4nkt bin. Einer Anzahl Versuchen gem\u00e4\u00df hat siedendes Wasser eine\n Temperatur von 199\u00b0,95 F. im Dorfe Awarayambott\u00e9 ; die damit korrespondirende H\u00f6he mu\u00df daher jenen angegebenen zugef\u00fcgt werden, um die H\u00f6he \u00fcber der See zu\n erhalten. W\u00e4hrend der Nacht, die wir auf Roreima zubrachten, stand Fahrenheit \u2019s Thermometer um 12 Uhr p. m. 6 Uhr a. m. 7 Uhr a. m. 57\u00b0 57\u00b0,5 60\u00b0 13\u00b0,9 14\u00b0,1 15\u00b0,5\n R\u00e9aumur und w\u00e4hrend eines Gewitters, welches \u00fcber den Berg zog, fiel es um 11 Uhr a. m. auf 57\u00b0 ( 13\u00b0,9 R. ).\n Die Wolke, welche diesen niedrigen Stand verursachte, war so dicht, da\u00df uns\n v\u00f6llige D\u00e4mmerung umgab. Kaum habe ich Worte, die interessante Flora dieser Gegend zu beschreiben;\n eine solche F\u00fclle habe ich nie vorher gesehen. Je der Schritt zeigte mir etwas Neues. Unter Melastomaceae , Andromedae , und\n B\u00fcschen mit lederartigen Bl\u00e4ttern und rosen \u00e4hnlichen Blumen fand ich auch jene Orchidea , die ich bereits im Eingange\n dieses Briefes erw\u00e4hnte. Da ich nicht die litera rischen Quellen mit mir f\u00fchre, welche n\u00f6thig sind, um mit Ge wi\u00dfheit zu untersuchen, ob diese Pflanze\n fr\u00fcher schon beschrieben sei, \u2013 was ich alle Ursache habe, zu bezweifeln, \u2013\n so habe ich es f\u00fcr besser gehalten, die Beschreibung, Zeichnungen und\n getrock neten Exemplare zur\n Untersuchung an Hrn. Bentham in London zu senden. Ich gedenke morgen meine Untersuchungen weiter nach Westen fortzusetzen;\n alle Anstalten zur Abreise sind getroffen; meinen n\u00e4chsten Brief hoffe ich\n aus Esmeralda datiren und Ihnen von dort aus die Entdeckung der Quellen des Orinoco melden zu k\u00f6nnen. Ich habe die Ehre, u. s. w. Robert H.\n Schomburgk .","97":"Mittwoch , den 20 . Febr. 1839 Innig veehrter Herr\n Baron Ein in der Akademie am vorigen Montag zu haltender Vortrag f\u00fchrte mich zur er neuten Untersuchung des Meeressandes den ich schon oft untersucht hatte, gab aber die\u00dfmal ein \u00fcberaus gl\u00fcckliches\n Resultat. Es gelang mir an den von Rudolphi auf seiner itali enischen Reise wahrscheinlich\n aus dem Meere selbst genommenen Sande von Rimini zu erkennen, da\u00df die\n Hauptmasse der Formen noch jetzt dort lebende Thiere sind und so habe ich\n denn die Thierchen ohne ihre Schaale ziemlich wohl erhalten getrocknet vor mir und aller Zweyfel \u00fcber die Stellung dieser Formen im Thierreich ist\n gehoben. Man sieht ihre Eier und die von ihnen zulezt\n verzehrten Infusorien (Kiesel panzer) in ihrem\n Inneren liegen. Bis her hatte ich das nur bey einem Thierchen des rothen Meeres gesehen und es war eine Form welche den Felsen bauenden Kalkthierchen der Kreide fremd ist. Jezt habe ich die gleichen Gattungen in ihrer Organisation gesehen. Ich habe mit schwacher S\u00e4ure die Kalk schaalen\n der vorher im warmen Wasser aufgeweichten Thierchen rein abgel\u00f6st und den\n kleinen frey gewordenen K\u00f6rper nachdem er langsam angetrocknet mit\n Terpentin wieder durchsichtig gemacht. Es gelang bey Rotalia Bec carii ( Nautilus\n Beccarii Linn\u00e9 ) und Nodosaria (Marginulina) Raphanus von Rimini, ferner bey Peneroplis pla natus ( Nautilus pl. planatus Fichtel\n &\n Moll) aus dem rothen Meere und von Rimini, endlich mit Abiculina numismalis von St. Sankt Do mingo, die ich aus Schw\u00e4mmen nahm, welche mein Bruder mir geschickt hat und worin auch noch eine Pavonina oder Peneroplis\n flabelliformis mit vor trefflichen\n Structur Details erhalten war. All diese in zahlreicher Menge bey sammen lebenden und meist\n \u00fcberaus verbreiteten Formen geh\u00f6ren\n der Jeztwelt und allerdings den Bryozoen an. Zeichnungen und Pr\u00e4parate habe ich vorgestern in der Akademie und gestern in der Naturforschenden Gesell schaft vorgelegt. Rotalien bilden die Hauptmasse der Kreide mit Textularien . Die Thiere der lezteren werden sich nun auch schon\n finden, doch sind die fraglichen Formen viel kleiner und geh\u00f6ren anderen Arten an. H\u00e4tte mein Ungl\u00fccksfall bei Brigh ton in England\n mich nicht unf\u00e4hig ge macht dort noch etwas zu\n thun, so h\u00e4tte ich wohl die lebenden Thiere schon damals gefunden. Es ist schade , da\u00df d\u2019Orbigny welcher mitten unter den g\u00fcnstigsten Verh\u00e4ltnissen des Lebens sa\u00df nur die Schaalen\n classifi ciert hat, wodurch dann\n seine Anordnung der 600 Arten wieder umzuarbeiten ist. Verzeihen Sie mir die lange Gewohn heit Sie immer von meinen\n Besch\u00e4fti gungen zu unterhalten. Ich denke wenn andere wichtige Dinge Sie lange in Spannung erhalten haben, da\u00df dann ein Blick in die Welt des Kleinen Sie doch vergn\u00fcgt. Specieller mag ich Sie sorglich damit nicht in Anspruch nehmen. In herzlicher Verehrung Ihr dankbarster Ehrenberg","98":"le 20 avr. avril 39 Mille graces gr\u00e2ces pour cette folie Die folgenden Ausf\u00fchrungen nehmen Bezug auf eine\n von Fr\u00e9d\u00e9ric Fayot f\u00fcr den\n \u201eDictionnaire de la Conversation et de la Lecture\u201c verfasste\n biographische Notiz \u00fcber den Maler Carl von\n Steuben ( Fayot\n 1839 ). qui ne peut pas faire du bien a \u00e0 celui qu\u2019elle vante dans tous ces\n tableaux.Quel salmi de noms! Mad Madame de Stael Sta\u00ebl et Schiller qui recommandent Steuben \u00e0 Gerard G\u00e9rard ! Et mon age \u00e2ge de 47 ans, ami de Steuben quand \u00e0 peine il etoit \u00e9toit n\u00e9. Voil\u00e0 le vrai Steuben d\u2019une ancienne famille noble est n\u00e9 en Franconie dans une campagne de Mad. Madame de Wollzogen belle soeur s\u0153ur de Schiller et qui vit encore \u00e0 Jena . C\u2019est l\u2019auteur de la belle\n biographie de Schiller . Celui ci Celui-ci avoit ete \u00e9t\u00e9 elev\u00e9 \u00e9lev\u00e9 avec le pere p\u00e8re de Steuben qui etoit \u00e9toit Colonel au service de Russie . La mere m\u00e8re refusa \u00e0 la Grande Duchesse de Weimar Princesse de Russie de lui donner le fils pour l\u2019accompagner comme page a \u00e0 Weimar . Il etu dia \u00e9tudia la peinture, le pere p\u00e8re etant \u00e9tant pauvre, jusqu\u2019 a jusqu\u2019\u00e0 l\u2019age l\u2019\u00e2ge de 15 ans a \u00e0 l\u2019Academie l\u2019Acad\u00e9mie des beaux arts Beaux-Arts de Petersbourg P\u00e9tersbourg . Comme il montra beaucoup de talent on hazarda de l\u2019envoyer a \u00e0 Paris d\u2019abord dans la pension de Mr Taillefer aujourd\u2019hui Inspecteur d\u2019Universite d\u2019Universit\u00e9 puis \u00e0 l\u2019attelier de Rober Robert Lefebre et Prud\u2019homme . Les liaisons avec Gerard G\u00e9rard commencerent commenc\u00e8rent par Madame G. G\u00e9rard de pudique memoire m\u00e9moire et j\u2019appris \u00e0 le connoitre conno\u00eetre dans les attelier atteliers de Gerard G\u00e9rard je crois en 1810. Le mot sur \u201ela constitution de Prusse et ce beau grand jeune homme le Prince Royal de Prusse \u201c est delicieux d\u00e9licieux et je con\u00e7ois par ce mot qui dit dans un attelier sera\n un mensonge, pour quoi notre Roi l\u2019autre jour \u00e0 Potsdam est revenu plusieurs fois \u201csur un article bien detaill\u00e9 dans\n lequel j\u2019etois j\u2019\u00e9tois souvent nomm\u00e9 .\u201c Il lit depuis 20 ans le meme m\u00eame Journal de Paris et s\u2019appercoit s\u2019apper\u00e7oit a \u00e0 peine ( a \u00e0 ce qui paroit paro\u00eet ) des changemens de couleur qu\u2019 \u00e0 a ce\n triste\n Jour nal depuis qu\u2019il n\u2019 est plus la propriete propri\u00e9t\u00e9 du Duc poudr\u00e9 ( Duc de\n Bassano ) . Pardon du volume historique que je Vous adresse . AHt","99":"Ich komme erst seit einer Stunde, theurer Freund, von Paretz zur\u00fck wo ich fast 5 volle Tage war . Es wird mich sehr freuen Sie mor gen\n Mittwoch, um 12 Uhr (nicht sp\u00e4ter) zu empfangen mit Herrn Dr. Doktor Petzold . Ich lege Ihnen einen freundlichen\n Brief von Alt. Altenstein bei. Sie werden mich nicht der Indiscretion zeihen. Ich wollte den Minister bange machen warf ihm vor \u201eSie\n seit 4 Jahren nicht gesehen zu haben, Ihnen nicht selbst gesagt zu\n haben, welche herrliche Schrift Sie ihm geschikt; Sie m\u00fcssten zulezt glauben, dass er weniger freundlich f\u00fcr Sie gesinnt sei und das\n schmerze mich tief\u201c. Darauf bezieht sich ein Theil der Antwort . Ihr AHumboldt Dienstag","100":"Sr Seiner Wohlgeboren Herrn Professor Dr Doktor Ehrenberg Ritter des Rothen Adler Ordens Mitgl. Mitglied der K\u00f6n. K\u00f6niglichen Akademie der Wissenschaften Berlin Franz\u00f6sische Str. Stra\u00dfe n numero 34 od. oder 35 hinter der Katholischen Kirche gegen\u00fcber dem Hause der Gesellschaft Naturforschender Freunde bald zu besorgen AlHumboldt Die Kronprinzessin hat ihrer Ihrer Mutter, der K\u00f6nigin von Bayern , so\n viel von Ihrer Liebensw\u00fcrdigkeit und dem Reichthum Ihrer Entdekkungen gesagt,\n dass der Kronprinz mich auffordert, Sie\n theurester Freund, auf morgen Dienstag Mittwoch zu Sich nach Sanssouci einzuladen. Er\n befiehlt dass ich hinzusezen soll, \u201eseine Bitte sei unbescheiden und\n selbsts\u00fcchtig, denn er w\u00fcnsche zugleich, dass Sie Ihr Microscop, und die\n Kreidethierchen, Trippel und, wenn thunlich, ein Paar lebendige Bestien mit br\u00e4chten.\u201c Ich f\u00fcrchte, dass dies alles Ihnen etwas unbequem f\u00e4llt, aber wie sollte ich den Kronprinzen abhalten? Kommen Sie, theurer Freund, mit der Eisenbahn um 7 Uhr fr\u00fch (Dienstag morgen) Mittwochs so begeben Sie Sich gleich zu mir nach Charlottenhof wo ich im Schl\u00f6sschen wohne und wo wir den Morgen zusammen zubringen\n k\u00f6nnen; denn das zeigen unter dem Microscope findet erst statt etwa um 1\n Uhr. Wir essen in Sanssouci um 3 Uhr und\n Sie fahren den Abend, wann Sie wollen zur\u00fck. Ziehen Sie vor, erst mit der\n Eisenbahn um halb eilf zu fahren, so kommen Sie unmittel bar und zuerst nach Sanssouci , wo ich Sie erwarten werde. Fragen Sie nach dem Zimmer des Hofmarschalls v. von Meyring in den Neuen Kammern (Sanssouci) : da werde ich Sie dann, wenn Sie nicht ganz fr\u00fch kommen, von halb zw\u00f6lf Uhr an erwarten. So\n scheint es mir am bequemsten. Also debarquiren Sie morgen Mittwochs vor der Eisenbahn, in Potsdam , in einer Troschke entweder um 8 U. Uhr bei mir in Charlottenhof , oder um halb zw\u00f6lf (auch viel sp\u00e4ter, ganz wie Sie wollen) in den Neuen Kammern bei Hofmarschall Meyrink . Es wird mir eine grosse grosse Freude\n sein, einen Tag in dieser jezt reich mit Blumen geschm\u00fckten Gegend\n zuzubringen. AlHumboldt Charlottenhof Dienstag fr\u00fch. Bringen Sie ja auch von Ihren troknen Pr\u00e4paraten und eine Rolle\n Zeichnungen und Kupfer mit. Runder Hut, Stiefeln ganz gew\u00f6hnlicher Anzug. Versichern Sie Sich ja der Stunden der Eisenbahn . Vielleicht sch\u00f6pfen Sie bei Potsdam einige Infusorien od. oder im Graben bei Charlottenhof .","101":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg sehr schnell zu besorgen. Charlottenhof Dienstag fr\u00fch Da dem Kronprinzen so unendlich daran liegt,\n Sie, theurer Freund, morgen Mittwochs bei Sich in Sanssouci zum Essen (3 Uhr) zu besizen und ich dem Briefe, den ich (ohne Numer Nummer Ihres Hauses) unmittelbar an Sie richte, nicht\n ganz traue , so schreibe ich dies Duplicatum . Ich erwarte Sie morgen Mittwochs , wenn Sie die Eisenbahn um 7 Uhr w\u00e4hlen, um 8 oder 9 Uhr in Charlottenhof (im\n Schl\u00f6sschen) wo ich wohne; wenn Sie aber erst um halb eilf Uhr fahren,\n in Sanssouci selbst (Neue Kammern) beim Hofmarschall Meyrink . Versichern Sie Sich ja der Stunden der Eisenbahn . Der Kronprinz bittet flehentlich dass Sie mitbringen,\n Microscop Kreidethiere, Tripel, ein Paar lebendige Bestien und Ihre\n Pr\u00e4parate. Er schw\u00e4rmt davon mit der K\u00f6nigin von Bayern . Runder Hut, Stiefeln und Anzug\n wie t\u00e4glich . Man l\u00e4sst Sie auf den Abend frei , wenn Sie wollen, zur\u00fcckkehren . Das Zeigen unter dem Microscop w\u00fcrde zwischen 1 und 3 Uhr\n gew\u00fcnscht (in Sanssouci morgen Mittwochs ). Z\u00fcrnen Sie nicht. Die L\u00e4stigkeit war nicht abzuwenden. Ihr AlHumboldt","102":"Es ist mit besonderer\n Freude, da\u00df ich die Feder ergreife, um Ihnen f\u00fcr den g\u00fctigen Antheil zu\n danken, den Sie an meinen Reisen genommen haben, und der sich besonders so\n lebhaft in dem, an die geographische Gesellschaft in London gerichteten Schreiben Vgl. Humboldts Schreiben an den Secretary der Royal Geographical Society John Washington vom 6. September\n 1839 ( Humboldt 1839a , 506): Mr. Schomburgk continues to explore with the same ardour. I\n hope that he will reach the Cerro\n Duida , the forest of Bertholletia , and the mission of Esmeralda , where I was almost devoured by\n mosquitoes. May this excellent young man, my countryman, always\n enjoy the kindness of your illustrious society! ausdr\u00fcckt. Ich hatte die Ehre, Ihnen zuletzt von dem Arekuna-Dorf Uruparu zu schreiben, und Ihnen\n einen kurzen Bericht meiner Reise bis zu diesem Punkt mitzutheilen. Es ist mir seitdem gelungen, die Mission Esmeralda am oberen Ori noco von Osten zu\n erreichen, und dadurch meine Beobachtungen mit denen zu verkn\u00fcpfen, welche\n Sie im Jahr 1800 an dem selben Orte\n anstellten. Das Resultat von acht Kulminations Beobachtungen n\u00f6rdlicher und s\u00fcdlicher Sterne giebt eine 3\u00b0 11\u2032 8\u2033 n\u00f6rdliche Breite f\u00fcr Esmeralda Herr von Humboldt hatte gefunden: Breite von Esmeralda 3\u00b0 11\u2032 0\u2033, L\u00e4nge\n 68\u00b0 23\u2032 19\u2033 westlich von Paris . S. Recueil d\u2019observ.\n astr. T. I. pag. 242 . . Ich hatte ungl\u00fcck licherweise keinen Chronometer, um L\u00e4ngen-Beobachtungen\n an zustellen: die Kette der einzigen\n Uhr, welche mir geblieben war, brach beim Aufziehen, bevor wir den Parima (Urariquira) er reichten. Wahrscheinlich war es in Folge\n der Feuchtigkeit, welche auch fr\u00fcher so vielen Einflu\u00df auf meinen\n Chronometer gehabt hatte. Nicht allein, da\u00df meine Beobachtungen f\u00fcr die\n Breite mit den Ihrigen in Esmeralda \u00fcbereinstimmten, so hatte ich auch die Freude, nach meiner R\u00fcckkehr zu\n finden, da\u00df meine trigonome trische\n Bestimmung der H\u00f6he des Duida Nach Herrn von Humboldt 1118 Toisen \u00fcber dem Dorfe Esme ralda , dessen H\u00f6he \u00fcber dem Meere auf 177 Toisen gesch\u00e4tzt wurde, also Cerro Duida 1295 Toisen = 8770 pariser Fu\u00df . Vgl. T. II .\n p. 565. nur zwei Fu\u00df von der Ihrigen abwich. Allein Sie\n werden sich wundern, zu ver nehmen, da\u00df der\n h\u00f6here Theil des Duida nicht Granit,\n sondern Sandstein ist, welcher auf der vorigen Felsenmasse ruht. Ich erstieg diesen Berg bis zu einer H\u00f6he von 3500 Fu\u00df , da, wo die Gebirgsart zu Tage kommt,\n und klimmte von dort ungef\u00e4hr 50 Fu\u00df h\u00f6her. Wo sich die W\u00e4nde beinahe senkrecht\n erheben, fand ich, da\u00df sie aus mehr oder weniger compaktem Sandstein bestanden. Wirklich dasjenige, was ich \u00fcber die geologische For mation des Tafelberg s gelesen habe, stimmt ganz mit\n dem Duida und dem Roraima -Gebirge\n \u00fcberein. Die\u00df ist ein Umstand, auf den sich vielleicht interessante\n Hypothesen bauen lassen. Auf dem Maraguaca -Gebirge, dessen H\u00f6he ich 11,000 Fu\u00df sch\u00e4tzte, hatte ich denn auch das Gl\u00fcck, jene Pflanze in Bl\u00fcthe zu finden, aus welcher die Indianer ihre Sarbakanen oder Blase r\u00f6hre zubereiten. \u201eWas ist die monokotyledonische Pflanze, welche diese\n bewunderungsw\u00fcrdigen R\u00f6hre liefert?\u201c Quelle peut \u00eatre la plante\n Monocotyl\u00e9don\u00e9e qui fournit ces admirables roseaux? ( Humboldt 1814\u20131825 , II, 562). bemerken Sie in Ihrer Reise nach den \u00c4quinoktial-Gegenden. Es ist eine Bambusacea , und\n wahrscheinlicherweise ein neues Genus. Es ist kaum m\u00f6glich, Ihnen meine\n Reisetour ohne Karte ver st\u00e4ndlich zu\n machen; da ich jedoch mit der Ausarbeitung derselben besch\u00e4ftigt bin, und\n ein Auszug meiner Reise nebst vorl\u00e4ufiger Karte in dem, im k\u00fcnftigen\n Fr\u00fchjahr zu erscheinenden Journale der geographischen Gesellschaft abgedruckt werden wird Vgl. Schomburgk 1840b , Schomburgk, 1840c , Schomburgk 1840d . , so werde ich mir dann die Freiheit nehmen, Ihnen das erste Exemplar\n zu zusenden. Der Lauf des Orinoco ist jedoch ganz anders, als sich die\n hypothetische Geographie vorgestellt hat. Der Umstand allein, da\u00df sich der Padamo Herr von Humboldt gelangte in seiner Expedition nicht\n \u00f6stlicher, als Esmeralda und der Berg Duida . Was seine Karte des Orinoco von dem Laufe des\n Flusses oberhalb der Esmeralda enth\u00e4lt, ist nur auf Nach richten der\n Indianer gegr\u00fcndet. Er setzt die M\u00fcndung des Padamo 16 Mi nuten\n n\u00f6rdlicher, als sie Herr Schomburgk findet. In der L\u00e4nge kom men beide bis\n auf 8 Minuten \u00fcberein. (Paramu der Indianer) in 2\u00b0 54\u2032 n\u00f6rd licher Breite und 65\u00b0 39\u2032 westlicher\n L\u00e4nge von Greenwich ein m\u00fcndet, zeigt bereits eine viel\n s\u00fcdlichere Lage seiner Quelle. Wir setzten in 4\u00b0 6\u2032 n\u00f6rdlicher Breite und\n 64\u00b0 54\u2032 westlicher L\u00e4nge von Greenwich \u00fcber den Awara , einen Zuflu\u00df des Parima (oder Urariquira). Wir waren nur zwei und eine halbe Tagereise von der\n Quelle des Orinoco entfernt, als wir uns\n gen\u00f6thigt sahen, uns in Folge der feindlichen Kirischana (wahrscheinlich Ihre Guaharibos) zur\u00fcckzuziehen. Mein Wunsch, den Mavacca zu befahren und die Landenge zwischen seinem Beiflusse Castanha Peranna (Bertholetia-Flu\u00df)\n und dem Marari (einem Beiflu\u00df des Padauiri ) zu erreichen,\n wurde durch die ungew\u00f6hnliche Seichtig keit der Fl\u00fcsse verhindert, welche uns selbst die gr\u00f6\u00dfte\n Schwierig keit zur Befahrung des Orinoco , von der M\u00fcndung des Padamo bis nach Esmeralda , in den Weg legte.\n \u00dcberhaupt waren die M\u00fchseligkeiten, diesen Ort zu erlangen, unbeschreiblich\n gro\u00df. W\u00e4hrend wir die Gebirgskette durchreisten, welche sich vom 63.\n Meridian (W. von Greenwich ) bis nach Esmeralda erstreckt, und wovon Maraguaca , Paba und Duida die h\u00f6chsten Punkte sind, litten wir den gr\u00f6\u00dften\n Mangel: selbst Hunger blieb uns nicht fremd, und wir waren mehrere Tage\n lang gen\u00f6thigt, den selben mit der mehligen\n Schote verschiedener Ingas und mit un verdaulichem Palmenkohl zu s\u00e4ttigen. Doch die gr\u00f6\u00dfte Quaal erlitt ich von\n den Stichen jener Fliegen, \u201e que\n llaman Zancudos, gritones que parece los cria la naturaleza para\n castigo y tor mento de los\n hombres \u201c \u201ewelche man die schreienden ( gritones ) und allzulaut singenden M\u00fccken ( Zancudos ) nennt, und die Gott nur zur Strafe und Plage der Menschheit erschaffen hat.\u201c . Wir waren drei Tage in Esmeralda , und w\u00e4hrend dieser Zeit und\n unserer Fahrt durch den Casiquiare nach dem Rio Negro , spielten mir\n diese Simulien (Mosquitos) so \u00fcbel mit, da\u00df ich bei meiner Ankunft in Demerara und vier Monate, nachdem\n wir Esmeralda verlassen hatten, in Folge\n je ner Stiche, kaum gehen, kaum ohne\n Schmerzen sitzen oder liegen konnte. \u2014 Nachdem wir den Rio Negro , mittelst des Casiquiare (Casissiare der Indianer), erreicht hatten, fuhren wir diesen Flu\u00df bis\n nach Moura in das brasilianische Gebiet hinab, kehrten von da\n nach der M\u00fcndung des Rio Branco zur\u00fcck,\n fuhren den selben aufw\u00e4rts, und liefen,\n folgeweis, in den Takutu , Mahu und Pirara ein. So erreichten\n wir, nachdem wir unsere Fahr zeuge \u00fcber\n eine kleine Portage ( arastradero oder Trageplatz an der Wasserscheide) von ungef\u00e4hr 3000\n Fu\u00df L\u00e4nge transportiert hatten, den Quatatta , welches Fl\u00fc\u00dfchen seine Gew\u00e4sser\n durch den Taparicuru (Waaweuru)\n und Rupununi dem Essequibo zu sendet. Das\n gr\u00f6\u00dfere Canot, welches ungef\u00e4hr 35\n Fu\u00df lang war, hatte ich im Padamo gekauft, und brachte es gl\u00fccklich nach Georgetown , der Hauptstadt der britischen Guiana , welchen Ort wir nach\n einer Abwesenheit von 22 Monaten wieder erreichten. \u2014 Es schmerzt mich,\n Ihnen melden zu m\u00fcssen, da\u00df die evangelische Mission in Pirara , die so herrlichen Erfolg versprach,\n aufgel\u00f6st ist. Sobald die Brasilianer von den Fortschritten derselben un terrichtet waren, sandten\n sie ein Detaschement ihrer Miliz dahin, nahmen den Ort in Besitz, und\n befahlen dem evangelischen Mis sionar , sich davon zu entfernen, und seinen\n Unterricht nicht wei ter fortzusetzen. Die\n Indianer, das Schlimmste von der An wesenheit der Brasilianer f\u00fcrchtend, haben sich seitdem zerstreut. Allein\n noch habe ich nicht alle Hoffnung aufgegeben, und viel leicht gelingt es mir, einiges Interesse f\u00fcr jene Indianer unter den Engl\u00e4ndern zu erwecken. \u2014 Die gro\u00dfe und herrliche Or chidee , die ich\n entdeckt, und der ich, nach unserer Frau Kron prinzessin , k\u00f6nigl.\n Hoheit, den Namen Elisabetha gegeben, werden\n Sie wohl, wenigstens in der Zeichnung, erhalten haben.","103":"Mittwoch den 27 Nov. November 1839. Ich habe, mein innigst verehrter Herr Baron, die Moya noch einige male besehen und theile Ihnen nur mit, da\u00df ich\n mich, so weit es aus solchen Tr\u00fcmmern angeht, \u00fcberzeugt habe, da\u00df fast alle\n die Hauptmasse der Kohle bildenden Fragmente zerst\u00f6rten Gr\u00e4sern angeh\u00f6ren. Ich habe nemlich noch solche Fragmente\n gefunden, welche deutliche lange Spalt\u00f6ffnungen\n f\u00fchren und da die langen Spalt\u00f6ffnungen der Grami neen fast characteristisch\n genannt werden k\u00f6nnen, auch die wellenf\u00f6rmigen Zellw\u00e4nde aus den Stengeln\n und Bl\u00e4ttern der Gr\u00e4ser mir sonst nicht bekannt sind, in diesen Fragmenten\n aber die Schlangenlinien deutlich bilden so w\u00fcrde\n ich es gerechtfertigt glauben diese Fragmente als \u00fcberwiegend aus Gr\u00e4sern gebildet zu bezeichnen. Viel leicht\n haben Sie auch Eindr\u00fccke am Orte selbst aufgenommen, welche hier bey weiter leitend sind. Ich habe mir aus\n Waitzenstroh so \u00e4hnliche Pr\u00e4parate gemacht, da\u00df mir die \u00c4hnlichkeit\n sehr imponirt. Da\u00df viele Fragmente auch der\n amerikanischen Gr\u00e4ser (wie Bambusa und viele andere) eine Epidermis von Kieselerde haben mag wohl der Fall seyn in natura seyn . Ich besitze ein solches ausl\u00e4ndi sches\n Gras blatt , welches mir Robert Brown einmal gab, das unverbrennlich ist wie Equisetum . Ich wei\u00df aber\n nicht ob es aus Amerika stammt, auch habe ich keinen Namen daf\u00fcr von ihm erhalten. Was die animalischen Theile anlangt, so bleiben sie mir systematisch unklar obwohl ich sie noch immer daf\u00fcr erkenne. Die 2 runden und das die 3 eckige n rauhe n K\u00f6rperchen m\u00f6gen Panzermonaden der Gattungen Trachelomonas ? und (das leztere) Chaetotyphla der Familie der Kranzthierchen Peridinaea genannt werden k\u00f6nnen. Die zweyfelhafte Chaetotyphla gleicht \u00fcberraschend dem weichen Samen\n von Anthoceros laevis , dem\n Lebermoose. ( Chaetotyphla w\u00fcrde zur Familie der Kranz thierchen ( Peridinaea ) Chaetomonas zur Familie der\n Panzermonaden ( Cryptomonades )\n geh\u00f6ren, Navicula oder Fragilaria zur Familie der Bacillarien .) Die Navicula ist mir nicht deutlich\n wieder vorgekommen, die 2 runden und glatten Formen ( Trachelomonas ?) sind aber h\u00e4ufig. Da\u00df es\n Pflanzensamen sehr kleiner Pflanzen sind ist deshalb unwahr scheinlich, weil sie eine Kieselschale haben und also durch\n Gl\u00fchen und S\u00e4uren nicht zerst\u00f6rt werden. Von Klaproths Analyse w\u00fcrde sich, scheint\n es, Alaunerde 11 \u00bd Gran pl. plus Kalkerde 6 \u00bc Eisenoxyd 6 \u00bd Natrum 2 \u00bd Kieselerde (46 \u00bd) 23 \u00bc als H\u00e4lfte = 50 Gran auf die Bestandtheile der verschiedenen Formen des Feldspaths in der Porphyrmasse rechnen lassen, w\u00e4hrend die andere\n H\u00e4lfte der Kieselerde, Kohle, brandiges \u00d6l, Ammonium und die Gase dem\n Organi schen angeh\u00f6ren. Vielleicht geh\u00f6rt\n aber auch vom Eisen etwas und von der Kieselerde noch mehr dem Organischen an und jedenfalls scheint dem\n Volumen nach das Organische deshalb sehr \u00fcberwiegend, weil die Substanz, in\n welcher der blasige Bimstein nur selten ist, so leicht ist. Um das specifische Gewicht der gr\u00f6\u00dferen Moya Kugel zu nehmen habe ich H. Herrn Rose angegangen, allein er f\u00fcrchtet, da\u00df sie\n im Wasser zerf\u00e4llt und ohne Wasser kein brauchbares Resul tat giebt. W\u00fcnschen Sie da\u00df ich die Fragmente mit Spalt\u00f6ffnungen die ich aufbewahrt habe noch zu den \u00fcbrigen hinzuziehe so kann ich das leicht. In herzlicher Verehrung Ihr Ehrenberg Ich habe","104":"Montag Herr Sabine ist ein vortreflicher Mann.\n Hier, mein theurer Ehrenberg , ist die Kreide aus Klein Asien welche der junge Reisende William Hamilton Ihnen schikt! Thun Sie mir ja die Liebe u. und geben Sie Ihre Stimme an Magnus und wirken Sie auf an dere. Ht","105":"Sontag Der Brief des Directors ist zwar von der Besorgniss durchdrungen, dass wir nicht vollst\u00e4ndig\n genug wissen, wie er in Wien bei dem Monar chen und den Erzherz\u00f6gen die Hauptrolle spielt, aber der Brief ist doch im ganzen sehr\n freundlich und das Grosse anerkennend was Sie entdekten und dem Kaiser gegeben haben . Der Brief zeigt nur etwas K\u00e4lte gegen den abgestorbe nen Schwiegerpapa und den sich einmischenden Partsch der tief unter einem Custos Direktor steht. F\u00fcr Sie wird alles ehrenvoll und das Drukkenlassen des B\u00fcchleins, das er sehr unn\u00fczer Weise hat abschreiben lassen, freut\n mich\n unendlich. AHt. Was Sie von dem omin\u00f6sen, Fr\u00fch ling\n verk\u00fcndenden Aufleben der kleinen Thiere sagen, ist sehr\n merkw\u00fcrdig . Ist Vorgef\u00fchl Instinct.","106":"Herrn Prof. Professor Ehrenberg Wohlgeboren Der Tod von Jacquin den gestern die St. Staats Zeit. Zeitung anzeigt ist jezt eine doppelte Contrariet\u00e4t . Es giebt jezt zwei Wege theurer Freund, aus der Sache\n herauszu kommen 1) dass Sie sogleich an Partsch schrei ben an wen Sie nun die Kiste adressiren\n sollen 2) dass ich mit Trautmannsdorf spreche, um ihn um die Erlaubniss zu bitten, die Kiste begleitet von einem Briefe von mir an F. F\u00fcrst Metternich zu adressiren . Die Kosten w\u00fcrde ich dann in dem Briefe als von mir erstattet ganz einfach angeben . Der erste Weg ist der nat\u00fcrlichere da Partsch wie Leop. Leopold v. von Buch behauptet eine feine Person ist der einst das Polizei Minis terium! dort\n brauchte und da F. F\u00fcrst Metternich obgleich den Microscopen sehr ergeben, nicht gerade zur inneren hinteren Hofhaltung des Kaisers geh\u00f6rt. Wie wenn Sie an Partsch schreiben er solle Ihnen schreiben \u201ewas Sie thun sollten da Sie ohne seine Zustimmung den Vorschlag des H. Herrn v von Humb Humboldt die Kiste an F F\u00fcrst Metternich zu adressiren nicht annehmen wollten.\u201c Ueber mich haben Sie in Europa wie in Sibirien zu befehlen. AlHumboldt Mittwochs.","107":"Herrn Prof. Professor Ehrenberg Franz\u00f6sische Strasse n numero 36 derri\u00e8re l\u2019Eglise catholique Humboldt Zeigen Sie, theurer Freund, dem D Doktor Martins Botaniker und dem See Officier A. Bravais , die aus Spitzbergen kommen etwas von\n Ihren sch\u00f6nen Entdekkungen . AHumboldt Montag.","108":"Dienstag d. den 24 M\u00e4rz 1840. Mein innigst verehrter Herr Baron Das \u00fcbersandte St\u00fcckchen Kalkstein habe ich Ihrem Wunsch gem\u00e4\u00df sogleich\n untersucht. Es besteht aus kleinen Schnecken, die den Paludinen \u00e4hnlich sind und deren einige andere zur Gattung Tellina geh\u00f6ren m\u00f6gen, Bival ven und Univalven , \u00fcberdie\u00df aber aus vielem\n Quarzsand. Alle diese Bestandtheile sind durch einen Kalk\u00fcberzug f\u00fcr jedes einzelne\n K\u00f6rperchen zu einem oolithischen Ganzen verbunden, so da\u00df jedes wie in\n einer Eischale einge schlossen ist. Polythalamien habe ich nicht\n darinn gefunden, zweyfle aber nicht da\u00df es auch dergleichen\n darinn geben wird, denn das Ganze ergiebt sich als ein zusammenge backener K\u00fcstensand des Meeres. Palud Paludinen ? Tell Tellina ? Quarzsand Solche Bildungen sind mir schon vielfach bekannt, aber alle aus der neuesten\n Zeit. Es w\u00e4re wohl interessant wenn das Conglomerat alt w\u00e4re. Doch haben Sie mir schon beigesezt da\u00df es terti\u00e4rer\n Bildung ist. Durch Aufl\u00f6sen einiger Theilchen in Salzs\u00e4ure er hielt ich die Quarzk\u00f6rner ganz rein und\n frey. Herrn v. von Buchs Theilnahme an den kleinen Leben, die\n Sie mir melden, freut mich sehr. Uebertrieben habe ich nichts, aber mein\n eignes Interesse daran w\u00e4chst immer noch, wenn ich auch von Herrn Link damit abgewie sen bin, da\u00df die\n Infusorien keine Laagen sind. Je weniger Theilnahme andre zeigen desto mehr bleibt mir. Doch will ich weder die Sache noch die Methode\n verheimlicht haben. In der Hoffnung da\u00df Sie k\u00f6rperlich recht wohl sind verehrungsvoll Ihr treu ergebenster Ehrenberg","109":"Excellenz In der Hoffnung , da\u00df ich bereits Anfangs\n dieses Monats nach Deutschland abreisen k\u00f6nnte, verschob ich es de n Brief welchen Ew Eure Excellenz die G\u00fcte hatten, mir im Januar zu schreiben, fr\u00fcher zu\n beantworten. Ich schmeichelte mir, da\u00df ich selbst dessen Beantwortung \u00fcberbringen k\u00f6nnte. Jedoch Umst\u00e4nde zwingen mich , bis Anfang Julys hier zu bleiben; und ich stehe nun nicht\n l\u00e4nger an, Ihnen meinen innigsten Dank f\u00fcr dessen so g\u00fctigen Inhalt auszusprechen. Da\u00df meine Reisen und Unter nehmungen den Beifall Ew. Eurer Excellenz erhalten haben, ist an sich eine Belohnung, die alle ausgestandenen Beschwerden und Gefahren mich\n vergessen l\u00e4\u00dft, und mich zu neuen Unternehmungen aufmuntert. Da es mein\n Wunsch ist, diese Reisen fortzusetzen, und ich dadurch Gelegenheit erhalten\n werde , in vieler Hinsicht neue Erfahrungen zu machen, oder da, wo ich in\n meinen Vermuthungen fehlte, oder sonst falsch unterrichtet wurde, eine\n verbessernde Hand anzulegen, so habe ich mich f\u00fcr jetzt begn\u00fcgt , nur meinen Bericht an die Geographische\n Gesellschaft abzustatten Robert\n Schomburgk verlas seinen Bericht \u00fcber die Reise ins\n Innere Guayanas w\u00e4hrend der Jahre\n 1837\/1838 am 27. Januar und 23. M\u00e4rz 1840 in der Royal Geographical Society . , und werde ich eine in\u2019s einzelne gehende Beschreibung nur dann\n bekannt machen, wenn es dem Allm\u00e4chtigen gefallen sollte, mich von\n meiner n\u00e4chsten Reise gl\u00fccklich nach der Heimath zur\u00fcckkehren zu\n lassen. Der Auszug des Berichts welchen das hiermit folgende Literatur\n Blatt, das Athenaeum enth\u00e4lt Schomburgk, R. H. 1840 ; Schomburgk R. H.\n 1840a . , wird Ew. Eure Excellenz mit meiner Reiseroute bekannt machen. Der Bericht selbst Schomburgk, R. H. 1840b , Schomburgk, R. H. 1840c , Schomburgk, R. H.\n 1840d . und eine Charte der bereisten Gegend Schomburgk, R. H.\/Arrowsmith\n 1840 . , wird im n\u00e4chsten Theil des Journals der Geographischen Gesellschaft erscheinen. Ich bin Ew. Eurer Excellenz meinen innigsten Dank schuldig f\u00fcr die so vielen\n Bem\u00fchungen, die Sie sich mit Hinsicht meines armen Bruders gegeben haben, und werde ich gern Ihren Rath\n ergreifen, und sobald wie die erste Platte des malerischen\n Werks Twelve Views etc. fertig\n ist, dieselbe mit einer F\u00fcrbitte an des K\u00f6nigs\n Majest\u00e4t einsenden. Die Langsamkeit mit der sich\n Subscribenten sammeln, ist die Ursache gewesen, da\u00df d s ich dies so lange verschoben hat. Auch in dieser Hinsicht bin ich Ew. Eurer Excellenz so vielen Dank schuldig, da ich die von Berlin aus erhaltenen Hohen Subscribenten\n nur Ihnen zu verdanken habe. Zun\u00e4chst kommt die Sobralia Elizabethae elisabethae die meine Dankbarkeit f\u00fcr die damit verbundenen\n Bem\u00fchungen auffordert. Bevor der g\u00fctige Brief Ew. Eurer Excellenz, mir zu H\u00e4nden kam, hatte ich bereits ein neues dem Tribus Amherstieae zugeh\u00f6rendes Genus Ihro K\u00f6nigl. K\u00f6niglichen Hoheit der Kronzprincessin gewidmet, von welchem ich zwei Species in Guiana entdeckte. Bartholmew , der erste Blumenmahler in England , hat diese neu von meinen Original Zeichnungen ausgef\u00fchrt, und hoffe ich da\u00df mir die gro\u00dfe Ehre verg\u00f6nnt werden wird,\n diese Zeichnungen und Beschreibung Ihro K\u00f6nigl. K\u00f6niglichen Hoheit selbst zu \u00fcberreichen. Den Character und\n specielle Beschreibung dieser zwei sch\u00f6nen B\u00e4ume, werden Ew. Eure Excellenz, in dem beifolgenden Journal of Botany p. pagina 92 Bentham\n 1840 . . finden. Ich habe keinen Zweifel, da\u00df eine Beschreibung der\n Pflanze welche die\n Sarbacans\n liefert, Ew Eurer Excellenz von Interesse sein wird; ich habe mir daher ferner die\n Freiheit genommen , di s e A n nals of Natural History Schomburgk, R. H. 1840e . beizuf\u00fcgen, wo Sie p. pagina 44 die Entdeckung dieser so interessanten Pflanze beschrieben\n finden werden. Ich hatte k\u00fcrzlich die Ehre des Herrn Baron B\u00fclow \u2019 s Excellenz\n meine Aufwartung zu machen, und nahm mir die Freiheit, das ungl\u00fcckliche Schicksal meines Bruders zu erw\u00e4hnen,\n und Se. Seine Excellenz um deren Rath zu bitten, ob ich die Zeichnungen der Elizabetha princeps und E. Elizabetha coccinea jetzt einsenden sollte, oder ob es vorzuziehen sei, es bis auf meine\n Ankunft in Berlin zu verschieben. Se. Excellenz waren von der\n Meinung, da\u00df das letztere vorzuziehen sei, zumal da zu der Zeit die\n erste Platte meines Werkes fertig sein wird, und dadurch ich sogleich\n m\u00fcndlich oder schriftlich eine F\u00fcrbitte beim K\u00f6nig anbringen k\u00f6nnte. Der Herr\n Baron bemerkten ferner, da\u00df es vielleicht r\u00e4thlich sei, dies\n bis auf den Zeitpunkt zu verschieben, wo sich Se. Seine Majest\u00e4t in T\u00f6plitz bef\u00e4nden. Die Indianer, welche mit mir nach London gekommen sind, befinden sich wohl und machen\n Fortschritte in der Englischen Sprache , in Lesen, Schreiben, allein haupts\u00e4chlich in religi\u00f6ser Hinsicht. Ich\n habe es mir sehr angelegen sein lassen, mir hier Interesse f\u00fcr deren arme Mitbr\u00fcder in Guiana zu erregen, die von allem\n christlichen Unterricht entbl\u00f6\u00dft sind. In einem Memoire , das ich an die Brittische Regierung einreichte, habe ich auf die Nothwendig keit aufmerksam gemacht, die Grenze zwischen Brittisch- Guiana und Brasilien zu bestimmen, um zu\n verh\u00fcten, da\u00df die armen Indianer welche zu dieser Provinz geh\u00f6ren, nach Brasilien in Sclaverei abgef\u00fchrt\n werden, und die Missionen welche protestantische Missionairs auf Brittischen Brittischem Boden in Guiana stiften, von Brasilianischer Intoleranz ungest\u00f6rt bleiben m\u00f6gen. F\u00fcr diesen Zweck habe ich auch\n zwei \u00f6ffentliche Vorlesungen gehalten, und hoffe ich, da\u00df die armen\n Indianer meinen Theil jenes Mitleidens und wirklichen Beistands\n erhalten m\u00f6gen, welcher in so reichem Ma\u00dfe dem Africaner und seinen Abk\u00f6mmlingen zugeflossen\n ist. Die beifolgenden zwei Nummern der literary World N Nummer 44 . & 45 . Literary\n World 1840 , Literary\n World 1840a . wird werden Ew. Eure Excellenz eine kleine Beschreibung des von mir mitgebrachten Museums, und der drei Indianer geben. Se. Seine Excellenz der Herr Baron v. B\u00fclow haben mir gef\u00e4lligst versprochen dem den beigehenden Brief und Paketchen, an Ew. Eure Excellenz zu bef\u00f6rdern. Ich bitte um Verzeihung da\u00df ich die\n Gelegenheit benutzt habe, ein kleines Packetchen an meinen Bruder Richard in Sans souci beizulegen, um dessen\n gn\u00e4dige Bef\u00f6rderung ich ersuche. Ich sehe mit der gr\u00f6\u00dften Erwartung und Ungeduld dem Augenblick entgegen, wo mir die Ehre verg\u00f6nnt sein wird, Ihnen pers\u00f6nlich meine Aufwartung zu\n machen. Das Dem Beispiel und deren den Schriften Ew. Eurer Excellenz habe ich allein zu danken, was ich geworden bin; von\n diesem Umstand m\u00f6gen Sie daher schlie\u00dfen, wie gro\u00df meine Sehnsucht\n ist , Ew. Eure Excellenz nun auch pers\u00f6nlich kennen zu lernen, und Ihnen m\u00fcndlich die Versicherung geben zu k\u00f6nnen, da\u00df ich mit der gr\u00f6\u00dften\n Hochachtung bin Ew. Eurer Excellenz ganz ergebenster Diener Robert H Schomburgk London 19 Golden Square 3 ten April\n 1840.","110":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Do ut des lat.: \u201eich gebe, damit du gibst . Da Sie mir die Troschken, theurer Ehrenberg, nicht auf dem Wege nach St Sankt Ladenberg haben verg\u00fcten wollen, so habe ich die ungeziemte flehentliche bitte\n ob Sie Montag in der Klassensitzung Montag 29 Jun. Junius etwas statt meiner vorzeigen od. oder vortragen k\u00f6nnen. Herr v. von Buch hat f\u00fcr mich 25 Mai gelesen und\n jezt soll ich seine Stelle vertreten, f\u00fcrchte aber Montag schon in Sanssouci zu sein . Der Das Schreiben mit Kreidethie ren ( Oran Egypten ) ist ja eine ganze Abhan dlung Ehrenberg 1840a \u2013 eine der gr\u00f6ssten Entdekkungen unserer Zeit . Schreiben Sie mir nein recht frei bis morgen oder schaffen Sie mir eine der beiden Rosen Ihr plagender AlHumboldt Freitags","111":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg Wie gl\u00fcklich sind Sie, edler Freund, dass Sie aus den tiefen des\n Meers und aus den Tiefen Ihrer reinen Liebe f\u00fcr die Natur sich solche Gen\u00fcsse zu verschaffen wissen . Diese neuen gl\u00e4nzenden Entdekkungen \u00fcber die lebenden Kreide Thiere Ehrenberg 1838c geh\u00f6ren zu den wichtigsten geognostischen Entdekkungen die ich erlebt.\n Aber auch das Wiederbe leben Ihres reichen afrikanischen Werkes Ehrenberg 1841a aus dem Scheintode erfreut mich, so unangenehm auch die Operation selbst sein mag. Ich werde kommen Ihnen\n pers\u00f6nlich Gl\u00fck zu w\u00fcnschen. Meine Lage giebt alles was die Eitelkeit \u00e4usserlich befriedigen k\u00f6nnte, aber der Wirksamkeit sehe ich wenig. Dankbarst Ihr AlHumboldt Freitags","112":"Pro Reg. Genehmigt u und bereits in extenso verf\u00fcgt , auch die einzelnen Gesuche der Br\u00fcder ? Lese ich recht, so ist der Antrag\n genehmigt und bereits auch die nicht beiliegenden einzelnen Gesuche der Br\u00fcder in extenso verf\u00fcgt,\n also f\u00fcr mich bey der Sache nichts mehr zu thun. Dr.\n 11. Oct. October 40. Eventualiter folgt die Ordre an die G. O. Generalordenscommission und die Geld-Anweisung. Ew. Eure K\u00f6nigliche Majest\u00e4t den ten Oct. 1840. An die General Ordens\n Commission. Ich habe dem erkannten Verdienste des Reisenden Robert Schom burgk , welcher\n die Kunst-Kammer , das Herbarium und , das zoologische Museum Cabinet zu Berlin berreicher auf die uneigenn\u00fctzigste Weise bereichert hat , den rothen Adler Orden der dritten Classe zuerkannt und beauf trage die G.O.C. Generalordenscommission die Insignien dem wirklichen Geheimen Rath Excellenz von Humboldt zu \u00fcberschicken, welcher sie\n bef\u00f6rdern wird. FW. An den StaFm. Staats- und Finanzminister Gr. Graf von Albensleben . Ich habe den G\u00e4rtner Richard Schomburgk zum Reisenden des botanischen Gartens zu Berlin und zum Begleiter seines im gro\u00dfbrittannischen Colonial-Dienste stehenden Bruders Robert Schomburgk nach Demerari in der Guayana auf zwey Jahre bestimmt, und ihm f\u00fcr\n diesen Zeitraum ein Ge halt Renumeration von Sechshundert\n Thalern j\u00e4hrlich, so wie f\u00fcr die Reise von Berlin \u00fcber Hamburg und London und Barbados nach Demerari ebenfalls Sechsundert Thaler ausgesetzt, und er m\u00e4chtige Sie, die Remuneration f\u00fcr das\n erste Jahr und die bemerkten Reise-Kosten zusammen mit Ein Tausend Zweihundert Thalern aus dem Extraordinario der General Staats Casse sofort dem w. G. R. wirklichen Geheimen Rat Excellenz von Humboldt zahlen zu\n lassen, welcher diese Summe vorgeschossen hat. Weiterhin ist die j\u00e4hrliche\n Remuneration von 600 r. dem Ministerio des \u00f6ffentlichen Unterrichts zu \u00fcberweisen . FW. haben mir zu befehlen geruhet, Allerh\u00f6chstderselben Vorschl\u00e4ge \u00fcber die, der\n Lage und Lebensverh\u00e4ltnisse n angemessene Remuneration des ausgezeichneten und k\u00fchnen Reisenden Robert Schomburgk einzu reichen. I. Ueber die geographischen und naturwissenschaft lichen Verdienste des Reisenden, welcher der Geo graphischen\n Gesellschaft zu London durch\n seine vortrefliche K\u00fcstenaufnahme der klippenreichen west indischen Insel Anegada bekannt geworden war, und nachmals, sechs Jahre\n lang, einen wichtigen L\u00e4nderstrich zwischen Demarari (der englischen\n Guyana ) und dem, von mir besuchten Oberen Orinoco durchstrichen und neu entdekt\n hat, brauche ich nichts zu sagen, da Ew. Eurer Majest\u00e4t diese Verdienste aus dem den bereits erschienenen astronomischen und pittoresken Reiseberichten\n bekannt sind. Robert Schomburgk hat als Ausl\u00e4nder, als Preusse , durch sein sittliches\n Betragen, wie durch seine Kenntnisse und praktische Geschiklichkeit, sich dermaassen das Vertrauen der Grossbritannischen Regierung gesichert, dass er in wenigen Wochen zur trigonometrischen Aufnahme der Provinz Guyana , zu Schlichtung der Streitigkeiten mit den Brasilianern und zur Sicherung der, von diesen oft fanatisch zerst\u00f6hrten\n protestantischen Missionen ausgesandt wird. Diese Facta beruhen nicht auf\n seinem Zeugniss und dem meiner Correspondenz-Nachrichten, sie beruhen\n auf dem gedrukten, Ew. Eurer Majest\u00e4t vorgelegten Bericht des Anniversary Meeting des 25sten Mai 1840 . Der Freiherr von\n B\u00fclow , der den Reisenden lange in London gekannt, bezeugt\n auch gern, dass derselbe daselbst, in den h\u00f6heren Klassen der Gesellschaft, mit vieler Auszeichnung und Vorliebe behandelt worden ist. Robert Schomburgk hat bereits, vor mehreren\n Jahren in den Ein\u00f6den der tropischen Zone ohne je zu wissen, dass er\n in sein Vaterland zur\u00fck kehrte, Se Seiner Maj. Majest\u00e4t der K\u00f6niginn , die er das Gl\u00fcck gehabt hatte, als\n Braut bei der Durch reise durch Sachsen, zu\n erblicken, ein sch\u00f6nes Pflanzen-Geschlecht gewidmet. Er hat jezt, wie\n die\n Anlage\n beweiset, auf die uneigenn\u00fczigste Weise die Kunst-Kammer, das\n Herbarium und das zoologische Cabinett bereichert. Die Geschenke, die er\n gemacht , haben wenigstens einen Geldwerth von 135 Friedrichs d\u2019or (Feder- und Kunst-Sachen 35 Fr. Friedrichs d\u2019or ; B\u00fccher, pr\u00e4chtig gebunden und Handzeichnungen 30 ; Pflanzen f\u00fcr das\n Her barium 60 ; ausgestopfte V\u00f6gel 10 Fr. Friedrichs d\u2019or = 135 Friedrichs\n d\u2019or ) . Seiner \u00e4usseren Lage nach, hat der junge (36 j\u00e4hrige) Mann so lange er in der Vermessung ist, da andere Officiere unter ihm\n stehen, den Rang eines Oberst Lieutenants in der Colonial Miliz. Unter diesen Verh\u00e4ltnissen und da es in England viel Freude machen wird, dass Ew. Euer K\u00f6nigl K\u00f6nigliche Majest\u00e4t einen Ihrer Un terthanen einer Auszeichnung w\u00fcrdigen , schlage ich allerunterth\u00e4nigst vor: dem Robert Schomburgk den Rothen Adler\n Orden, nicht vierter, sondern dritter Klasse zu verleihen. Bei der Ver\u00f6ffentlichung dieser allergn\u00e4digsten Verleihung w\u00e4re die Person\n wohl am schiklich sten also zu bezeichnen: Robert Schomburgk , in K\u00f6niglich - Grossbritannischem Colonial-Dienste in Guyana .\n Bei Gelehrten , die in fremdem Dienste stehen, ist die unmittelbare Verleihung des Ordens der dritten, ja selbst der zweiten Klasse mehrmals, unter\n der glorreichen Regierung des hochseligen K\u00f6nigs\n Majest\u00e4t , geschehen. II . Die Lage, in welcher sich Robert Schomburgk in einem Lande befindet, das er in allen Richtungen auf den Fl\u00fcssen\n durchstrichen, macht es sehr w\u00fcnschenswerth, dass Ew. Euer K\u00f6nigl. K\u00f6nigliche Majest\u00e4t das allerunterth\u00e4nigste Gesuch des\n Bruders Richard Schomburgk , eines sehr gutgearteten\n jungen Mannes, der in den hiesigen G\u00e4rten gearbeitet, huldreichst\n genehmigen m\u00f6gen. Es w\u00e4re sehr zu bedauren, wenn diese trefliche\n Gelegenheit den botanischen Garten und\n die Naturhisto rischen Museen zu bereichern , verloren ginge. Ich w\u00fcrde den Vorschlag gewagt haben,\n wenn Ew. Euer K\u00f6n K\u00f6nigliche Majest\u00e4t auch nicht, durch die Geschenke des Reisenden , Sich veranlasst glaubten, etwas ihm angenehmes zu thun. Da der Sohn des Garten-Directors Otto von der Insel Cuba und von Caracas , wohin ihn des hochsel. hochseligen K\u00f6nigs Majest\u00e4t ausgesandt , zur\u00fckkommt, so hat der botanische Garten ohnedies gegenw\u00e4rtig keinen Reisenden ausserhalb Europa . Die Fortsezung und Vervielf\u00e4ltigung\n dieser wenig kostbaren Unternehmungen sind aber sehr nothwendig, damit\n unsere botanischen und zoologischen Sammlungen nicht zu sehr hinter denen der Nachbarl\u00e4nder zur\u00fckbleiben. Ich schlage ganz gehorsamst Ew. Eurer K\u00f6niglichen Majest\u00e4t aller huldreichst zu genehmigen vor,\n dass der G\u00e4rtner Richard Schomburgk als Reisender des k\u00f6nigl . k\u00f6niglichen botanischen Gartens und Sammler f\u00fcr die Museen seinen \u00e4lteren Bruder Robert Schomburgk nach S\u00fcd\n Amerika begleite, dass er zwei Jahre dort verweile, dass ihm eine j\u00e4hrliche Remuneration von sechshundert Thalern und f\u00fcr die\n Hinreise von Berlin \u00fcber Hamburg , London und Barbados , zur nach Demarare in der Guayana , ebenfalls sechs hundert Thalern aus dem fond ad\n extraordinaria gezahlt werde. Die Reisekosten bis Demarare sind nicht von mir zu hoch angeschlagen , da die Passage von Falmouth bis zur\n Insel Barbados allein 50 Pfund Sterling kostet. Als j\u00e4hrliche Remuneration f\u00fcr Reisende des botanischen Gartens sind, unter der vorigen Regierung, gew\u00f6hn lich 800 Thaler und mehr ausgesezt gewesen, aber der in allem sehr beschei dene Robert Schomburgk hat\n erkl\u00e4rt , sich mit 600 Thalern f\u00fcr den, seiner Leitung anvertrauten j\u00fcngeren Bruder zu begn\u00fcgen, obgleich der Ankauf eines grossen Canots und der\n Unterhalt von sechs Ruderern in Guyana unumg\u00e4nglich nothwendig sein werden. Da die ganze Expedition den Continent schon am 17ten October verlassen muss und die Verbindung mit Demarare leicht erschwert werden k\u00f6nnte, so erflehe ich von der Gnade Ew. Eurer Majest\u00e4t : dass die huldreiche Verleihung des Ordens recht bald geschehe, auch\n (wie in solchen F\u00e4llen bisher immer erfolgt ist) die Zahlung der 600 r. Reisekosten, wie der 600\n r. erstj\u00e4hrigen Gehaltes, also die Zahlung von 1200 r. gleich statt finde. Sobald ich erfahre, dass Ew. Euer K\u00f6nigl. K\u00f6nigliche Majest\u00e4t diese allerunterth\u00e4nigsten Vorschl\u00e4ge zu\n billigen geruhet haben , werde ich aus\n eigenen Mitteln, zur Beschleunigung der Abreise die 1200 r. vorschiessen und\n den Director des Ministerium s der Unterrichts, geistlichen und Medicinal Angelegenheiten von Ladenberg ersuchen die Instruc tion des Reisenden Richard Schomburgk ausfertigen zu lassen. Die Gnade welch Ew. Euer K\u00f6n. K\u00f6nigliche Majest\u00e4t beiden Br\u00fcdern zuwenden, wird den alten Vater , Prediger in Voigtstedt , um so mehr erheitern, als er 6 Jahre lang \u00fcber\n die jugendlichen Verirrungen eines anderen, in der Sternschanze gefangen gehaltenen Sohnes getrauert hat. Ich ersterbe in allertiefster Ehrfurcht, Ew. K\u00f6n K\u00f6niglichen Majest\u00e4t unterth\u00e4nigster Al. v. Humboldt Charlottenhof , den 5ten Oct October 1840.","113":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg mit einem P\u00e4kchen Sand. Da ich auf Befehl des K\u00f6nigs mich wieder nach P. Potsdam \u00fcbersiedle, mein theurer Freund, so kann ich nur\n mit wenigen Zeilen auf Ihren lieben Brief antworten . Ihre Interessen werden mir nie l\u00e4stig sein, aber ich kann versichern,\n dass ich den Mangel der Antwort schlechterdings in keinem Zusammenhange mit den Sammlungen des Museums glauben kann. V\u00f6llige Freiheit f\u00fcr Sie u und Zulage sind die Grundpfeiler der Gesch\u00e4fte. Da mit jedem Tage E. Eichhorn in das Ammt treten soll, so hat Lad. Ladenberg diesem die Unterzeichnung \u00fcberlassen wollen. Dass Sie theurer Freund,\n durch seine Z\u00f6gerung behindert sind, mit dem Buch h\u00e4ndler abzuschliessen, beklage ich freichlich, es ist aber nur ein tempor\u00e4res Uebel. Meine Verh\u00e4lt nisse mit dem neuen Minister sind ganz anderer Natur, als mit Alt. Altenstein und Ladenb. Ladenberg . Sie sind durch ganz neue Ereignisse (in denen ich\n n\u00fczlich war) cimentirt. Ich werde alles von ihm erlangen, was Ihnen n\u00fczlich ist, auch in der Ne gociation mit Voss , da die Summe von 10\n 000 Thalern (falls sie nicht nach Bedarf des Absazes theilweise zu zahlen ist) mir unerh\u00f6rt scheint. Bei gutem Willen giebt es aber H\u00fclfe\n f\u00fcr alles und die gl\u00e4nzenden Entdekkungen, die Sie in den lezten\n Jahren zu den fr\u00fcheren Ihrer orientalischen Reise zugef\u00fcgt, sind jedem gebildeten Manne der nicht V\u00f6gel- u und K\u00e4fer-Handel treibt, leicht zu erl\u00e4utern. Ht Mittwoch Anbei ein P\u00e4kchen Sand der Ostsee bei Warneke von den Hofdamen der K\u00f6nigin, gesammlet.","114":"Ew Euer Wohlgeboren haben der Lebhaftigkeit meiner Gef\u00fchle Gerechtig keit wiederfahren lassen, wenn Sie den tiefen Schmerz\n ahnen, welchen ich, bei der ersch\u00fctternden Nachricht von dem Verluste\n empfunden habe welchen Sie, die hiesige Universit\u00e4t und die Natur wissenschaften im Allgemeinen erlitten haben. Der Hingeschiedene war\n gleich ausgezeichnet durch seinen unerm\u00fcdlichen Forschungs-Geist, seine uneigenn\u00fczige Hingebung und die Liebensw\u00fcrdigkeit seines Characters.\n Ich zweifle nicht, dass der Staat Ihre bedr\u00e4ngte Lage verbessern wird und Sie k\u00f6nnen versichert sein, dass ich die Pflicht der Freundschaft und\n der tiefen Achtung f\u00fcr ein so ausgezeichnetes Verdienst mit allem Eifer, durch Empfehlung, erf\u00fcllen werde. Da alle Pensions Gesuche der Art\n unwiederbringlich an die Ministerien das Ministerium welches die definitiven Vorschl\u00e4ge macht zur\u00fck gehen m\u00fcssen,\n so scheint es mir bei dem jezigen ungeheueren Zudrange der Arbeit um den K\u00f6nig , k\u00fcrzer und rathsamer,\n dass Ihre Eingabe zuerst bei dem Ministerium geschehe. Wollen Sie schikken mir g\u00fctigst die\n Abschrift der Eingabe. Sie mir dieselbe g\u00fctigst nach der Huldigung \u00fcbersenden (aber versiegelt ) damit ich sie gleich mit einer\n Empfehlung begleiten kann an den neuen Minister . Nach Ende der Amtszeit von Karl zum Stein von\n Altenstein und nachdem Adalbert von\n Ladenberg die Leitung kommissarisch wahrgenommen hatte,\n war ab 1840 Friedrich\n Eichhorn im Amt, den Humboldt hier meinte. Mit der ausgezeichnetsten Hochachtung Ew Euer Wohlgeboren ganz ergebenster AlHumboldt Berlin, den 9 Oct October 1840","115":"Innigsten Dank, mein theurer gem\u00fcth licher\n Freund, dass Sie mir so viel beruhigendere Nachrichten \u00fcber Ihr S\u00f6hnchen und dessen trefliche Mutter geben, auch mich Schrekken \u2013 erregend an meine Schuld, eine Vorlesung in der Akademie ganz nahe, zum 29sten erinnern. Ich bin seit mehreren Tagen leidend an Zahnweh und etwas rheumatisch. Es ist mir sehr schwer von hier aus Schritte zu einem Stellvertreter zu machen. W\u00e4re es Ihnen, theurer Freund, nicht m\u00f6glich jemand zu bereden unter den Unsrigen der statt meiner etwas vortrage. Auf jeden Fall bitte ich Sie mich,\n durch unvorhergesehene Unp\u00e4ss lichkeit selbst in\n der Akademie zu entschuldigen. Schreiben Sie mir g\u00fctigst einige Zeilen\n hieher, ob Sie jemand zur Lect\u00fcre gefunden . Es macht mich meine Schuld ganz unruhig. Mit alter Liebe Ihr AlHumboldt Potsdam, Montag.","116":"Sr Seiner Wohlgeboren Herrn Prof Professor Ehrenberg Ich f\u00fchle theurer Freund Ihren Schmerz und Ihren gerechten Unwillen, aber neben den elenden Beh\u00f6rden stehen Welt und Nachwelt,\n welche den Glanz Ihrer Entdekkungen, die Frucht Ihrer k\u00fchnen Reise erkennen. Diesen Augenblik sah ich Min. Minister Eichhorn am Sarge Stegemanns . Er hat mir auf das bestimmteste wiederholt dass\n die 500 Thaler Zulage fest stehen nicht als Honorar eines Buches, sondern um einen Mann zu ehren Dessen Namen die Zierde der Universit\u00e4t\n ist . Vielen Dank f\u00fcr die Zahlen . Ihr treuer AlHt Montags","117":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Ich kann in der Eile des Einpakkens Ihnen, theurer Freund nur\n f\u00fcr den Anblik der herrlichen Zeichnungen danken . Die Infus. Infusorien - Proben bitte ich Sie mir bis zur\n R\u00fckkunft aufzuheben . In England habe ich keine Hofnung zu irgend\n einer scientif. scientifischen Mitthei lung. Schinkels Wittwe ist gewiss nicht vergessen . Der Vorschlag ist ein Capital von 40.000 Thaler\n zum Ankauf der Sammlung. Wahrscheinlich hat Beuth die Sache nicht vor der Abreise des K\u00f6nigs beendigen k\u00f6nnen. F\u00fcr Wilhelm Weber war ich heute mor gen schon um 10 Uhr bei dem Minister Eichhorn , um ihm die Anstellung dringend zu empfehlen . Er ist ganz daf\u00fcr , nur scheint ihm K\u00e4mpts Abgang nach Dorpat noch nicht officiell entschieden . Er findet gar keine politische Schwierigkeit und hat mir\n das beste versprochen . Ich glaube Prof Professor Weber sollte, ehe er abgeht, selbst schreiben und sich auf meinen Vorschlag beziehen, mich nennen . Mit alter Dankbarkeit Ihr AHt Freitags","118":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg mit einem Paketchen Ich habe Ihnen nicht fr\u00fcher, theurer Ehrenberg, von meinem innigsten Wunsche geschrieben, dass wir Sie an des baroquen Erman\u2019s Stelle zum Leiter und Heerf\u00fchrer unserer Klasse\n haben sollten. Ich w\u00fcnschte ehe ich Ihnen schriebe, Encke zu sehen, um die Lage der Sache zu kennen. Er giebt mir die Sicherheit\n \u201edass keine Concurenz bei der Ber\u00fchmtheit Ihres Namens, wie Ihrer\n Bef\u00e4higung m\u00f6glich sei, Lichtenstein w\u00fcrde\n sich nicht einmal melden und wenn er es gethan w\u00fcrde er Ihnen nicht\n gef\u00e4hrlich sein. Poggendorf sei nicht nur zu jung, sondern zu unwichtig und litterarisch ungelehrt.\u201c Die Sache wird also wie ich denke, leicht zu Stande kommen, doch sollen Ihre Freunde nichts vernachl\u00e4ssigen. Dankbarst Ihr A Ht Mittwochs Hier noch einmal die chinesische Erde von Stanislas Julien wohl ganz unorganisch.","119":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Ich eile Ihnen zu sagen, mein theurer Freund, dass die Wahlen allerdings proclamirt werden k\u00f6nnen . Ich hatte wegen Riess vorgestern an Eichhorn geschrieben und er hielt gestern fr\u00fch von ihm die sehr freundliche Antwort . Die Staatszeitung solle zu Dienstag die Ernennung des D r Doktor Riess verk\u00fcndigen, die K\u00f6nigl. K\u00f6nigliche Best\u00e4ti gung sei Freitag von Danzig gekom men und er werde sie eiligst der Akad Akademie mittheilen . Diese officielle Antwort des Ministers habe ich in die H\u00e4nde des D r Doktor Riess gelegt. Da ich gerade das Leibnitzi sche Fest\n zum Vorwande gebraucht um Eichhorn so zu bedr\u00e4ngen, so w\u00fcrde meine Eile wenig vor ihm gerechtfertigt sein, wenn die k\u00f6n. k\u00f6nigliche Best\u00e4tigung nicht in der Sizung verk\u00fcndigt w\u00fcrde . Es ist auch im Interesse des liberalen Rufs des K\u00f6nigs . Ganz Israel wird der Sizung beiwohnen. Die mit Bewusstsein schwimmenden Ziegelsteine Ehrenberg 1842 m\u00fcssen Sie sehr erfreuen . In der Schrift von Duvernoy ist Ihrer sehr\n lobend, wie \u00fcberall gedacht. Ich dachte, ich h\u00e4tte sie Ihnen\n zur\u00fckgeschikt. Ihr AHt Montags.","120":"Der Minister des Inneren Graf Arnim Boitzenburg hat einem 11\n j\u00e4hrigen sehr viel versprochen , dem Sohn , den er das College Coll\u00e8ge francais fran\u00e7ais besuchen lasst l\u00e4sst wo fast gar keine Naturgeschichte getrieben wird zu der doch das Kind die meiste Nei gung bezeigt. Die Haupt neigung des Kindes ist zwar jezt Mineralogie weil er eine\n kleine Sammlung besizt aber, da das Kind einst grosse Guter G\u00fcter besizen wird so w\u00fcnscht der Vater be sonders, dass das Kind Liebe zur Botanik gewinne . Meine Frage ist nun ob Sie mir jemand schaffen konnen k\u00f6nnen der fur f\u00fcr Geld dem Kinde mit Vorzeigung von Natur gegenstanden Naturgegenst\u00e4nden etwas Botanik beibrachte beibr\u00e4chte aber, da jezt Winter ist, zugleich etwas allgemeine\n Mineralogische Kenntnisse hatte h\u00e4tte . Es ist ganz prosaisch ein Stunden geben, das man\n Stunden weise bezahlte. Die Mutter geb. geborene Grafin Gr\u00e4fin Seckendorf vielmehr: Anna Caroline\n Gr\u00e4fin von der Schulenburg . , einst Hofdame in Weimar ist sehr liebenswurdig liebensw\u00fcrdig . Verzeihen Sie die Lastig keit L\u00e4stigkeit theurer Freund . Ihr AlHumboldt Mittwochs Sr Seiner Wohlgeboren Herrn Professor Kunth.","121":"Der junge Mann, theurer Freund, hat mir sehr, sehr wohl gefallen . Ich habe sogleich \u00fcber ihn an Min. Minister v von Arnim geschrieben und ihn gebeten mir einen Tag und eine Stunde zu bestim\u0305en bestimmen in der er ihn besichtigen will. Nehmen Sie bis dahin meinen herzlichsten Dank an . Ihr AHt Dienstag Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit Zeitungen Wegen\n Hartwitz Sr Seiner Wohlgeboren Herrn Professor Kunth in Berlin Sch\u00fctzenstra\u00dfe n numero 7. AlHumboldt","122":"Mein theurer Kunth! Der Minister Gr Graf Arnim w\u00fcnscht Herrn Hardwiz? (ich habe leider den Namen\n nicht ganz gefasst) morgen Sontag fr\u00fch zwischen 10 und 1 Uhr zu empfangen. Ich glaube es ist am\n besten, er nimmt meine Karte mit, und sagt dem Portier er sei durch\n mich zum Minister bestellt. Er wird gewiss sehr gefallen. Sobald Sie bessere Nachricht aus Paris ? haben, so schreiben Sie mir\n ja . Meine Verehrung Ihrer treflichen Gattin . Ihr AHt Sonnabend.","123":"Sr Seiner Wohlgeboren Herrn Prof. Professor D r Doktor Ehrenberg zu Berlin Franz\u00f6sische Str Stra\u00dfe n numero 36 Sie sind immer gleich liebensw\u00fcrdig, mein theurer Freund und\n College, in Sibirien wie an der Spree . Der Pr. Prinz der Nie derlande bleibt\n gewiss noch 2-3 Wochen hier, ich muss also streng bei meinem ihm gemachten\n Vorschlage bleiben, ihm ein Microscop von Schieck f\u00fcr 50 h\u00f6chstens 60 Thaler Cour. Courant zu verschaffen . Vergr\u00f6sserung von wenigstens 300 mal . Schieber die eingeklemmt sind nicht frei liegen und so\n herabfallen . Einige Infusorien von Ihnen . Das sind meine unbescheidenen W\u00fcnsche. Mit alter Verehrung und\n Freundschaft, Ihr AlHumboldt Potsdam Donnerstags","124":"Hier, theurer Freund, ist die Note wegen des Aerolithen die Sie nach Gefallen abk\u00fcrzen k\u00f6nnen. Ich bitte die Note abschreiben zu lassen weil sie Ihnen gewiss Schwierigkeit zum Verlesen machen wird . Ich habe Ihnen aber die unfreudige Nachricht zu geben, dass der K\u00f6nig h\u00f6chst wahrschein lich (wenn nicht etwa\n pl\u00f6zlich Thauwetter eintritt), unserer feierlichen, hundertj\u00e4hrigen Sizung nicht beiwohnen wird. Er ist gestern in grosse Klagen ausge brochen; er hat die Feier vergessen, ob gleich man ihn vorige Woche noch\n daran erinnerte. Er h\u00e4tte Sie gern geh\u00f6rt, auch der Neu Platonismus von Neander \u2013 aber, aber das sch\u00f6ne Wetter, er geht mit allen Prinzen auf drei\n Tage nach Freyen walde auf die Jagd. Cosi va il mondo. Dankbarst Ihr AHt Dienstag Ich hatte keine Ahnung von dieser Jagd da wegen Krankheit des K\u00f6nigs es so unwahrscheinlich war . M\u00f6ge es thauen! Den Stein u und die Acten \u00fcbergeben Sie theurer Freund, an Weiss .","125":"Ich heile die Wunden die ich schlage, theurer Freund; ich habe vom K\u00f6nig erlangt, dass er erst Freitag fr\u00fch\n oder Donnerstag Abend, um 7 Uhr , zur Jagd geht . Da der Kriegsminister mir eben sagt, dass er selbst Donnerstag Vortrag haben wird, so zweifle ich nicht, dass der K\u00f6nig Donnerstag bei\n uns auf der Akademie sein wird und freue mich des Entschlus ses.\n Ich werde noch einmal vor Donnerstag officiell anfragen . Verehrungsvoll Ihr AlHumboldt Dienstag Abend Sie haben gewiss meine Note wegen des Aerolithen u und die Zeug nisse dar\u00fcber bekommen! Sr. Seiner Wohlgeboren Herrn Professor Ehrenberg AlHumboldt","126":"Der ungl\u00fckliche Tag Sontag 4 . Febr Februar .\n Ich kann Ihnen nicht genug mein Bedauern aussern \u00e4ussern . Es ist Sontag Abend 9\u201311 h die einzige Carnaval-Cour\n bei Pr Prinz Carl , wo man ganz brodirt sein muss, also ist bei\n der Entlegenheit meiner Wohnung kein Mittel des Umkleidens . AHt Dienstag Vorigen Sontag war die erste Cour bei Pr. Prinz v. von Preussen . Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth","127":"Sontag Behalten Sie, theurer Freund, den Auszug eines Briefes von dem armen Schomburgk Vgl. das Schreiben von Otto Schomburgk an Humboldt mit Ausz\u00fcgen aus einem Brief Richard Schomburgks aus British Guyana . Berlin, 14.\n April 1844 (Biblioteka Jagiello\u0144ska Krakau , Sammlung\n Autographa). dem, gewiss ohne seine Schuld, alles verloren geht was er\n schenkt. Pflanzen transporte sind nur sicher wenn man selbst\n dabei ist. Salziges Wasser, kein Geld, Fieber, Tod der Bestien\n f\u00fcr den ohne dies thierlosen hiesigen Garten \u2013 das ist eine freudenleere Welt.\n Alle meine Bitten f\u00fcr Fraul Fr\u00e4ulein Caroline Kunth bei K\u00fcstner sind bisher fruchtlos und (womit Sie sie nicht betr\u00fcben m\u00fcssen) Meyer Beer , vor dem sie gesungen,\n hat sie sehr mittelm\u00e4ssig gefunden . Auch das ist unfroh . AlHumboldt In dem etwas groben Briefe Schleiden 1844 . v. von Schleiden an Nees v. von Esenbeck stehen sehr amusante am\u00fcsante und sehr gelehrte Dinge \u2013 uber \u00fcber die Astronomie der Naturphilosophen gegen Hegel u und Schelling recht litterarisch gelehrte Sachen .","128":"Gestern endlich sind mir einige mikrologische Gegenst\u00e4nde von der\n Weltumseglung des Capitain Ross zugekommen. Es sind\n zahlreiche P\u00e4ckchen von Erde in kleinem Format und 3 Gl\u00e4schen mit Wasser\n aus der Pfannkuchen See (Pancake Sea) des S\u00fcdpols unter 74\u201378\u00b0 s s\u00fcdlicher B Breite . So wenig Gl\u00fcck ich mit der Sophien Moschee gehabt habe, von\n woher das rechte Material ausgeblieben, so gl\u00fcckliche Griffe hat der Herr Hooker gethan. Das s\u00fcdliche Polar-Meer\n ist \u00fcberschweng lich reich\n an unsichtbar kleinen Thierformen mit Kieselschale, deren Absterben neue\n Lagen fester Masse bedingt und dem Leben im Meer die Frage nach dem\n Ursprunge ihrer Kiesel-Erde unerledigt l\u00e4\u00dft. Es ist sehr Schade da\u00df ich\n keine n\u00e4heren Urteile \u00fcber die Art des Einsammeln s mit erhalten habe. Aus den Etiketten geht hervor da\u00df man\n w\u00e4hrend des Segelns Wasser sch\u00f6pfte (where the Ships sailed through vast\n streams of brown Pan cake Sea) aus farbigen\n braunen Seestreifen. Ob es durchgeseiht wurde oder nicht, ob es von der\n Oberfl\u00e4che war oder ob man Schlamm vom Senkloth mit aufgenommen, ist ist unklar. Die Menge des Festen in den Gl\u00e4sern ist so gro\u00df, da\u00df es entweder R\u00fcckst\u00e4nde Entdeckung\n der Kieselpanzer der Diatomeen 1834 von Prof. Professor K\u00fctzing (Die kieselschaligen Bacillarien oder Diatomeen 1844 p pagina 7) entdekt nach\n Eisengehalt gleichzeitig m mit Diatomeen p pagina 8 und zwar in den Interaneen. Ehrenberg glaubt f\u00e4lschlich zuerst an\n Gallionella ferruginea \u2642. fossile zuerst von Fischer zu Pirkenha m\u0305 mm er bei Carlsbad p pagina 7 entdekt 1836 im Torfmoor bei Fran zensbad Diatomeen viel in kalten B\u00e4dern vor Abaro u und Bataglia u und zu Davos Bewegung der\n freien Keime Der Vavoteria character durch Wimpern Augen , die Pflanze im Momente\n der Thier werdung 1843 K\u00fctzing Bacill. p pagina 27 ( P Ehrenberg Pogg. Poggendorf N Nummer 8 (1836) p pagina 220 Bewegliche Diat. Diatomeen ( Naviculae ) geben in \u2609 oxygen p pagina 224 28 gr\u00f6\u00dferer durchgeseihter Wassermassen gewesen seyn m\u00fcssen oder\n da\u00df man Grund schlamm aufgehoben hat. Alles ist\n orga nisch, viele von den 1842 gesammelten Formen haben heut 1844 noch erkennbare Eingeweide, waren mithin fr\u00fcher\n lebend, als sie gesammelt wurden. W\u00e4ren sie aus gro\u00dfer Tiefe, so w\u00e4re die\u00df\n noch weit interessanter. Ich habe in diesen 2 Tagen etwa 50 Species unterschieden, darunter sind etwa \u2154 weit verbreiteter Seethiere \u2153 eigenth\u00fcm lich. Neue Genera sind 2 sehr h\u00fcbsche dabey, eins mit 6 Arten (kieselschalig) Zeichnungen mit Untertiteln: Asterodiscus A. Asterodiscus flexuosus \/ A. Asterodiscus septenarius \/ A. Asterodiscus octonarius \/ A. Asterodiscus senarius Hemiaulus H. Hemiaulus antarcticus Da\u00df das felsbauende Leben die Meere\n aller durchdringt , ist somit au\u00dfer\n Zweyfel. Herrn Hookers Sendung ist mir durch Darwin zugekommen den ich um etwas Erde von den Gallopagos Gallapagos Inseln gebeten hatte. Diese habe ich erhalten und dazu\n hatte Herr Hooker seine Erd- Proben gesellt, die aber nicht absichtlich\n eingesammelt sondern jetzt erst von den Pflanzenwurzeln ent nommen zu seyn scheinen. Vielleicht hat mithin Capit. Capit\u00e4n Ross noch andere Proben von Sand, Erde, Meeresgrund absichtlich einpacken lassen. Herr Werne hat uns neulich (am Sonnabend vor\n 8 Tagen) eine recht interes sante Schilderung\n seiner Reise in Mittel- Afrika im K\u00f6nigreich Bari u und s. so w. weiter in der geograph. geographischen Gesellschaft mitgetheilt. In herzlicher Verehrung ver harrend Ihr dankbarster Ehrenberg Montag , den 13 Mai 1844","129":"Innig verehrter Herr Baron Zu der Nachricht welche ich Ihnen gestern \u00fcber das unsichtbare Leben im\n antarctischen Oceane gab mu\u00df ich mir die Erlaubnis erbitten heut einen\n Nachtrag und Zusatz geben zu d\u00fcrfen. Unter den vielleicht 80 kleinen\n P\u00e4ckchen welche ich von Herrn Darwin und Hooker erhalten habe fand sich noch eins\n worinn die wenigsten wichtigen Proben vom Meeresgrunde und s. so w. weiter enthalten waren. Ich glaube nun im Besitz des\n vollst\u00e4ndigen Materials zu seyn, welches die Expedition geliefert hat. Es\n sind dabey Proben aus dem Golf von Victoria Land, Proben des Bodens bey 170\n Fathoms Tiefe, bey 107 Fathoms, filtrirtes See wasser, Schnee und Eis-Thierchen aus 78\u00b0 S. S\u00fcdlicher B. Breite . Alles lebet am kalten S\u00fcdpol wie bei uns! Die Thierchen\n aus 1620 Fu\u00df Tiefe sind meist dieselben Kieselschalen Thierchen welche man\n von der Oberfl\u00e4che gefischt hat. Ich bin im gr\u00f6\u00dften Embarras de richesse Embarras de richesse: svw. \"Qual der Wahl\". . Die Gelegenheit das antarctische Leben festzuhalten kommt mir\n vielleicht nicht wieder. Auch von kalkschaligen Polytha lamien sind mancherley Formen dabey, aber\n auffallend wenige im Verh\u00e4ltni\u00df. Doch ich kann noch nicht von Resultaten sprechen, da ich erst gekostet habe. Ich werde mich beeilen eine \u00dcbersicht zu gewinnen und dazu mu\u00df alles gezeichnet werden. Irre ich nicht , so habe ich auch aus 207 Fathoms Tiefe schon Formen gesehen, die lebend\n ein gesammelt gewesen seyn m\u00fcssen. Mit den im Wasser frisch verpackten Glas Thierchen bin ich ziemlich in Ueber sicht, die trocken verpackten Materi alien habe ich aber erst heut aufgefunden. In herzlicher Verehrung verharrend Ihr dankbar ergebenster Ehrenberg Berlin den 14 Mai\n 1844.","130":"Mittwoch d. den 22 Mai 1844. Innigst verehrter Herr\n Geheimrath Die weitere Untersuchung der S\u00fcd- Polar-Organismen hat das Ihnen schon aus\n einzelnen Lebens-Spuren angezeigte Resultat, da\u00df bey 270 Fath. Fathmos Tiefe der Meeresgrund volles or ganisches Leben enth\u00e4lt, zu fester Gewi\u00dfheit gebracht. Alles was\n man \u00fcber Corallen aus gro\u00dfen Tiefen\n geschrieben hat ist deshalb unsicher, weil die Beobachter lebende und todte Corallen , die oft sehr schwer zu\n unterscheiden sind, nicht scharf bezeichnend unterschieden haben. Diese mikroskopischen Verh\u00e4ltnisse erlauben nun keinen Zweyfel mehr,\n da\u00df organisches Leben sich beim Druck von 50 Atmosph\u00e4ren erhalten kann. Da\u00df alle diese Dinge zellig sind und Luft enthalten, mithin\n wirklich getroffen werden von den Einfl\u00fcssen des Luftdruckes ist ebenfalls\n ohne Zweyfel. Au\u00dferdem fand ich ein P\u00e4ckchen in Darwin 's\n oder Hookers Sen dung, \u00fcberschrieben, vulkanische Asche die 380\n Meilen (miles) von Africa in der See (27 N N\u00f6rdlicher B. Breite ) gefallen ist. Darinn ist aber wohl doch \u2153 der Masse\n Infusorien-Schalen. So giebt es also doch solche atmos ph\u00e4rische Verh\u00e4ltnisse, wie es frey lich nahe lag. Wirbelwinde m\u00f6gen den feinen Staub\n hoch und weit in die Luft f\u00fchren. Die\u00df ist aber das erste Beispiel directer\n unzweyfelhafter Beobachtung einer Meteor-Erde aus Organismen. In der Hoffnung, da\u00df diese Kleinig keiten auch\n bey Ihnen Interesse er wecken, verharre ich mit\n den besten W\u00fcnschen f\u00fcr Ihre Gesundheit in den herrlichsten aller\n Fr\u00fchlings tage\n verehrungsvoll Ihr dankbar ergebenster Ehrenberg","131":"Dienstag , den 16 . Juli 1844. Innig verehrter Herr Baron Als ich Mittwoch nach Hause kam fand ich einen Brief des Herrn Darwin vor, welcher vielleicht auch Ihr Interesse weckt. Jener aus Infusorien gemischte aus der Atmosph\u00e4re niederfallender Staub von\n den Capverdischen Inseln, der bisher als vulkanische Asche gegolten und von\n dem Darwin berichtet hatte, da\u00df er l\u00e4ngere\n Zeit hindurch die Luft getr\u00fcbt habe, wird nun sogar zu einer daselbst einen\n gro\u00dfen Theil des Jahres vorkommenden constanten Erscheinung!! Wenn Darwin es f\u00fcr afrikanischen W\u00fcsten-Staub gehalten h\u00e4tte, so w\u00e4re eine gro\u00dfe area wo der Staub f\u00e4llt Infusorien = Ordenbanden am S\u00fcdpol Sternschild oben (Asteromphalus Dar winii, Rossi, Hookerii) sch\u00f6ne Asterolampra (Prachtstern oder\n marylandica) am Virginien u und Maryland; das sch\u00f6nste Ordenskreuz aber ist Heliopelta\n Leuwen hoekii, das mit der Symbolo phora Trinitatis Dreinig keit \/ K\u00f6rn chen \/ aus Bermuder fossil seine Vorstellung einer Verbindung des Staubes mit dem\n afrikanischen Land winde leicht einzusehen,\n allein er bleibt bey dem Ausdrucke \u201evulkanische Asche\u201c noch immer. Die 37 deutlichen Infusorien und kleinen Organismen erlauben nicht mehr an\n vulkanische Asche zu denken und die mir reichlich bekannten afri kanischen kleinen Formen, namentlich auch\n zahlreich von Senegal und von Guinea geben eine gute Basis zur Ver gleichung. Im Staube der Capverden ist\n keine einzige der characteristischen afrikanischen Formen. Und von den 37\n vorliegenden atmosph\u00e4rischen Formen sind 35 sehr verbreitete Welt b\u00fcrger, meist auch Berliner, aber 2 sind\n aus aus S\u00fcd-Amerika bekannt. Darwin ist in seinen Schriften ein ernster\n und umsichtiger Naturforscher. Daher ist jene Behauptung des An dauerns des Staubfalles wohl zu beachten. Freylich k\u00f6nnten sich die 2 ameri kanischen Formen noch in Afrika auf finden, allein da\u00df keine einzige\n afrikanische Form dabey ist, scheint mir neben jenen ganz ent scheidend, daf\u00fcr da\u00df der Staub nicht aus Afrika kommen kann. Ich habe nun an den Passat Wind gedacht der wirklich gerade zwischen den\n Capverden und Africa senkrecht herabsteigt und westlich sich, scheinbar von Africa kommend, erbricht, somit das Constante bedingt. Da\u00df dieser Luftstrom im amerikanischen Aequator aufsteigt und im afrikani schen herabkommt k\u00f6nnte dann\n gerade die Br\u00fccke der beyden fernen Puncte bilden, welche zu suchen ist. Dove den ich gestern \u00fcber diese Richtungen sprach, fand ich ganz geneigt solchen\n Zusammenhang zuzugeben. Sind aber solche Staubmassen, reich an Eisen (wie die r\u00f6thliche Farbe auch dieses, Eisen verr\u00e4th) in der Atmosph\u00e4re, die wie Regen lange fortdauernd\n w\u00fcrden, fallen k\u00f6nnen, so fehlt es nicht an dicht gedr\u00e4ngtem Material f\u00fcr\n solche Meteorsteine, die auf Kartoffel- Felder fallen k\u00f6nnen\n ohne die Oberfl\u00e4che zu durchbrechen obschon sie wie Kanonen kugeln gro\u00df sind und mit Weltk\u00f6rper- Geschwindigkeit\n ankommen sollten. Ich habe Darwin sogleich wiederge schrieben und\n die Meeresgrund-Nieder lagen der englischen\n Admiralt\u00e4t nur zu er\u00f6ffnen versucht. Leider war sein Brief keine Antwort\n auf meine ihm schon fr\u00fcher \u00fcbersandte Analyse seiner Gaben, sondern nur auf Dr. Doktor Dieffenbachs vorl\u00e4ufige Mittheilung. Beiliegend sende ich Ihnen einen Probe- Abdruck einer kleinen Tafel f\u00fcr den\n n\u00e4chsten akademischen Monatsbericht der eben ge druckt wird. Potsdams Wasserk\u00fcnste zu sehen gl\u00fcckte mir neulich leider wieder nicht und ich war daher froh, da\u00df meine Frau und einige Kinder nicht mit mir sich\n t\u00e4uschten . Sonntags ist das gro\u00dfe Publikum zu lustig und so erreichen wir Potsdams\n Versch\u00f6n erungen sp\u00e4t. Ueber die Wunderart des Spreewaldes habe ich Ihnen geschrieben und\n hoffe , da\u00df es Ihnen zugekommen ist. Ich habe vorgestern vor mich m\u00fcndlich danach zu erkundigen. Schenke\n Ihnen der Himmel Kraft und Lust zum F\u00f6rdern des Kosmos. In herzlicher\n Verehrung ewig Ihr dankbar ergebenster Ehrenberg Wegen der Symbolophora\n Trinitatis , die, wie Passions Blume und Gottes Pferdchen, einen\n Namen einem Dinge giebt, habe ich schon allerley h\u00f6ren m\u00fcssen.","132":"Von 2 Freunden scheint in Berlin nur immer einer sicher zu sein. Dieser eine bin ich selbst. Nachdem ich 4\n Tage mit Herrn v von Buch \u00fcber Erman conferirt er sich wiederholt zur Mitunterschrift erboten und erkl\u00e4rt hat: Erman ver diene weit mehr Mitglied der Akademie zu sein als Dove , den er n\u00e4chst Agassiz am wildesten hast, eile ich gestern 11 U Uhr zu Herrn v von Buch . Er war um 10 U Uhr nach Mailand gereiset und hinterl\u00e4sst nicht eine Silbe Entschuldigung. Das heisst Freund schaft od oder vielmehr Geniewesen mit Roheit gepaart. Ich habe nun den ungl\u00fcklichen Weiss violentirt. Ich weiss dass die Sache jezt keineweges gelingen kann;\n verlange auch gar nicht dass es bis an das Plenum gelange. Der Schritt wird\n aber k\u00fcnftig n\u00fczlich sein . Darf ich Sie nun bitten theurer Freund, da wegen Jacobi\u2019s Erkl\u00e4rung wenn sie fr\u00fcher erfolgte, eine\n Gefahr w\u00e4re, bitten 1) meinen Vorschlag bald in Circulation zu sezen 2) mir heute zwei Zeilen officiell zu schreiben bloss die Worte\n Sie h\u00e4tten meinen Vorschlag f\u00fcr Erman vom 9 Aug August erhalten u und wollten ihn bald circuliren lassen . Dankbarst Ihr AHt Sonnabend","133":"Die Anwesenheit des Konigs K\u00f6nigs auf 2\u20133 Tage in Sanssouci zwingt mich, theurester meiner Freunde, meinen 75 j\u00e4hrigen eheu Lateinisch: ach! weh! Geburtstag dort zuzubringen. Ich bin so innigst und so lange und so dankbar von Ihrer innigsten Anhang lichkeit Anh\u00e4nglichkeit durchdrungen, dass ich Sie frei bitten darf mich nicht in Potsdam in dieser tumultuarischen Zeit aufzusuchen. Denken Sie dass der K\u00f6nig von Metternich angereizt, ohne mein Wissen fast fest verspro chen hat statt des Slaven Kopitar Endlicher als Ungar zu ernennen, als Fremder. Es liegt daran, nach dem Besuche in Oestreich jemand zu ernennen u und in dieser Beschr\u00e4nkung ist die Wahl auch wegen\n Vielseitig keit der Kenntnisse sehr gut. N\u2019 en parlez\n pas . Mes tendres respects a \u00e0 l\u2019excellente Madame Kunth . Der erste Band meines Kosmos soll im Oct October erscheinen, ein k\u00fchnes Wort . Ihr AlHt Freitag. Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit drei Zeit. Zeitungen","134":"Sowohl dem Geh Geheimen Cab. Cabinetts Rath M\u00fcller als Uhden habe\n ich schriftlich das Gnadengeschenk fur f\u00fcr den armen Director Schubart empfohlen. Da es aber eine Geldsache ist kann sie leider! in die Hande H\u00e4nde des alles abschlagenden General Thile gefallen sein. Dieser und Uhden sind mit dem K\u00f6nig in Merseburg , M\u00fcller ist unwohl in Potsdam . Es ist also, theurer Freund, vor des K\u00f6nigs Ruckunft R\u00fcckunft (23 . Sept September ) rein unm\u00f6glich, dass ich etwas erfahre . Um den K\u00f6nig sind alle zu besch\u00e4ftigt um zu antworten . Ich werde aber nichts vers\u00e4umen und wenn herauszubringen sein wird, in wessen Handen H\u00e4nden in dem vielk\u00f6pfigen Cabinett die Sache gekommen ist. Liebevoll Ihr AlHumboldt Donnerstag","135":"Mein innig verehrter Herr Baron Zur Reise in der kalten Jahreszeit erlaube ich mir Ihnen noch einen guten\n Wunsch zu senden, der Sie gl\u00fccklich hin und noch gl\u00fccklicher und fr\u00f6hlicher\n wieder zu uns bringen m\u00f6chte. Ich versuche nicht weiter Ihnen durch Besuch die Zeit zu k\u00fcrzen, da\n so viele auf leztere Anspruch machen. Ich habe mir erlaubt gestern bei\n Ihnen ein Exemplar meines Bimstein- Aufsatzes f\u00fcr die pariser Akade mie abzugeben. F\u00fcr Valenciennes und einige andere finde ich schon noch Gelegenheiten. Vielleicht erl\u00e4utern Ihnen die hier daneben stehenden Skizzen die Bimstein-Angelegenheit auf k\u00fcrzeste Weise. Hochsimmer\n A. die wohl erhaltenen Formen des Polirschiefers \/ Eunotia gibberula \/ Pinnularia viridis \/ Discoplea comta \/ Pinnularia viridula \/ Eunotia amphioxys B\n Bimstein Vor Kurzem hat auch der Guano in einer von Schomburgk mitgebrachten Probe sehr zahlreiche Kieselschalen von Seethierchen gezeigt. Die V\u00f6gel scheinen See-Gew\u00fcrm verzehrt zu haben, das erst Infusorien gespeist hatte! Von Dr. Doktor Peters ist aus Quelli mane eine neue Lepidosiren in vielen Exemplaren gl\u00fccklich\n angekom men. Hermann Karsten hat von Venezuela die Milch des wirklichen Galactodendron eingesandt, die neuerlich mit der eines Ficus verwechselt worden zu seyn scheint. H. Heinrich Rose l\u00e4sst sie schon durch Dr. Doktor Heintz wieder analysieren. Der Bericht des Dr. Doktor Schulz in Eldena an Sie \u00fcber die\n Kieseltheile der Steinkohlen finden Sie abgedruckt an meinem Aufsatze in dem Monatsberichte vom October Ehrenberg 1844 . Schafh\u00e4utl in Wien Wahrscheinlich ist K. E. Schafh\u00e4utl gemeint, der jedoch\n in M\u00fcnchen lehrte. will im Thon- Porphyr von Mei\u00dfen Infusorien gesehen haben und nennt\n 2, das eine davon ist ein reines S\u00fc\u00dfwasserthierchen, das andere ein reines\n Kreide-Seethierchen, mithin das Ganze wohl ein Irrthum aus Unge schick. Dr. Doktor Geinitz hat mir aus Dresden gestern den\n \u00e4chten gemeinten Thon Por phyr\n zugeschickt , in dem ich jene Dinge nicht finde. Ich werde mir von Sch. Schafh\u00e4utl selbst noch Proben verschreiben. Da\u00df im Steinfels Thone von Berchtes gaden Gallionellen ( G. Gallionella distans ) sind habe ich schon 1841 bekannt gemacht und\n vergessen in der \u00dcbersicht aufzunehmen. Gott erhalte Sie uns. In herzlicher Verehrung Ihr dankbar\n ergebenster Ehrenberg 7 Dec. December 1844.","136":"21 Dec. December 1844. Innigst verehrter Herr Baron Da ich h\u00f6re da\u00df Sie noch einige Tage mit der Abreise z\u00f6gern, so glaubte ich\n da\u00df es ihnen wohl angenehm w\u00e4re die Details \u00fcber den von Lepsius ent deckten\n Nilmesser mit nach Paris zu nehmen und ich habe daher f\u00fcr die Akademie\n einige besondere Abdrucke des Berichts machen lassen, deren einige ich,\n Ihnen zu beliebigem Ge brauche durch die\n Druckerei unmit telbar heut oder morgen fr\u00fch sobald sie eben fertig sind, zu \u00fcber geben, angeordnet\n habe . Da\u00df Valenciennes Mitglied der Akademie\n geworden ist freut mich und ich m\u00f6chte deshalb wohl Sie noch ganz ergebenst\n bitten ihm mei nen auf innliegenden Aufsatz bemerkten Gl\u00fcckwunsch gelegent lich und\n wenn es sonst nicht beschwert zukommen zu lassen. Da\u00df Dujardin Stimmen f\u00fcr sich gehabt hat thut mir Leid, da dessen Arbeiten fl\u00fcchtig und seine gegen mich ausgedr\u00fcckten Gesinnungen h\u00f6chst verwerflich sind. Sollten Meeresgr\u00fcnde aus den unbegreiflichen, vielleicht nicht wohl\n sicheren 24000 Fu\u00df Tiefen zug\u00e4nglich sein, so legen Sie viel leicht ein gut Wort f\u00fcr mich ein und Beschlag auf eine\n kleine Probe. mit oder ohne Unschlitt. Da\u00df in jedem Cubikzoll\n des Pl\u00e4ner Kalkes von Teplitz, jenes Ihnen sehr bekannten wei\u00dflichen harten Kalksteines am Fu\u00dfe des Schlo\u00dfbergs 86.400.000 (circa) kleine Polythalamien mit geringer Distanz nachweislich sind und da\u00df diese Formen-Masse sich zu der offenbar sp\u00e4ter durch Zerfallen einzelner Formen entstandenen\n Zwischen masse, wie 2 \u00bd zu 3 und wie 3 zu 3 verh\u00e4lt habe ich in diesen Tagen specieller ermittelt . Einige Geologen halten zwar diese Zahlen f\u00fcr \u00fcbertrieben, wie Mantell in England und andere, allein das beweist nur, da\u00df sie sich nicht ernstlich\n damit besch\u00e4ftigt haben. Sie sind so sicher wie die Zahlen der\n Kieselthierchen im Polierschiefer, die nie mand\n leugnen kann. Mittelgr\u00f6\u00dfe 1\/48\u2034 Cubus 100.592. Dieser halb genommen in runder\n Summe nach dem Verh\u00e4ltnis von 3 zu 3, gibt 50.000 in jeder\n Cubicklinie 1728 mal 86.400.000 in jedem Cubickzoll Das Verh\u00e4ltnis ist gewogen. Bei meiner Berechnung sind die Thierchen cubisch gedacht, sie sind\n aber fast alle entweder konisch, oder viel\n d\u00fcnner als breit, daher ist vielleicht das Doppelte jener Zahl noch zu\n wenig. Die nordamerika nischen Beobachter sind\n mit meinen Angaben \u00fcbereinstimmend nur nicht so detailliert. In herzlicher Verehrung Ihr Ehrenberg","137":"Ich schreibe, mein theurer College, an dem Tage vor meiner R\u00fckreise\n nach Berlin in der Hofnung Sie bald zu umarmen und Ihnen dann zu sagen wie ich ernsthaft ergrimmt bin \u00fcber\n die rohe und ungerechte Anfechtung gegen Sie Ehrenberg 1845 . Sie werden im Compte rendu rendus gelesen haben dass man hier den Einfluss den Sie auf die\n Geognosie aus\u00fcben nicht verkennt. Da Abichs Familie unruhig sein m\u00f6chte, so bitte ich Sie, theurer Freund bald die Antwort von Ouwarof der Familie mitzutheilen. Mit alter Bewunderung und\n Liebe Ihr AlHumboldt Paris den 18 Mai 1845","138":"Ich habe vorgestern, mein theurer Freund, Ihren Brief und meinen\n Commentar dem K\u00f6nige eingehandigt eingeh\u00e4ndigt und gestern Abend hat mir bereits der Konig K\u00f6nig gesagt dass alles vorgetragen und genehmigt sei (500 r Reichstaler ) . Da alle\n menschlichen Gesch\u00e4fte erst leider als vollendet sicher werden, so ist es mir eine Freude Ihnen zu sagen was zu Ihrer\n Aufheiterung bei tragen kann. Der Konig K\u00f6nig hat bei dieser Gelegenheit eine recht auffallende Vorliebe f\u00fcr Sie\n bezeigt . Er sagte \u201eich hatte h\u00e4tte ihn rufen sollen, als ich neulich mit Ihnen auf der Terrasse v von Sanssouci war.\u201c Dankbarst Ihr AlHumboldt Potsd. Potsdam Sonntags Sr Seiner Wohlgeboren Herrn Professor Kunth Sch\u00fczenstr. Sch\u00fctzenstra\u00dfe n numero 7 AlHumboldt","139":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg zu Berlin Linden 21 Vielen, vielen Dank, mein theurer Freund f\u00fcr Ihren neuen\n interessanten Sinai Brief wie auch\n Gl\u00fckw\u00fcnsche zu den 74 Japanischen Infusorien Ehrenberg 1845d . Ich habe wohl recht gehabt von Ihnen\n als dem Allbelebenden zu sprechen. Dechen wird gewiss nicht durch den K\u00f6nig und den Victoria Besuch gehindert werden, Sie zu begleiten . Unser K\u00f6nig hat leider wenig Verkehr mit ihm. Wir reisen den 24sten Juli . Victoria kommt wahrscheinlich erst den 13 Aug August . Die Meinung dass der Serbal der Sinai sei ist \u00fcbrigens oft gedrukt in Burkardt Burkhardt 1819 und vielen neuen englischen Bilderbibeln, aber deshalb wohl nicht sicherer; Persius Tod (er hinterl\u00e4sst 6\n Kinder) ist ein bitterer Verlust. Mit alter dankbarer\n Liebe Ihr AlHumboldt Sonnabend","140":"J\u2019ai re\u00e7u avec un bien vif plaisir, mon excellent ami, Votre aimable lettre en\n date du 22 ao\u00fbt . Je reviens\n avec le Roi des bords du Rhin , apr\u00e8s avoir fait une autre excursion en Danemarc . Je n\u2019ai que le tems que de Vous donner ce petit signe de vie\n \u00e0 Vous et \u00e0 Votre digne p\u00e8re . J\u2019ajoute le t\u00e9moignage Hiermit ist das von Humboldt f\u00fcr Hooker verfasste Empfehlungsschreiben f\u00fcr dessen Bewerbung um den\n Lehrstuhl f\u00fcr Botanik an der Universit\u00e4t Edinburgh gemeint. Hooker erhielt den\n Lehrstuhl nicht und lehnte den Lehrstuhl an der Universit\u00e4t Glasgow, der ihm in\n der Folge angeboten wurde, ab. de ma haute et affectueuse estime. Puisse-t- elle Vous \u00eatre utile. Je suis d\u00e9sol\u00e9 de la malheureuse traduction Humboldt\n 1845\u20131848 . Humboldt bezieht sich auf den 1845 erschienenen ersten\n Band der von Pritchard angefertigten\n und bei Bailli\u00e8re erschienenen \u00dcbersetzung\n seines ersten Bandes des \"Kosmos\", ebenfalls 1845 erschienen. Verschiedentlich\n \u00e4u\u00dferte er sich besorgt \u00fcber die schlechte Qualit\u00e4t dieser \u00dcbersetzung. de mon Cosmos Humboldt\n 1845\u20131862 . : elle doit faire du tort \u00e0 ma r\u00e9putation d en Angleterre . J\u2019 en suis douloureusement\n affect\u00e9 . AlHumboldt \u00e0 Sanssouci ce 2 Sept . Septembre 1845 en grande h\u00e2te.","141":"Si Humboldt verfasste dieses Empfehlungsschreiben anl\u00e4sslich Hookers\n Bewerbung um den Lehrstuhl f\u00fcr Botanik an der Universit\u00e4t Edinburgh. Hooker erhielt den Lehrstuhl\n nicht und lehnte den Lehrstuhl an der Universit\u00e4t Glasgow, der ihm in der Folge angeboten wurde,\n ab. d\u2019autres occupations m\u2019ont \u00e9loign\u00e9 des \u00e9tudes botaniques, auxquelles une\n grande partie de ma vie a \u00e9t\u00e9 vou\u00e9e, je n\u2019en ai pas moins continu\u00e9 \u00e0 suivre avec\n int\u00e9r\u00eat les progr\u00e8s modernes de la Botanique et \u00e0 apr\u00e9cier les travaux de ceux\n qui ont acquis une r\u00e9putation solidement \u00e9tablie dans cette science. C\u2019est par\n ces motifs que je crois ne pas de v oir h\u00e9siter de donner au savant Botaniste, Docteur Joseph Hooker, le\n t\u00e9moignage de la haute estime qu\u2019il s\u2019est justement acqu \u00e9rir ise parmi les hommes du premier ordre dans ma Patrie et en France . Ses\n premi\u00e8res \u00e9tudes de cryptogamie , si\n utiles \u00e0 diriger l\u2019esprit, dans la vari\u00e9t\u00e9 des formes, sur des recherches de\n structure, avoient d\u00e9j\u00e0 excit\u00e9 un vif int\u00e9r\u00eat. La Flore antarctique, fruit d\u2019une\n Exp\u00e9dition si glorieuse pour l\u2019 Angleterre ,\n n\u2019est pas seulement distingu\u00e9e par la nouveaut\u00e9 des objets, elle est remarquable\n surtout par la sagacit\u00e9 avec laquelle le D r Docteur Joseph Hooker a reconnu le caract\u00e8re des familles naturelles et leurs\n affinit\u00e9s mutuelles en suivant les traces de Robert\n Brown , le premier et le plus spirituel des Botanistes de nos\n temps. Apr\u00e8s la pr\u00e9cision des analyses, on doit faire l\u2019\u00e9loge des diagnoses\n caract\u00e9ristiques de Mr Hooker, partie souvent n\u00e9glig\u00e9e par les voyageurs\n modernes . La Flore antarctique est \u00e9galement riche en observations de Physiologie\n v\u00e9g\u00e9tale, de G\u00e9ographie des Plantes et de discussions sur l\u2019influence des\n climats dans les distribution s des genres et des esp\u00e8ces. Mr Joseph Hooker n\u2019est pas seulement adonn\u00e9 \u00e0 la\n Botanique descriptive, ses vues s\u2019\u00e9tendent plus loin, sur toutes les parties de\n la Physique du Globe qui ont rapport \u00e0 l\u2019organisation . Il m\u2019est doux d\u2019ajouter que l\u2019opinion que j\u2019\u00e9nonce sur le\n talent et les excellens travaux du D r Docteur Joseph Hooker, est partag\u00e9e par mes amis Mrs Link , Endlicher , Kunth , Ehrenberg , Klotsch . , Schleiden , Jussieu , Gaudichaud et par tous ceux qui, comme moi, ont pu profiter des lumi\u00e8res de ce\n botaniste laborieux, solide dans ses travaux, vari\u00e9 dans ses connoissances. Le B n Baron Alexandre de Humboldt \u00e0 Sanssouci ce 2 Sept. Septembre 1845 . Translation If other occ c upations etc. Diese Anmerkung von unbekannter Hand bezieht sich auf\n das Bewerbungsverfahren, f\u00fcr das Humboldt dieses Gutachten verfasste.","142":"Potsdam 25 . Sept September 1845 Wie sehr, mein theurer edler Freund, hat mich Ihr sch\u00f6ner Brief vom 18 . Sept September Dieser Brief Kunths konnte bislang nicht\n nachgewiesen werden. ger\u00fchrt durch die Gl\u00fcckw\u00fcnsche, die Sie mir so herzlich\n bringen, durch die mich noch immer beunruhigenden Nachrichten von Ihrer langsamen Genesung. Ich bin schwach genug mir nun t\u00e4glich Vorwurfe Vorw\u00fcrfe zu machen, selbst die Veranlassung einer Reise gewesen zu\n sein, die Ihnen Heiterkeit in dem Anblik einer sch\u00f6nen reicher\n geschm\u00fcckten Bergnatur gew\u00e4hren sollte. So entspringen bittere Leiden oft aus Hofnungen, die begrundet begr\u00fcndet schei nen . Dazu die Isolirtheit, da gerade alle Gelehrte von M\u00fcnchen abwesend sind,\n Isolirtheit in einem Gasthause . Dies, liebster\n Kunth, hat sich als bitteres Leiden wohl nie in grelleren Farben\n gezeigt, als vor wenigen Wochen in meiner eigenen Familie. Sie haben gewiss dunkel erfahren, wie eine unvorsich tig\n ununterbrochene Cur in Kissingen und eine Abenderkaltung Abenderk\u00e4ltung auf Spazier gangen Spazierg\u00e4ngen in Bruckenau Br\u00fcckenau mit dem Konig K\u00f6nig von Bayern (vielleicht durch einen nicht ganz\n entwickelten Nervenschlag) Minister Bulow B\u00fclow urplozlich urpl\u00f6zlich in eine traurige Gem\u00fcthsdepression versezt hatte . Frau von Bulow B\u00fclow sich freuend mit allen Kindern den Festen am Rhein beizuwohnen musste drei Wochen lang in Frankfurth am Main in einem Wirts hause\n verbleiben von hundert Engl\u00e4ndern umgeben die alle ersp\u00e4hen wollte n , was die eigentliche Krankheit des preuss preu\u00dfischen Ministers der auswartigen ausw\u00e4rtigen Angelegenhei ten sei!! Denken Sie Sich diesen Zustand den die edle Frau mit\n mannlicher Energie ertragen hat! Bulow B\u00fclow ist seit dem er in Tegel der Ruhe, frei von allen Gesch\u00e4ften geniesst, vollig v\u00f6llig herge stellt. Es ist nicht einmal mehr irgend eine Schw\u00e4chung des Gedachtnisses Ged\u00e4chtnisses zu bemerken, aber der Wunsch, sich seiner Familie zu\n erhalten und R\u00fckf\u00e4lle durch Aufregungen die in seinem Dep. Departement so gewohnlich gew\u00f6hnlich sind, zu vermeiden, hat ihn bewogen vorgestern seine\n Entlassung zu fordern. Sie wissen dass er es, aus anderen , politischen Gr\u00fcnden, schon bei der Itzsteinischen Ausweisung, fr\u00fcher gethan hatte. Ich schreibe Ihnen von Verhaltnissen Verh\u00e4ltnissen die mich grenzenlos w\u00e4hrend der nassen Victoria Feste am\n Rhein gequalt gequ\u00e4lt haben . Ich reiste als ich die erste Schreckensnach richt erhielt\n gleich von Stolzenfels nach Frankfurth , um Frau von Bulow B\u00fclow zu trosten tr\u00f6sten . Den Kranken selbst wollten mir die Aerzte nicht zeigen, aus Furcht mein plozliches pl\u00f6zliches Erscheinen konne k\u00f6nne ihn zu sehr aufregen. Sie nehmen einen so innigen Antheil an\n meiner Familie, als deren Theil ich seit so vielen Jahren mich gew\u00f6hnt\n habe, Sie zu betrachten, dass ich nicht angestanden habe, diese Episode in meinen Brief einzuflechten. Gestern da ich mit Ihrem Freunde, dem\n jungen Mayet bei B n Baron Reden (dem Statistiker) zur Taufe war; empfing ich\n von dem erste ren die trefliche Nachricht,\n dass Sie weniger leidend w\u00e4ren. Auch schreibt mir ein gleiches eben Goldschmidt im Auftrage Ihrer theuren in Ihrer ihrer sch\u00f6nen Werkth\u00e4tigkeit nicht genug zu preisenden Frau . Ich hoff furchte f\u00fcrchte aber dass dieser Brief Sie doch noch in M\u00fcnchen trift, auch schreibe ich an den mir befreundeten,\n sehr gebildeten Geh. Geheimen Leg. Legations Rath Nagler der bange Sohn des Sie sehr schazenden sch\u00e4zenden Ministers . Ihre kleine Nichte werde ich noch diese Woche in\n Berlin besuchen. Sie werden mich 76 jahrigen j\u00e4hrigen weit uberleben \u00fcberleben , aber so lange ich athme werde ich Ihnen und den Ihren zugethan bleiben aus Liebe und Dankgef\u00fchl . Sie\n klagen uber \u00fcber Unterbrechung Ihrer botan. botanischen Redaction, ich um die ewige Unterbrechung des Cosmos . Erst 5 Mon. Monate Paris , dann D\u00e4nemark dann die w\u00fcsten Feste am Rhein und nun wieder alle das Nordlicht . Die Kai serin hat endlich vorgestern Ihre ihre wunder bare Reise nach Palermo angetreten wo Sie der Kaiser besuchen wird. Den 28sten erwarten wir die K\u00f6nigin hier . Ich bleibe fest und hoffe den Winter den 2 ten Band des Cosmos zu vollenden. Die englische Ue bersezung Humboldt 1845\u20131848. so unvollkommen sie ist, hat rasenden Debit, schreibt mir Hooker und hat in Heften von 8 Bogen gegeben\n werden mussen m\u00fcssen . Ich hatte diesen Effect nicht getr\u00e4umt. Meine Gesundheit ist fest, nur leide! ich gerade jezt wieder sehr am\n Catharr. An constitut. constitutionelle Veranderungen Ver\u00e4nderungen glaube ich fur f\u00fcr jezt gar nicht, die religiose religi\u00f6se Aufregung von christ- cathol. catholischen Licht D\u00e4mmerlingen und Lichtfr\u00e4uleins ist sehr gross und kann ernster werden . Empfangen Sie und Ihre theure vortrefliche Gattin , den erneuerten Ausdruk meiner innigsten und unverbruchlichsten unverbr\u00fcchlichsten Anh\u00e4ng lichkeit . AlHumboldt Sr Seiner Wohlgeboren dem Herrn Professor Kunth, Director des botanischen Gartens zu Berlin, Ritter des preuss. preussischen Rothen Adler- Ordens, in M\u00fcnchen im Gasthofe zum goldenen Kreuz N\u00fcrnberg Wittelsbacher hof Potzdam Berlin abgereist","143":"Je desire d\u00e9sire avoir de bien bonnes nouvelles de la sant\u00e9 de mon excellent\n ami Mr Monsieur Kunth et le prie de me renvoyer le Journal des Debats D\u00e9bats de mardi 11 Novembre renfermant une notice de Meyerbeer . J\u2019 espere esp\u00e8re que ce n o num\u00e9ro du 11 Nov. Novembre se trouve encore chez lui . Al Humboldt ce lundi","144":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg Linden 21 AlHumboldt Die unbequeme Anwesenheit so vieler Prinze, die traurigen Familien-\n und Erbschafts-Regulirungen bei Frau Ministerin von B\u00fclow und der Kosmos Humboldt 1845-1862 von dem 10 Bogen gedrukt sind sind daran Schuld, theurer edler Freund, dass ich immer noch nicht bei Ihnen war, um mich mit Ihnen der allm\u00e4ligen Genesung Ihrer lieben Gattin zu erfreuen . Ich danke innigst f\u00fcr die\n merkw\u00fcrdigen neuen Thatsachen \u00fcber Nil u und Ganges -Wasser vgl. Ehrenberg an Alexander von\n Humboldt.\n Berlin,\n 21. Juni 1858 und die sonder bare Zwischenlage des Kohlenschiefers am Siebengebirge Ehrenberg 1846d . Herr v von Buch k\u00f6nnte daraus lernen wie Ihre\n Untersuchungen zu Berichtigung geognostischer Verh\u00e4ltnisse f\u00fchren. Mein\n alter Jugendfreund der Berghauptmann Freiesleben ist auch dahin geschieden! Vielleicht k\u00f6nnte die\n Akademie ein Condolenzschreiben an die Wittwe Bessel richten. Claudite jam rivos Vgl. Vergil: Eklogen III , 111, wo die hier anzitierten Verse lauten: Claudite iam rivos, pueri, sat prata biberunt. [\u00dcbertragung:\n \u201aKnaben, verschlie\u00dft jetzt die Rinnen: satt haben die Wiesen getrunken!\u201b] , machen Sie ja dass Ihr herrliches einziges grosses Werk Gemeint ist wohl Ehrenberg 1854 . bald erscheine. Mit alter\n Dankbarkeit Ihr AlHumboldt Donnerstags","145":"","146":"Ich habe etwas auf dem Herzen, das mich tief bewegt, mein\n theurer Freund. Es ware w\u00e4re schreklich wenn nach unserem langen, innigen Zusammenleben in Ihnen\n der Gedanke auf leben k erwachen konnte k\u00f6nnte , dass ich kalter k\u00e4lter fur f\u00fcr Sie f\u00fchle, Ihnen nicht eine Freude verschaffe, die in Ihrem jezigen Gemuthszustande Gem\u00fcthszustande so wunschens werth w\u00fcnschenswerth w\u00e4re. Ich habe dieses Mal wieder meine Stimme nicht Ihnen sondern Hermann in Leipzig gegeben. Nach Links Wahl die mir bei seinem Uralter\n eine nothwendige schien, glaube ich nicht dass die unmittelbar folgende Wahl wieder ein Botaniker sein k\u00f6nnte, es schien mir in Ihrer und meiner Lage naturlicher nat\u00fcrlicher dass zwischen Ih Link \u2019s und Ihrer Wahl eine\n andere nicht natur historische dazwischen trete . Keinem anderen als Ihnen, mein\n theurer vielgeliebter Freund, soll meine Stimme und mein Einfluss zugehoren zugeh\u00f6ren als Ihnen den ich so innigst als Mensch und hochgestellter Gelehrter ehre. Der Sterbef\u00e4lle wird es jezt auf einmal mehrer mehrerer sich schnell folgende geben . Fur F\u00fcr wen man sich leidenschaftlich bewegen wird kann ich genau\n vorher sagen Kunth Kreuzer Fr. Friedrich Raumer Lieber vielmehr wohl: Justus Liebig Ranke Dirichlet Ich werde mich nur fur f\u00fcr Sie bewegen. Antworten Sie mir nicht, uber \u00fcber solche Dinge kann man nicht schreiben kaum sprechen. Drucken Dr\u00fccken Sie mir warm die Hand wenn Sie mich sehen . Das ist mir genug und wird mir Ruhe\n geben. Die fremden Mitglieder sind jezt auch dem Zu fall des Hofeinflusses und des Zufalls, der Vor liebe\n eines Kanzlers ent rissen. Der Konig K\u00f6nig wird bei der Wiederbesezung eines nicht deutschen Mitgliedes beide Akade mien stimmen lassen u und an von den je 3 vorgeschlage nen Candidaten der W\u00e4hler denjenigen der der erste auf der\n Liste der Gelehrten od oder K\u00fcnstler ist ,\n ernennen . Mes tendres respects \u00e0 l\u2019excellente Madame Kunth . Elle aura eu ma lettre par Mr Monsieur Pechenc \u00e0 tems j\u2019 espere esp\u00e8re . AlHumboldt P. Potsdam ce jeudi","147":"Sr. Seiner Wohlgeboren Herrn Professor Ehrenberg mit einem Paketchen Linden 21. Berlin ,\n Sonnabend. Sie werden, theurer College, wohl nicht auf mich gez\u00fcrnt haben, wenn Sie etwa errathen, dass ich Ihnen den wenigstens sehr freundlichen und religi\u00f6s\n freigesinnten Kronprinzen v. von Baiern auf den Leib gejagt! Er ist sehr dankbar f\u00fcr Ihre freie liebensw\u00fcrdige Aufnahme gewesen. Ich lege diesen Zeilen des Dankes Asche von\n einem Vulcan in Quito bei (ich glaube von 1844) die ich in einer Kiste aufgefunden und die sich vielleicht (dieser Ausdruk geht nun von Ihrem grossen Namen unzertrennlich gewiss auf die Nachwelt \u00fcber.) unter Ihren H\u00e4nden beleben wird . Ich freue mich unendlich dass die Besorgnisse f\u00fcr Ihre edle Gattin abnehmen. Ihr AlHumboldt Behalten Sie als Andenken das recht h\u00fcpsche Gedicht des Kronprinzen .","148":"Montag 8 Juno 18 46. Infusorien Staub Genua Zuv\u00f6rderst sage ich Ihnen, mein innigst verehrter Herr Baron, meinen\n Gl\u00fcckwunsch zu dem neuen Zeichen der Anerkennung Ihrer Principien, wel ches bey Ihnen eingegangen seyn soll. Dann\n danke ich recht sehr f\u00fcr das \u00fcber sandte Gedicht\n des Kronprinzen von Baiern, dessen dem Vater \u00e4hnliche Talente dieser Art\n mir bisher unbe kannt waren. Das lange Gelegen heitsgedicht ist recht gem\u00fcthvoll, deutsch und sinnig. Die sicilianischen und genuaschen Scirocco St\u00fcrme von denen die Zeitun gen vor einigen Tagen berichteten haben mit ihrem Ungl\u00fcck einige gute Frucht in Berlin getragen. Am 16\n Mai ist in Genua ein atmosph\u00e4rischer Staub niedergefallen qui couvra en abondance les toits et les ter rasses.\n Schon vor mehreren Tagen erhielt ich eine Probe davon durch den Professor Pictet in Genf. Es ist wieder derselbe\n rothgelbe infusorienhal tige Staub des\n atlantischen Oceans und von Malta, den ich aus nun schon 4 Jahrg\u00e4ngen sehr\n entfernter Zeiten analysirt habe. Dieselben Species und auch dieselben vorherrschenden Formen , als ob alle\n diese Proben aus Einem Topfe genommen w\u00e4ren, w\u00e4hrend sie auf viele verschiedene Schiffe und Loka lit\u00e4ten des Festlandes gefallen sind und \u2013\n mit S\u00fcd Amerikanern und mit Seethierchen ge mischt, ohne entscheidende Afrikaner! Wenn nur nicht all diese gewi\u00df interes santen\n Analysen so viel Zeit in Anspruch n\u00e4hmen! Ich habe bisher diese Formen von Genua nur oberfl\u00e4chlich festhalten k\u00f6nnen, es\n sind aber schon 29 ersichtlich und es sind keine neuen dabey. Herr Pictet schreibt\n mir\n da\u00df er im Sup plement \u00e0 la Bibliotheque\n universelle de Geneve Nr. Nummer 5 einige Details \u00fcber den Staubfall mittheilen werde und ersucht mich um die mikroskopische Analyse. Die fr\u00fcheren Mittheilungen von mir \u00fcber den Meteorstaub sind in den Berichten der Akademie 1845 pag pagina 64 und 85\n so wie pag pagina 378. Areal: Atlantischer Ocean 800 S. See Meilen westlich von Afrika Capverden Malta Genua Zeit: 1830! 1834! 1836? 1838! 1846! Idem! In herzlicher Verehrung stets Ihr dankbarst ergebener Ehrenberg.","149":"Ich muss unseren K\u00f6nig und den K\u00f6nig von Sachsen Mittwoch fr\u00fch 6\n Uhr auf 4 Tage nach der Insel R\u00fcgen begleiten: aber Dienstag um 11 Uhr will der K\u00f6nig von Sachsen Ihren botan. botanischen Garten besuchen mein theurer Freund! Sie erwarten\n ihn also wohl dort . Er ist einfach u und angenehm. Link sollte auch avertirt werden . Der K\u00f6nig von Sachsen will nemlich Dienstag 9 U Uhr auf das Museum , 11 U Uhr auf botan. botanischen Garten und 1 U Uhr auf den das zool. zoologische Museum . Ich hoffe dass ich ihn werde begleiten\n k\u00f6nnen. Mit alter Freundschaft Ihr AlHumboldt Potsdam Sontag Ab Abend","150":"Es ist alles wieder umgeandert umge\u00e4ndert . Der K\u00f6nig wird den Konig K\u00f6nig von Sachsen begleiten und will morgen Dienstag von der Eisenbahn um 8\u00be Uhr nach dem zool. zoologischen Garten , dann nach dem botanischen Garten , dann nach dem Museum fahren. AlHumboldt Berlin Montag Abend in Eile","151":"Bei dem Wirrwarr, in welchem ich durch des K\u00f6nigs R\u00fcckehr gerathen bin, habe ich, theurer Reisegef\u00e4hrte und College, kaum so viel Musse Ihnen die recht interessanten Notizen des Briefes von Brandt mitzutheilen . K\u00f6nnten Sie nicht einiges davon der Akademie mittheilen Ehrenberg 1846e damit es mit einigen Zeilen in dem Bulletin erw\u00e4hnt w\u00fcrde. Es ist Brandt angenehm. Das\n factum der Kiefernadeln in den fossilen Backenz\u00e4hnen ist beson ders merkw\u00fcrdig \u201ewenn die Nadeln nicht aus der vegeta bilische Reste enthaltenden Schlammerde in\n die Bakz\u00e4hne gerathen sind.\u201c Dass ein Mamuth od oder Rhinoceros bei seinem ungeheuer\n dicken Felle noch Wollhaar haben m\u00fcsse, um im Norden gelebt zu haben, ist nur wenig deutlich, da unsere Schweine bald nakd bald behaart sind und die Tiger wohl nicht einen dicken Pelz haben um in der\n Tropengegend sich vor K\u00e4lte zu sch\u00fczen. Ihr neuer attmosph. attmosph\u00e4rischer Infusionsstaub ist von ungeheurer Wichtigkeit und hat den K\u00f6nig unendlich interessirt . Mit alter Liebe u. und Bewunderung Ihr AlHumboldt Mittwoch Ich f\u00fcrchte unendlich Middendorf nicht zu sehen. Behalten Sie die Brandtiana!","152":"Ich eile Ihnen zu sagen, mein theurer Freund, dass mir alle alles gegl\u00fckt ist wegen der Mexicanischen Pflanzen . Minister Thile hat den Ankauf wieder zum Vortrag gebracht, Min. Minister Eichhorn und also auch der Garten werden nichts bezahlen,\n sondern das Geld, das ich vorgeschossen, wird mir im n\u00e4chsten Jahre\n mit 600 r Reichstalern aus dem Extraord. Extraordin\u00e4ren Fond ersezt werden. Ich kann sehr gut bis dahin warten und fur f\u00fcr die fehlenden 80 r Reichstaler wird wohl noch irgendwo Rath zu schaffen sein. Ich habe es\n so eben dem Min. Minister Eichhorn , mit dem ich nach dem\n Staatsrathe bei dem K\u00f6nig ass officiell\n verk\u00fcndigt . Er hat mir sehr daf\u00fcr gedankt . Sagen Sie es g\u00fctigst nun auch an Herrn Boucher u und Geh. Geheim R Rat Link . Habe ich Ihnen auch\n gegen meinen Willen auch augenbliklich Kummer erregt, so haben Sie nun doch auch gratis daf\u00fcr sch\u00f6ne\n mexicanische Pflanzen . Min. Minister Eichhorn hat bei dieser Gelegenheit wieder mit von Ihnen und Ihrer treflichen geregelten Administration des bot. botanischen Gartens in Min. Minister Bodelschwingh \u2019s Gegenwart auf das Ehrenvollste ge sprochen. Da durch die eitle Gesch\u00e4zigkeit Geschw\u00e4zigkeit des Prof. Professors Koch allerhand Ger\u00fcchte uber \u00fcber dessen k\u00fcnftiges Schiksal hier an mich gekommen waren, so\n habe ich heute Gelegenheit genommen den Min. Minister Eichhorn ernst und tadelnd dar\u00fcber zu befragen. Er hat mir zugeschworen dass von keiner Anstellung bei der Universit\u00e4t die Rede sein k\u00f6nne,\n da\u00df er ihm aber auf 2 Jahre einige hundert Thaler verschaft habe, um hier seine Reise (die mir ganz unwissen schaftlich scheint) zu bear beiten . Dass der einf\u00e4ltige Sammler\n nachher l\u00e4stig werden wird, glaube ich indess gern. Mit inniger Freundschaft Ihr AlHumboldt Sonnabend. Herrn Galuski , der sehr unterrichtet, aber von unangenehmem Sprachorgan ist, habe ich 2 mal gesehen. Ich denke er war von mir zufrieden . Sr Seiner Wohlgeboren Herrn Professor Kunth, Sch\u00fctzenstra\u00dfe n numero 7.","153":"confidentialiter es ist wunderbar genug dass Herr v von Buch nachdem er sich jeder akad. akademischen collectiven Bewillkommnung auf unfreundliche Weise widersezt, uns\n seine \u201eSpitaljahre\u201c will unterschreiben lassen. Mein Muth geht aber doch\n bis dahin, theurer Ehrenberg, was mich mehr als die unheilbare Krankheit\n die man das Leben nennt interessirt, ist die wichtige Nachricht dass der\n Sturm von Cayenne nach Lyon ge kommen ist. AHt Der Brief, glaube ich wird von seiner Originalit\u00e4t sehr verlieren , wenn er in Reinschrift gebracht wird . Man k\u00f6nnte ja das autographum beilegen .","154":"Sonnabend Classificularen Damit nicht die neuliche Anzeige in der Zeitung \u00fcber meine Mitthei lung in der naturforschenden Gesell schaft, welche den Hydrarchus -Kalk betrifft , auch f\u00fcr Sie unberichtigt bleibe, erlaube ich mir , Ihnen das Fehlerhafte der Redaction zu bemer ken. Herr v von Buch ist jezt Director und hat leider meine\n Worte, gewi\u00df absichtslos, abge\u00e4ndert, wodurch die Sache in ganz falsches\n Licht gestellt ist. In die Zeitung werde ich keine Berichtigung geben. Herr v von B. Buch scheint sich nur\n mit Widerstreben in diese Dinge hineinzudenken oder vielmehr sie nicht zu\n beachten. Die Thierchen, welche das die ganzen Knochen des Hydrarchus durchdringende Gestein bilden, sind Kalkschalen Thierchen ( Polythalamien ) nicht Infusorien, so wenig als\n W\u00fcrmer und Mollusken einerley sind, wenn man es auch fr\u00fcher nicht schied.\n Es gibt , wie ich mit vieler M\u00fche allm\u00e4lig\n ermittelt habe , auf der ganzen Erde gar keine kalkschaligen Infusorien und es kann nun auch keine geben, wenn man nicht die scharfen\n Be griffsbestimmungen ganz aufgeben\n will. Selbst\u00e4ndige mikroskopische Organismen Reihen: A Polygastrica ,\n Infusorien, kieselschalig B Polycystina ,\n Zellenthierchen, kieselschalig C Polythalamia ,\n Schn\u00f6rkel Corallen, kalkschalig Regelm\u00e4\u00dfig geformte Thiere und Pflanzen Fragmente: A Phytolitharia ,\n Pflanzentheil, kieselerdig B Geolithia , Thiertheile,\n kieselerdig C Zoolitharia , Thiertheile,\n kalkerdig Die Kalk-Erf\u00fcllung und Durchdrin gung der\n Hydrarchus Wirbel\n aus\n Ala bama ist nicht\n phosphorsaurer Kalk, sondern ein den Knochen formender kohlensaurer und selbstst\u00e4ndig organischer Kalk. Hier und da mag auch wohl\n noch urspr\u00fcnglicher Knochenkalk vorhanden seyn, vorherrschend scheint er\n verdr\u00e4ngt. Die Formen habe ich verglichen mit den unorganischen Kreideformen und den Kreisformen der Kreide des oberen Missouri einerseits, so wie mit den\n Terti\u00e4r- Mergel-Formen Virginiens. Sie stim men mit keiner dieser Bildungen so \u00fcberein, da\u00df man sie unbedingt einer derselben zuschreiben k\u00f6nnte, ungeachtet ich\n schon einige 60 Species zur Vergleichung ge bracht habe. Unter dem Hydrarchus Kalk liegt ein\n Gr\u00fcnsandartiges Gestein, welches ich als Infusorien Mergel befunden habe. Auch die\u00df ist eigent\u00fcmlich und es ist deshalb wichtig, weil solche Mergel\n in den Kreiden vorkommen welche keine Feuersteine f\u00fchren und da fehlen wo Feuersteine\n sind. In Alabama sind keine Feuersteine wie in Sicilien. Die gr\u00f6\u00dferen zahlreichen Muscheln des Alabama Gr\u00fcnsandes sollen nach Geinitz identisch mit denen des pariser Beckens seyn mit jedoch wichtigen Abwei chungen scheint es mir nun der Fall zu seyn. Manches Mikroskopische stimmt mit dem (Kreide?) Mergel der Insel Zante sehr \u00fcberein. Von der Kreide scheint mir daher die ganze Bildung, in welcher der Hydrarchus liegt, nicht sehr entfernt zu seyn, wenn sie auch etwas\n neuer w\u00e4re. Dieser Winter ist f\u00fcr mich ein harter Winter. Am Sonntage ward mein \u00e4ltestes T\u00f6chterchen 13 Jahre hier so vom entz\u00fcnd lichen Fieber ergriffen, da\u00df viele Blutegel und zulezt ein\n starker Aderla\u00df von 3 Tassen Blut angeordnet wurden. Sie ist jetzt wieder\n fieberlos und au\u00dfer Gefahr . Mit meiner Frau geht es den Umst\u00e4nden gem\u00e4\u00df gut. Aber welche Zukunft! In herzlicher Verehrung Ehrenberg.","155":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg AlHumboldt Ich schreibe mein theurer Freund, diese wenigen Zeilen bettlegrig.\n Ich leide wieder seit 8\u201310 Tagen an einem gew\u00f6hnlichen aber schmerzhaften\n Blut geschw\u00fcr (am Ges\u00e4ss) das sich lang sam \u00f6ffnet. Ich kann also Ihnen kaum nur\n meine Freude \u00fcber die Ankunft Ihrer Gattin ausdr\u00fccken . Ich hoffe ich werde Sie besuchen\n k\u00f6nnen, wenn Sie uns heimkehren . Darf ich Sie aber mit der inst\u00e4ndigen Bitte qu\u00e4len, ob Sie mir einen unserer Freunde finden k\u00f6nnen, der f\u00fcr mich am 14ten Juni lesen k\u00f6nnte, die 2 Rose , Magnus , Weiss ... Schreiben Sie mir ehe Sie abreisen einige Worte zur Beruhigung und\n geben Sie mir Rath an wen ich mich bittend wenden kann. Steinsalz das aus\n einem nicht gesalzen See wie Bimstein ausgeworfen wird ist gar wundersam. Wie ist es vor der Aufl\u00f6sung durch Letten, Kies gesch\u00fczt?? Mit alter Dankbarkeit Ihr AlHumboldt Potsdam, Sontag Fr\u00fch. Der arme Agassiz ! Der K\u00f6nig hat\n eigenh\u00e4ndig an Buch einen scherzhaften\n Brief nach Paris geschrieben: \u201eer solle ja fort fahren die Eistheorie zu\n bek\u00e4mpfen damit die schwedischen Gletscher Schw\u00e4nze uns nicht nahe\n kommen und die Kartoffeln erfrieren. \u201c Wird er nun erst grob werden!","156":"Ich schicke Ihnen, mein theurester edler Freund im Namen des K\u00f6nigs vierhundert Thaler zu Ihrer englischen Reise. Sie k\u00f6nnen morgen Montag\n fr\u00fch bei Mendelssohn ausgezahlt werden. Giebt es einen Menschen auf Erden, der so eine Freude verdient, so sind Sie es . Sie haben also nichts zu erbittern erbitten nur zu danken . Schicken Sie nur hieher\n einen kleinen Brief von 6 Zeilen an den K\u00f6nig sagend: \u201cSie h\u00e4tten selbst nicht gewagt den K\u00f6nig zu bitten, Sie erf\u00fchren aber dass ein Freund es gethan und glaubten dem K\u00f6nig danken zu m\u00fcssen da die Reise\n einen wissenschaftlichen Zweck habe und Ihnen Erheiterung verschaffe zu\n einer Zeit wo Ihre h\u00e4usliche Freude getr\u00fcbt sei ...\u201c Schicken Sie mir den Brief versiegelt. Ich erhielt um 8 Uhr heute Abend Ihren lieben Brief,\n fuhr um 9 nach Sanssouci und sah den K\u00f6nig allein. Er hat es mit Freuden gethan und hat vollkommen verstanden wie\n ehrenvoll es f\u00fcr Preussen ist, einen Mann Ihres europaeischen Rufes in England auftreten und seine bewundernsw\u00fcr digen\n Entdeckungen vortragen zu lassen, anzuregen, Verbindungen zu\n kn\u00fcpfen. Nennen Sie in Ihrem Briefe an den K\u00f6nig den Marquis v. von South hampton und Bunsen . Die Summe ist klein aber ich habe zur jeztigen\n Zeit nicht mehr fordern m\u00f6gen. Sie z\u00fcrnen mir deshalb nicht. Denken Sie nicht daran vor Ihrer Abreise hieher zu\n kommen und besuchen Sie mich morgen Montag in Berlin um halb 4 Uhr. Ich esse um 4 Uhr bei Dieffenbach und kehre um 7 Uhr Abends hieher zur\u00fck. Mit alter Liebe und Anhenglichkeit Ihr AlHumboldt Potsdam 13 Juni Sontag Nacht","157":"von Schiek welches nicht zur Concur renz bestimmt war\n anschaffte , sich dennoch durch sein klares Auge bey gu ter Einstellung oft Bewunderer und mein Rath , zu den laufenden Untersuchungen nicht zu\n complicirte und zu gro\u00dfe In strumente zu\n verwenden um Zeit und Kraft zu sparen wird wohl Fr\u00fcchte tragen. Ein gro\u00dfes Mikroskop von Smith in London ist freylich dennoch eine sch\u00f6ne Sache, kostet aber 100 \u00a3\n Sterl ing (700 rth) . Auch der von mir mitgenom mene Mikrometer\n von Nobert in Greifswald fand viel Anerkennung in England , wie ich es gehofft hatte. Die allzugro\u00dfe Theilnahme der\n Mikroskopiker brachte mich in London um\n das gl\u00e4nzende Fest, welches die East India Company dem Prinzen Waldemar gab. Die Formen und Pers\u00f6nlichkeiten h\u00e4tte\n ich freylich sehr gern kennen gelernt. Den Prinzen fand ich sehr wohl und ich erhielt in Cambridge die Erlaubni\u00df desselben Ihm in London meine Aufwartung zu machen. Da\u00df ich gleichzeitig mit Ihm w\u00e4hrend Seiner Doctor Promotion zugleich mit Harris Smith dem indischen Genera lissimus Master of arts werden mu\u00dfte\n wissen Sie schon. Ich war im Reisekleide und gar nicht ent fernt vorbereitet der K\u00f6nigin von England so nahe zu kommen. Dergleichen Dinge k\u00f6nnen wohl nur in England so enthusiastisch form los werden. Neben dem Throne vor der K\u00f6nigin zog einer seinen Talar aus und ich mu\u00dfte ihn anziehen obschon ich erkl\u00e4rte ich sey schon Doctor. Durch die guten Nachrichten und di recten\n W\u00fcnsche meiner Frau aufgefor dert und ermuthigt nahm ich noch Leverriers und Milne\n Edwards Einladung nach Paris an, wo mich aber\n doch die innere Unruhe \u00fcber meine Familie bald verdr\u00e4ngte. Hoffentlich hat Valenciennes sich dadurch, da\u00df ich bey Milne Edwards auf dessen dringenden Wunsch, wie Struwe bey Le Verrier , wohnte,\n nicht verlezt gef\u00fchlt. Mir kamen manche Verh\u00e4ltnisse dort etwas\n gespannt vor. Durch den Minister Salvandy sollte ich auch dem K\u00f6nig vorgestellt\n werden, doch war keine Zeit daf\u00fcr festzustellen und da der Minister am Podagra zu Bett lag und der b\u00f6se Proce\u00df Teste eben abgehandelt wurde, so mu\u00dfte ich auf diese Ehre, was mir sehr leid\n that, meiner Zeit halber, verzichten. Aus den Zeitungen vom 6 Aug. August erfahre ich da\u00df mir der Orden der Ehrenlegion verliehen worden\n ist. Noch wei\u00df ich officiell nichts davon, werde mich dann aber wohl bey Sr. Seiner Majest\u00e4t selbst zu bedanken haben. Ich\n erinnere mich nur da\u00df Milne Edwards mich\n einmal wie zuf\u00e4llig fragte, ob ich mich wohl zur\u00fcck gesezt f\u00fchlte wenn man\n mich zu einem weniger hohen Orden als Struve in Vorschlag br\u00e4chte, da Struve einen Stern in Ru\u00dfland habe . Ich sagte Ihm da\u00df ich bedauerte diese so gro\u00dfe Aus zeichnung bei der alle Grade mich ehrten nicht in Paris abwarten zu k\u00f6nnen da ich schon \u00fcber die vorgesezte Zeit abwesend sey und den Zustand\n mei ner Frau f\u00fcr den Aufenthalt derselben in Ostende jedenfalls selbst pr\u00fcfen m\u00fcsse, was mich denn auch\n hinreichend zu entschuldigen schien. Da ich vom Orden keine Notiz nahm, so\n dankte ich durch einen Besuch dem Herrn Salvandy f\u00fcr seine Absicht mich dem K\u00f6nige vorzustellen wo ich ihn denn im Bette fand. Da\u00df ich Arago in der Akademie gesprochen, im\n Hause aber nicht angetroffen habe und da\u00df ich keinen schlimmen Ein druck von seinem Gesundheits Zustand erhalten habe, habe ich Ihnen wohl schon m\u00fcndlich mitgetheilt. Ich hoffte in Paris durch meine pers\u00f6nliche Mittheilung und das Vorzeigen meiner mikroskopischen Pr\u00e4parate\n doch den durch Dujardin und Bory de St Saint Vincent so lange gen\u00e4hrten Vorurtheilen die Basis genommen zu haben. Der Darmkanal\n der Polygastrica (den ich\n seit 17 Jahren hier beschrieben und gezeigt ) machte dort\n als ganz unglaubliche Neuigkeit besonderes Gl\u00fcck, wie in England die sch\u00f6nen Polycystinen . Quatrefages ist wohl dort der intensiveste Beobachter. Mit Doy\u00e8re kam ich alsbald in Discussion \u00fcber die Resurrection. Da er\n Tod und Leben f\u00fcr einerley hielt , so verst\u00e4ndigten wir uns nicht. Blanchard machte mir recht saubere Injectionen bey Leber- Egeln der Schafe vor,\n Gef\u00e4\u00dfsystem und Darmsystem gesondert, die er auch auf Planaren angewendet, was sehr schwierig ist. Egel -Injectionen sind schon mit Quecksilber fr\u00fcher\n gemacht. Verehrungsvoll Ehrenberg","158":"Euer Excellenz, Ihrem Wunsche gem\u00e4\u00df erlaube ich mir hiermit Ihnen einige Andeutungen \u00fcber\n die geo graphische Verbreitung einzelner in Guiana vor kommender Pflanzenfamilien und Pflanzenarten, wie auch \u00fcber\n die allerdings auffallend weite Verbreitung einer Ente zu \u00fcbersenden. Unter meinen in Britisch-Guiana gesammelten und in 406 Species bestehenden V\u00f6geln ist es nur die kleine, niedliche Anas viduata Linn. Linn\u00e9 , die nicht nur \u00fcber S\u00fcdamerika , sondern selbst \u00fcber einen Theil von Ostafrika verbreitet ist. In Britisch-Guiana war sie an der unmittelbaren\n K\u00fcste durchaus unbekannt und trat erst 300 Miles landeinw\u00e4rts auf den S\u00fcmpfen der\n gro\u00dfen Savannen des Rupununi , Takutu und Rio Branco auf. Da wir sie auf den Savan nenfl\u00fcssen seltener, auf den S\u00fcmpfen\n dagegen in an das Unglaubliche grenzenden Schaaren fanden, so scheinen\n diese letzeren letzteren offenbar ihr Lieblingsaufenthalt zu sein. Doctor Peters , der afrikanische Reisende, hat sie,\n wie ich bereits m\u00fcndlich gegen Euer Excellenz erw\u00e4hnte, k\u00fcrzlich aus den dem \u00f6stlichen Theil Afrika\u2019s , aus Mozambique , eingesandt. Auch dort\n scheint sie nicht unmittelbar an der K\u00fcste sondern ebenfalls mehr im\n Innern vorzukommen, indem die eingeschickten Exemplare mit Tete als Fundort bezeichnet sind. Schon Prinz Maximilian von Neuwied erw\u00e4hnt in seinen Beitr\u00e4gen zur\n Naturgeschichte von Brasilien , B. III . , Erste Abtheilung pag. pagina 47 . , da\u00df diese Ente in S\u00fcd amerika und Afrika zugleich heimisch sein m\u00fcsse, da er ein Exemplar\n vom Senegal besitze. Doctor Peters hat diese Vermuthung best\u00e4tigt. Unter\n meinen in Britisch-Guiana gesammelten Pflanzen sind es einige Gr\u00e4ser,\n die entweder zugleich auch an der Westk\u00fcste Africa\u2019s oder in Europa heimisch sind. Die folgenden Ausf\u00fchrungen des Briefes\n finden sich fast w\u00f6rtlich in Richard Schomburgks \u201eVersuch einer\n Fauna und Flora von Britisch-Guiana\u201c ( Schomburgk, R. H.\n 1847\u20131848 , III), 792\u2013794. Da diese jedoch in Britisch-Gu i ana immer nur an der\n K\u00fcste auftreten, so d\u00fcrfte sich allerdings nicht mit\n Sicherheit behaupten lassen, ob sie Guiana wirklich eigenth\u00fcmlich oder nur als eingef\u00fchrt zu betrachten sind.\n Letzteres macht aber namentlich der Umstand wahrscheinlich, da\u00df nicht\n nur unsere Cerealien, sondern auch gro\u00dfe Quantit\u00e4ten Heu aus Europa nach Britisch-Guiana gebracht\n werden, wodurch sich zugleich eine bedeutende Menge europ\u00e4ischer Un kr\u00e4uter mit eingeb\u00fcrgert, von denen\n ich nur Solanum nigrum erw\u00e4hne. Eine gleiche\n Wahrscheinlichkeit der Einb\u00fcrgerung afrikanischer Gr\u00e4ser d\u00fcrfte in der bereits seit vielen\n Jahren bestehenden Uebersiedlung von Emigranten aus Sierra Leona und der dadurch vermittelten, lebhaften Communication gegeben sein, so da\u00df es f\u00fcr\n eine sp\u00e4tere Zeit schwer fallen d\u00fcrfte aus dem Auftreten\n ph\u00e4nerogamischer Gew\u00e4chse in zwei verschiedenen Welttheilen zu entscheiden, ob sie in diesem oder jenem heimisch, oder sich nur\n durch irgend welchen zuf\u00e4lligen Umstand eingeb\u00fcrgert haben. Die K\u00fcste Guiana\u2019s bietet ein wahres Quodlibet von europ\u00e4ischen , asiatischen , afrikanischen und neuholl\u00e4ndischen Pflanzen, die ganz den Habitus heimischer B\u00fcrger angenommen\n haben. Merkw\u00fcrdig dagegen ist die ungemein weite Verbreitung einiger\n Cryptogamen und aus diesen besonders der Lycopodien . Da\u00df bei ihnen alle jene Zweifel,\n welche bei Ph\u00e4nerogamen aufsteigen konnten, verschwinden, geht schon aus\n dem Erfahrungs satz hervor, da\u00df es bis jetzt noch nirgends gelungen ist dieselben aus Sporen zu ziehen, so viel M\u00fche, Sorgfalt und Umsicht\n auch darauf verwandt wurde. Diejenigen Arten dieser Gattung, welche gleichzeitig nur auf den afrikanischen Inseln, auf der Gruppe der Marianen , der Philippinen und im Innern von Java vorkommen, sind unber\u00fccksichtigt geblieben : Lycopodium Selago Linn. Linn\u00e9 1) In Europa , 2) in dem n\u00f6rdlichen, alpinen Asien , 3) auf den Azoren , 4) Nordamerika , 5) Peruvia ,\n 6) dem antarcti schen Amerika , 7) van\n Diemens-Land . Lycopodium Saururus Lam. Lamarck ( L. Lycopodium crassum Humb. Humboldt Bonp. Bonpland ) 1) Auf den ostafrikanischen Inseln, 2) auf den dem columbischen Archipel , 3) Peruvia , 4) Buenos-Ayres . Lycopodium verticillatum Linn. Linn\u00e9 1) Auf den ostafrikanischen Inseln, 2) auf\n dem columbischen Archipel , 3) in Mexico , 4) Brasilien , 5) Quito , 6)\n auf den Sandwichsinseln . Lycopodium cernuum Linn. Linn\u00e9 1) Auf den Azoren , 2) auf den Inseln des aethiopischen Meeres , 3) im s\u00fcdlichen Afrika , 4) auf den ostafrikanischen Inseln, 5) der ostindischen\n Halbinsel , 6) der indo-chinesi schen Halbinsel , 7) in Sina , 8) auf den Philippinen , 9) den marianischen Inseln , 10) Java , 11) den Mol l uccen , 12) Neu-Caledonia , 13) den Gesellschaftsinseln , 14) den Sandwichsinseln , 15) Mexico , 16) dem columbischen\n Archipel , 17) in ganz Guiana , 18) in Columbien ,\n 19) in Peruvia , 20) Chili , 21) Brasilien . Lycopodium clavatum Linn. Linn\u00e9 1) In Europa , 2) in im n\u00f6rdlichen Asien , 3) in den s\u00fcdlicheren Theilen Afrika\u2019s und auf den\n anliegenden \u00f6stlichen Inseln, 4) im \u00f6stlichen\n Indien , 5) auf Java , 6) Japan , 7) an der Westk\u00fcste Nordamerika \u2019s, 8) in dem nord amerikanischen\n Continent , 9) auf der Insel Terra\n Nova , 10) in Mexico ,\n 11) Columbien , 12) Peruvia , 13) Brasilien . Lycopodium trichiatum Bory . 1) Auf der Insel Bourbon , 2) in Mexico , 3) Peruvia , 4) Brasilien . Lycopodium carolinianum Linn. 1) In Nordamerika , 2) auf dem columbischen Archipel , 3) Guiana , 4) Brasilien , 5) auf dem Cap der guten Hoffnung , 6) ostafrikanischen Inseln. Auch die nachstehende von Lycopodium generisch getrennte Pflanze: Selaginella rupestris Spring . ( Lycopodium rupestre Linn. Linn\u00e9 ) wurde nicht allein von Graf\n Struensee\n in Nordamerika , von Dr. Doktor Aschenborn in Mexico , von Moritz in Columbien , von Ruiz und Dombey in Peru , von Sellow in Brasilien , von mir in Guiana , von W e ight auf Madras , sondern von Dr. Doktor Peters auch in Mozambique gesammelt. Herr Dr. Doktor Klotzsch , der die vom Mozambique ge sendete Pflanze gleich als Selaginella rupestris erkannte, war durch diese weite Verbreitung doch so \u00fcberrascht, da\u00df er\n sie an Professor Kuntze nach Leipzig zur Beurtheilung\n schickte, der sie jedoch ebenfalls f\u00fcr Selag. Selaginella rupestris erkl\u00e4rt hat. Eine gleiche ungemein weite Verbreitung besitzt auch das Ophioglossum nudicaule Linn. Linn\u00e9 fil. filius , da es sowohl in Brasilien , Britisch-Guiana , wie auf dem Vorgebirge der guten Hoffnung vorkommt . Ich erlaube mir, Eure Excellenz in den Aush\u00e4ngebogen den Theil meiner Reise zur freund lichen Ansicht beizulegen,\n der die Besteigung des in botanischer und geologischer Hinsicht\n so merkw\u00fcrdigen Roraima in sich begreift Vgl. Schomburgk, R. H. 1847\u20131848 , Bd. 3, Kap. VII,\n 235\u2013279. , da er gewi\u00df manche interessante pflanzengeo graphische Notiz enthalten m\u00f6chte. Ich habe die Ehre mich zu unterzeichnen als Euer Excellenz unterth\u00e4nigster Richard\n Schomburgk . Berlin den 9 ten September 1847. Richard Schomburgk G\u00e9ogr G\u00e9ographie des pl. plantes \u00fcber phan\u00e9rog phan\u00e9rogames d\u2019 Afrique en Am\u00e9rique wird alles citirt ( Perrotet ) Examen cir ctit. critique II p page 77","159":"\u00e0 Mr Hooker , fils. Que je suis heureux d\u2019apprendre, mon excellent ami, que Vous allez p\u00e9n\u00e9trer dans\n ces belles Vall\u00e9es de l\u2019 Himalaya et m\u00eame au del\u00e0 au-del\u00e0 vers Ladak et ce plateau du Tubet dont la hauteur moyenne, non confondue avec celle des cimes qui s\u2019\u00e9l\u00e8vent dans le plateau\n m\u00eame, est un obje z t si digne de recherches. Comme j\u2019appr\u00e9cie cette noble ardeur qui Vous\n fait entreprendre une nouvelle exp\u00e9dition hazardeuse, apr\u00e8s avoir \u00e9t\u00e9 dans\n celle du P\u00f4le austral qui a \u00e9t\u00e9 si glorieusement conduite. Votre aimable lettre du 5 Sept. Septembre m\u2019a trouv\u00e9 un peu indispos\u00e9. J\u2019ai habit\u00e9 le haut de Sanssouci pendant l\u2019absence du Roi et\n un violent refroidissement m\u2019a forc\u00e9 de rentrer en Ville . Mon d\u00e9part pour Paris a \u00e9t\u00e9 retard\u00e9 et j\u2019ai pu corriger ici les derniers\n feuillets du 2 me deuxi\u00e8me volume du Kosmos Humboldt\n 1845\u20131862, II . qui va para\u00eetre sous peu . J\u2019 attends demain le retour du Roi et de la Reine et je pourrai vers le 4 Oct. Octobre me mettre en route pour passer 2 \u00e0 3 mois \u00e0 Paris . Je commence \u00e0 me consoler de l\u2019injustice\n qu\u2019on Vous a faite de ne pas Vous donner la chaire d\u2019 Edinbourgh F\u00fcr Hookers Bewerbung um den Lehrstuhl f\u00fcr Botanik\n hatte Humboldt ein Empfehlungsschreiben verfasst. , car d\u2019apr\u00e8s l\u2019\u00e9tendue et la vari\u00e9t\u00e9 du savoir que je Vous connois, Vous \u00eates appel\u00e9 \u00e0 rendre d\u2019\u00e9minens services non seulement \u00e0 la G\u00e9ographie Botanique descriptive et \u00e0 la G\u00e9ographie des Plantes, mais aussi \u00e0 toutes\n les branches de la M\u00e9t\u00e9orologie comme \u00e0 la G\u00e9ologie des formations. Vous avez le grand l\u2019 avantage que Vos vues se sont agrandies, que Vous \u00eates exerc\u00e9 \u00e0 manier des instrumens, que Vous avez le go\u00fbt (le sentiment) de la pr\u00e9cision. Je\n f\u00e9licite au nom de cette partie des sciences physiques \u00e0 laquelle toute ma\n vie a \u00e9t\u00e9 vou\u00e9e, les membres du grand Corps de l\u2019 Amiraut\u00e9 et les \u201eCommissioners of Woods and\n Forests\u201c du choix qu\u2019ils ont fait, de la Protection qu\u2019ils Vous accordent et dont\n Vous \u00eates si dignes par Vos connaissances, par la vivacit\u00e9 et l\u2019ardeur de\n Votre caract\u00e8re, par la constance d\u2019un d\u00e9vouement si desint\u00e9ress\u00e9! Je me reporte volontiers dans mes souvenirs vers ces conversations si instructives pour\n moi, pendant que j\u2019avois le plaisir d\u2019habiter une m\u00eame maison avec Vous \u00e0 Paris . J\u2019ai pris des notes presque sous Votre dict\u00e9e et j\u2019aime \u00e0 les trouver dans mes cahiers. Zu diesen Aufzeichnungen geh\u00f6ren wahrscheinlich auch\n die Notizen und die Zeichnung, die in einem von Humboldt beschrifteten Umschlag\n (\u201eHooker, sehr wichtig 1845\u201c) in der Staatsbibliothek zu Berlin - Preu\u00dfischer\n Kulturbesitz, Nachl. Alexander von Humboldt, gr. Kasten 12, Nr. 96, Bl. 1a-3 erhalten sind. Heureux avantage de la vieillesse qui en ai si peu. Votre excellent p\u00e8re s\u2019\u00e9tait charg\u00e9 de la publication de\n mes plantes cryptogames des Cordill\u00e8res et voil\u00e0 le fils que je puis saluer comme un jeune ami, qui a vu les\n \u00e9ruptions de l\u2019 Erebus et qui va voir\n ce qui a fait le r\u00eave de ma vie pr\u00eate \u00e0 finir! Comment fixer Votre\n attention sur des objets sp\u00e9ciaux lorsque comme Vous on conno\u00eet les\n probl\u00e8mes qui s\u2019agitent. Hauteurs \u00e0 laquelle cessent de certaines familles\n de plantes . \u2013 Le caract\u00e8re de Flore sib\u00e9rienne est - il vers Cachmir et Ladak si g\u00e9n\u00e9ral qu\u2019on le pr\u00e9tend . \u2013 Jusqu\u2019\u00e0 quelle Hauteur y a-t-il des poissons dans les lacs, compare z r les esp\u00e8ces et les rapporter . - \u00catre bien attentif \u00e0 la tem p\u00e9ratur e du sol \u00e0 diff\u00e9rentes hauteurs \u2013 S\u2019 Se servir de sondes \u00e0 cet effet, com parer\n la temp\u00e9rature du sol entre les tropiques \u00e0 18 pouces \u00e0 2 pi\u00e9s de profondeur ( Boussingault ) avec des profondeurs de 20 ou 30\n pi\u00e9s plus au nord. \u2013 \u00c9claircir le probl\u00e8me de la hauteur des neiges perp\u00e9tuelles \u00e0 la pente m\u00e9ridionale et \u00e0 la pente septentrionale de Himalaya en Vous rappelant les donn\u00e9es que j\u2019ai r\u00e9unies dans le 3 me troisi\u00e8me Vol. Volume de mon \u201eAsie centrale\u201c Humboldt 1843,\n III . . \u2013 Je ne puis croire \u00e0 l\u2019uniformit\u00e9 et l\u2019ennui des gneis , micaschistes , ou formations siluriennes de l\u2019 Himalaya ; faire plus d\u2019attention aux formations porphyriques , aux gr\u00fcnstein , aux amy g daloides ( ? ) aux basaltes ( ? ) de la cha\u00eene. \u2013 Si l\u2019on est assez heureux de traverser la grande Cordill\u00e8re de\n Kouenlun pour arriver \u00e0 Yarkand en remontant vers les sources du Chajouk affluent de l\u2019 Indus , \u00eatre bien attentif au peu de hauteur de la plaine qui envoye ses eaux\n \u00e0 l\u2019est par le Tarim au Lac Lop . \u2013 Des hauteurs barom\u00e9triques ou , s\u2019il le faut absolument , des degr\u00e9s d\u2019eau bouillante seroient bien pr\u00e9cieuses\n \u00e0 d\u00e9terminer dans les plaines \u00e0 l\u2019est de Yarkand . \u2013 Variations horaires du barom\u00e8tre dans les plateaux et dans l\u2019 Hima laya m\u00eame. \u2013 Observations psychrom\u00e9triques pour en co mparer les r\u00e9sultats avec l\u2019\u00e9norme s\u00e9cheres se que j\u2019ai trouv\u00e9e dans les Steppes de Sib\u00e9rie . \u2013 Temp\u00e9ratures des sources, des cavernes . \u2013 Les insectes vont-ils moins haut que les plantes? Je cesse pour ne\n pas Vous ennuy er des choses que Vous savez mieux que moi. N\u2019oubliez pas de m\u2019\u00e9crire, mon\n cher ami, \u00e0 Paris avant d\u2019entreprendre ce\n magnifique voyage. Je suis avide de Vos Gallapagos , mais je voudrois bien aussi que Vous jettiez pour mon instruction quelques notes g\u00e9o gra phiques sur un\n papier, simplement quelques noms de plantes d\u2019 Europe ou d\u2019 Am\u00e9rique phan \u00e9ro games ,\n non introduites par l\u2019homme et trouv\u00e9es avec certitude dans l\u2019 h\u00e9misph\u00e8re austral non am\u00e9ricain .\n Dites - moi aussi un mot sur Votre C\u00e6lebogyne ilicifolia , qu e Jussieu nomme une Euphorbiac\u00e9e . Le miracle des graines muries sans \u00e9tamines continue - t-il. Que en Qu\u2019en pensez - Vous? Agr\u00e9ez Vous - m\u00eame, mon excellent ami et Votre\n respectable p\u00e8re Sir Willia m l\u2019expression renouvell\u00e9e de ma haute et affectueuse consid\u00e9ration. Mes amiti\u00e9s \u00e0 Votre spirituel ami Mr Darwin dont tous les travaux me charment . Alexandre Humbold t \u00e0 Berlin ce 30 Sep t . Septembre 1847 Je n\u2019ai pas le tems de relire mon griffonnage . Je fa vais examiner jusqu\u2019\u00e0 quel n o num\u00e9ro je poss\u00e8de Votre belle Flore Hooker, J. D.\n 1844\u20131860 . .","160":"Alexandria . Dec b . December 4. 1847 . My dear Baron Humboldt, I very much regretted having to leave England without answering your long most excellent &\n kind letter: full of valuable information & in every respect of the\n greatest service to me. My Father laid\n it before the Commissioners of Woods &\n Forests & the Admiralty , both of whom attached great importance to it. At that time I had the offer of going out to India with Lord Dalhousie the excellent . , newly appointed Governor General, & the time of my departure being\n thus antici pated, I was obliged to make my\n preparations with great activity: this prevented my writing to you\n from England . My plans have been somewhat altered, & I would hope for the better, as\n there is a p o ssibility of my visiting Lhassa instead of N. W. North West Thibet , whither an Embassy has already gone 4 months ago & which I could not have joined before\n the middle or end of next year, if then. That Embassy is composed of 3 persons , . t T he Naturalist is an intimate friend & old shoolfellow of my\n own, D r Thomson , son of the Glasgow Professor of Chemistry : he has an excellent set of instruments & I have forwarded to him a\n copy of your instructions, of which he will fully avail himself. The i r object of their mission is, to settle the boundary line between the territories of Gholab Sing & Chinese Tartary , & I last heard from Thomson from the banks of the Sutledge , on his way to Gartope , where the party are to meet 3\n Chinese Commiss ioners. This cooperation of\n the Chinese with our party, augurs well for the progress of the\n expedition. They pass this winter at Leh & proceed in spring to the N. W. North West , passing to the Southward of Yarkand & so on to Kashgar . It is proposed to send another mission to Lhassa from Calcutta , in the hope of opening a communication with the\n Thibet t r ibes & should this be carried out I hope to be allowed to\n accompany them. Our route will thus be that followed by Turner & will I hope throw much light on the N. North ch portion of the Himalayah chain. Should I be disappointed in this my present intention is to start in March for Darjeeling , in the Sikkim province, a little explored country,\n rich in plants, from whence I shall if possible push on to the Snowy\n range of Bootan , but the Chinese authorities are so jealous, that my hopes are not high in that\n quarter. I shall however be able to obtain a complete set of\n observations at Darjeeling ( 7.600 ft feet ). In November I return to Calcutta & thence go slowly\n up t o the N. W North West provinces arriving at the End of the cool season at the\n mountains, which I shall penetrate when accessable accessible . Nepaul is I believe quite\n closed to Europeans, but from Almorah I may proceed by the Niti pass to the lake Masanomawa . Previous to this I shall have crossed the Vindhya\n range on the Nerbudda , so that to vary my route on returning the 2 nd year I may be induced to take the Malwa provinces & Mt. Mount Aboe , on the borders of Scinde , & so down to Bombay . I need not say that much of the above is problematical, nor can I fix\n any-thing previous to my arrival in Calcutta when I shall hear about the Lhassa expedition if it is to be\n organized. The Admiralty have further desired my services in Borneo , to report upon\n the vegetable productions of our new settlements there & I have\n agreed to proceed thither on the completion of my India n journey, I hope in the year 1849 or\n 1850 . There I shall join Capt. Captain Keppell \u2019s Frigate the Meander (44\n Guns) & receive every assistance as an officer in the Navy , with an allowance from the Admiralty for my expenses . I saw both Capt. Captain Keppell & Mr Brooke previous to leaving England ; they promise me every assistance,\n especially towards visiting Kino\n Balu , a Mountain estimated 14000 ft. feet at the N.E. North East extreme of Borneo . & a highly interesting station for Botany & Meteorological observations. The Woods & Forests allow me \u00a3400 a year for two years in India , which will pay a large\n portion of my expenses. On my proceeding to Borneo I receive from the Admiralty , pay of \u00a3230 per an n um &\n an allowance of \u00a3300 a year for my expenses, besides being attached to the Frigates Frigate\u2019s books for rations on board or ashore. My\n instruments are all of the best, chiefly Meterological Meteorological & for objects of Natural History: I have 3 Barometers: - 1 Siphon ( Gay Lussac by Adie of Edinburgh )\n & 2 of Newman (cistern)\n one of 24 in Mts Mountains for great heights. Also a good boiling water\n apparatus,\n Photometer,\n etc. etc. I shall pay particular attention to the\n temperature of Soils & have an instrument for sinking thermometers. My attention\n shall of course be chiefly directed t o the effects of climate on vegetation, in all its features . , but I shall avail myself of\n every opportunity of investigating Barometric & other pheno mena of all kinds. Von hier an bis Ende u und Tabelle Diese Notiz Alexander von Humboldts markiert die\n Briefstelle, ab der Johann Friedrich\n Klotzsch eine Abschrift anfertigen sollte. Diese ist mit\n der Signatur gr. Kasten\n 12, Nr. 108 \u00fcberliefert. I did my best before leaving England to prepare a list of all the Australia n plants common to Europe , but could only get through the Dicotyledones of which I enclose a list. A few others are in Brown\u2019s Appendix Brown\n 1814a . Der Text erschien ebenfalls als Einzelpublikation, Brown 1814 . to Flinder\u2019s Flinders\u2019s Voyage Flinders\n 1814 . , together with the Monocotyledones to which I had hardly any to add. The preponderance of Cruciferae is very remarkable,\n considering how ill-adapted their seeds are for transport. In the 1 st Part of the Flora Antarctica Hooker, J.\n D. 1844\u20131860 , I. are one or two additions of L d Lord Auckland\u2019s group plants found in Europe ; and the second part of the work Hooker, J.\n D. 1844\u20131860 , II. contains all the Europe an species\n found in Extra tropical S. South America , some prevailing through intermediate\n Latitudes, others as Pisum\n maritimum & Hippuris vulgaris s a re sporadic & not to be met with between the Strait of Magalhanes & the N. Northern temperate zone. In Ross \u2019 Antarctic Voyage Ross\n 1847 . I have given lists of the Fuegian & Falkland Land & L d Lord Auckland & Campbell\n Island plants common to those countries & Europe . I endeavored to com bine all into one list for You before leaving home but was quite unable\n to do so, to my very great regret. Co e lebogyne still flowers & ripens its seeds\n at Kew , as do the plants raised from those\n seeds both at Kew & in the Hort. Soc. Horticultural Society Gardens. I have repeatedly examined the the stigmata & can find no trace of impregnation, nor of\n pollen tubes in the style or mouth of the ovule. In our herbarium we have native specimens of the male\n flowers ! in small amenta K\u00e4tzchen: Eine Form des Bl\u00fctenstands von\n m\u00e4nnlichen und weiblichen Bl\u00fcten bei B\u00e4umen und Str\u00e4uchern. . I have come out so far in HMst V. Her Majesty\u2019s Steam Vessel Sidon, tomorrow we hurry across to Suez & take the Steamer to Calcutta . The Governor\n General has a noble regard for Science & is the youngest man (38.) who has ever been entrusted with this office: he is every-thing that is good & generous\n & a man of first-rate ability. Again my dear Baron let me thank You most warmly. I shall often think of You & all Your kindness & I\n hope to send You some results soon if\n You will condescend to rec ie ei ve my comm unications. With\n feelings of most profound respect & gratitude Believe me Your\n affectionate & truly obliged Jos. D. Joseph Dalton Hooker . To The Baron Von Humboldt Membre de l\u2019 Institute &c.\n &c. &c. Paris . J. D. Joseph Dalton Hooker . 1. Atriplex\n Halimus 2. Hooker strich die Angabe unter Punkt 2,\n korrigierte jedoch nicht die fortlaufende\n Z\u00e4hlung. Salicornia arbuscula . ? A South America 3. Limosella ternifolia a var. variation of L. Limosella aquatica . N. Z . New Zealand A South America 4. Solanum nigrum . A South America 5. Calystegia sepium A South America 6 . \u2014 Calystegia soldanella N. Z. New Zealand 7. Prunella vulgaris A South America 8. Cotula coronopifolia N. Z. New Zealand A South America 9. Gnaphalium\n luteo-album N. Z. New Zealand 10. Picris hieracioides N. Z. New Zealand A South America 11 . Apium graveolens N. Z. New Zealand A South America 12. Montia fontana N. Z. New Zealand A South America 13. Callitriche verna N. Z. New Zealand 14. Lythrum salicaria N. Z. New Zealand 15 . \u2014 Lythrum hyssopifolium . A South America 16. Epilobium tetragonum . N. Z. New Zealand 17. Geum Urbanum . N. Z. New Zealand A South America 18. Potentilla anserina . N. Z. New Zealand A South America 19. Oxalis corniculata N. Z. New Zealand A South America 20 . \u2014 Oxalis stricta A South America 21. Arenaria marina N. Z. New Zealand 22. Nasturtium amphibium 23 . \u2014 Nasturtium palustre . 24. Barbarea\n pr\u04d5cox 25. Cardamine pratensis A South America 26 . \u2014 Cardamine hirsuta N. Z. New Zealand 27. Draba nemoralis A South America 28. Lepidium incisum . A South America 29. Senebiera didyma . The above 29 are all T as manian & examined by\n myself . Those marked A are also S. South American . Those marked N. Z. are also New\n Zealand . Plants common to Egypt or Arabia & North West India Balanites\n \u04d5gyptiaca Astragalus tribuloides Portulaca quadrifida \u2014 Portulaca crystallina Franc\u0153uria\n crispa Sclerocarpus africanus Hyoscyamus - purpureus ? Species identical with Americans \u2014 or\n belonging to genera peculiarly American \u2014 Berberis (Mahonia)\n acanthifolia Podophylli spp. Argemone\n Mexicana Drymaria cordata Borreria (spermacoce)\n pusilla . vix distincta a B. Borreria pumila Adenocaulon\n Himalaicum Eupatorium dicline . Phryma - Gaultheria Gaylussac eia ia . Thibaudia Oxybaphus himalaicus - valde affinis O. Odontoglossum Cervantesii Mirabilis Jalapa - I\n have found in remote situations in the Himala most abundantly so that I cannot but\n believe it to be indig enous . Al c t ai & Siberian \u2014 Viola Patrinii Lepidium incisum Rhus cotinus Spir\u00e6a\n Kamschatica \u2014 Spir\u00e6a Lindleyana - v. valde affinis S. Spir\u00e6a sorbifoli\u00e6 Saxifraga\n flagellifera Stellera concinna affinis S. Stellera cham\u00e6jasme Elschotzia\n cristata And were I better acquainted with the Altai flora, I could doubtless add a considerable number more \u2014 European or Levantine Plants, found in Northern India a Die Bedeutung der Abk\u00fcrzungen \"a\" und\n \"s\" ist unsicher. Eventuell markieren sie, dass die genannte\n Pflanze ebenfalls im Altaigebirge (a) bzw. in Sibirien (s) vorkommt, in\n Fortf\u00fchrung der Liste auf Bl.\n 5r . 1 Ranunculus aquatilis \u2014 Plains a 2 R \u2014 Ranunculus sceleratus . Plains s . 3 R \u2014 Ranunculus arvensis Himala ad 5000 4 R \u2014 Ranunculus bulbosus ? Himala 7 - 8000 \u2014 s . 5 Fumaria parviflora \u2014 Plains . & Himala ad 5000 s 6 Arabis thaliana \u2014 ib. ibidem ib. ibidem 7 Cardamine impatiens Himala 6 - 7000 \u2014 8 Thlaspi perfoliatum ib ibidem \u2014 9 Alliaria officinalis ib ibidem 10 Sisymbrium\n Sophia ib ibidem 11 S \u2014 Sisymbrium Column\u00e6 . ib ibidem 12 Capsella Bursa\n Pastoris Plains & Himala to 10000 . s . 13 Raphanus\n Raphanistrum Plains s 14 Saponaria vaccaria ib ibidem s 15 Silene conoidea ib. ibidem 16 Stellaria media \u2014 ib ibidem 17 Cerastium triviale ( Fenzl ) Himala . 3 - 6000 18 Arenaria serpyllifolia Plains & Himala to 10000 19 Sagina Linn\u00e6i ( Fenzl ) Himala 10 - 13000 . s . 20 Spergula arvensis ( var. varietas Tri gyna ) Plains 21 Mollugo Cerviana \u2014 d o ditto 22 Malva rotundifolia \u2014 d o ditto \u2014 & Himala to 9000 . 23 Hypericum perforatum Himala 4 - 10000 24 Geranium molle Himala 3 - 4000 25 G \u2014 Geranium lucidum \u2014 d o . ditto 5 - 7000 26 G \u2014 Geranium Robertianum d o . ditto 7 - 9000 27 Oxalis\n corniculata Plains & Himala to 8000 28 Peganum Harmala Penjab 29 Medicago lupulina \u2014 Penjdab Penjab 30 Medicago denticulata Panjab s \u2014 Melilotus leucantha Plains s \u2014 Melilotus parviflora d o ditto \u2014 s \u2014 Lotus corniculatus . Penjab \u2014 Himala to 6000 s E rvum tetraspermum Himala \u2014 6 - 7000 s 35 E \u2014 Ervum hirsutum Plains \u2014 s Vicia \u2014 ib ibidem \u2014 s Lathyrus angulatus ib ibidem \u2014 L \u2014 Lathyrus pratensis Himala 6 - 7000 L \u2014 Lathyrus aphaca plains \u2014 Orobus aurantiacus \u2014 H imala 40 Hookers fortlaufende Z\u00e4hlung ist hier\n nicht korrekt. An dieser Stelle handelt es sich um Eintrag Nr.\n 41. Auch im weiteren Verlauf dieser Liste weicht die Z\u00e4hlung,\n teils durch sp\u00e4tere Hinzuf\u00fcgungen, an verschiedenen Stellen von\n der tats\u00e4chlichen Anzahl der Eintr\u00e4ge ab. Geum urbanum ib. ibidem Potentilla supina ib \u2014 ibidem & Plains \u2014 Agrimonia\n (Nepalensis . id. idem ac . A. Agrimonia )hepatoria Epilobium montanum Himala \u2014 5 - 8000 a Callitriche verna Himala \u2014 a 45 Callitriche stagnalis ib ibidem Hedera Helix ib \u2014 ibidem 4 - 7000 \u2014 Achillea millefolium ib \u2014 ibidem 7 - 9000 s \u2014 Sonchus oleraceus \u2014 Plains \u2014 s . \u2014 \u2014 Sonchus arvensis H i b \u2014 ibidem & Himala 3 - 4000 50 Monotropa morisoni ana Himala 5 - 6000 \u2014 Gentiana tenella Himala \u2014 9 - 11000 Solanum nigrum Him Himala \u2014 3 - 10000 Datura stramonium Him Himala \u2014 3 - 4000 Hyoscyamus niger \u2014 Himala 9 - 11000 55 Verbascum Thapsus \u2014 Plains \u2014 & Himala to 10000 s . Antirrhinum\n Orontii \u2014 d o . ditto \u2014 a Veronica\n Anagallis d o ditto a Veronica Beccabunga Himala Veronica serpyllifolia d o ditto 60 Veronica arvensis d o ditto 62 Veronica agrestis Plains \u2014 Euphrasia officinalis Himala 6 - 10000 Origanum vulgare not cultivated but truly wild \u2014 Himala 4 - 9 000 Thymus serpyllum 8 - 10000 65 Hyssopus officinalis \u2014 9000 \u2014 in great masses quite wild. Prunella vulgaris \u2014 Himala \u2014 6 - 9000 Lamium ampl u e xicaule \u2014 Himala 3 - 4000 Salvia glutinosa \u2014 Himala 7 - 10000 70 Lycopus exaltatus Himala 3 - 5000 Myosotis palustris Himala 9 - 10000 s Convolvulus arvensis Plains & Himala s Anagallis\n c\u00e6rulea Plains & Himala to 9000 Samolus\n Valerandi Himala to 3000 75 Plantago lanceolata Himala 3 - 7000 P \u2014 Plantago major Himala 7 - 10000 Polygonum\n Persicaria d o ditto \u2014 & plains P \u2014 Polygonum hydropiper Himala . 3 5 - 8000 P \u2014 Polygonum acre ib \u2014 ibidem ib. ibidem 80 Rumex acetosa ib \u2014 ibidem 9 - 10000 Rumex\n hastata . ib \u2014 ibidem s Chenopodium viride Plains s . C \u2014 Chenopodium album ib ibidem s Euphorbium\n Helioscopium ib \u2014 ibidem a Alisma Plantago ib ibidem a Sagittaria\n sagitifolia ib ibidem 85 Polygonatum vulgare \u2014 Himala 7 - 9000 a Butomus umbellatus ib ibidem Plains \u2014 rare a Potamogeton hy b ridus Himala 6 - 7000 a \u2014 Potamogeton natans Plains \u2014 Potamogeton crispum ib ibidem a 90 \u2014 Potamogeton pectinatum ib ibidem a \u2014 Potamogeton perfoliatum ib. ibidem a Zannichellia palustris \u2014 ib ibidem a Acorus calamus Himala 2 - 4000 a Sparganium ramosum Plains a 95 Typha angustifolia ib \u2014 ibidem a . Valisneria\n spiralis \u2014 Plains a . Lemna sp. species Himala a El\u00e6ocharis\n palustris Plains a Scripus\n maritimus ib ibidem 100 Carex remota ib. ibidem a s . Lolium temulentum Plains. North West. rare s Avena fatua ib ibidem Poa pratensis Himala 11000 Poa annua ib \u2014 ibidem 5 - 10000 5 Festuca ovina ib. ibidem 13000 \u2014 Dactylis glomerata ib. ibidem 6 - 10000 . Asple nium trichomanes ib. ibidem A \u2014 Asplenium Adiantum nigrum ib. ibidem Athyrium filix\n famina ib ibidem Pteris Cretica \u2014 ib \u2014 ibidem 110 \u2014 The above have been collected by myself \u2014 to these may be added on other authority . : Salvia sibthorpii . Bentham Labiath\u00e6 Bentham 1832-1836 . Melissa clinopodium Scutellaria galericulata Nepeta Cataria Cyperus mucronatus Kunth Agrostographia Agrostographia synoptica sive enumeratio\n graminearum omnium hucusque cognitarum, adjectis characteribus,\n differentiis et synonymis ( Kunth 1833\u20131850 , I\/II). Scirpus mucronatus Isolepis supina I \u2014 Isolepis Michelianus I \u2014 Isolepis capillaris Carex paludosa D r Falconer found in Cashmir Pyrola uniflora & a second species Adoxa \u2014 besides other European\n forms \u2014","161":"Euer Excellenz geehrtem Befehle gem\u00e4\u00df habe ich das f\u00fcr des K\u00f6nigs Majest\u00e4t bestimmte Schreiben in Allerh\u00f6chstdessen H\u00e4nde gelan gen lassen, sobald \u00fcber die heutige\n Mittags-Tafel bestimmt war. Es ist demn\u00e4chst eine ab\u00e4ndernde Bestimmung erfolgt\n und Euer Excellenz werden Selbst eine Einladung zum Diner, um 3 Uhr in der\n Halle, erhalten. Mit dem erneuten Ausdruck der vorz\u00fcglichsten Hochachtung und Verehrung\n habe ich die Ehre zu zeichnen, als Euer Excellenz ganz gehorsamster\n Diener v von Schoeler. Berlin den 27. Januar 184 8 .","162":"Sie sehen, mein theurer Ehrenberg, aus diesen Zahlen des Fl\u00fcgel Adjutanten auf die ich Sie nicht zu antworten bitte, dass es die h\u00f6chste Wahr scheinlichkeit ist, der K\u00f6nig werde sein Versprechen auf die Akademie heute zu kommen halten . Ich hatte n\u00e4mlich\n heute morgen den K\u00f6nig noch an Ihren Vorsiz erinnert und es ist aus der Antwort geschlossen worden\n zu Hause um 3 Uhr und nicht bei m Pr Prinzen v von Preussen um 4 Uhr zu essen . AHt","163":"Ich habe gestern Abend, theurer Freund, bei Minister Manteuffel , von von der Heydt m\u00fcndlich die Gewissheit erlangt, dass die Unterschrift zum Orden heute\n morgen f\u00fcr Schick dem Pr. Pr\u00e4sidenten v von Gr vorgelegt werde . AHt Mittwochs am 2 Febr. Februar 1838 Ehrenberg","164":"Vielen Dank f\u00fcr das sch\u00f6ne Exemplar. Ihre so vielumfassenden Beobachtungen haben mich leb haft interessirt. Allerdings ist es schmerzhaft jemand den man liebt, den man eben erst verl\u00e4sst, mit\n dem man 40 Jahre gelebt, gerechtem Tadel, bald dem Spott ausgesezt zu sehen. Wer kann an Bestand glauben oder den blutigen Ausgang\n vorhersagen. Dazu kommt hemmt dies improvisirte Drama alle ruhige, ver n\u00fcnftige Entwickelung der eben aufkeimenden con stitutionellen Verfassungen . Mir ist es allerdings ganz recht, theurer Freund, wenn Sie \u00fcber Java u und Hooker reden wollen . Leider! kann ich Ihnen den\n Brief von Hooker jezt nicht zur\u00fckschicken, da er von Schomburgks H\u00e4nden\n an Klotzsch (wegen der europ. europ\u00e4ischen Pflanzen in Australien ) gegeben worden ist . Dankbarst und Ver ehrungsvoll Ihr AlHt 3 M\u00e4rz Wir kommen nun zur Ordenswahl. Dass ich jezt f\u00fcr Kunth stimme und W\u00fcnsche thue darf Sie\n nicht wundern, der Sie meine Pflichten und das Alter meiner Pflichten gegen ihn kennen .","165":"Ich habe die grosse Freude Ihnen zu melden, mein theurer Freund, dass Sie zum Ritter meines Ordens gewahlt gew\u00e4hlt sind, mit 8 Stimmen eine sehr gute Wahl da sonst von den Gelehrten niemand mehr als 3 Stimmen gehabt hat . Fur F\u00fcr Sie waren der K\u00f6nig , eigenh\u00e4ndig unter Metternichs Brief geschrieben, der dem K\u00f6nig die Wahl uberlassen \u00fcberlassen , Link , ich, Meyer Beer , Cornelius , Bopp , Mitscherlich , Rauch . Mit Ihnen ist gew\u00e4hlt Spohr . Die Proclamation in der\n Zeitung ist 31 . Mai. Der Konig K\u00f6nig wird Sie dann in den n\u00e4chsten Tagen zu Tische\n bitten . Ich bin unendlich erfreut.\n Sagen Sie es Mitscherlich der sehr thatig th\u00e4tig war . AlHumboldt Berlin Freitags 2 Uhr Ich gehe nach Potsdam zuruck zur\u00fcck","166":"Neu erscheinende Infusorien. Die\n Feuerk\u00fcbel der Stra\u00dfen, die ich fast 20 Jahre regelm\u00e4\u00dfig untersuche liefern jezt nicht blo\u00df gr\u00fcnen gr\u00fcne Monaden bestand , sondern ganz neue mir bis dahin nie vorgekom mene\n Formen zwey neuer Genera bildeten die intensive F\u00e4rbung. So scheint auch die organische Natur neue\n Bl\u00e4tter nach au\u00dfen zu kehren. Ich habe gestern in der Classensitzung der\n Akademie die Formen lebend vorgezeigt, zahllose Mengen. Auch bey K\u00e4fern und\n anderen Thieren kannte man periodischen Mangel und \u00dcberflu\u00df gewisser\n Formen. Melo lontha Fullo , die Processions Raupe u dergl dergleichen fehlen manchmal in einer Gegend Menschenalter\n lang und werden wieder zur Plage. Neue Genera sind seltner. Spondylomorum (Wirtelbeere) ist ein\n kleiner rasch schwimmender Polypenstock von je 16 Thier chen. Spondylorum quaternarium Chloraster (Nixen-Stern) ist ein\n octogo nes sehr bewegliches Sternchen mit\n rothem Augenpuncte und 5 Wirbelf\u00e4den am Munde. Einzelthier. Chloraster Volvox Gleichzeitig habe ich Gelegenheit genom men in der Klasse die\n Resultate mei ner Anwendung des polarisierten Lichtes\n mitzutheilen, von denen ich Ihnen wohl schon gemeldet habe. Orga nische\n Kalktheile und Kieseltheile lassen sich damit unterscheiden. Vulkanischer (Obsidian) Staub giebt keine Spectra, aber (urspr\u00fcnglich crystallinischer)\n Quarzstaub giebt deren. Sie erkennen darinn wohl die Wichtigkeit des\n Erlangten. Alle bisherigen Resultate mit Einschlu\u00df des herrlichen Amylum\n Spectrums bleiben einflu\u00dflos f\u00fcr Generelles. Ich denke mir Sie zuweilen\n auch mit dem Kosmos besch\u00e4ftigt und w\u00fcnsche da\u00df Willk\u00fchr und Unverstand\n samt Rheumatismen Sie nicht st\u00f6ren m\u00f6gen . Hochachtungsvoll Ihr dankbar ergebenster Ehrenberg 30\/5\/48.","167":"Verzeihen Sie, innigstgeliebter Freund und Reise gef\u00e4hrte, dass ich so\n sp\u00e4t erst Ihnen f\u00fcr so viele \u00fcberaus erfreuliche und wichtige organische und geognostische Mittheilungen Ehrenberg 1839a Ihnen danke. Heute aber muss ich beginnen mit dem herzlichen Antheil den ich an der beginnenden Wirkung der Molkenkur nehme!! Ihre geistige Th\u00e4tigkeit mitten unter so vielen Hindernissen und moralisch deprimirenden M\u00e4chten, ist bewundernsw\u00fcrdig . Sie stehen\n darin einzig da. Ich arbeite allerdings ungest\u00f6hrter hier, aber die Arbeit\n geht doch nicht wie sonst, es hat sich oft einer Art Tr\u00fcbheit meiner\n bem\u00e4chtigt die ich gern verberge . Die nahe Umgebung des K\u00f6nigs wirkt wie\n die Furcht vor anziehendem Ungewitter . Die\n Zukunft und f\u00fcr mich ist es doch nur eine ganz nahe, liegt tief verh\u00fcllt. Ist \u00e4usserer Krieg f\u00fcr jezt unwahrscheinlich, so ist das innere Treiben um so unverst\u00e4n diger,\n dazu n\u00fcchtern, nachahmungs s\u00fcchtig, dramatisch ohne Helden thum. Man sieht nur immer schon l\u00e4ngst gespielte St\u00fccke . Die kindische Bewegung zu der B\u00f6ckh \u2019s Eitelkeit die Akademie hat verleiten\n wollen, kannte ich durch L. Leopold v von Buch . Andere K\u00f6rperschaften bevormunden ..\n und dann ehe es noch im Geringsten entschieden ist ob es eine Erste Kammer geben wird, Vorschl\u00e4ge zur Erweiterung des nicht Existirenden zu machen, w\u00e4re unserer Klubgesell schaften\n w\u00fcrdig. Es riecht nach Jacobi miles gloriosus Mathema ticorum Princeps wie er sich nennt, wenn er das Ungl\u00fck gehabt bei seinem K\u00f6nig zu essen, nach Erman filius und nach B\u00f6ckh \u2019s Kakod\u00e4mon dem D r Doktor Merker . .. Was Sie mir heute, theurer Freund, \u00fcber das pl\u00f6zliche Erscheinen neuer\n Formen melden, hat mich sehr bewegt. Ich werde dem K\u00f6nig heute Abend ihre h\u00fcpsche Wirtebeere und den\n ein\u00e4ugigen Stern zeigen: er ist auch jezt f\u00fcr solche Dinge mehr als je empf\u00e4nglich. Da wir durch Sie wissen dass der Luftstaub nicht bloss\n abgestorbene Orga nisationen, sondern noch friche frische lebende (so verstehe ich Sie) hinzuf\u00fchrt, so glauben Sie doch wohl\n auch, dass die Feuerk\u00fcbel dergleichen der Luft entnehmen . Von unterirdische n eigenen Thierchen, den\n Brunnen u und Quellwassern eigenth\u00fcmlichen (wie Pflanzen der Gruben) haben Sie\n bisher wohl nichts bestimmtes angenommen . Mit alter Liebe und wachsen der Bewunderung Ihr dankbarster AlHumboldt Potsdam Mittwochs.","168":"Bei Gelegenheit der neuen Formen der\n neuen Feuerk\u00fcbeln in Berlin erschienen Donnerstag Himmelfahrtstag 1848. Innigst verehrter Herr Baron I . Inwiefern die in der Luft (Sirocco) schwebenden\n Kieselinfusorien mit Ovarien lebend genannt werden k\u00f6nnen? II . Ob es in unterdischen unterirdischen den Quellen eigent eigentlich himmliche himmlische Infusorien giebt? ( Infus Infusorien \u00fcberleben die Siedhize Auf Ihren gestrigen Brief erlaube ich mir Ihnen heut sogleich einige Antwort in den wissenschaftlichen I Beziehungen zu geben. Wenn ich von frischen und lebensf\u00e4higen, mit Ovarien versehenen, Polygastren des Luftstaubes Nachricht gab, so habe ich damit nicht die Ansicht aussprechen wollen und k\u00f6nnen, da\u00df Luft und Erde sich in dieser Beziehung gleich verhalten.\n Etwas\n Andres ist es jedenfalls in der Atmosph\u00e4re. Ich sehe zwar in jeder geringsten Menge des Scirocco Staubes (nicht anderen)\n Kiesel Infusorien mit wohl erhaltenen Ovarien, wie frisch, aber ich habe\n noch nie panzer lose Infusorien\n darinn beobachtet, habe auch, da ich den Staub mir selbst zu sammeln\n Gelegenheit hatte, nicht Lebensbewegung gesehen. Es sind frisch\n getrocknete, nicht gegl\u00fchte, nicht verfaulte, zum Theil au\u00dfereurop\u00e4ische K\u00f6rperchen. Ich\n vermuthe,\n da\u00df frisch gefallener solcher Staub, sofort in\n Wasser gebracht, Lebensbewegungen erkennen l\u00e4\u00dft, weil\n die kleinen Organismen intact erscheinen so, wie in ihre Muscheln\n zur\u00fcckgezogene Schnecken. Ich denke mir ferner die atmosph\u00e4 rischen\n Verh\u00e4ltnisse demnach vergleich bar der\n Dachrinnen - und Dachmoos- Erde, welche bey langer D\u00fcrre scheinbar total austrocknet, beym ersten Regen aber die belebten und bewegten R\u00e4der thierchen zeigt. So denke ich mir allerdings den Staub der Atmosph\u00e4re bald\n mit bald ohne Wasserdunst, der dem kleinen Leben bald karge \u00c4u\u00dfe rung, bald freyere Entwicklung bis zur Selbsttheilung angedeihen l\u00e4\u00dft. Ob die neuen Formen der Feuerk\u00fcbel der Luft entnommen seyn\n m\u00f6gen,\n und dergleichen periodisch aus der Luft fallen, dar\u00fcber denke ich so. Wie\n weit die Gren zen des organischen Lebens gehen\n l\u00e4\u00dft sich f\u00fcr die Atmosph\u00e4re so wenig als f\u00fcr die Tiefe des Erd Innern\n r\u00e4umlich \u00fcbersehen. Da der Luft- und Meeres Druck sich in gro\u00dfen\n Meerestiefen auch bei extremen Lokalver\u00e4nde rungen (Heraus ziehen aus der Tiefe) der Theo rie entgegen , unbehindert und unver\u00e4ndert l\u00e4\u00dft, so k\u00f6nnen auch magnetische\n und electri sche Abstufungen die Gravitation im Luft R aume wohl \u00fcberraschend so modifizieren, da\u00df gro\u00dfe Luft Verd\u00fcn nung dem kleinen Leben kein\n Hinder nis wird. Sie k\u00f6nnen, ihrer Schwere ungeachtet, schweben in gro\u00dfer Erd ferne, auch vielleicht mit Feuchtigkeit, bei\n deren Verlust sie auch da, wie \u00fcberall, zulezt sterben m\u00f6gen. \u2013 Dagegen\n sind die Er scheinungen um welche es sich direct Ich habe bereits gro\u00dfe Massen von Analysen von Quell Producten zu mei ner Disposition und werde gelegentlich einmal eine \u00dcbersicht zusammenstellen . Viele habe ich selbst beobachtet z. zum B. Beispiel die vielen S\u00e4urequellen am Rhein, die b\u00f6hmischen kalten und\n hei\u00dfen Quellen, die Aachener und viele andere, besonders auch viele\n Soolquellen. Als vorl\u00e4u figes Resultat kann ich\n Ihnen da mel den, da\u00df \u00fcberaus viel Leben in\n Verbin dung mit solchen Quellen bis \u00fcber den Siedpunkt Siedhize hinaus\n (gegen die jetzige Chemie) vorhanden ist.\n Allein die entschieden ein flu\u00dfreichen\n Verh\u00e4ltnisse zeigen sehr blasse zarte und sehr kleine Formen. Sind dies Verk\u00fcmmerungen der Oberfl\u00e4chen Verh\u00e4ltnisse oder noch weit\n sch\u00e4rfer aufzufassende Ei genth\u00fcmlichkeiten,\n dar\u00fcber habe ich noch kein Urtheil gestaltet. Da sich in R\u00fccksicht des selbstst\u00e4ndigen Lebens im\n kleinsten Raume schon so manches Unerwartetes ergeben hat, so nehme ich\n Anstand irgend wo abzuschlie\u00dfen wo noch M\u00f6glichkeiten besonderer Th\u00e4tigkeit\n vorhanden sind und diese Methode hat mich bis jezt zu immer neuen Resultaten gef\u00fchrt. Beil\u00e4ufig erlaube ich mir die Erl\u00e4u terung\n meines \u00f6fters gebrauchten Aus druckes des selbstst\u00e4ndigen Lebens im kleinsten Raume oder in der Richtung des kleinsten Raumes zuzuf\u00fcgen, wof\u00fcr scheinbar auch das kleinste organische Le ben gesagt werden k\u00f6nnte. Jenen Aus druck habe ich seines tieferen und weiteren Umfanges halber\n vorgezogen. Das kleinste organische Leben ist nicht nothwendig im kleinsten\n Raume, sondern ist relativ nach den Sehmitteln und Erfahrungen, wovon ich\n abstrahiren m\u00f6chte, um die Nachforschung nach immer Kleinerem hinzu dr\u00e4ngen. So habe ich ja wohl die Fragen, welche Sie andeuteten, s\u00e4mtlich im Wesentlichen ber\u00fchrt. In herzlicher Verehrung Ihr dankbar ergebenster Ehrenberg So eben erhalte ich, der Unruhe der Zeit ungeachtet, neuen Meteorstaub\n vom 31 . Januar aus Niesky bei G\u00f6rlitz. Also auch bis dahin ist die Erscheinung westlich\n gelangt.","169":"Der K\u00f6nig wird Sie, in\n diesen Tagen, mein theurer Freund und College, als neuer Ordensritter\n zur Tafel nach Sanssouci einladen lassen um 3 Uhr . Ich glaube es wird\n morgen Mittwoch sein; ich avertire, da man immer nur denselben Tag\n gebeten wird. Sie k\u00f6nnen um 2 Uhr mit der Eisenbahn fahren und finden hier auf der Eisenbahn einen k\u00f6n. k\u00f6niglichen Wagen nach Sanssouci . Wollen Sie, was ich sehr w\u00fcnsche, bereits um\n 12 U Uhr von Berlin weg fahren, so kommen Sie um 1 U Uhr zu mir auf das Schloss in Pots dam : auf den Fall fahre\n ich Sie gegen 3 Uhr nach Potsdam Sanssouci . Weisse Halsbinde runder Huth, pantalon. Ich rathe die\n Ehrenlegion dieses Mal gar nicht, oder wenigstens ohne Kreuz\n anzumachen . Meine herzlichste Empfehlung Ihrer theuren Gattinn . AHumboldt Potsdam Dienstag Nachmittag Telegraphische Depechen sagen man schlage sich noch immer in Paris seit dem 23 sten Abends. Paris sei im \u00e9tat de Siege Si\u00e8ge . Das ganze Directorium habe abgedankt. Cavagnac Cavaignac sei siegreich gegen die Arbeiter an der Spitze der\n Truppen .","170":"Juli\n 1848. Wie sehr ich theile Ihren tiefen Schmerz, mein theurer Freund! Wenn ich von\n der fr\u00fchesten Zeit die innigste Verehrung Ihrer Geistesbegabt heit zollte, der unbegreiflichen Ausdehnung Ihres naturhistorischen u und philologischen Wissens wie Ihres Scharfblikkes, so war es doch eigent lich die liebensw\u00fcrdige Gem\u00fcthlich keit Ihrer edeln Natur, die mich unaufhaltsam anzog. Es ist in Ihnen ein\n Gemisch von St\u00e4rke und Weichheit, das auch denen nicht entgeht die Sie\n weniger kennen. Als ich der K\u00f6nigin gestern von Ihrem Ungl\u00fck sprach, antwortete sie gleich, man sieht ihm\n an, wie er leiden muss . Sie , die Edle, hat\n nun ausgelitten. Mit z\u00e4rtlicher Hingebung ist sie Jahre lang gepflegt\n worden . Diese Ueberzeugung kann jezt Ihr einziger Trost\n sein. Mit dem innigsten Mitgef\u00fchl Ihr AlHumboldt Potsdam, Sonnabend Ihre Tochter wird heran wachsen die\n kleineren Ge schwister zu leiten. Bei Letronne ist das v\u00f6llig gegl\u00fckt \u2013 freilich ein schmerzlicher Ersaz .","171":"1 Brief Berlin 4 Sept. September 1848. Wegen mancherley Anfragen \u00fcber die miasmatischen Luftverh\u00e4ltnisse habe ich\n in der lezten Sitzung der Akademie im August eine Zusammen stellung einiger Reihen von\n Beobach tungen vorgetragen Ehrenberg 1848 , die nur erst eine vorl\u00e4ufige bis jetzt noch ganz fehlende Basis\n geben sollen. Bevor man das gew\u00f6hnliche Verh\u00e4ltni\u00df des kleinsten Lebens in\n der Atmos ph\u00e4re kennt, giebt es keinen Ma\u00df stab f\u00fcr das Ungew\u00f6hnliche. Mit dem ganzen Aufsatze der gedruckt wird, werde ich Sie nicht incommodiren, aber vielleicht gewin nen die\n Schlu\u00dfworte als Uebersicht der Resultate Ihr Interesse. Die B\u00e4ume des Thiergartens im geschlossenen Walde, die Eichen des\n Brau hausberges bis Potsdam im geschlossenen Walde haben als Unterlage ihrer Moose\n in 10 bis 12 Fu\u00df H\u00f6he vom Boden eine reiche Fauna kleiner oft\n kieselschali ger Organismen erkennen lassen,\n eben so das Dachmoos der H\u00e4user in Berlin . Au\u00dferdem ist der Staub der innern H\u00e4user und B\u00f6den (Sonnenstaub) untersucht worden. Der Staub der K\u00f6niglichen Bibli othek hat in 10\n nadelkopfgro\u00dfen sehr genau gepr\u00fcften Mengen 22 For men erkennen lassen, darunter Euno tia\n amphioxys mit gr\u00fcnen Oexoien Ovarien .. Dachmoos von 4 st\u00f6ckigen H\u00e4usern in der Leipziger Stra\u00dfe hat\n bis 40 Arten in 10 \u00e4hnlichen kleinen Mengen gelie fert. Baummoos in \u00fcber Manns h\u00f6he\n vom Stamme genommen 31 bis 38 Arten. Unter diesen For men sind Seethierchen. Vier Treppen hoch enth\u00e4lt der\n Bodenstaub meines jetzigen Hauses in 10 solcher Analysen 27 Arten und zwar\n nicht dieselben wie die Bibliothek. Vor 10 Jahren von mir gesammelter Dachrinnensand aus der franz\u00f6sischen Stra\u00dfe, den ich aufbewahrt habe der Wiederbelebungsversuche halber, zeigt mit den neuern gesch\u00e4rfteren Pr\u00fc fungs- und\n Unterscheidungs-Methoden ebenfalls 36 sehr \u00fcbereinstimmende or ganische Wesen. Solche meteorische lokale Ablage rungen habe ich\n 15 aus Berlin , Charlotten burg und Potsdam untersucht und beigehend finden Sie die Quint- Essenz. Cholera-Thierchen habe ich unter den 109 Formen nicht gefunden. Gott erhalte Sie noch in freudi ger\n Kraft und mir Ihre Zuneigung in so trostloser Zeit. Dr. Doktor Philippi in Cassel der Sicilianer wandert mit Frau und 4 Kindern aus\n nach Chili , wo sein Bruder schon ist. Verehrungsvoll Ihr dankbarster Ehrenberg. Freitag","172":"5 Sept September 1848. Potsdam Montag Nacht Ich gebe Ihnen ein kleines Lebenszeichen, theurer College; Ich bin sehr mit\n Ihrer herrlichen Abhandlung \u00fcber die Corallen Ehrenberg 1834 besch\u00e4ftigt gewesen. K\u00f6nnen Sie mir, falls , Sie diese Zeilen treffen, Ihr Exemplar von Darwins kleinem Corallenbuche Darwin 1842 leihen . Ich gehe morgen nach Tegel und von da unmittelbar schon um 7 h Abends auf die Eisenbahn . K\u00f6nnen Sie, theurer Freund,\n das Buch morgen Abend bis 6 8 Uhr zu mir oder in mein das Berliner Haus od oder einen anderen Tag nach Potsdam schicken, so verbinden Sie mich sehr . Mit alter Verehrung Ihr AlHumboldt","173":"Potsdam 7 Sept September 1848 Ich danke Ihnen herzlich, theurer College f\u00fcr Darwin\u2019s Corallenbuch Darwin 1842 was ich noch nicht zur\u00fckschicken kann und vor allem f\u00fcr Ihre\n herrliche Zu sammenstellung dessen, was wir Ihnen \u00fcber einen\n neuen so wichtigen Bestandtheil der Atmosph\u00e4re ABBAW, NL Ehrenberg E1. ver danken . Die M\u00f6glichkeit bleibt immer (und Valisnieri\u2019s Erfahrung von 1689 scheint\n darauf hinzudeuten) dass der organische Luftstaub zu gewissen Perioden von\n gr\u00f6sserer Menge aus der Oberwelt herabkommend Krankheit erregt! Ehe ich\n Ihren lieben Brief vom 4ten empfing hatte ich, durch Ihre Ideen, geleitet schon oft beim K\u00f6nig gesagt \u201cSie bes\u00e4ssen das wahre Geheimniss der Cholerafliege.\u201c 1) Wenn Sie n\u00b0 numero 12 unter den 109 Formen sehr richtig auf 21 thierisch gallerartige gallertartige weichh\u00e4u tige neben den 26 Plantarum Fragmenta, eine Wichtigkeit auf legen, so frage ich wie Sie diese 21 p. pro C Centum aus n\u00b0 numero 1 zusammenz\u00e4hlen . Rotatorien sind ja nur 5, Tardigra den 2, die Polygastrica z\u00e4hlen Sie ja wohl\n nicht, deren allein sind ja 26, aber wohl leere Schaalen. Ich qu\u00e4le Sie, um Ihnen zu beweisen dass ich Sie verstehen will. Diese weichen Theile\n sind die verd\u00e4chtigen . 2. Was hat Sie bewogen da sie selbst sehr gegen die Pflanzen \u00e4hnliche Natur\n der Corallen eifern, sie in Thier und und Phytocorallia einzutheilen.\n Al lerdings sind unter den lezteren nur Polypenst\u00f6cke,\n Thieraggregate nicht einzeln lebende wie die Hydren die sich losreissen und einzeln frei bewegen. Aber\n unter Ihren Thiercorallen sind ja auch Pilz, Pfeiffen und R\u00f6hren-Corallen, drei Gattungen die ja wohl auch gesellige St\u00f6cke bilden? 3. Sollten Sie glauben dass Mrs Mistress Somerville in ihrer neuen sonst vortreflichen Physical Geography (2 B\u00e4nde, die ich mir gekauft) immer die Corallenthiere als Coral-Insects bezeichnet! Der Mund der Antho zoen (Pfeiffen- und Madreporen Corallen) ist ja wohl immer mit Tentaclen besezt, haben Sie aber etwas\n eigentlich Wirbelndes wie die Cristateller in den Bryozoen ? Wirbelnd wie bei R\u00e4derthieren ? Das Wirbeln ist ja nach Joh. Johannes M\u00fcller auch den Echinodermlarven eigen was er Epauletten nennt. Gott erhalte Ihre kleine Familie und bewahre Sie vor neuer Tr\u00fcbniss. Und\n der an Cholera gestorbene vortrefliche Coptiker Prof Professor Schwartze . Wie viel viel in England gesam melte Arbeit geht da wieder verloren: Hansemann will wird die Coptica nicht herausgeben . Mit alter Liebe AlHumboldt Potsdam Donnerstag Ein Prof. Professor R\u00e4uschle in Stuttgart hat einem kleinen\n harmlosen astron. astronomischen Lehrbuche Karl G. Reuschle. Kosmos f\u00fcr Schulen und\n Laien. gemeinfa\u00dfl. Abri\u00df d. phys. Weltbeschreibung nach Alexander von\n Humboldts Gesichtspunkten. Stuttgart, Hallberger. 1848 den Titel \u201eKosmos f\u00fcr Sch\u00fcler u und Laien\u201c gegeben \u201eAbriss der phys. physikalischen Weltbeschrei bung\u201c offenbar um T\u00e4uschung zu\n erregen . Cotta w\u00fcthet, aber wer kann\n processi ren . Der Titel sagt nicht Auszug aus Humboldts Cosmos Alexander von Humboldt. Kosmos. Entwurf einer\n physischen Weltbeschreibung. Stuttgart, Augsburg: Cotta, 1845 sondern nach Humboldts Gesichtspunkten und in einem zweiten Titel bloss nach A. Alexander v von Humboldt . Sollten Sie vielleicht die Proceedings der British Association British Association for the Advancement of\n Science: Report of the proceedings, recommendations and transactions of\n the British Association for the Advancement of Science London,\n 1833-1931 von 1837 Liverpool 1843 Cork 1844 York 1846 Southhampton besizen so schicken Sie g\u00fctigst in mein Haus was Sie haben nach Berlin .","174":"Ich habe heute erst Musse, mein theurer Freund und College, Ihre beiden liebevollen Briefe vom 24 u und 27 Sept September zu beantworten. Wie soll ich Ihnen genugsam danken f\u00fcr die reichliche Auskunft die Sie mir verschaft \u00fcber alles was mir fehlte. Ueber den Fluor der vorz\u00fcglich die Fischknochen charakterisirt k\u00f6nnte uns\n der vortrefliche Heinrich Rose wohl noch etwas schaffen, wenn er f\u00fcr die Jahre 1804 od oder 1805 die Namen Morechini u und Gay Lussac in den sehr genauen\n Namensregistern der Annales de Chimie Morveau\/Lavoisier 1789-1815 aufsuchen wollte. Gay Lussac hat die Arbeit \u00fcber das Fluor der Fischknochen in Rom gemacht als er mich dahin begleitete u und nachher in Berlin war . Auch w\u00e4re Poisson zu suchen . Was die Kieselerde betrift so interessirt mich die Frage noch immer woher\n die gepanzerten Infusorien des Oceans und die Fusi sie nehmen. In Forchhammers Analysen des Meerwassers Forchhammer 1865 kommt troz der Behauptung von Bischof Bischof 1826 nichts davon vor . Dazu w\u00fcrde aber auch\n immer Gefahr sein dass die Chemiker in dem analysir ten Seewasser unbewusst lebende Infusorien mit analysirt haben . An der Existenz der Kieselerde im Meerwasser als urweltliche Beimischung wie des Fluors den die Corallen zeigen, zweifeln Sie u und ich wohl nicht. Fragen Sie doch unseren Heinrich Rose wie er sich den Zusand Zustand der so schwer aufl\u00f6s lichen Kiesels\u00e4ure\n im kalten Meerwasser denke, ob er Bischofs Behauptung in den etwas oberfl\u00e4ch lichen Geol. Geologischen Briefen Bischof\n [1849] Th Theil I p pagina 344 \u201edass Kiesels\u00e4ure in allen Quellwassern enthalten sei\u201c f\u00fcr\n wahrscheinlich halte. Wie denke er sich den Zu sand Zustand des Stoffes? Ihr Manuscript Aufsaz \u00fcber den Nuzen der chromat. chromatischen Polarisation Ehrenberg 1848b hat mich sehr sehr interessirt. Ich denke er solle Eindruk auf Arago machen der in einer w\u00f6rtlichen Ueber sezung\n von Faye , des Uebersezers meines Kosmos Humboldt 1845-1862 , gewiss das fachli che errathen\n wird.\n M\u00f6gen ihn die nahe Praesidentenwahl und die erwartete Ankunft des\n Stoknarren durch seinen Namen die Armee beth\u00f6renden Louis Bonaparte nicht abziehen . Unsere politischen Zu st\u00e4nde sind um so trostloser, als keine Regierung begreift, sie m\u00fcsse ungezwungen und lebendig sich constitutionnell zeigen. Dies Zaudern, diese Halbheit rauben den Regierungen alle Macht der Anarchie zu steuren . Man will dies nicht einsehen, so oft und frei und\n laut ich es sage!! Ich arbeite, bin auch nicht eigentlich krank, aber recht leidend von Husten\n und colossalem Schnupfen. Ich kann muss daher die Eisenbahn aus Vorsicht noch meiden und kann der Akademie\n nicht beiwoh nen . Leider kann ich den\n Brief von Retzius nicht auffinden!! Ich\n habe 1 Stunde danach gesucht . Z\u00fcrnen Sie mir nicht. Ich habe einen sehr langen, leider sehr unleserlichen meist geognostischen Brief von dem liebensw\u00fcrdigen Hooker aus Dorjeeling im Himalaya 25\n Juli . Er war in Nepaul u und Boothan und meldet es sei eben zum ersten\n Male ein Schneeberg an der thibetischen Grenze in Sikim westlich von Bootan gemessen, der Kinch Kinchinjinga heisst und n\u00e4chst dem Dhawalagiri der h\u00f6chste Berg der Welt sei . Der Kinchinjinga (fragen Sie Bopp nach der Etymologie!) hat 28178\n englische Fuss d. das i ist 26433 pariser Fuss . Bisher gab man dem Djawahir 24156 Par Pariser Fuss den n\u00e4chsten Rang nach dem Dhawalagiri . Der leztere war wie ich im 3ten Bande der Asie centrale Humboldt 1843 gezeigt, nicht mit geh\u00f6riger Genauigkeit gemessen . Man sch\u00e4zte ihn 26340 Par Pariser F Fuss . Hooker meldet dass der Dhawalagiri jezt mit grosser Genauigkeit gemessen ist, er giebt leider! das\n Resultat nicht an, da der Berg aber\n h\u00f6her\n als der neue Kinchinjinga gefunden worden ist, so muss der Dhawalagiri demnach die \u00e4ltere Bestimmung von 26340 Par. Pariser Fuss noch \u00fcbertreffen. [Was ich Ihnen aber allein als einem theilnehmenden\n Freunde, ins Ohr sage ist folgendes. \u201eIhre Asie centrale Humboldt 1843 , die Karte die Sie begleitet, Ihre Bestimmung der Schneeh\u00f6hen, Ihre\n Unterscheidung der 2 Ketten des Himalaya und des Kuenlun , Ihre Ansicht von der Do Bolorkette als Meri diankette werden hier von\n allen die das Innere von Asien kennen, besonders von Hodgson , dem \u00e4ltesten und tiefsten Kenner des tibetischen Hochlandes als das sicherste,\n vertrauens w\u00fcrdigste gehalten, was \u00fcber Asien erschienen ist, Ihre Karte wird allen bisherigen vorgezogen. In diesem\n kleinen Orte wo wir nur 30 Europaer sind, finden sich drei Exemplare von Sabines Uebersezung Ihres Zweiten Bandes des Kosmos Humboldt 1847 . Ich erz\u00e4hle Ihnen Thatsachen, ich schmeichle nicht.\u201c] Von Dr Doktor Junghuhn aus Java der bisher auf mich w\u00fcthete, weil er seine confusen Manuscriptsendungen an mich f\u00fcr verloren od oder zu meinem eigenen Gebrauch untergeschlagen glaubte habe ich nun\n reuige Briefe, da ich ihm bei dem General Gouverneur ( Rochussen ) 3 j\u00e4hrigen Urlaub und alle Reisekosten verschaft\n habe. M\u00f6ge dieser Junghuhn Ihnen Infusorien bringen. Verzeihen Sie die L\u00e4nge dieses Briefes. Mit alter Liebe u. und eigentlicher Verehrung Ihr AlHumboldt Potsdam d. den 29 Sept September 1848.","175":"Potsdam, den 11 Oct October Nachts Mein theurer College, In dem ich danke, qu\u00e4le ich auch wieder . Sie wissen Reinh. Reinhold Forster , der ebenfalls das Caspische Meer besuchte, sagt vom Triticum hab habitat Sponte ad Samaram . Ich will gern glauben was wir sahen war verwildertes Getreide, doch sahen wir dort mehr, als in Europa wir gewohnt sind zu sehen, die wo die\u00b4 V\u00f6gel wohl alles zuf\u00e4llig ausgesaete wegfressen. Wir waren in Samara zwischen 26 Sept September und\n 4 Oct. October auf dem Wege von Orenburg nach Saratow . Sollten Sie nicht etwas \u00fcber\n den Weizen (ich glaube das viele verwilderte Korn war Triticum ) aufgeschrieben haben . Ich halte einen Correcturbogen\n auf . Sagen Sie mir, theurer Freund, in 3 Zeilen, welche Eindr\u00fccke Ihnen die\n Sache liess . Ihre Optica Ehrenberg 1848b habe ich seit\n 8\n Tagen mit vieler ernster Empfehlung an Arago durch seinen j\u00fcngsten Sohn , der als\n Maler hier war, nach Paris gesandt. Cotta\u2019s Brief Cotta 1848-1860 scheint ein phantastisches Kinderbuch . Mein Kosmos Humboldt 1845-1862 , wenn er etwas werth ist, hat wenigstens das Gute das rein sichere,\n wissenschaftliche zu geben. Jezt wird man einen neuen Commentar zu Cotta\u2019s Briefen herausgeben \u2013\n N\u00fcrnberger Schachteln die in einander liegen. Ihr AlHumboldt","176":"Freitag den 19 Oct. October 1848. In Erwiederung Ihres gestern Abend angekommenen Briefes Brief 253 wo rinn Sie Nachrichten \u00fcber den wil den Weitzen im Orenburger District w\u00fcnschen, kann ich Ihnen nur melden, da\u00df ich auf jener Route\n zwar \u00f6fter Pflanzen von Waitzen und Roggen ohne Cultur gesehen habe, aber\n es war immer nur am Wege, so da\u00df ich in den damals niedergeschriebenen\n Ver zeichnissen der wilden Pflanzen sie\n nicht erw\u00e4hnt habe. Auch wa ren jene\n Getraidepflanzen wie ich mich recht wohl erinnere den gew\u00f6hnlichen\n Cultur-Pflanzen im Habitus v\u00f6llig gleich. W\u00e4re die Identit\u00e4t erst durch\n Detail\u2013 Studium zu ermitteln gewesen und der Habitus\n abweichend, so l\u00e4ge die Gleichheit n\u00e4her. Von Carotin er hielt ich ein Secale aus der Kirgisen steppe , es ist aber Secale fragile wel ches einen niedrigen Schaft hat und von Marschall Bieberstein als Mut terpflanze des S. Secale cereale fr\u00fcher ange sprochen\n dann verworfen wurde. Link hat zwar, weil Olivier und Michaux darinn \u00fcbereinstimmen, da\u00df Spelt in Persien wild wachse dieses Vaterland neuerlich als das wahrscheinlichere anerkannt, allein ich wei\u00df da\u00df Achille Richard die Michaux\u2019sche Pflanze deshalb nicht f\u00fcr beweisend h\u00e4lt, weil kein Zettel dabey liegt, der\n ausdr\u00fcck lich sagt, da\u00df sie wild gefunden sey. Ich f\u00fcrchte, da\u00df dieses schwierige Kapitel nicht zu l\u00f6sen ist. Oenothe ra biennis , Erigeron\n canadensis und die durch Herrn Alexander v. von Humboldt mitgebrachte Galinsogea\n parviflora der berliner \u00c4cker sehen so \u00e4cht einheimisch aus, da\u00df ohne geschicht liche\n Mahnung, das Urtheil unrett bar in ein\n unrichtiges Geleis kommt. Die\u00df ist es was ich in der ge w\u00fcnschten Eile\n Ihnen dar\u00fcber sagen k\u00f6nnte. Reinhold Forster\u2019s Notiz ist mir bisher nicht\n bekannt gewesen . Sollte sie sich wohl auf Hordeum distichon beziehen? Bei Wildenow steht ha bitat ad Samaram . Eben f\u00e4llt mir noch ein, da\u00df Koch der Caucasier in den lezten Heften der Linnaea Schlechtendal\n 1828-1882 die Gr\u00e4ser am Kur und Euphrat verzeichnet hat und da\u00df er auch\n die Hoffnung t\u00f6dtet Hordeum\n vulgare sey dort einheimisch. Er nennt eine dort vorkom mende Gerste Hord. Hordeum spontaneum und findet in zerbrechlicher \u00c4hre gerade einen solchen Unterschied von H. Hordeum Zeocriton L. Linnaeus wie Secale fra gile von Sec. Secale cereale abweicht. Secale cereale will Prof. Professor Koch im pontischen\n Gebirge 5000\u20136000\u2019 hoch in d\u00fcrftigen Formen wirklich\n gefunden haben an Feld r\u00e4ndern in einer Gegend\n wo man den Roggen als Getreide nicht\n kennt. Waitzen sah er nur cultivirt. In herzlicher Verehrung Ihr dankbar ergebenster Ehrenberg. Wenn\n man Secale fragile in der Steppe bei Orenburg , Triticum Spelta aus Persien und Hordeum spontaneum im Schirwanschen Caucasus als n\u00e4chste Formen tiefer kennt, so\n kann man fraglich freilich wohl alles \u00dcbrige der Cultur \u00fcberlassen. Schade,\n da\u00df Koch dazu sagt: Ganz dieselben d\u00fcnnen\n und kleinen \u00c4hrchen erhielt ich auch von Thiele in Brussa , der\n ihn wenn ich nicht irre, auf dem Olymp gesammelt hat. Donnerstag","177":"30\/10 1848 Wie beziehungsreich doch immer von Neuem meine anspruchslosen Studien sind!\n Ich scheue mich fast Ihnen schon wieder Neues zu melden und doch sind es\n Thatsachen, die anschaulich vorliegen, mit ein klein Wenig Reminiscenz und Combination, wunderbar mich erre gende\n Thatsachen. Das Blut im Brode (auf Gestein!) ist ein noch unbenanntes Lebens -Atom, das ich Monas prodigiosa nennen mu\u00df! Sie \u00fcberblicken nun schon das ganze Gewicht der Sache. Alexander magnasgrios debellante sagt Curtius , et milite panem in castris frangante\n sanguinis guttae manarunt. Quo prodigio territus Alexander ab Arist ander vate est confirmatus, qui ad Tyrios id pertinere ostendit, quod cruor intur non foris fusus esset. (Polydorus et Lycosthenes ) 1104 Da flo\u00df Blut aus Brod unter Pabst Johannes XI. 1550. In Siennia minoris Poloniae pago 12 miliaribus a Glogau sito cum\n panes cultro dividerentum in mensu sanguineis guttis inde manantibus tota\n mensa repleta est. 1555 ist zu Neuenburg bei Bruck Blut zu Ostern aus Brod\n und Fladen geflossen 1824 sind in Padua viele Nahrungsmittel in den\n Speisebeh\u00e4ltern mit Blut \u00fcberzogen gefunden worden weshalb gro\u00dfe Best\u00fcrtzung im Volk war. Diese Erscheinung ist im Haus Nr. Nummer 6 am M\u00fchlendamm, wo auch und besonders in der ganzen Umgegend , viel Cholera- F\u00e4lle waren, im August vorgekommen. Die Cholera h\u00e4ngt damit nicht zusam men aber wohl mit feuchten dunklen Orten. Ich erhielt Ende September ein St\u00fcckchen trockener und verschimmelter\n gekochter Kar toffel vom Geh. Geheim Rath Kuntzemann mit solchen rothen\n Flecken. Die Leute waren ausgezogen. Vor Kurzem fiel mir ein, ob es sich auf frischen gekochten Kartoffeln nicht oculiren lie\u00dfe und \u2013 es gelang. Am Donnerstag zeigte ich die merk w\u00fcrdige\n Erscheinung an Brod, Kartoffeln und K\u00e4se in der Akademie lebend vor. Die\n dunkel bluthroten Flecken bilden eine Gallerte auf den Speisen die wohl auch\n abtropfen kann. Es ist nicht wie Schimmel sondern ein Haufe kleiner rother\n Thierchen, die einzeln sehr bla\u00df sind, da sie um 1\/4000 Linie im\n Durchmesser haben. Sie wimmeln im Microscop und ich sehe zuweilen einen kleinen fadenartigen R\u00fcssel wenn ich sie antrocknen lasse. Diese Flecke werden bei mir gew\u00f6hn lich bald von\n Schimmel \u00fcberwuchert. Ich erinnere an das Hostienblut der Kirche zu\n Wilsnack 1383 . Feuchte Orte, Mehlteig, warme Luft\n im Sommer sind keine fremden Bedingungen bei Hostien. Wieviel Juden haben\n sollen Hostien gemartert haben bis zum Blute!! Welche Ideen Assoziationen\n liegen hier nahe! \u2013 Monas\n prodigiosa ! Rapha\u00ebls Abendmahl\n (Miraculo di Bolsena). Da Andere Ihnen vielleicht davon erz\u00e4hlen, so melde\n ich es selbst. Schade da\u00df man in dieser wahnsinnigen Zeit bey solchen\n Publicationen wissenschaftlich gehemmt ist um nicht Oel ins Feuer zu bringen. Verehrungsvoll Ihr Ehrenberg Blut im Brod Monas prodig. prodigiosa","178":"Vorwort von Alexander von Humboldt (aus einem Briefe an Sir Robert H.\n Schom burgk ) Es sind jezt schon fast acht Jahre verflossen, seitdem ich, mein theuerer Sir Robert , eine Vorrede zu der\n Uebertragung Ihrer gehaltvollen englischen \u201e Reisen in Guiana und am Orinoko \u201c in unsere vaterl\u00e4ndische Sprache niederschrieb. Sie waren nach vielen\n \u00fcberstandenen Gefahren von Osten nach Westen, durch die Gebirgsgruppe der Parime zu dem einsamen D\u00f6rfchen Esmeralda gelangt, einst der lezten Mission\n am Oberen Orinoko zu der ich, von aus der entgegengesezten Seite Weltgegend kommend, meine astron volle 39 Jahre fr\u00fcher meine meine astro nomischen Instrumente hatte\n tragen k\u00f6nnen. Ihre Arbeiten haben in geographischer und naturwissen schaftlicher Hinsicht unsere Kenntniss von dem des \u00f6stli chen Theil e s von S\u00fcdamerika , von den der Gebirgs system en e und der des gro\u00dfen Flu\u00dfneze s zwischen der\n Meeresk\u00fcste von Gu\u00efana , dem Rio Branco und dem Becken des Amazonen-Strohmes ansehnlich erweitert. Wenn die menschliche Kultur, die in dem n\u00f6rdlichen Amerika Riesenschritte\n thut, je auch einst auch in diese Wildnisse dringen wird ( das sind solche Hofnungen die der nennt der Heilige\n Basilius wie \u201eTr\u00e4ume des wachenden Menschen \u201c) nennt\u201c) so kann die Ge staltung des\n Flussnezes von Norden nach S\u00fcden Wasserverbindungen hervorbringen , wie man sie in keinem anderen Theile der Erde kennt. Ein unbedeutender\n Canal in der Gegend der brasilianischen Villa bella , die das Bek Becken des Guapor\u00e9 (Zufluss des Rio de la Madeira ) mit\n dem Becken des Paraguay verbindend,\n w\u00fcrde w\u00fcrde eine Schiffarth ununterbrochene Flusschiffarth durch den ganzen Continent, von Buenosayres bis zur M\u00fcndung des Orinoko , der Insel Trinidad , gegen\u00fcber, m\u00f6gli herstellen oder wenigstens m\u00f6glich machen. Diese hydrogra phischen Betrachtungen erregen ein 2 immer sich erneuerndes daurendes Interesse f\u00fcr alles was uns in\n einzelne Theile der s\u00fcdamerikanischen Flusswelt f\u00fchrt, einer Flusswelt die dazu noch den Reiz gross einer grossartigen , \u00fcppiger tropischen Vegetation wie und den Anblik des freien Thierlebens dem Beobachter darbietet. Mit diesen so wenigen Z\u00fcgen bezeichne ich vorzugsweise den Genuss welchen die Sch anmu thige Schrift gew\u00e4hrt,\n deren Uebersezung Sie gemeinschaftlich mit Herrn Taylor \u00fcbernommen haben. Sie leitet uns durch Brasilien in die M\u00fcndung des Amazonenflusses Amazon en strohmes und durch diesen in in d und durch d einen seiner bedeutsamen Zufl\u00fcsse , den Xingu , dessen Lauf jezt zuerst aufge nommen worden ist. Prinz Adalbert von Preussen , dessen\n j\u00fcngerer Bruder an dem Thatenruhme des brittischen Heeres in dem lezten indischen Kriege theil genommen, hat hatte fr\u00fcher schon die Krimm , Constantinopel und Griechenland besucht. Jugendliche Eine f F r\u00fch erwachte jugendliche Sehnsucht nach dem Meere; edle\n Wissbegier, die Wunsch das Leben durch Ideen zu bereichern , haben ihn \u00fcber Sicilien , und die spanischen K\u00fcsten und Teneriffa nach Rio Janeiro gef\u00fchrt. Das Journal seiner Reise , bloss im deutschen Original bloss als zur Mittheilung an Freunde gedrukt, und mit Zeichnungen , die von dem Verfasser selbst im Angesicht der\n Naturscenen entworfen wurden , geschm\u00fckt, ist im\n strengern\n Sinne des Worts kein wissenschaftliches Buch, aber es\n enth\u00e4lt dasselbe Beobachtungen und Ansichten\n \u00fcber Natur und Sitten Gesittung , die die ein lebensfrisches anschauli ches Bild des Gesehenen Gesehenen und Erlebten darbieten wieder geben . Be lehrung wird am liebsten da\n gesch\u00f6pft wo ununterbrochen so viel grosse \u00fcberall Anspruchlosigkeit und Einfachheit der Darstellung\n herrschen. Po Sanssouci im No October 1848","179":"Ich freue mich, theurester Freund, dass es mir bei Cotta gegl\u00fckt ist: er schreibt mir so eben Stuttgart 29 . October: Vgl. Humboldt 2009 , 344. \u201eIhrer Andeutung in Beziehung auf Prof Professor Kunth\u2019s Werk Kunth 1833\u20131850 . soll alsbald Folge gegeben und dem Drucker der Auftrag zugefertigt werden mit dem Drucke fortzufahren. Zwar ist der Druck zu Berlin sehr theuer, aber da Ew Ewro \u2026 sich fur f\u00fcr die Fortsezung dieses Druck werkes so lebhaft interessiren, so soll die Sistirung desselben\n gleichbald aufgehoben werden . Der vierte, und vorl\u00e4ufig letzte, Band der Enumeratio plantarum Kunths ( Kunth 1833\u20131850 ) war 1843\n erschienen. In einem im selben Jahr f\u00fcr das Verlagshaus Cotta verfassten\n Gutachten hatte der Botaniker Ernst Gottlieb\n von Steudel die Durchf\u00fchrbarkeit des Werkes grunds\u00e4tzlich\n infrage gestellt: Nach dem empfangenen Plane festgesetzt, wird\n das Ganze etwa 30\u201335 B\u00e4nde geben, welche in 20 Jahren kaum\n erscheinen werden [...]. (Ueber Kunth[s] Enumeratio. Aus\n einem Briefe von Herrn Oberamtsarzt Dr. Steudel in Esslingen vom 21.\n Septr. 1843, DLA Marbach, Cotta-Archiv (Stiftung der Stuttgarter\n Zeitung), Cotta:Briefe. Hierin ist wohl der Grund f\u00fcr die \u201eSistierung\u201c,\n also Aussetzung des Drucks, durch den Verlag zu suchen. 1850 erschien\n der f\u00fcnfte und endg\u00fcltig letzte Band der Enumeratio . Kunths Tod im selben Jahr bedeutete das Ende der\n Arbeiten. Kommende B\u00e4nde k\u00f6nnen ja allenfalls hier gedrukt werden , wenn nicht anders die Widerkehr Wiederkehr einer besseren Zeit es gestatten sollte, damit zu Berlin selbst fortzufahren . Wir waren Ende August und Anfang Sept. September hier im sudl. s\u00fcdlichen Deutschlande wieder leidlich im Geleise: allein die frankfurther September Tage die ich pers\u00f6nlich mit gemacht, Struve und Wien haben alles wieder ersch\u00fcttert und in\n Frage gestellt.\u201c Meine innige Verehrung Ihr Ihrer f v ortref lichen Gattin . Der Belagerungszustand in den die\n Linke die Kammer vorgestern Abend gesezt ist ein scheussliches\n factum . Ihr AHt Potsdam Don\u0305erstag Donnerstag","180":"Donnerstag d. den 23\/11. 1848. Die Ihnen schon angedeuteten Neuigkeiten \u00fcber Gehirnverh\u00e4ltnisse sind nun\n gedruckt und das Cartesia nische Seelenorgan,\n die Zirbel, wird auch Ihre Theilnahme von Neuem erwecken. wohl Ehrenberg\n 1836 Junge Kr\u00e4fte werden nun schon die alten Helden wieder von neuem\n ausbeuten. Auch die Monas\n prodigiosa Ehrenberg 1848a ist bald fer tig im Druck. Vielleicht\n sind Ihnen folgende Zahlen interessant: Der biliner Polirschiefer enth\u00e4lt in jedem Cub. Cubik Zoll 41,000,000,000 Einzelthiere Humboldt 1845-1862 , I, 157 . Monas prodigiosa erf\u00fcllt\n densel ben Raum mit 884. Billionen und\n 73 6000 Millionen. 1Thierchen = 1\u20448000 \u2034 auf 1\n \u25a1\n Linie gehen 64,000,000 auf 1 Cub.Linie 512,000,000,000 1 Cub.Zoll= =1728.Cub.Lin.1728. Zwar lassen sich Zwischenr\u00e4ume ohne Thierchen nicht erkennen, allein g\u00e4 be man zu, da\u00df 7 L\u00e4ngen zwischen je dem Thierchen leer w\u00e4ren, so bleiben noch\n 1 Billion in jedem Cubikzoll, was, aller Anschauung nach, viel zu wenig\n ist. Binnen 12 Stunden \u00fcberzieht sich bey warmer Luft eine ganze Sch\u00fcs sel voll Reis damit. Als Fortpflan zungsweise ist nun Selbsttheilung bisher\n anschaulich geworden. Das Selbsttheilungs-Gesetz bey den Infu sorien ergab bisher die\n Vermehrungs f\u00e4higkeit nach Stunden so: Stunde Vermehrung 1 2 3 4 5 6 7 16 9 32 11 64. Wie klein ist diese fr\u00fchere Vor stellung und Kenntni\u00df der Naturkr\u00e4fte gegen diese neueste! Welch unbekannte Kraft mag noch im Leben in der Richtung zum kleinsten Raum\n hin schlummern! Doch still! Schritt vor Schritt! Die sinnlichen Transsubstantia tions-Verh\u00e4ltnisse habe ich in der Akademie speciell er\u00f6rtert und keinen\n Anstand genommen sie mit in Druck zu geben. Der Wissenschaft mochte ich\n nicht et was vorenthalten was f\u00fcr Men schengeschichte von Einflu\u00df erscheint. Die F\u00e4den und Wurzeln des Lebens gehen nach allen Seiten tiefer. F\u00fcr das Gro\u00dfe im Raume hat der Mensch einen scharfsinnigen wachsenden\n Geist, f\u00fcr das Kleine ist und bleibt er zu grob und wird es immer mehr. \u201eK\u00fchne Seglerin, Phantasie, Wirf Dein muthloses Anker hie!\u201c (leicht abgewandelte) Strophe aus Friedrich Schillers\n \u201aDie Gr\u00f6\u00dfe der Welt\u201b,vgl. Schiller\n 1844 , I, 56 Und doch nicht! In herzlicher Verehrung Ihr dankbarster Ehrenberg. Unterirdische\n Infusorien: Die marinen\n reineren Infusorien tripel in Virginien , ohne Beimischung von Kalkthierchen, erstrecken sich\n von Petersburg in Virg. Virginien bis Piscataway in Maryland . Sie sind auch bei Richmond und um Rappahannok River direct aufgefunden und ich habe das Mate rial von\n all diesen Puncten bereits analysirt. Das Lager ist von Rogers entdeckt (Report on Geology of Vir ginia\n for 1840). Ich habe in den Schriften der Akademie 1841 pag. pagina 327. die ersten Analysen gegeben und 1844, in den Monatsberichten pag. pagina 57. Ehrenberg 1844a die ganze \u00dcbersicht. Die Amerika ner\n halten es f\u00fcr eok\u00e4ne Terti\u00e4rbildung. Das Lager auf den Bermuda- Inseln ist von Tuomey in Petersburg Virg. Virginien entdeckt und von mir 1849 in den Monatsberichten ( pag. pagina 257.) Ehrenberg 1844b analysirt worden. Es hat denselben Character v\u00f6lligen\n Mangels an Polythala mien . Von den virginischen Lagern sind 155. Formen verzeichnet von dem Ber muda-Lager 138. Species. Die Formen sind\n auffallend oft identisch mit dem der Kreidemergel in Sicilien und Aron .\n Letzteres sind aber Mergel, er steres\n Tripel. Unsere Kreide bildet das Ge genst\u00fcck: Polythalamien rein, ohne Kieselthiere . Diese beyden Zust\u00e4nde existiren jezt nicht mehr in den Meeren, da findet\n sich \u00fcberall Mischung, \u00fcberall Mergel . Das Genus der Corallenthiere, welches den Horn-Corallen verwandt ist, aber eine Axe von Kieselfasern, wie einen Zopf,","181":"Mein theurer Freund! Vor einigen Wochen habe ich mir die Freude gemacht, Ihnen zu melden dass Cotta auf mein Andringen den Druk Ihres wichtigen Werkes Kunth 1833\u20131850 . in Berlin selbst fortsezen will. Ich klage nicht dass Sie mir\n nicht geantwortet, ich wunsche w\u00fcnsche bloss zu wissen ob Ihnen mein Brief Humboldts Schreiben vom 2. November\n 1848 . richtig zugekommen ist. Vielleicht haben Sie, und mit Recht, abwarten\n wollen, ob das Versprechen mehr als ein h\u00f6fliches Wort gewesen ist.\n Heute muss ich Sie theurer Kunth mit einigen Bitten bel\u00e4stigen, bitte aber sehr nicht deshalb eigene Untersu chungen anzustellen. Ich brauche sehr ohngef\u00e4hre Sch\u00e4zungen, bloss zu\n wissen was Sie glauben , wenn Sie mit 10\u201312000\n beschrie benen Composeen die 3 grossen Familien der Gr\u00e4ser , Leguminosen u und Labiaten vergleichen. 1) Ein D r Doktor M\u00fcnter Charit\u00e9str. Charit\u00e9stra\u00dfe n numero 1 der \u00fcber das Curaregift gearbeitet, ist mir als\n ausgezeichnet in Chemie bekannt. Er qualt qu\u00e4lt mich , da Schauer in Eldena gestorben , um Empfehlung an Baumstark fur f\u00fcr Pflanzenphysiologie und Landschaft Landwirthschaftliche Botanik. Dazu gehort geh\u00f6rt neben der Chemie botanik Botanik . Ist Ihnen der Mann bekannt und zwar vortheilhaft? Ich hore h\u00f6re so eben von Lichtenstein dass er sich viel mit Botanik beschaftigte besch\u00e4ftigte . 2 . ) Ich habe in den Ansichten Humboldt 1826c , II, 35; Humboldt 1849 , I,\n 31. mich des Worts bedient afrikanische Aloestamme Aloest\u00e4mme candela berartig getheilt . Ich habe dergleichen in Teneriffa gesehen, es waren nicht Cactus ( Cerei ) die allerdings\n bei Cumana Cuman\u00e1 mit Lichenen bedekte dicke St\u00e4mme bilden, oben candelaberartig\n getheilt . Sehen Sie g\u00fctigst in Lamark Encyclop Encyclop\u00e9die ob dergleichen vom habitus unter Aloe angegeben ist? Antworten Sie auf diese Frage nicht. Ich finde eben dass das Candelaberartige baumart. baumartigen Aloestammen Aloest\u00e4mmen u und besonders den Euphor bien ahnlich \u00e4hnlich ist. Zeichnerische Verdeutlichung des von Humboldt beschriebenen\n \u201ekandelaberartigen\u201c Bl\u00fctenstandes der Aloe . 3) Sie sagen in Ihrem fr\u00fcheren Werke Kunth 1831. dessen Familien Aufzahlung Aufz\u00e4hlung mir so unendlich wichtig ist, es seien in Martius Martius 1823\u20131850 . 175 Palmenspecies beschrieben, p pagina 259. Glauben Sie , dass die Palmen neuerdings sehr zu genommen, wohl\n beschrieben bis 200 Spec Species ? 4) Wagen Sie ohngefahr ohngef\u00e4hr eine Sch\u00e4zung a) der beschrieben den en Glumaceen (d. i. Gramineen , Juncaceen und Cyperaceen zusammen ), b) der Leguminosen , c) der Labiaten , wenn man 10\u201311000 Composeen annim\u0305t annimmt . Ich nenne Sie bloss nach dem sch\u00f6nen Aufsaz \u00fcber den Garten compro mittire Sie aber sonst nicht in den Familien; also\n geben Sie sich nicht viel M\u00fche. Sollte es nur 900 bis 1000 Doldengew. Doldengew\u00e4chse geben ? Ihre alte Aufl. Auflage p pagina 478 Kunth 1831 . . d) Ich habe nach Brown des\n sonderbaren Lichteffects erw\u00e4hnen m\u00fcssen Vgl. Humboldt 1849 , II, 235. den in Australien die Richtung der Phylloden bei blattlosen Acacien und Eucalyptus arten hervorbringen hervorbringt . Werfen Sie einen Blik auf Jussieu (Adrien) Botanique p page 106 (Note) u und p page 700 ; auch Ihr neues Werk p pagina 214 Kunth 1847 . . Nicht wahr , diese verticale Stellung ist nur bei wirklichen phyllodien also bei nur blattlosen Arten von Myrthaceen Eucalyptus , Metrosideros und Melaleuca , aber giebt es unter diesen 3 generibus besonders unter Eucalyptus nicht auch Species mit wahren Blattern Bl\u00e4ttern , mit solchen wie bei uns gerichte ten . Adrien\n Jussieu sagt ja auch bestimmt p page 107 Jussieu, Ad. 1844 . : ce sont de veritables v\u00e9ritables feuilles dans un certain nombre d\u2019especes d\u2019esp\u00e8ces , dans d\u2019autres de simples phyllodes . e) Ich hatte in Ansichten Th Theil II p pagina 118 das 12 Fuss hohe Doldengewachs Doldengew\u00e4chs , ein wirklich baumartiges Selinum decipiens genannt . Haben Sie die Spec. Species noch im Garten . K\u00f6nnen Sie mir\n schrei ben ob sie aus dem Nordl N\u00f6rdlichen Asien (woher?) ist und Sie irgend ein zweites Beispiel von einem baumartigen Doldengewachs Doldengew\u00e4chs wie Selinum decipiens kennen. Etwa eine Ferula von denen Jussieu sagt Caulis altissimus, wohl nicht ein Eryngium , denn ich meine Baumartige uber \u00fcber 10 Fuss hoch . Z\u00fcrnen Sie mir nicht \u00fcber so viele qualende qu\u00e4lende Fragen . Indem ich diesen Brief schliesse , erhalte ich die Schreckensnach richt von dem Tode von Joseph Mendelssohn . Er ist sanft an einem Blutschlage heute fr\u00fch um 7\u00bd Uhr verschieden. Er\n war ein edler Mensch, mein altester \u00e4ltester und w\u00e4rmster Freund, ein merkwurdiges merkw\u00fcrdiges Gemisch von St\u00e4rke und Klarheit des Geistes und\n liebensw\u00fcrdiger Gemuthlichkeit Gem\u00fcthlichkeit . Ich bin sehr traurig u und besch\u00e4ftige mich um so lieber mit Ihnen . AHt Potsdam Freitag Abend","182":"Wollen Sie mich g\u00fctigst besuchen , morgen Sonnabend um 1 Uhr. Man ist sehr, sehr zufrieden mit den treflichen Sendungen Ihres jungen Bruders . AlHumboldt Donnerstag Sr Seiner Wohlgeboren Herrn Otto\n Schomburgk Neust\u00e4dter Kirchstra\u00dfe n numero 5","183":"Cunninghamia sinensis Rob. Robert Br. Brown , China ,\n erreicht eine H\u00f6he von 180\n Fu\u00df . Araucaria excelsa Rob. Robert Br. Brown , Australien ( Moreton-bay ), eine H\u00f6he von 160 \u2013 200 Fu\u00df. Araucaria Cunninghamii Ait. Aiton , Australien ( Moreton-bay ), eine H\u00f6he von 200 Fu\u00df . Podocarpus cupressinus Rob. Robert Br. Brown , Java , eine\n H\u00f6he von 180 Fu\u00df . Podocarpus Dacryoides dacrydioides A. Achille Rich. Richard , Neuseeland ,\n eine H\u00f6he von 200 Fu\u00df . Dacrydium excelsum Cunningham , Neuseeland , eine H\u00f6he von 130 Fu\u00df . Dacrydium cupressinum Solander , Neuseeland , eine H\u00f6he von 200 Fu\u00df . Knightia excelsa Rob. Robert Br. Brown , Neuseeland ,\n eine H\u00f6he von 80 Fu\u00df der Stamm\n bis zur Abzweigung der Aeste. Dammara australis Lamb. Lambert , Neuseeland ,\n eine H\u00f6he von 80 \u2013 140 Fu\u00df . Berlin den 10 ten Januar\n 1849. Otto Schomburgk","184":"Statt Ihnen, mein theurer Freund, innigst fur f\u00fcr Ihren Gl\u00fckwunsch und den Ihrer liebens w\u00fcrdigen und so verstandigen verst\u00e4ndigen Gattin zu danken bin ich in der\n Lage , Sie mit neuen Bitten zu belastigen bel\u00e4stigen . Seit einem Monate habe ich bei Gelegenheit der recht elenden,\n gehalt- und geschmaklosen Pflanze Schleiden 1848. sehr viel botanisches gelesen, und Sie selbst, Ihr neues so uberaus \u00fcberaus mich physiologisch befriedigendes Werk Kunth 1847 . t\u00e4glich in der Hand gehabt. Meine Bitten sind\n diese: 1) Ich will, um meinen kleinen jezt ganz umgearbeiteten Aufsaz \u201e\u00fcber die\n Physio gnomik der Gewachse Gew\u00e4chse \u201c Humboldt 1849 , II,\n 3\u2013248. auf seine eigentlichen Schranken zurukzuf\u00fchren zur\u00fckzuf\u00fchren und um zu beweisen, dass ich diese Schranken und das\n Unbestimmte in de s r Gegenst Ansicht selbst kennen kenne auf den Umstand aufmerksam machen dass wundersam genug\n bis auf Ausnahme weniger nat. nat\u00fcrlicher Familien die Form der appendicularen Organe eine grosse Unabh\u00e4ngigkeit von den, den bot. botanischen Familiencharakter bestimmenden Bl\u00fcthen theilen darbieten. Die Physiognomik be schaftigt besch\u00e4ftigt sich mit den Vegetations organen die zur Erhaltung des Individuums nothig n\u00f6thig sind, die rationelle u und classificirende Botanik mit den Fortpflanzungsorganen die zur Erhaltung der Art erf geh\u00f6ren . Ich bediene mich Ihrer treflichen An deutung S Seite 510 Kunth schreibt in seinem Lehrbuch der Botanik : Sowohl den\n Gattungen als Familien liegt in der Natur ein gewisser Typus\n zum Grunde, welcher sie auszeichnet, und nicht selten selbst\n dem Nichtbotaniker bemerkbar macht, demungeachtet ist ihre\n Begrenzung, wegen der zahlreichen Ueberg\u00e4nge, oft \u00fcberaus\n schwierig, und entzieht sich der gew\u00fcnschten Genauigkeit.\n Dabei unterliegt die weitere oder engere Auffassung\n derselben meist grosser Willk\u00fchr, und ist, wie bei den\n Arten, pers\u00f6nlichen Ansichten unterworfen, so dass nicht\n selten Botaniker f\u00fcr Gattungen und Familien erkl\u00e4ren, was\n andere f\u00fcr blosse Abtheilungen derselben halten. ( Kunth 1847 ,\n 511); vgl. Humboldt\n 1849 , II, 245. . In diesem Sinne des scheinbaren Contrastes zwischen den append. appendicularen Vegetationsorganen und den Bluthentheilen Bl\u00fcthentheilen bitte ich Sie nun mir noch 3\u20134 Bei spiele , recht\n schlagende , zu geben. 2) Ich wollte anfuhren anf\u00fchren : a) dass Phys. Physiognomik und Aehnlichkeit der Inflor. Inflorescentia sich nur bei wenigen Familien finden u und zwar bei Gr\u00e4sern Cyperaceen (nicht\n Juncaceen), bei Palmen, Coniferen, Umbellaten und den meisten Legumin\u00f6sen. b) dass in denselben genus z zum B Beispiel Weinmannia folia simplicia und pinnata selbst rachi alata\n vorkommen. Haben Sie andere Beispiele? Man darf wohl nicht sagen\n dass es Legum. Leguminosae giebt die keine solche composita (pinnata) giebt besitzen denn die neuholl. neuholl\u00e4ndischen Acacien haben ja gar keine Bl\u00e4tter sondern blosse\n phyllodien. Giebt es Rosaceen mit einfachen, nicht gefiederten\n Bl\u00e4ttern? Darf man sagen dass die meisten folia composita\n (pinnata) sich finden in Jussieu \u2019s Dicotyledones Dicotyl\u00e9dones polypetales polyp\u00e9tales : Legumin. L\u00e9gumineuses , Meliacees M\u00e9liac\u00e9es , Cedreleen, Aurant. Aurantiaceen , Sapindaceen,\n Rosaceen. In allen Monocot. Monocotyledoneae kein fol. folium compositum, aber Dioscorea ? 3) De Candolle u und Ramond geben die Hohe H\u00f6he des Rhododendron der Pyreneen an. Siehe Lamarck\/Candolle\n 1805\u20131815 , III, 673 sowie unter anderem Ramond 1789 ,\n 335. Ich wunschte w\u00fcnschte zu wissen welche Spec. Species dort ist, wohl nicht Rhod. Rhododendron ferrug. ferrugineum und R. Rhododendron hirsutum , wohl ein eigenes? 4) Ich wurde w\u00fcrde gern wegen der sehr s\u00fcdli chen Lage die Namen\n der Areca Palme wissen die schon Banks in Neu Zeeland gefunden.\n (Meine kleine distributio p pagina 36 Corypha australis Brown ist wohl bloss aus Neu Holland ) . 5) Was ist , das den Pandanus Arten ein so mehr ausgezeichnetes\n Spiral-Ansehen giebt. In Ihrem Lehrbuche S. Seite 239 225 des Pand: Pandanus nur wie zufallig zuf\u00e4llig . Es ist also wohl nur der Abstand der Wirtel der so auffalt auff\u00e4llt ? Fur F\u00fcr den Zuccarini Zuccarini 1843 . danke ich sehr . Er ist alter \u00e4lter als Endlicher M\u00f6glicherweise Endlicher\/Unger 1843 . und fur f\u00fcr die Coniferen der sudl. s\u00fcdlichen Hemisphare Hemisph\u00e4re ziemlich falsch . Wunderbar\n wie er p pagina 758 an der Pinus Cembra in Sibirien , die auf allen Tischen gegessen wird, zweifeln kann . Ich habe mir von der Bibl. Bibliothek die Munchner M\u00fcnchner Abh. Abhandlungen kommen lassen . Die Abhandl. Abhandlung steht Munchner M\u00fcnchner Abh. Abhandlungen der mathem mathematisch - physik physikalischen Klasse 1837\u20131843 T Theil III S. Seite 753 . Schicken Sie mir gutigst g\u00fctigst bald den Brief von Fr. Fr\u00e4ulein Caroline zuruk zur\u00fck , da ich ihr antworten muss . Dieses Schreiben der Cousine Kunths Caroline Kunth-Valesi konnte bislang nicht\n nachgewiesen werden. Die im vorliegenden Brief angedeutete Eheschlie\u00dfung\n mit dem fl\u00fcchtigen 1848er Revolution\u00e4r Gustav\n Rasch scheint nicht zustande gekommen sein: Humboldt\n vermittelte Kunth-Valesi noch 1849\n ein Engagement in Sankt Petersburg (vgl. Humboldt an Kunth, nach 20. Juni 1849 ( https:\/\/edition-humboldt.de\/H0005457 ). Rasch ging 1850 in Magdeburg in Festungshaft. Ist denn die Verbindung mit dem Refer. Referendar Gustav Rasch zu w\u00fcnschen? Ware W\u00e4re er ganz unschuldig so wurde w\u00fcrde er nicht entwichen sein. Der Konig K\u00f6nig scheint ihn amnistiren amnestiren zu wollen wenn er seine Reue erkl\u00e4rt was\n man aber in der Zeitung publiciren wird. Ob er diese Bedingung\n annimmt. Verzeihen Sie die viele, viele Belastigung Bel\u00e4stigung ! AHt Berlin Donnerstags Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit einem Hefte AlHumboldt Da ich die Nov. Nova Gen Genera nicht besize so muss ich fragen ob T. Tomus I p pagina 315 etwas anderes uber \u00fcber Piri guao Palme steht als meine unbotanische Bescheibung Vgl. Humboldt 1826c , II, 91\u2013102. ?","185":"Kunth III Hochverehrtester G\u00f6nner, Auf die an mich hochgeneigtest gerichteten Fragen habe ich die Ehre ganz\n ergebenst zu erwiedern: 1) als Beispiele des scheinbaren Contrastes zwischen den Vegetationsorganen\n und Bl\u00fcthentheilen d\u00fcrfte folgendes anzuf\u00fchren sein: a) Pflanzen, die bei \u00e4u\u00dferer\n Uebereinstimmung, eine sehr verschiedene Bl\u00fcthen- und Fruchtbildung zeigen: Palmen und Cycadeen (die letzteren den Coniferen am n\u00e4chsten verwandt.); Cuscuta (eine Convolvulac\u00e9e) und Cassytha Kunth p pagina 369 (eine Cassytha); Equisetum (eine Familie der\n Cryptogamen), Ephedra (mit Gnetum eine besondere den Coniferen am\n n\u00e4chsten verwandte Familie, die Gnetaceen, bildend) und Casuarina (diese geh\u00f6rte fr\u00fcher zu den\n Amentaceen, und bildet jetzt eine den Myriceen verwandte Familie); Cactus und Euphorbia officinarum und E. Euphoriba antiquorum ; endlich Stapelia (aus der Familie der\n Asclepiadeen) sieht wie Cereus aus (eine Abtheilung von Cactus ). b) Pflanzen, die bei Uebereinstimmung in der Bl\u00fcthen- und Fruchtbildung, ein sehr verschiedenes \u00e4u\u00dferes Ansehen haben: Cactus und Ribes ; Palmen und Juncus ; Coniferae und Cycadeae , Myriceae und Casuarineae ; Primualaceae (s\u00e4mmtlich \u2609 oder Stauden)\n und Ardiseaceen Ardisiaceen (B\u00e4ume und Str\u00e4ucher); Onagrae ( Oenothera , Fuchsia ) und Halorageae ( Myriophyllum , Hippuris ); Papayaceae ( Carica ) und Cucurbitaceae . c) Pflanzen aus derselben Familie von sehr verschiedenem \u00e4u\u00dfern Ansehen: Saxifraga und Cunonia ( Saxifrageae ), Cuscuta und Convolvulus ( Convolvulaceae ), Laurus und Cassytha ( Laurineae ), Tilia und Antichorus depressus (ein kleines einj\u00e4hriges Gew\u00e4chs) ( Tiliaceae ) , Cereus , Pereskia , Rhipalis Rhipsalis , Melocactus und Echinocactus (Cacteen), Vicia und Robinia ( Leguminosae ), Trifolium und Cercis ( Leguminosae ), Pisum und Myroxylon ( Leguminosae ). 2 .) ) Physionomie Physiognomie ? ? und Aehnlichkeit der\n In florescenz finden sich, au\u00dfer bei\n den von Ihnen selbst angef\u00fchrten Familien (Gr\u00e4sern , Cyperaceen , Palmen, Coniferen,\n Umbelliferen), auch bei den Compositen (K\u00f6pfchen), den Cruci feren (Trauben und Aehren), den Aroideen 4. (Spadix und Spatha) und den meisten \u00fcbrigen, auf\n \u00e4u\u00dferes Ansehen gegr\u00fcndeten Pflanzen gruppen; so zeichnen sich die Proteaceen durch zapfenartige Aehren und\n K\u00f6pfchen, und die Labiaten durch die wirtelst\u00e4ndigen Bl\u00fcthen aus. Bei\n den Legumin\u00f6sen l\u00e4\u00dft sich aber eine solche Uebereinstimmung nicht wahr nehmen, wenn man diese Gruppe in ihrer weitesten Ausdehnung nimmt. Theilt man sie aber in Papilionaceen,\n Caesalpinieen und Mimoseen ein, so ist die bildet bei den letztern die Inflorescenz jederzeit dichte Aehren oder\n K\u00f6pfchen. 3 . ) Beispiele, wo in derselben Gattung folia simplicia und composita\n (pinnata, ternata, digitata) vorkommen , kommen sind ziemlich h\u00e4ufig, z. zum B. Beispiel Bignonia , Rosa\n (berberifolia) , Cissus , Rhus ( R. Rhus Cotinus ), Spiraea , Fraxinus 5. ( F. Fraxinus simplicifolia ), Jasminum etc. Au\u00dferdem kommen auch F\u00e4lle vor, wo sich bei Foliis ternatis blos das\n Endbl\u00e4ttchen aus bildet, was alsdann mit\n dem Blattstiel ge gliedert erscheint ( z. zum B. Beispiel Citrus .) Eine merkw\u00fcrdige Blattform, n\u00e4mlich ein sogenanntes Folium lomentaceum kommt\n bei Phyllarthron (aus der Familie der\n Bignoniaceen) vor. Es entsteht, indem sich an einem folium\n imparipinnatum mit gefl\u00fcgelter Rhachis und Blattstiel blos das\n gipfelst\u00e4ndige Bl\u00e4ttchen ausbildet . Schematische Zeichnung der Blattbildung bei der Gattung\n Phyllarthron. Phyllodia, wie bei den Neuholl\u00e4ndischen Acacien, finden sich auch bei\n einigen strauchartigen Oxalis -Arten, namentl. namentlich bei der brasilianischen O. Oxalis mandioccana Raddi . Ihre Frage, ob es Rosaceen mit einfachen Bl\u00e4ttern giebt, beantworte ich,\n ohne zu wissen ob Sie die Familie bei ihrer fr\u00fchern ( Jussieuschen ) Begrenzung oder bei der neuern engeren verstehen, beantworte ich mit ja , habe aber die Ehre folgendes zur Erl\u00e4uterung hinzuf\u00fcgen hinzuzuf\u00fcgen : Die Drupaceen ( Prunus , Amygdalus ) haben jederzeit einfache Bl\u00e4tter, die Pomaceen\n ( Pyrus , Mespilus , Cydonia ) Sorbus gleichfalls, mit Ausnahme von Sorbus ; die\n eigentlichen Rosaceen (Potentilleen, Rubus , Rosa ) haben Folia ternata, digitata und pinnata, Spiraea gleichzeitig dagegen, folia si die ebenfalls zu den \u00e4chten Rosaceen geh\u00f6rt, folia simplicia und Composita zugleich. Die\n Sanguisorbeen endlich n\u00e4hern sich den Potentilleen, und haben wie\n diese Folia composita. Die Familie der Rosaceen hat hiernach, bei der \u00e4ltern Begrenzung, eben so\n wenig, wie die Leguminosen, eine \u00e4u\u00dfere Physionomie Physiognomie , wenn ich mich so ausdr\u00fccken darf. Bei der Leguminosen kommen selten einfache Bl\u00e4tter vor, z. zum B. Beispiel bei Cercis aus der Abtheilung der Papilio naceae , und bei Bauhinia , welche zu den Caesalpinieen\n geh\u00f6rt. (Die Berberis -Arten mit gefiederten Bl\u00e4ttern bilden die Gattung Mahonia .) Ihre Bemerkung, da\u00df die meisten zusammen gesetzten Bl\u00e4tter bei den Dicotyledones poly petalae (welche auf der h\u00f6chsten Stufe der Aus bildung stehen) vorkommen, hat mich als\n neu \u00fcberrascht. Bei den Monopetalen kommen wirkliche Folia composita\n blos bei den Bignoniaceen und Jasmineen vor. Die Solaneen, Valeria neen, Fabian Labiaten, Compositen haben, und zwar nur zuweilen, scheinbar gefiederte ( d. das h. hei\u00dft fiedrig zerschnittene) Bl\u00e4tter. Wenn die Gliederung der einzelnen Bl\u00e4ttchen mit dem Hauptstiel das Criterium f\u00fcr zusammengesetzte Bl\u00e4tter ist, so finden sich bei dergleichen bei den Monocotyledonen nicht vor, als dann w\u00fcrden aber auch die Rosaceen ( Rosa , Potentilla , Rubus ) keine zusammengesetzten Bl\u00e4tter haben!! 8 Folgt man dagegen der \u00e4ltern Ansicht, so haben\n viele Anthurium - ( Pothos -)\n und Dioscorea - Arten Folia digitata,\n und die gr\u00f6\u00dfte H\u00e4lfte der Palmen Folia pinnata. 4) Das von Decandolle und Ramond angef\u00fchrte Rhododendrum ist ferrugineum denn ( R. Rhododendrum hirsutum kommt in den Pyreneen nicht vor). Decandolle sagt in seiner Flore fran\u00e7aise Lamarck\/Candolle 1805\u20131815 ,\n III, 673. : il croit ordinairement entre 1500 et 2500 metres m\u00e8tres d\u2019\u00e9levation d\u2019\u00e9l\u00e9vation audessus au-dessus du niveau de la mer. Je l\u2019ai trouv\u00e9 dans le Jura , au fond d\u2019un Creux du Vent dans un lieu qui n\u2019a pas plus de 1000 \u00e0 1100 metres m\u00e8tres de hauteur. 5 . ) Die Areca von Neu-Zeeland ist Areca\n sapida Soland. Solander in Forst. Forster Plant. Plantae esc. esculentae Endl. Endlicher Flor. Flora Norfolk. Norfolkica 26 . Sie w\u00e4chst in Insula Norfolk ( Forster , Bauer ) und in Nova Zeelandia ( J. Banks , A.\n Cunningham .) 9 6) Bei Pandanus bilden die Bl\u00e4tter mehr gliedrige, aufsteigende Spiralen. 7 . ) In Decandolle\u2019s Prodromus werden von Bentham 2397 Labiaten angef\u00fchrt,\n darunter 410 Salvia 250 Hyptis 168 Stachys 113 Nepeta 92 Teucrium 86 Scutellaria 66 Plectranthus 1186. Diese 7 Gattungen bilden also die H\u00e4lfte aller bekannten\n Labiaten. 8 .) ) Bentham beschreibt in Decand. Decandolles Prodr. Prodromus 429 eigentliche Erice e n und 10 Pflanzen, welche fr\u00fcher dieser Gattung angeh\u00f6rten, jetzt aber die Gattungen Calluna , Macnabaea und Pentapera bilden. In den Mascarenen- Inseln ( Mauritius , Madagascar ) wird die Gattung Erica durch Philippia vertreten, jedoch finden sich auch 2 Philippia am Vorgeb\u00fcrge\n der guten Hoffnung . 9) In einer Abhandlung von Griffith : The Palms of the British East India in dem Calcutta Journal of Natural History, die ich aber leider nur\n unvollst\u00e4ndig (bis pag. pagina 146) besitze, werden 45 neue Palmen aufgef\u00fchrt. Die Zahl aller bekannten Palmen w\u00fcrde hiernach er h\u00f6het werden m\u00fcssen. Ueber das Verh\u00e4ltni\u00df meiner Cousine zu Gustav Rasch wei\u00df ich nichts, indem\n wir schon seit Jahren au\u00dfer aller Verbindung mit ihr stehen. Pirijao vel Pihiguao , trunco\n aculeato, foliolis membra naceis,\n undulato-crispis, singulis racemis 50 vel 80 fructus largiens\n pomiformes, speciosissimos, flavos, ma turitate rubescentes, plerumque abortu apyrenos, 2\u20133 pollicares,\n coctos et assos alimentum prae bentes,\n Musae et Solani tuberosi modo, farinosum, saluberrimum. Cultam vidimus\n procerrimam hanc palmam in ripa Orinoci et Atabapi propter pagos San Balthasar et Santa Barbara . An genus\n novum? Nov. Nova Gen. Genera et Spec. Species I p. pagina 315. Im Publicum genie\u00dft aber dieser Mann keinen guten Ruf. Mit innigster Verehrung Ihr dankbar ergebenster CKunth. Berlin den 13 ten Januar 1849. Wie gern ich Ihnen immer mit dergleichen kleinen Ausweisen zu Befehl\n stehe, brauche ich wohl nicht von neuem zu versichern. Prof Professor Kunth gegen die Physiognomik .","186":"folia pinnata wo keine Taxod. Taxodium Judenkirchhof Ueberwallung In der dritten Auflage der Ansichten der\n Natur besch\u00e4ftigt sich Humboldt mit den Kniewurzeln von Taxodium distichum : Reisende haben\n diese Wurzel-Ausw\u00fcchse, da wo sie sehr h\u00e4ufig sind, mit den\n Grabtafeln eines Judenkirchhofes verglichen. Humboldt\n setzt sich zudem mit der \u00dcberwallung an Baumst\u00fcmpfen auseinander. Er\n fragt, wie scheinbar tote Stammenden \u00fcber viele Jahre Gewebe bilden\n k\u00f6nnen, ohne dass neue Zweige und Bl\u00e4tter entstehen. Kunth\n widerspricht im vorliegenden Schreiben der Annahme Heinrich G\u00f6pperts , dass diese\n Baumst\u00fcmpfe durch die Wurzeln benachbarter, lebender B\u00e4ume mit\n N\u00e4hrstoffen versorgt werden. Vgl. Humboldt 1849 , II,\n 202\u2013204. Kunth IV Hochzuverehrender G\u00f6nner, Folia pinnata kommen allerdings, wie Sie so treffend be merkt haben, haupts\u00e4chlich in den\n Familien vor, wel che auf der h\u00f6chsten\n Stufe der Entwickelung stehen, n\u00e4mlich den Polypetalen und zwar unter den peri gynischen bei den Leguminosen, Rosaceen, Tere binthaceen, Juglandeen, unter den hypogynischen bei den Aurantiaceen, Cedrelaceen, Meliaceen, Sapindaceen und\n Simarubeen. Die meisten Folia pinnata haben ohne Zweifel die\n Leguminosen aufzuweisen, aber gleichzeitig giebt es unter ihnen fast eben\n so viele mit Foliis ternatis, quinatis und digitatis. Folia simplicia sind in dieser Familie sehr selten z. zum B. Beispiel Cercis . 2 ( Doppelt gefiederte Bl\u00e4tter ( F. Folia bipinnata) finden sich am h\u00e4ufigsten in der Abtheilung der\n Mimoseen, au\u00dferdem auch bei einigen Caesalpinieen ( Caesalpinia , Coulteria , Gymnocladus , Gleditschia ),\n niemals aber unter den Papilionaceen.) Unter den Rosaceen (nach der Lindley - Endlicherschen Begrenzung, also mit Ausschlu\u00df der Drupaceen und Pomaceen) haben blos Rosa , Geum , Comarum , Agrimonia , Sanguisorba und einige Potentillen ( P. Potentilla anserina , P. Potentilla supina ) ge fiederte\n Bl\u00e4tter, h\u00e4ufiger sind hier folia ternata ( Fragaria ), quinata und digitata (Potentillae plerae que, Rubus );\n die meisten Spiraeen, welche gleichfalls hierher geh\u00f6ren, haben dagegen\n folia simplicia. S\u00e4mmtliche Juglandeen und Cedrelaceen ( Swietenia ), so wie die Mehrzahl der Aurantiaceen, Meliaceen, Simarubeen ( Quassia ) und Thereb Terebinthaceen , ( Pistacia , Comocladia , Schinus , Rhus .) haben folia pinnata; die Sapindaceen blos zum Theil ( z. zum B. Beispiel Sapindus , Cupania , Talisia , Melicocca , Koelreuteria ), indem 3 bei andern ( Cardiospermum , Serjania , Paullinia )\n folia bi-vel triternata und supradecomposita, zuweilen (in Dodonaea , Cossignia Cossinia ) selbst einfache Bl\u00e4tter vorkommen. \u2198 Zu den\n Familien, in denen weder folia pinnata noch \u00fcberhaupt composita\n vorkommen , geh\u00f6ren haupts\u00e4chlich\n die Gentianeen, Rubiaceen, Caryophylleen, Myrtaceen und Melastomaceen.\n Die Bl\u00e4tter dieser Familien sind au\u00dferdem integra und integerrima, mit Ausnahme der Melastomaceen, wo sie meist am Rande ges\u00e4gt,\n gez\u00e4hnt oder gekerbt sind. Durch durchsichtige Punkte (Dr\u00fcsen mit \u00e4therischem Oele) zeichnen sich die Bl\u00e4tter s\u00e4mmtlicher Aurantiaceen, Rutaceen, Diosmeen, Zanthoryleen und Myrtaceen aus. In den Labiaten,\n wo auch solche punktf\u00f6rmige Dr\u00fcsen vorkommen, sind sie blos oberfl\u00e4chlich\n und undurchsichtig. Ich kenne die sonderbaren Ausw\u00fcchse bei Taxodium recht gut, habe sie aber\n leider in meinem neuen Hand buche Kunth 1847 . nicht erw\u00e4hnt, wohl aber in der ersten Auf lage p. pagina 311 Kunth 1831 . am Ende der Familie der Coniferen. 4 Wurzelausw\u00fcchse. Sie entspringen auf den horizontalverlaufenden Neben- oder Tauwurzeln, und k\u00f6nnen f\u00fcglich mit A. Augustin de St. Saint - Hilaire Exostosen genannt werden. Sie treiben meines Wissens keine Zweige, k\u00f6nnen daher auch nicht mit\n den masrigen Ausw\u00fcchsen des Stam\u0305es Stammes ( z. zum B. Beispiel bei den Kiefern) verglichen werden, welche gerade durch Anh\u00e4ufung zahlloser Adventif knospen entstehen. Was die Ueberwallung betrifft, so glaube ich, da\u00df sich Goepperts Ansicht auf die fr\u00fchere unrichtige Vorstellung gr\u00fcndet, welche man sich fr\u00fcher von der Safterzeugung machte, wonach ein auf- und ab steigender Saft unterschieden und dem letzten die Bildung\n der Holz- oder Jahresschichten zugeschrieben wurde. ( S. Siehe mein Handbuch p. pagina 166 Kunth 1847 . .) Die Schichten eines solchen Stubben bilden sich wahrscheinlich,\n wie bei allen andern St\u00e4mmen aus seiner Cambium-Schicht, und sind\n keinesweges von einem benachbarten Baume abh\u00e4ngig, mit dessen Wurzeln die\n seinigen in Ver bindung stehen sollen. Auf\n \u00e4hnliche Weise schlie\u00dfen 5 sich (gro\u00dfe) Wunden der Rinde durch wulstartige Ueberwallungen und eingeschnittene Buchstaben, eingeschlagene N\u00e4gel\n und andere K\u00f6rper gelangen allm\u00e4lig in das Innere des Holzk\u00f6rpers ( Handb. Handbuch 143 Kunth 1847 . ). Hirschgeweihe, welche zuf\u00e4llig zwischen zwei naheliegenden Aesten abgestreift werden, dringen bei Verdikkung der selben allm\u00e4lig in den Holzk\u00f6rper\n ein und erscheinen sp\u00e4ter mit ihm verwachsen. Humboldt \u00fcbernahm diese Informationen unter\n Verweis auf Kunth fast w\u00f6rtlich in die Ansichten der Natur. Vgl. Humboldt 1849 , II,\n 203. Ich besitze die Goeppertsche Schrift Goeppert\n 1842 . und ein sehr sch\u00f6nes Beispiel einer solchen Ueberwallung, welches er\n mir selbst mitgetheilt hat. Auch erinnere ich mich einmal einen Pappel stubben gesehen zu haben, an dessen\n Spitze zahl reiche Aeste zwischen Rinde und\n Holz hervor gewachsen waren. Ich danke Ihnen verbindlichst f\u00fcr den g\u00fctigen Antheil, welchen Sie an meinem\n Befinden zu nehmen geruhen. Mein Fu\u00df ist ziemlich wiederhergestellt, nur wird mir das Gehen, namentlich auf der Stra\u00dfe , noch etwas sauer. Dr. Doktor Mitscherlich Wohl der Arzt Carl\n Gustav Mitscherlich . hat durchaus keine Besorgni\u00dfe. Ihren verehrten Brief von Montag Dieser Brief Humboldts konnte bislang nicht\n nachgewiesen werden. erhielt ich erst gestern Abend, was die Beantwortung verz\u00f6gert\n hat. Mit tiefster Verehrung Ihr dankbar ergebenster CKunth. Donnerstag d. den 1. febr. Februar 49.","187":"Sie haben mich, mein theurer Freund, durch eine sehr interessante Uebersicht der folia pinnata \u00fcberaus\n befriedigt. Haben Sie den schonsten sch\u00f6nsten Dank fur f\u00fcr Ihre Geduld! Ich mach mir fast Vorw\u00fcrfe, dass ich die Stellen uber \u00fcber Taxodium und besonders von der Ueberwallung habe in Ihren beiden Schriften Kunth 1831 ; Kunth 1847 . \u00fcbersehen k\u00f6nnen, denn niemand hat Sie fleissiger gelesen als\n ich . Mein Hauptverdienst ist , unter so vielen Zerstreuungen den Hang nach\n Klarheit erhalten zu haben. Schriften wie die Ihrige sind mir deshalb so wichtig weil sie meinen Denkreis Denkkreis reinigen. Ich werde gewiss, wo ich bei der Ueberwallung Goepperts hab Idee von Ver schlingung der Wurzeln habe erw\u00e4hnen m\u00fcssen , gewiss Ihre Mein entgegensezte seine Meinung auf meinem Correcturbogen Vgl. Humboldt 1849 , II, 203\u2013204. anf\u00fchren. Schenken Sie mir aber noch einige Zeilen Belehrung.\n Dass Stubben ohne Zweige u und Blatter Bl\u00e4tter zu treiben aus dem Cambium durch die blosse fortgesezte Thatigkeit Th\u00e4tigkeit ihrer eigenen Wurzel Holzschich ten\n absezen , scheint mir doch ganz anders\n wunderbar, als die Ueberwallung in den Stammen St\u00e4mmen unabgehauener Baume B\u00e4ume . Wenn auch alles irrig ist was man von herabkommendem Safte gefabelt, so glaubte ich doch dass wegen des\n all gemeinen Zusammenhang Zusammenhangs des Organismus zwischen Wurzel und\n belaubten Zweigen ein Pumpsystem statt findet, dass die\n Wurzelenden von B\u00e4umen die Laub haben mehr einfangen und also mehr\n Cambium und am bilden als ein Blattloser Stubben.\n Das Stillestehen, Verlangsamern der Vege tation im Winter wo\n die Blatter Bl\u00e4tter abfallen, scheint mir dies zu bestatigen best\u00e4tigen . Ich dachte mir den Nuzen der Verschlingung der Wurzeln mit einem belaubten Zapfenbaume ohne zurukkehrende zur\u00fckkehrende Safte S\u00e4fte . Sie wissen, ich lasse mich immer gern belehren . Ihr A Ht Freitags.","188":"Ueber das merkw\u00fcrdigste aller kieselschal. kieselschaligen Polygastren- Lager da von Fremont . Aehnl. Aehnlichkeit von (\u2609) Californ Californien u und Sibir. Sibirien in Polyg Polygastren Die besseren Aussichten meines Horizontes ermutigen mich zur Hoffnung, da\u00df\n auch morgen ein Tag verst\u00e4ndiger Wahlen seyn werde. M\u00f6ge es bey Ihnen\n am weiteren Horizont auch so seyn. Vor allem m\u00f6gen Sie gesund seyn. Da Sie wohl des califor nischen Goldes halber\n auch man che Unruhe durch allseitige Fragen\n haben, so melde ich Ihnen das Curiosum , welches mich seit einiger Zeit besch\u00e4ftigt hat. V Von Raumer brachte 1844 f\u00fcr mich einige\n Erden aus Nordamer rika mit, unter anderen einen von Dana am Columbia River im Oregon gefundenen Tripel. Im Februar\n 1845 (vor 4 Jahren) theilte ich der Akademie mit, da\u00df dieses\n Infusorien-Gebilde nur allein mit einem sibirischen \u00fcbereinstimmt , und zwar in vielen sehr ausgezeichneten Formen. Es sey eine Terti\u00e4r-Ablagerung brakischer Natur. Sonderbar ist es, da\u00df Califor nien sammt Oregon\n auf der ganzen Erde, auch im Golde, nur mit Sibirien \u00fcbereinstimmen denn ich lese, da\u00df der Lieut. Lieutnant Coeher den Golddistrict bis nach Oregon hin schon im Sept. September 1848 ausdehnt. In meinem Aufsatze \u00fcber das kleinste Leben als geologisches Moment\n 1845. pag pagina 9 10 und 11. ist die Ver gleichung mit Sibirien\n er\u00f6rtert. Au\u00dferdem erhielt ich vor einiger Zeit durch die nordamerika nische Gesandtschaft (Herrn Donelson ) Proben des merkw\u00fcrdigsten aller Polygastren Lager,\n welches Capit. Capit\u00e4n Fremont 1845 beschrieben hat. (Re port of the exploring expedition to the Rocky mountains. pag. pagina 200 und 302.) Es ist 500 Fu\u00df m\u00e4chtig und mit einem 200 Fu\u00df hohen\n Lager von dichtem Ba salt bedeckt. Dieses\n m\u00e4chtigste aller bekannten Lager von reinen\n kieselschaligen (thonartige) Polygastren bildet senkrechte Thonw\u00e4nde am Wasserfall\n aux ch\u00fbtes des Columbia River 121\u00b0 Long. Longitudo 44 1\/2\u00b0 Lat. Latitudo Ich habe 84 Species daraus bestimmt . Es sind meist weit verbreitete Terti\u00e4r Formen, keine sibirischen\n Charakter formen. Daher scheint dieses Lager am oberen Columbia nicht gleichzei tig\n mit dem eben da unterhalb von Dana gefundenen zu seyn. Wie ist es m\u00f6glich, da\u00df sich so ungeheure S\u00fc\u00dfwasser - Bildungen erzeugen? Ist da ein alter Teich gewesen von ernormem Umfange, der\n sich ausgef\u00fcllt hat? 500 Fu\u00df! Gew\u00f6hnlich sind solche Lager 2 \u2013\n 10 \u2013 50 Fu\u00df m\u00e4chtig. Bailey hat schon in Fremonts Reise einige Arten (23) verzeichnet, aber nicht richtig benannt und un kenntlich abgebildet. Die Formen-Mischung und die Hauptformen, welche die Masse bilden sind auch\n im Biliner, Casse ler und Eifeler Polirschiefer herrschend. Einige, nicht viele Daten sind characteristisch. Vielleicht schickt man mir aus Califorien selbst auch Erden zu. In herzlicher Verehrung Ihr dankbarster Ehrenberg 10\/2\/49.","189":"Excellenz, Ich kann vom Vaterland nicht scheiden, ohne Ihnen noch\n einmal unseren innigsten, tiefsten\n Scheidegru\u00df zuzurufen, wenn auch unser Fu\u00df noch auf heimischen heimischem Boden weilt, den wir erst am 25 sten M\u00e4rz verlassen k\u00f6nnen. Die\n wahrhaft riesigen Massen von Gep\u00e4ck k\u00f6nnen erst bis dahin verpackt werden\n und m\u00fcssen sogar noch in Bezug auf ihr Volumen noch vielfacher Ver\u00e4nderung\n unterworfen werden. Der Sonntag ist der Scheidetag vom Vaterlande , der Tag wo unser Herz den dem bittern Schmerz verf\u00e4llt, d en as letzt en e \u00e4u\u00dfer en e Band durchschnitten zu sehen, das es an jenes kn\u00fcpft. Ich benutze den ersten freien Augenblick, der mir wird, um Euer Excellenz mitzu theilen, da\u00df mir Herr Alex. Alexander Mendelssohn einen Wechsel auf meinen Cousin, Carl Schomburgk in Hamburg gegeben, den dieser auch acceptirt hat,\n so da\u00df wir durch die G\u00fcte dieser beiden M\u00e4nner aus einer Verlegenheit\n gerissen sind, die uns gewi\u00df manche tr\u00fcbe Stunde noch tr\u00fcber gemacht. Dank\n Ihnen, edler Mann, da\u00df durch Ihre g\u00fctigen Zeilen Herr Alex. Alexander Mendelssohn bewogen worden ist, sich unser anzunehmen. Richard und die beiden Frauen Maria und Pauline Henrietta\n Schomburgk . sind eben an Bord und richten unsere kleine Coje her, um den\n k\u00fcmmerlichen Raum, der uns geworden, wenigstens so freundlich als m\u00f6glich\n auszustaffiren . Alle drei stimmen vom Grund\n ihres Herzens mit mir in den innigsten unserer W\u00fcnsche ein: M\u00f6ge der Herr\n seine sch\u00fctzende Hand \u00fcber Ihr theures Haupt halten, Sie aber uns allen\n eine Liebe erhalten, die unser Stolz war und heut und morgen unser Stolz\n bleiben wird. Hamburg den 21 sten M\u00e4rz\n 1849 . Otto Schomburgk (Ferdinand\n Blass & Schomburgk Hamburg ) Sr. Seiner Excellenz dem Wirklichen Geheimen Rath Alexander von Humboldt. Ritter h\u00f6chster Orden etc. Berlin Oranienburgerstr Oranienburger Stra\u00dfe 67.","190":"an Prof. Professor Ehrenberg Sein Sie barmherzig! Ich m\u00f6chte sogern etwas Text von Maaren der Eiffel benuzen . AHt Verzeihung: ich hatte die Bogen mit anderen verlegt. So ist denn\n endlich die blutige Erl\u00f6sung f\u00fcr Dresden ge kommen. Die Besiegung ist ganz\n vollbracht heute Nachmittag laut tel. telegraphischer Depeche . AHt Mittwoch Nacht Der K\u00f6nig hat mich gehindert in die G. Geographische Ges. Gesellschaft zu kommen. Sylphium ?","191":"26. Mai 1849 Bei der langen Bewunderung die ich f\u00fcr Ihre viel umfassende recht eigentlich cosmische Arbeit hege, freue ich mich dass Sie nie durch Zwang sich in die Publication des Unersch\u00f6pflichen, Sie zu vollenden gest\u00fcrzt sind. Ich bin\n oft in derselben Lage gewesen, auch in der mein theurer Freund \u00fcber die\n Wahl eines Titils 5 N\u00e4chte zu br\u00fcten . Meinen ersten Eindr\u00fccken oft trauend, muss ich gestehen dass als ich Ihren Brief empfing, mir zuerst der lange Titel misfiel, da er in der Abk\u00fcrzung \u201edes kleinsten Lebens 2ter Theil\u201c nichts charakterisirt, dazu woran ich\n fast zweifle Ihr erstes Werk, dem bei mir bloss der Titel \u201eInfusionsthiere\u201c vorgeheftet ist, ja wohl nicht Das kleinste Leben Th Theil I heisst. In dem Falle m\u00fcsste also ein Titel mit Th Theil I nachgeliefert werden was da Ihr Buch \u00fcberall gebunden ist, f\u00fcr\n das Publicum unbequem w\u00fcrde . Ich w\u00fcnschte dabei dass die neue Arbeit nicht als Fortsezung auftrete, da sie als Gegenst\u00fcck doch schon an sich erscheint . In\n dieser ersten Sie tadeln den Stimmung gingen mir\n durch den Kopf a) Die Vorwelt in ihren kleinsten Lebensformen geschildert von ...\n Ehrenberg . b) Microscopische Vorwelt c) Microscopische Protogaea d)Kleinstes d) Thierleben der Vorwelt e) Kleinste Lebensformen der Vorwelt Am anderen Tage hat alles das mir wieder nicht gefallen etwa a und b abgerechnet. Es cirtirt citirt sich leicht Ehrenbergs Vorwelt , Ehrenb .Ehrenbergs microscop microscopische Vorwelt . Die vorange schikte Betrachtung \u00fcber das\n neue Titelblatt Th Theil I ist nicht unwichtig . In Uebersezungen hat macht das kleinste Leben auch Schwierigkeit . Vita minima ist auch der schlafende Zustand jener Dame aus Bologna. Vie minime ist\n ganz unfranz\u00f6sisch. The smalest life erfordert einen langen Nachsaz . f) Die fossilen Infusorien scheint mir zu n\u00fcchtern. Ich w\u00fcrde den Titel lieben wenn das\n vorige Werk hiesse Die lebenden Infusorien . g) Infusorien der Vorwelt oder Vorwelt liche Infus. Infusorien g h ) Geologie der Infusorien ist dem tieferen Sinne nach gewiss zu vertheidigen, klingt aber gesucht. Ich fing diesen Brief heute morgen an um Ihnen zu rathen bei Ihrem Titel zu bleiben eben jezt aber mis f\u00e4llt\n er mir wieder als zu unbedeutend, schon im ersten\n Theile verbraucht, das Charakterische Charakteristische Vorweltliche nicht genug bezeichnend. Ich habe wieder Vorlieben f\u00fcr a e od oder f\u00fcr das sehr einfache g: Infusorien der\n Vorwelt ein Beitrag zur Geognosie Die Einwendung dass viele dieser Lebensformen besonders die in der Luft\n schwebenden noch jezt lebend gefunden werden, hat ihre L\u00f6sung (Sie w\u00fcrden\n es in der Vorrede sagen) in dem Umstande, dass unsere Terti\u00e4rfomationen\n auch theilweise, unter den fossilen Muscheln, in der N\u00e4he lebende der\n jezigen Meere darbieten, wie Ust-urt Muscheln des Casp. Caspischen Meeres . Sie sehen aus meinen 8 Titeln, dass ich mich gern mit Ihnen besch\u00e4ftige: W\u00e4hlen Sie ja wie Ihnen das Herz steht. Einen Titel und eine Braut l\u00e4sst man sich nicht empfehlen. Ich werde mich selbst mit dem\n anliegenden Blatte vers\u00f6hnen . Kommen Sie zu mir um mir Ihre Entscheidung zu sagen alle Tage nur nicht morgen Sontags, zwischen 1 und 2 Uhr . Bringen Sie aber diese Titelliste mit . Ihr AlHumboldt B Berlin den 26 Mai 1849 Wenn Sie von Ihrem fr\u00fchern Titel abgehen, so k\u00f6nnten Sie ihn in der\n Einleitung umst\u00e4ndlich herausheben . Die Gegens\u00e4ze vom Phys. Physikalischen und Geognost. Geognostischen Theil haben viel sch\u00f6nes das zu retten ist .","192":"Der Name und die r\u00fchmlichen Unternehmungen der Gebr\u00fcder Schlagenweit Schlagintweit Hierzu z\u00e4hlen botanische und\n glaziologische Forschungen in den Alpen, sowie Bergbesteigungen unter\n anderem im Monte-Rosa-Massiv . , Ihre treflichen Arbeiten \u00fcber den Kohlens\u00e4ure Gehalt der Atmosph\u00e4re Schlagintweit, H.\/Schlagintweit,\n A. 1850 , 455\u2013468. sind mir l\u00e4ngst bekannt. Ich werde eine recht grosse Freude haben Sie beide Sonnabend zwischen 12 und 1 U Uhr \u00bd hier zu empfangen, wenn Ihnen Tag und Stunde nicht\n unbequem sind. Die Abhandlung \u00fcber die Geogr. Geographie der Pflanzen in den bayerischen\n Voralpen Schlagintweit, H.\/Schlagintweit, A. 1850 , 455\u2013468. hatte ich mir l\u00e4ngst gew\u00fcnscht. Das Werk \u00fcber die phys. physicalische Geographie der Alpen Schlagintweit, H.\/Schlagintweit, A. 1850 . , dessen inhaltsreicher Prospectus ich die Ehre haben werde, Ihnen zur\u00fcckzugeben, verspricht das vielumfassendste Werk welches seit Saussure Saussure\n 1786\u20131796 . erschienen ist. Mit der ausgezeichnetsten Hochachtung Ew Euer Wohlgeboren gehorsamster AlHumboldt Potsdam , den 21 . Juni 1849","193":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg in Berlin Zimmerstr. Zimmerstra\u00dfe 84 frei Wie tief bedaure ich, mein theurer Freund dass Sie wieder einen so schmerzlichen Verlust in Ihrer Familie gehabt. Und Ihr verdienstvoller Bruder dem wir so vieles Interessante aus Mexico verdanken, hatte gewiss das Uebel sich nicht durch Unvorsicht\n zugezogen . Dazu ist die Krankheit so perfide, dass nach scheinbarer Heilung so oft Typhus od. oder Lungenschlag eintreten. Ihre neuen Forschungen \u00fcber das Tote\n Meer Ehrenberg 1849b sind voll unerwarteter Thatsachen und zeigen wie Leben \u00fcberall\n verbreitet ist . Sehr wichtig ist Ihre\n Unterscheidung dessen was dem Toten Meere lebend gehrt geh\u00f6rt und was der Kreideformation auf der die Wasser ruhen. Zu lezterer\n geh\u00f6rt also vielleicht nun das Madreporen St\u00fcck Porites elongata Lam. Lamellibranchiata das der Marquis de\n l\u2019Escalopier auf den Ufer n des toten Meeres gesammlet. Lesen Sie Valenciennes in meiner Asie\n centrale T Tomus II p pagina 517 wo auch einiges \u00fcber Verschiedenheit? der Corallen des toten u und mittell\u00e4nd. mittell\u00e4ndischen Meeres , \u00fcber das niemand besser, als Sie,\n entscheiden kann. Ihre phrygischen\n Infusorien S Seite 193 sind ja doch wohl nicht eigent lich in Gyps\n sondern in Kreide die wie in Pohlen Gyps ein schiesst. Mit alter Verehrung Ihr AHt Potsdam Mittw. Mittwoch","194":"Ist es doch als m\u00fcssten die edelsten Menschen, in diesen Zeiten, am tiefsten die Schl\u00e4ge eines unerbittli chen\n Schiksals erfahren! Was haben Sie, theurer Freund, nicht seit einem Jahre f\u00fcr Verlust erlitten und wie r\u00e4th selhaft ist dabei der endemische Zu stand der\n Gegend, wo das t\u00f6tet, was zu anderer Zeit ein Schnupfenfieber hevorgebracht\n h\u00e4tte. Empfangen Sie den erneuerten Ausdruk meines innigen Schmerzes. Ich\n muss den 29sten mit dem K\u00f6nig wieder nach\n der K\u00fcste und nach R\u00fcgen . Und wie Ihre grossen Arbeiten bei diesen Unf\u00e4llen unterbrochen werden, bei Ihnen in dem Gem\u00fcthlichkeit der Geistes begabtheit\n gleich steht . Ihr AlHt P. Potsdam Donnerstags","195":"Euer Excellenz Ihrem Wunsche gem\u00e4ss Humboldt f\u00fcgte Textstellen und\n Inhalte dieses Briefes in sein Werk Kosmos ein.\n Vgl. Humboldt 1845\u20131862 ,\n III, 71 f. bin ich so frei Ihnen die Stelle aus Saussure Saussure 1786\u20131796 . mitzuteilen, erlauben Sie, dass wir Ihnen zuerst unseren herzlichen\n Dank f\u00fcr die grosse Freude aussprechen, die Sie uns durch die g\u00fctige\n Zusendung Ihrer Ansichten der Natur 1849 erschien die dritte Auflage von\n Humboldts Ansichten der Natur ( Humboldt 1849 ). bereitet haben. Die Stelle \u00fcber das sichtbar werden der Sterne am Montblanc fand ich noch Sonntag\n abends, wenn ich bis jetzt verschob, Ihnen dar\u00fcber zu schreiben, so war es nur weil ich alle Excursionen auf gr\u00f6ssere Berge, die in den Voyages d e nthalten sind, durchging um das Ph\u00e4no men etwa ein 2tes Mal erw\u00e4hnt zu finden; allein es kom\u0305t\n nicht mehr vor; Die Stelle findet sich in der Quartausgabe der Voyages dans les\n Alpes\n Neu f ch\u00e2tel 1779\u20131796 Band IV. Seite 199. \u00a7 2007 Vielmehr \u00a7 2009. Vgl. Saussure 1786\u20131796 , IV,\n 198f. . Da Saussure dort sagt, dass\n nicht er selbst sondern nur seine F\u00fchrer 1995 \u00d7 6 = 11970 In dieser Nebenrechnung rechnet\n Humboldt die in Saussure\n 1786\u20131796 , IV, 144 angegebene H\u00f6he des zweiten Nachtlagers\n von 1995 Toisen bei der\n Besteigung des Mont Blanc durch Horace-B\u00e9n\u00e9dict de Saussure im\n Jahr 1787 in franz\u00f6sische Fu\u00df um. die Sterne sahen, darf ich wohl meinen Brief so weit ausdehnen Saussure s eigene Worte dar\u00fcber anzuf\u00fchren: Etoiles visibles en plein jour s . La grande\n puret\u00e9 et la transparence de l\u2019air , qui\n sont les causes de l\u2019intensit\u00e9 de la couleur bleue du ciel , pro duisent vers le haut du Mont Blanc un singulier ph\u00e9nom\u00e8ne , c\u2019est que l\u2019on\n peut y voir les \u00e9toiles en plein jour s , mais\n pour cela, il faut \u00eatre enti\u00e8rement \u00e0 l\u2019ombre et avoir m\u00eame au-dessus\n de la t\u00eate une masse d\u2019ombre d\u2019une \u00e9paisseur considerable, sans\n quoi , l\u2019air trop fortement \u00e9clair\u00e9 fait \u00e9vanouir la faible clart\u00e9 des\n \u00e9toiles. L\u2019endroit le plus convenable pour faire cette observation le\n matin , \u00e9tait la mont\u00e9e qui conduit\n a l\u2019\u00e9paule du Montblanc , \u00a7. 1985 Saussure verweist hier auf \u00a7 1985 seines\n Werkes (vgl. Saussure\n 1786\u20131796 , IV, 165\u2013167). ; quelques-uns des guides ont assur\u00e9 avoir vu de-l\u00e0 des \u00e9toiles;\n pour moi je n\u2019y songeais pas, en sorte que je n\u2019ai point \u00e9t\u00e9 le\n t\u00e9moin de ce t ph\u00e9nom\u00e8ne; mais l\u2019assertion uniforme des guides ne me laisse aucun doute sur la r\u00e9alit\u00e9. In dem erw\u00e4hnten \u00a7 1985 Vgl. Saussure 1786\u20131796 , IV,\n 165\u2013167. findet sich dass f\u00fcr diese Stelle keine H\u00f6henangabe, sondern nur dass sie Saussure \u00bd halbe Stunde vor nach dem Aufbruche vom 2 ten Nachtlager ( 1995 Toises )\n erreichte n . Die Besteigung begann am 1 sten August 1787; die Sterne wurden am 3 ten August morgens gesehen. Wir selbst haben bei unseren Expeditionen auf die den Gro\u00dfglockner 12213 p. F. Pariser Fu\u00df 12213 Par F. Pariser Fu\u00df die Wildspitze 11489 p. F. Pariser Fu\u00df und den Similaun 11135\u2032 Forschungsergebnisse zu ihren\n Expeditionen in die Alpen ver\u00f6ffentlichten Adolph und Hermann\n Schlagintweit in ihrem Werk Untersuchungen \u00fcber die physicalische Geographie der Alpen in ihren\n Beziehungen zu den Ph\u00e6nomenen der Gletscher, zur Geologie,\n Meteorologie und Pflanzengeographie . Vgl. Schlagintweit, H.\/Schlagintweit, A.\n 1850 . niemals weder auf dem Gipfel noch etwas unterhalb desselben Sterne\n gesehen, auch die F\u00fchrer, welche uns dabei begleiteten , berichteten uns nie von fr\u00fcheren Beobachtungen \u00e4hnlicher\n Art. Ich bin mit ausgezeichneter Hochachtung und Verehrung Euer\n Excellenz dankbarst ergebebener Hermann\n Schlagintweit Dorothstr. Dorotheenstra\u00dfe 86.87. Berlin den 25 . Oct. October 1849. 2760 2460 \u00d7 6 = 14760 Umrechung eines Toisen-Wertes in\n franz\u00f6sische Fu\u00df. Sterne bei Tage sehen. ( Montblanc )","196":"Auszug aus einem Schreiben Sir William Hooker\u2019s an den Geheimerath Bunsen . Kew . 4 ten December 1849: In the matter of\n M r. Hannemann , your\n Excellency will see at once that Humboldt\u2019s testi mony is a host in itself and therefore I shall\n \u201estretch a point\u201c to make an opening for him in the spring: \u2014 earlier than the month of May however I could not with\n propriety. But if that time will suit\n M r. Hanne mann and if he will inform me so, I will\n take care he shall be then admitted. Wenn auch Hooker erst fur f\u00fcr das Fruhjahr Fr\u00fchjahr eine bestimmte Anstellung dem Herrn Hannemann verheissen hat, so ist doch wohl, wegen der freundlichen Art, wie\n er die Sache aufgenommen zu hoffen, dass er ihn fr\u00fcher an Andere empfehlen wird. Ihre W\u00fcnsche, theurer Freund, werden also wohl erfullt erf\u00fcllt werden . AlHumboldt Potsdam 9 . Dec December 1849 Ich habe eben der geogr geographischen Gesellschaft durch Ritter Briefe des\n jungen Hooker mitgetheilt vgl. Humboldts Schreiben an Ritter, Potsdam,\n Sonntag, [vor 5. Januar 1850], Humboldt 2010 , 108\u2013109. ( Jul. Julius 1849) nach denen er tief in Thibet eingedrungen ist, dort viele\n Pflanzen sammlet, aber in Hoch ebenen 15000 Fuss lebt, eine Hohe H\u00f6he in der er seiner Constitution nach, immer an Kopfweh leidet.","197":"Berlin am Weyhnachtheilig Abend 1849. Innig\n verehrter Herr Baron Herzliche W\u00fcnsche zum gesund erlebten Weyhnachtsfeste m\u00f6gen diesen Brief einleiten\n und von Ihnen freundlich empfangen seyn, Sie auch wirklich in bester Gesundheit\n antreffen. Von Dr. Doktor Buschmann h\u00f6rte ich, da\u00df es Ihnen vor wenig Tagen\n ja k\u00f6rperlich wohl erging. Demn\u00e4chst melde ich Ihnen, da\u00df ich das durch Dr. Doktor Buschmann Vermittlung vor einiger Zeit aus Ihrer\n Bibliothek entliehene K\u00fctzing\u2019sche Infusorien\n Buch heut wieder in Ihrer Wohnung habe abgeben lassen. || Der beiliegende an mich\n gerichtete Brief des Dr. Doktor Cohn in Breslau, einen offenbar\n philologisch gut ausgebildeten Botaniker, welcher darauf aufmerksam macht, da\u00df die\n Bluterscheinung auf Bohnenbrei bei Lucian als\n einer der alt pythagor\u00e4ischen Gr\u00fcnde gegen den Genu\u00df der H\u00fclsenfr\u00fcchte vorkomme,\n sende ich Ihnen des wissenschaftlichen Interesses halber zu. Bisher habe ich an\n meinen Nachfolgern im Studium nur Aerger gehabt, endlich werden doch auch verst\u00e4ndig\n ausgebildete j\u00fcngere Kr\u00e4fte sich des kleinen Lebens mit etwas Begeisterung annehmen,\n nicht blo\u00df neue Species suchen. Um gelegentliche g\u00fctige R\u00fccksendung bittend. In\n der vorlezten Classensitzung der Akademie, im November, habe ich eine erste Reihe von\n 51 mikroskopischen Organismen vorgelegt, welche nach meinen || Untersuchungen in dem\n berner Oberlande, wo ich 4 Gletscher bestieg, das in diesen Eismassen, auf und unter\n denselben vorhandene th\u00e4tige kleine Leben begr\u00fcnden. Diese Untersuchungen, da sie ein der M\u00fche werthes Resultat\n ergaben, haben mich wieder \u00fcber eine schwere Zeit meines Lebens weggehoben. Die schon\n gedruckte Mittheilung werde ich Ihnen bald ausf\u00fchrlicher \u00fcbersenden k\u00f6nnen. Auch\n theilte ich der Akademie mit, da\u00df der Meteorstein von 1438, welcher als der ber\u00fchmte\n Luzerner Drachenstein bekannt ist (praeferendus sane omnibus omnium umscorum curiosis\n est Lucernensis Draconita sagt Scheuchzer Itenera alpina Scheuchzer\n 1708 III p. page 367) nicht wie Chladni schreibt ein\n k\u00fcnstlich gerundeter Thonstein, sondern ein nat\u00fcrlich kugelrunder Kiesel-Morpholith\n ist, den ich in der Familie Meyer von\n Schauensee nach einigem Suchen in Luzern wieder aufgefunden habe samt\n den alten ihn beglaubigenden Gerichts Urkunden. Alle Zweyfel \u00fcber den meteorischen ||\n Ursprung lassen sich nicht beseitigen, besonders da Chladni Feuerstein nimmermehr f\u00fcr meteorisch gehalten h\u00e4tte, unm\u00f6glich\n ist es aber nicht, da\u00df, wie dieser so ber\u00fchmte und beglaubigte Meteorstein, sich\n viele morpholithische Feuerstein Kugeln aus der Atmosph\u00e4re herabgesenkt haben. Die\n meisten m\u00f6gen zerplazt seyn und dann f\u00fcr gemeine Feuerstein-Fragmente bisher gehalten\n worden seyn. Ich habe darauf hingewiesen wie die B\u00e4tilien ? der\n alten Arzneykunde in Syrien ausdr\u00fccklich kugelrunde nicht pyramidale Steine gewesen,\n so da\u00df sogar die Kugel des \u00c4sculaps offenbar wohl der heilkr\u00e4ftige vom Himmel stammende Meteorstein gewesen. Auffallend\n stimmt auch der geographische Hauptsitz des B\u00e4tilien ? Cultus\n mit der gr\u00f6\u00dften normalen Verbreitung der Blutregen \u00fcberein,\n was gewi\u00df nicht allein auf den geistigen Culturzustand der Menschen in jenen Gegenden\n hinauslaufen kann. Mit dem gro\u00dfen Werke r\u00fccke ich langsam aber doch immer zum Moos vor. Ungem\u00fcthlichkeiten und Kopfweh sind oft\n st\u00f6rend. Ich corrigire jetzt den 8ten Bogen und habe S\u00fcd-Pol, Australien und die\n Hauptl\u00e4nder Massen von West-Asien im Druck beendet. Das Brief bricht hier\n ab.","198":"II. Herr Ritter : Mittheilung aus einem\n Briefe des britischen General-Consuls Sir Rob.\n Schomburgk d. d. Santo\n Domingo vom 5. Febr. 1850 an Herrn A. von Humboldt Durch Herr von Humboldt g\u00fctigst\n mitgetheilt. Krieg, Revolution und Belagerungen sind keine Elemente welche zur F\u00f6rderung\n der Wissenschaft dienen. Das sch\u00f6ne Bild der Ruhe und Musse, um das Studium\n der Naturwissenschaften gelegentlich zu verfolgen, welches ich mir tr\u00e4umte,\n als ich hierher versetzt wurde, ist leider ganz durch die Wirklichkeit\n gest\u00f6rt, und ich habe nur wenige Augenblicke seit meiner Ankunft gefunden,\n um mich mei nen Lieblingsstudien zu widmen.\n Doch wagte ich trotz der Un ruhen, mit\n welchen die kleine Republik von aussen\n bedroht war, gegen Ende des vorigen Jahres (1849) eine Reise bis an die s\u00fcdwestliche Grenze zu unternehmen, wobei ich bis in das Fluss gebiet der Artibonite vordrang. Die herrschenden Feindseligkeiten zwischen dem grossen Kai serthum Hayti (bestehend aus einer Gesammtbev\u00f6lkerung von un gef\u00e4hr 450000 Seelen) und der hiesigen dominicanischen Republik , n\u00f6thigten mich, dort umzukehren.\n W\u00e4hrend dieser Reise besuchte ich auch den See Henriquillo , ohne Zweifel einst durch eine Con vulsion dieses Theils des\n Erdstrichs nach den ihn umgebenden Terrain emporgehoben. Ich habe Corallen\n auf den nahen Bergen bis auf 800 Fuss H\u00f6he gefunden, und noch n\u00e4her am See\n findet man ganze Lager fein gezweigter Corallenst\u00f6cke . Fossile Muscheln, bestehend aus Genera und Species, die\n man noch immer im Meere findet, sind sehr h\u00e4ufig; viele besitzen noch den\n Farbenglanz, und ich w\u00fcrde die Zeit, wo die gewaltige Erhebung statt fand,\n ohne weiteres der neuen terti\u00e4ren Periode zuschreiben, h\u00e4tte ich nicht\n einige Muscheln mehrere Meilen \u00f6stlich vom jetzigen Ufer des Sees ge funden, welche einer \u00e4lteren Periode\n anzugeh\u00f6ren scheinen. Diese Muscheln sind von mir an den Professor Edward Forbes zur Vergleichung und Bestimmung abgesandt worden. \u2013 Der See selbst ist\n nach Sch\u00e4tzung etwa 45 engl. geogr.\n Meilen lang und 3 \u2013 5 Meilen\n breit; sein Wasser ist salzig, jedoch bei weitem nicht so reich im Gehalt,\n als das Meerwasser. Das Meer mag am n\u00e4chsten Puncte etwa 25 engl. Meilen vom See\n entfernt sein. Das Wasser des Sees steigt und f\u00e4llt mit Ebbe und Fluth, jedoch nur einige Zoll. Allein ausser\n dieser periodischen Bewegung gibt es noch eine zweite, viel merkw\u00fcrdigere;\n n\u00e4mlich das Niveau des Sees steigt langsam f\u00fcr 1, 2 oder 3 Jahre ganz unabh\u00e4ngig von der Menge des\n herabfallenden Regens, und, wenn diese Steigung das Maximum erreicht hat,\n zu welcher Zeit alle An pflanzungen am Ufer\n des Sees unter Wasser stehen, f\u00e4llt\n das Was ser wieder nach und nach in einer\n \u00e4hnlichen Periode, bis der See den Stand seines Minimum erreicht hat. Zuweilen braucht das Ansteigen\n zum Maximum 1, 2 bis 3 Jahre, zuweilen erreicht es diess in einer weit\n k\u00fcrzern Periode. Ausser dieser Steigung besitzt Henriquillo noch eine andre Merkw\u00fcrdigkeit, n\u00e4mlich eine\n partiale Anschwellung, welche sich nicht \u00fcber die ganze Oberfl\u00e4che des Sees erstreckt, und sich jetzt auf der nordwestlichen, zu einer andern Zeit vielleicht auf der s\u00fcd \u00f6stlichen Seite zeigt. Diese Nachrichten\n erhielt ich vom Vicar-Gene ral, dem Padre Elias , Coadjutor des Erzbischoffs , einem Manne von be deutenden Kenntnissen (Jesuit) welcher\n lange Zeit in der N\u00e4he des Sees gewohnt hat. Noch vieles andere w\u00e4re \u00fcber den See zu be richten. Nur noch einiges \u00fcber die Bestimmung der L\u00e4nge der Hauptstadt Santo Domingo , wo der katholische Glaube die\n erste Cathedrale der neuen Welt erbaute! Diese Bestimmung beruht auf\n chronometrischen Distanzen zwischen Port\n Royal in Jamaica und dem\n Ankerplatz f\u00fcr Kriegsschiffe in der Rhede von Santo Domingo . Sie ist auf 6 Chrono meter gest\u00fczt, welche vorher in Port Royal regulirt waren. Der Ankerplatz war diesen\n Abst\u00e4nden gem\u00e4ss in 69\u00b0 51\u2032 12\u2033 W. v.\n Gr., welches auf meine Residenz reducirt 69\u00b0 52\u2032 12\u2033 =\n 72 14 35 auf Paris reducirt. Die bisherigen Beobachtun gen gaben 72\u00b0 19\u2032 52\u2033 ( Oltmanns ) A. v. Humb. ), f\u00fcr den Flag genstock auf meinem Hause (British\n Consulat) gibt. Die Reise zwischen Port Royal und Santo Domingo , wurde im K\u00f6nigl.\n Kriegsdampfer Vixen in 3\u00bd Tagen zur\u00fcckgelegt. Fer ner ist auch die Bestimmung dieser Distanz durch das k\u00f6nigliche Dampfschiff Helena, und jener zwischen Havanna und Santo Do mingo durch den\n franz\u00f6sischen Kriegsdampfer Crocodile in Betracht gezogen worden. Unsere Aussichten hinsichtlich des Friedens sind noch sehr tr\u00fcbe. Faustin I. Kaiser von Hayti hat der dominicanischen Republik Ver nichtung gedroht. Er hat 40,000 Mann Truppen gesammelt, um dieses kleine Land, das nur eine Bev\u00f6lkerung von 230000 Seelen be sitzt, mit Feuer und Schwert zu verheeren\n und hat gedroht, we der Alter, noch\n Geschlecht, selbst das Kind im Mutterleibe nicht zu schonen. Dennoch ist\n Hoffnung vorhanden, dass die kleine Schaar Dominicaner um Ihren Heerd, ihre\n Familien zu vertheidigen, vier fache St\u00e4rke\n in ihrer Armee besitzt. Der Libertador, General Santana , schlug voriges Jahr mit 606\n Dominicanern die haytianische Armee unter Soulouqu\u00e8s (jetzt Kaiser Faustin) eigenem Befehl, und es\n wird dem L\u00f6wen von Seybo (wie Santana hier genannt wird) wohl wieder gelingen, mit einer \u00e4hnlich verh\u00e4ltnissm\u00e4ssig geringen Zahl dasselbe zu vollbringen.","199":"11\/3 1850. Beigehend erlaube ich mir Ihnen die gew\u00fcnschte n\u00e4here Auskunft \u00fcber den Pythagor\u00e4ischen Homun culus zu \u00fcbersenden. Es scheint mir an der Sache kein Zweifel\n \u00fcbrig zu bleiben, obwohl die alte Mystik sich in verschiedenen Ausdr\u00fccken\n be wegt. Es geht auch aus dem Worte hervor, da\u00df es immer wieder, nicht Nelumbium , sondern Vivia Raba betrifft. Das \u03cc\u03b4\u03c9\u03b4\u03c3\u03c4\u03b1 \u03ac\u03bd\u03b4\u03c1\u03c9\u03c0\u03b5\u03af\u03bf\u03bd \u03be\u03c3\u03bd\u03bf\u03c5 soll gewi\u00df nicht Geruch hei\u00dfen, wohl Witterung, Merkmal. Ich glaube auch\n man mu\u00df \u00fcbersetzen \u201eWenn\n jemand zur Zeit wenn die bl\u00fchenden Bohnen die Bl\u00fcthen ansetzen und die Blume bald ihre Flecke bekommt, Bohnen (nicht ein\n St\u00fcckchen Blume) in einem irdnen Topfe u und s. so w weiter .\u201c Doch ich versuche nicht weiter die Zauberformeln aufzul\u00f6sen, da die\n Pythagor\u00e4er selbst wohl so viel Schwierigkeit dabey gefunden haben als die\n Alchymisten beym Stein der Weisen. Verehrungsvoll Ihr dankbarster Ehrenberg","200":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg, Zimmerstrasse n numero 84. frei Verzeihung, mein theurester Freund, wenn des D r Doktor Schultz Abreise nach Jerusalem , die Nothwen digkeit, ihm Empfehlungen zum Benuzen der Archive in Wien zu verschaffen, auch des Miss. Missionars G\u00fctzlaffs Ankunft aus Hong Kong mich neulich ab gehalten Sie\n zu sehen. Sie zweifeln wohl nicht an meiner Zuneigung. Es ist mir\n gegl\u00fckt den alten Creuzer noch vor seinem Tode in unseren Orden zu bringen . Jezt\n interessire ich mich in der neuen Wahl f\u00fcr Kunth (im Orden) sehr f\u00fcr den im Ganzen doch sehr\n verdienstvollen Hammer Fr Freiherr v von Purgstall , Praes Praesident der Kais Kaiserlichen Akad. Akademie der Wissenschaften . Ich will nicht werben, wenn Sie aber nicht sehr entschieden sind,\n klopfe ich bei Ihnen an! Ihr AlHumboldt Freitags","201":"Ich schreibe mein theurer Ehrenberg, diese Zeilen in grosser moralischer\n Aufregung ja recht eigentlich in grosser Be tr\u00fcbniss. Ich erfahre heute morgen ist erst was Herr v von Buch mir bei der Akademie angezettelt. Wenn\n man geben will solllte sollte man doch an die Individualit\u00e4t dessen denken, der empfangen soll.\n Nie bei keiner Akade mie werden lebenden Menschen B\u00fcsten gesezt.\n Staatsm\u00e4nnern thut man es in den Sizungszimmern nach ihrem Tode . Dazu die Schreckensb\u00fcste von Leibnitz , da wo Lagrange , Euler ... fehlen.\n Ich kenne die Welt genug, um zu wissen was einem solche Ehren einbringen wie Ruhm und Hohn sich eng verschwistert nahe stehen. Der Cultus-Minister Salvandy wollte dem Entdecker des Neptun Leverrier in dem Coll\u00e8ge wo er erzo gen ist, bei\n seinem Leben eine B\u00fcste sezen \u2013 mit welchem Hohn ist die Sache in allen Zeitungen behandelt worden . Wer wird sich mit Leibnitz zu ver gleichen wagen, und auch sein e B\u00fcste ist nach dem Tode gesezt . Alle Uebertreibungen erhalten ihren Lohn u und warum soll ich unbefragt das Opfer sein? Auch gegen den\n Despotis mus der Liebe rebellire ich! Ich w\u00fcrde\n directe Schritte thun, um wenn schon Be schl\u00fcsse gefasst werden, sie r\u00fcckg\u00e4ngig zu machen: aber wie schwer sind solche Briefe zu schreiben . Ich bin nicht 1800 sondern 1805 als ich von Mexico zur\u00fcckkam Mitgl Mitglied der Akad. Akademie geworden und 1855 liege ich gewiss schon ruhig in der Gruft. Ich\n flehe Sie an theurer Freund, von heute an Schritte zu thun: ich habe\n deshalb auch an B\u00f6ckh u und Encke geschrieben, meine Weigerung auch an Buch der mir schon die Scenen bei Kroll einst improvisirt hatte ausgesprochen. Man kann ja nicht so \u00fcber eines anderen individuelle Em pfindungen disponiren . Sie haben falsch den Beschluss gefasst , sein sollte ein leichtes\n Mittel der Sache eine gl\u00fckliche Wendung dadurch zu geben, dass den\n ungl\u00fcklichen Tag decretirt w\u00fcrde, mir die Ehre nach meinem Tode zu erweisen . Ich protestire ambulans gegen alle Lebendigen. Der lezte 14 Sept September hat mich schon krank gemacht . Die Furcht vor Festen deren Gegenstand ich bin ist bei mir\n un\u00fcberwindlich. Sie hindert mich schon vorher in meiner Arbeit und meine\n Ruhe ist anderen doch auch etwas werth. Ich habe nie von dieser Ernennung 1800 wo ich am Orinoco war,\n irgend eine Nach richt erhalten, erfahre heute zum ersten Male\n davon und protestire also gegen jede Festlichkeit die darauf Bezug hat\n und an der ich gewiss keinen Theil nehmen werde . Ich rechne auf Ihre Freundschaft und auf eine Gem\u00fcthsruhe\n deren ich bei so vielen Bedr\u00e4ngnissen des verworrensten Lebens (ich muss morgen zu Hoffeten nach Potsdam !!) so sehr bedarf. Helfen Sie mir und lassen Sie\n andere auf mich schelten . Ihr Sie innigst Liebender AlHumboldt Berlin Freitags.","202":"1850 Ihr Brief, mein theurer Freund, hat mich nichts weniger als beruhigt . Ich bleibe bei dem festen Entschlusse dass es von keiner Corporation, von keiner \u00e4usseren Macht abh\u00e4ngt, \u00fcber meinen Ruf nach ihren Ansichten zu verf\u00fcgen, mir eine Ehre\n anzuthun die mir schmerz haft wird , weil sie meinen innersten Gef\u00fchlen entgegen ist . Ich protestire gegen jedes Experimentum in\n corpore vivo , gegen den Vorsaz, welche mildernden Formalit\u00e4ten man auch dabei anwenden m\u00f6chte, einem lebenden Menschen, an demselben Orte lebenden Menschen! Mitglied\n einer Akademie w\u00e4hrend seines Lebens! eine B\u00fcste zu widmen. Wenn die\n Akademie beschliessen will (nach dem Gebrauch anderer Akade mien in Europa) nach meinem Tode meine B\u00fcste, in grosser Entfernung von dem unsterblichen Erfinder der\n Infinitesimal-Rechnung aufzu stellen, so w\u00fcrde\n ich meinen Ehr erbietigsten Dank daf\u00fcr\n aussprechen . Das ist der einzige Punkt um den es sich handelt und ich traue selbst\n einer Akademie Zartheit der Gef\u00fchle genug zu, um der Bitte eines 80\n j\u00e4hrigen Mannes nachzugeben. Erlange ich dies nicht durch die vier Briefe gleichen Inhalts, die ich an die 4\n Herren Secretare geschrieben habe, so\n bleibt mir nichts anderes \u00fcbrig, als (was ich sehr ungern thue, aber doch\n thun werde) an die Gesammtacademie zu schrei ben. Sollte dies\n wieder nicht helfen, so bleibt mir nur \u00fcbrig 1) den Ort zu meiden , an dem man mir so einfache Bitten abgeschlagen und 2) was ich deshalb versucht habe zu ver\u00f6ffentlichen. Ich scheue das Tadelswerthe sol cher Schritte nicht. Ich weiss, theurer Ehrenberg wie sehr ich auf Ihre Zu neigung rechnen darf, wie sehr Sie aus eigener Erfahrung wissen, dass moralische Ver stimmung an der Arbeit hindert \u2013 und doch ist Arbeit, Vollendung des Angefangenen die einzige Zerstreuung, die ich jezt mir in meiner zerissenen, oft tr\u00fcben \u00e4usseren Lage verschaffen kann. Ich bitte Sie\n innigst unseren Collegen Herrn Prof. Professor Trendelenburg auf auf dessen Zartgef\u00fchl, ich, wie auf das Ihrige , rechne, dies diesen Brief vor Mittwoch mitzutheilen . Mit alter Verehrung und Liebe Ihr sibirischer Reisegef\u00e4hrte AlHumboldt Potsdam den 5 Mai 1850 Der 4 te Aug August ist \u00fcbrigens f\u00fcr mich eine rein mythi sche Epoche.\n Ich mag 1800 zum Correspondenten ernannt worden sein, wo von aus guten Gr\u00fcnden in der\n Waldgegend des Orinoco wie auch sp\u00e4ter ich nie etwas vernommen: Ich weiss\n bloss in der deutlichsten Erinnerung dass ich erst nach\n meiner R\u00fcckunft aus Mexico , also etwa\n 1804 Mit glied der Berliner Akad. Akademie geworden bin und \u00fcber Rom von Buch und Gay Lussac begleitet zur\u00fcckehrend vom alten Formey in einer Franz\u00f6sichen Rede aufgenommen worden bin.\n Aber dies Datum ist sehr gleichg\u00fcltig . Worauf ich sehr be stimmt nach meinen\n unver\u00e4usserlichen Freiheitsgef\u00fchlen dringe, ist dass die Akademie die\n vielleicht jezt schon anzufertigende B\u00fcste erst nach meinem Tode aufzustellem aufstellen lasse. Nur der Pabst und die evangelischen Consistorien behaupten Untr\u00fcglichkeit nicht die Akademien. Ich habe Ihnen gewiss zu schroff die Folge meiner Handlungsweise geschildert man kann mich lebhaft tadeln, aber ich gehe nicht von diesen\n Entschl\u00fcssen ab, wenn in dem einigen einzigen Punkt meinem flehendlichen Bitten nicht nachgegeben wird.","203":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg mit Druckbogen Es liegt mir sehr daran, mein theurer Freund dass Dumas der ber\u00fchmte Chemiker jezt schon gew\u00e4hlt werde . Ich habe also meinen Stimmzettel eingereicht: f\u00fcr Oehlenschleger : Dumas de l\u2019 Acad. Acad\u00e9mie des sciences de Verrier f\u00fcr Avellino : Duc de Luynes Raoul Rochette Sehen Sie, ob Freunde nur Dumas helfen . Ich war mit Schnupfenfieber bettlegrig, habe mich aber doch in der Zeit an\n Ihren herrlichen Bogen Ehrenberg 1850a erlabt . A W elch ein Formenreichthum aus allen Welttheilen! In wenigen Tagen sollen Sie die mythische Physik zur\u00fck erhalten: aber Ihr Schaz\n musste den Vorzug haben. Der arme K\u00f6nig und dann soll er sich damit beruhigen dass ein isolirtes factum, ohne Spur\n von Leitung bei Politischen Partheyen sei .. Den naives ten Trostgrund enth\u00e4lt die Anreden des Berliner Magistrats. \u201eSeitdem Ew Euer Maj. Majest\u00e4t den Ver fassungseid geschworen haben , sind Sie unantastbar und schweben in einer Region f \u00fcber allem\n politi schen Sturme\u201c! Auch ist der\n Tugendpreis von 50 Reichsthaler zu loben den das Potsdamer Waisenhaus vor wenigen Wochen dem M\u00f6rder gegeben . Dankbarst Ihr AlHumboldt 24 Mai","204":"Vielen Dank f\u00fcr den k\u00f6stlichen Brief von heute Morgen und Ihre Darstellung der acad. academischen bataille. Allerdings ist die Selbstverg\u00f6tterung der Analytiker unter sich etwas sehr spaassiges und Sie erw\u00e4hnen mit Recht der Hekatomben um zu erinnern wie sich diese Verg\u00f6tterung von Attractionen \u00fcber Raum und Zeit, die Mystik des Numerischen durch das Mittelalter bis zu uns fortgepflanzt hat. Ein bischen Revolte ist sehr n\u00f6thig. Jacobus miles gloriosus Zitat aus Plautus Miles Gloriosus; vgl. Titus Maccius Plautus: Miles\n gloriosus ... Vier andere Klassen Astrologen, chemische Adepten, Sinologen,\n Aegyptologen sind gesunken . Ich werde gern vervollst\u00e4ndigt u und geheftet diese sch\u00f6nen Bogen Ehrenberg 1850b in denen Sie unsere Exped. Expedition so wundersam verherrlicht haben, wieder erhalten. Schikken Sie theurer Freund das vollst\u00e4nd. vollst\u00e4ndige Heft dann an mein Berlin. Berliner Haus . Herzlich en Dank f\u00fcr\n die Ehre die Sie vorgestern den Meinigen zur Hochzeit angethan . Ihr AHt","205":"Wie sehr beklage ich die beiden Herrn Br\u00fcder Gemeint sind hier Adolph und Hermann Schlagintweit . wieder verfehlt zu haben, und doch m\u00f6chte ich Ihnen gern danken\n f\u00fcr Ihre sch\u00f6nen Mitthei lungen, auch Ihren sehr eigenth\u00fcm lichen Distanzmesser Wohl ein Prismen- oder\n Linsenporrhometer. Hermann und Adolph Schlagintweit gaben an,\n Erfinder dieser Messinstrumente zu sein. Vgl. Schlagintweit, H. 1849 ,\n 4. sehen. K\u00f6nnten Sie mich \u00fcbermorgen Mittwochs zwischen 1\u20132 Uhr mit Ihrem Besuche erfreuen od oder , wenn Ihnen die dieser Tag unlieb ist , jeden anderen den\n Sie mir aber vorher anzeigen . Mit freundschaftlichster Hochachtung Ihr AlHumboldt Potsdam Montags 21 . Aug August 1850 Sr Seiner Wohlgeboren Herrn D r Doctor Schlagintweit in Berlin Dorotheenstra\u00dfe n numero 86 u und 87 frei 21\/8 Poststempel, 21. August 1850. AlHumboldt","206":"Sie sind mir durch eine verdoppelte Liebens w\u00fcrdigkeit, theurer Freund, zuvorgekommen . Ich wollte Ihnen aber diesen Nachmittag schreiben um Ihne n f\u00fcr die Liebensw\u00fcr digkeit zu danken, mit\n der Sie auf feindlichem mit Urnebel verdektem Gebiete Sie mich \u00f6ffentlich so freundlich behandelt haben. Ihre Rede Ehrenberg 1850 , habe ich vielfach erfahren, hat sehr gefallen . Es ist gut dass ein Mann Ihres Gewichts sich einmal zornig\n zeige, \u00fcber die wilde Naturphi lophie Naturphilosophie , die mit verkalkten (oxidirten) Gedanken Schweiss und mit im Gehirn uno rganisch ausgesonderten Vorstellungen\n (wie Steine von Nieren) wieder einbricht. Solche Extrava ganzen, das Abl\u00e4ugnen alles Unk\u00f6rperlichen (Geistigen)\n werden dann auf der ent gegen gesezten Seite zu Christenverfolgung der Naturforscher benuzt, w\u00e4hren d ein Erz bischof u und Kurf\u00fcrst von Mainz S\u00f6mmering seinen Universit\u00e4ts Professor ruhig \u00fcber die sandige Dr\u00fcse faseln liess in\n der die Seele ihre einsame Wohnung hat. In Br\u00fcssel discutirt ein Mr Monsieur Foster ob die Seelen der M\u00fccken M\u00fccken selig werden k\u00f6nnen. Processe, (Mischungsverh\u00e4ltnisse) der Materie sind f\u00fcr uns nur angreifbar,\n erkl\u00e4rbar in dem Bereich der Materie selbst . Das Hauptkennzeichen dessen was wir belebt nennen, ist dass in ihnen die\n chemischen Ziehkr\u00e4fte nach anderen Gesezen wirken als in der anorganischen,\n unbelebten, nicht rottenden, sich nicht selbst erregbar (brennbar oxidifiabel, faulbar) haltenden Materien.- Die Ursache welche solche\n Zust\u00e4nde (sich unfaulbar zu erhalten ) hervorbringt, ist man gewohnt Lebenskraft zu nennen wie man mythisch eine n Lichtstoff als Ursach des Lichts, Schwerstoff Ursach\n der Schwere annehmen k\u00f6nnte . Lassen Sie theurer Freund, mich bald Ihre sch\u00f6ne\n Rede lesen . Ihr AHt Donnerstag Nacht","207":"Potsdam Freitag Ich habe auf das freundlichste Ihren Prenzlauer\n Hippocrates aufgenommen, wie jeden der mir von einem so lieben und geistreichen\n Freunde, wie Sie, gesandt wird: aber ich kann mir auch die grosse Freude nicht versagen die Ihnen f\u00fcr Ihre freisinnige, \u00fcberaus sch\u00f6n geschriebene Rede Ehrenberg 1850 geb\u00fchrt. Es war ein Wort zur rechten Zeit und die einleitenden Betrachtungen \u00fcber das grosse Problem des Schuzes den die Fortschritte der\n Civilisation gegen Ausbr\u00fcche roher Leidenschaft und unsinniger Bestre bungen gew\u00e4hren, haben mich eben so ange sprochen als\n die Nicht Identit\u00e4t des Lebens mit der Kohle, dem Sauerstoff und dem Gewitterstoff. Dass in Ihrer treflichen Rede die 2 Worte Mysticismus u und Pietismus des als Vogelscheuchen panierartig aufgepflanzt sind, wird Ihnen Hoffentlich die\n heilige Kreuz zeitung, Niebuhr II u und Consorten nicht verzeihen. Die gestrigen politischen Nach richten aus Hessen waren\n friedlicher. Dass man dem Gott - und Seelen losen Geld gegeben und ihm geschmeichelt hat, um ihn in der Opposition los zu werden und in\n der Hofnung dass er sich den Hals breche ist ein strategisches Mittel Mittel w\u00fcrdig unserer Zeit. Mit alter Liebe und inniger Verehrung wie des Charakters so des viel umfassenden\n und sch\u00f6pferisch hervorbringenden Wissens Ihr AlHumboldt Der sogenannte freigesinnte Pio nono hat durch Monsigner Monsigneur Marini ein sch\u00e4dliches Buch Marini 1850 zum Lobe der Inquisition im Benehmen gegen Galilei herausgeben lassen, nichts neues ent haltend, alles vers\u00fcssend und von den Dun kelm\u00e4nnern am Hofe verg\u00f6t tert .","208":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg AlHumboldt Vergessen Sie nicht meine heissen W\u00fcnsche, theurer Reisecumpan, f\u00fcr Buschmann und auch f\u00fcr Riedel , der ein freigesinnter talentvoller Historiker ist. Unverbr\u00fcchlich Ihr treuer AlHumboldt Mittwoch Abends","209":"Ich bin ganz betr\u00fcbt dar\u00fcber, theurester Freund und College, dass Sie mich\n gestern verfehl t haben. Ich flehe , dass Sie mich heute entsch\u00e4digen, da ich aber leider! (von 12 bis 1 \u00bd Uhr) Klotzschen (wegen der Tange aus dem Meer de Sag Sargasso ohne Wurzel und Fr\u00fcchte) wie langweiligen Amerikanern \u201eStell Dich eine\u201c habe geben m\u00fcssen, so muss ich Sie bitten,\n Verehrter Freund erst gegen 2 h zu kommen . Ich gehe zwar aus, bin aber, gripp\u00e9, in den lezten Wochen ziemlich leidend gewesen, ohne unn\u00fcz zu klagen . Mit alter Verehrung Ihr AlHumboldt Ostersontag","210":"Herrn Prof. Professor Ehrenberg Wohl Wohlgeboren Ich flehe, theurer Ehrenberg, das dass Sie brevi manu alles was sich auf Link bezieht ausstreichen. Es ist bloss Unwissenheit von mir dass damit anderes Gehalt gemeint werden k\u00f6nnte als die Hofnung auf k\u00fcnftige 200\n Reichsthaler . Ich hatte geglaubt der Zahlenmann sei in Kunth\u2019s Stelle getreten und ich wollte Klotzsch ganz, wie Sie, bloss zu einem Mitglied der Akademie vorschlagen. Streichen Sie also ja aus, und wenn das nicht hinl\u00e4nglich ist, so schicken Sie mir die Prosa wieder und schreiben Sie mir vor wie ich \u00e4ndern soll. Wie beklage ich Ihr langes Leiden und noch mehr dass Sie kein Chloroform angewandt haben. Ich komme eben von Potsdam , wo die K\u00f6nigin mit zunehmendem Catharr und von der Todesnachricht ihrer Stiefschwester der verw. verwitweten Herzogin v. von Leuchtenberg die Reise nach W Warschau hat ganz aufgeben m\u00fcssen. Der K\u00f6nig den\n ich heute habe abreisen sehen, ist dar\u00fcber sehr ungl\u00fcklich und \u00fcbelgelaunt.\n Sie wissen er steht pers\u00f6nlich in sehr unfreundli chem Vernehmen\n mit K. Kaiser Nicolaus und die K\u00f6nigin w\u00e4re ein calmiren des Mittel gewesen . Der geistreiche toscanische Botaniker Parlatore der nach Lappland geht ist hier und\n sehr \u00fcber Al. Alexander Braun in Verwunderung . AHt","211":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg eiligst AlHumboldt Darf ich, theurer Ehrenberg, Sie inst\u00e4ndigst bitten, mir recht bald hierher zu schreiben, ob wirklich die Wahl von Klotzsch diesen Donnerstag (19 Juni) statt finden wird . Ich w\u00fcrde nur in dem Falle herein kommen, mich aber doppelt freuen Sie\n zu begr\u00fcssen. Ihr AHumboldt Potsdam, Sontags","212":"Mein theurer Rugendas ! Es ist eine Freude\n des Lebens\n wenn nach langer r\u00e4umlicher Trennung man sich endlich einmal wieder durch\n Beweise gegenseitigen Wohlwollens einem Manne n\u00e4hern kann, dessen\n sch\u00f6nes, lebensfrisches Talent einem desto werther geblieben ist, als es\n durch Liebensw\u00fcrdigkeit des Charakters erh\u00f6ht ist. Sie haben mir\n freundliche Zeilen durch einen gemeinschaftlichen geistreich schaffenden Freund, Herrn v. von Kaulbach , zukommen lassen . Empfangen Sie, theurer Rugendas ,\n innigen Dank daf\u00fcr, den Dank eines urweltlichen Greises. Der Brief den\n Sie die Freundschaft gehabt haben mir bei Ihrer endlichen R\u00fcckkehr geschrieben haben zu schreiben , der Catalog Ihrer herrlichen Arbeiten ist nicht in meine H\u00e4nde\n gekommen , aber mit einem so lieben, grossartig begabten Freunde, mit dem\n Sch\u00f6pfer physiognomischer Darstellung der Pflanzengestalten , ja der ganzen freien Natur hadert man nie, Sie leben in Kreisen in denen man f\u00fchlt , was Sie auf eignen Weg e n\n der Anschauung und des gl\u00fccklichen Wiedergebens der Kunst geleistet haben.\n Beide sehnen wir uns nach der Tropen welt, aber ich begreife, dass wenn man nun einmal an das politisch jezt so unerfreuliche deutsche Vaterland mit unerf\u00fcllter Hofnung gefesselt ist, das\n deutsche s\u00fcdliche Bergland Ihnen mehr Ersaz durch Natursch\u00f6nheit giebt als\n unsere norddeutschen ba l tischen Ein\u00f6den.\n Heute, mein theurer Freund, empfehle ich Ihnen den talentvollen und\n moralisch braven Architecten Hittorf ,\n Erbauer der Basilica von St. Saint - Vincent - de - Paul. Ich\n denke Sie kennen ihn von Paris aus.\n Sein Prachtwerk \u00fcber die An wendung\n der Farbe in der Architectur bei den Griechen Hittorff\n 1851 . ist classisch . Meine Gesund heit hat sich durch Arbeit wundersam erhalten. Sie noch einmal hier umarmen zu k\u00f6nnen, darf ein 82j\u00e4hriger Reisende r nicht hoffen . Mit alter Anh\u00e4nglichkeit Ihr getreuer AlHumboldt Sanssouci , den 20 . Oct. October 1851.","213":"Schlagintweit \u00fcber Dolomit Dec. December 1851. Ihrem g\u00fctigen Wunsche entsprechend erlaube ich mir Ihnen einige Zeilen in\n Bezug auf Haidingers Experiment \u00fcber Dolomit bildung mitzutheilen. \u2013 Arduin u. und Dolomieu haben zuerst die magnesia haltigen, sehr schwach brausenden Kalke beschrieben, welche sp\u00e4ter Hor\u00e2ce de Saussure an verschiedenen Punkten der\n Alpen, z. B. zum Beispiel am Gotthard nachwies ( Voyages. 4 o . IV. \u00a7\n 1929. pag. page 109 .). Th\u00e9odore de\n Saussure , der die Zusam\u0305ensetzung u. und die Charaktere dieser Steinart n\u00e4her untersuchte, gab ihr den\n Namen Dolomit ( Journal de physique XL p. page 167 .) Herr von Buch hat\n nach seinen ber\u00fchmten und genauen Beobachtungen im Fassathale zuerst die Ansicht entwickelt,\n da\u00df diese m\u00e4chtigen Dolomit massen \u00fcberhaupt als\n das Produkt einer von gro\u00dfartigen Umwandlungen aus gew\u00f6hnlichem kohlensauren kohlensaurem Kalke zu betrachten seien. Die M\u00f6glichkeit\n einer \u00e4hnlichen Metamorphose und ihrer Ausdehnung auf so gro\u00dfe Massen wurde\n anfangs vielfach bestritten; es scheint jedoch gegenw\u00e4rtig sowohl durch\n zahlreiche Beobachtungen \u00fcber die Lagerungsverh\u00e4ltnisse dieser merkw\u00fcrdigen Felsart an verschiedenen Punkten als auch durch direkte chemische Versuche nachgewiesen, da\u00df solche Umwandlungs prozesse f\u00fcr die Mehrzahl der Dolomite sehr wahr scheinlich\n sind. Es kan\u0305 nat\u00fcrlich nicht befremden, da\u00df die Erkl\u00e4rungen \u00fcber die Art\n und Weise des Vorganges gegenw\u00e4rtig u. und nach so verschiedenen Versuchen etwas von den Ansichten\n abweichen, welche der ber\u00fchmte Geologe selbst, bei der ersten Anregung dieser Betrachtungen u. und zu einer Zeit gegeben hat, wo die mineralogische und geologische\n Chemie in Bezug auf Zahl der Beobachtungen und Man\u0305igfaltigkeit der\n Experimente noch so weit hinter ihrem jetzigen Standpunkte zur\u00fcck war. Herr von Buch , welcher damals ein\n Eindringen der Magnesia in den dampff\u00f6rmigem Zustande aus gro\u00dfen, dampferf\u00fcllten Spalten f\u00fcr wahrscheinlich hielt, machte bei seiner un\u00fcbertrefflichen Beschreibung der Lagerungsverh\u00e4ltnisse sogleich dararuf aufmerksam, da\u00df Dolomit , Gips und zellige Rauchwacke sehr h\u00e4ufig zusam\u0305en vorkom\u0305en und eine gewisse Verwandtschaft\n ihrer Bildung zu haben schienen. Haidinger hat diese Verh\u00e4ltnisse weiter verfolgt, und schon\n fr\u00fcher vermuthet, da\u00df die Magnesia als schwefelsaures Salz zugef\u00fchrt worden sind und so der Kalkstein bei gleichzeitiger\n Ausscheidung von Gips in Dolomit verwandelt worden sei. Das Wasser h\u00e4tte\n zun\u00e4chst seine Molecularbewegungen vermittelt. Jedoch zeigte sich da\u00df unter\n gew\u00f6hnlichen Verh\u00e4ltnissen u und bei gew\u00f6hnlicher Temperatur die Reaktion umgekehrt eintritt, und eine neue L\u00f6sung von Gips ( schwefelsaurer Kalk ) , durch gepulvertes Dolomit ( kohlensaurer Kalk und kohlensaure\n Magnesia ) filtrirt , diesen in\n reinen kohlensauren Kalk verwandelt, wobei\n gleichzeitig Bittersalz ( schwefelsaure Magnesia ) abgeschieden wird. Haidinger glaubte, da\u00df vielleicht\n bei erh\u00f6hter Temperatur u. und bei einem gr\u00f6\u00dferen Drucke sich diese chemischen Wechselwirkungen umkehren w\u00fcrden; und Versuche welche Morlot auf seine Veranlassung anstellte,\n zeigten in der That, da\u00df ein Gemenge von krystallisiertem Bittersalz u. und gepulvertem Kalkspath in den\n Gewichtsverh\u00e4ltnissen von 1 zu 2 Atomen in einer geschl Glasr\u00f6hre eingeschlossen bei circ. circa 200\u00b0 sich so vollst\u00e4ndig zu dem Doppelsalz von kohlensaurem Kalk u. und kohlensaurer Magnesia (= Dolomit ) einerseits und zu schwefelsaurem\n Kalk andererseits zersetzte, da\u00df keine Spur von Bittersalz \u00fcbrig blieb. Bei einer Senkung der Gesteine\n in etwas tiefere Erdschichten und bei den Erscheinungen, welche das\n Auftreten gro\u00dfer pyrogener Massen h\u00e4ufig begleiten, k\u00f6nnen \u00e4hnliche\n Temperaturen Morlot in Poggendorff\u2019s Annalen Bd. Band 74 S. Seite 591. ; in Haidinger \u2019s Berichten \u00fcber die Gesellschaft naturwissenschaftlicher Freunde usw. und so weiter II. 393 , 461. u. und IV. 185 158 ; daraus in Leonhard Jahrbuch der Geognosie 1847.\n 862 u. und 1848. 489 . und Pressungen nicht unwahrscheinlich eingetreten sein. Morlot hat seiner Abhandlung einige\n instructive Abbildungen gr\u00f6\u00dferer und kleinerer Handst\u00fccke beigef\u00fcgt, in\n denen Dolomit u und Gips so in\u0305ig u. und vielfach verflochten sind, da\u00df eine gemeinsame Ursache ihrer\n Bildung in der That h\u00f6chst warscheinlich wird. \u2014 F\u00fcr die sp\u00e4tere Umwandlung des Dolomit es aus Kalkstein \u00fcberh \u00fcberhaupt , spricht auch die zellige Struktur der meisten Dolomit e. \u00c9lie de\n Beaumont hatte gefunden, da\u00df wenn in einem gemessenen Raume\n ein Doppelatom Kalkstein durch ein Atom Dolomit ersetzt wird, wegen des gr\u00f6\u00dferen specifischen Gewichtes des Ganzen bei einem niedrigeren Atomgewicht das der Magnesia eine Anzahl von Drusenr\u00e4umen = 12\n Procent des ganzen Volumens \u00fcbrig bleiben mu\u00df. \u00c9lie de Beaumont Compt. Comptes Rend. Rendus XXVI. 311. Bulletin de la soci\u00e9t\u00e9 g\u00e9ologique.\n 2 me s\u00e9rie V.\n 243 , u. und schon fr\u00fcher Bulletin g\u00e9olog. g\u00e9ologique . 1837. p. page 174. Morlot fand auch in Dolomit en von Prediel hiemit \u00fcbereinstim\u0305end 12,9 Procent. Ich darf mir erlauben zu bemerken, da\u00df in manchen F\u00e4llen nach den Untersuchungen von Grandjean 1) , 1). \u00dcber Dolomite im Lahnthal . Jahrbuch f\u00fcr Geognosie\n von Leonhard 1844. S. Seite 543 . Sandberger 2) , 2) \u00dcbersicht der geologischen Verh\u00e4ltnisse im Herzogthum Nassau 1847 . Nauck 3) 3.) \u00dcber die Speckstein e von G\u00f6pfersgr\u00fcn Poggendorff\u2019s Annalen. Bd. Band 75. S. Seite 129 u. und Bischoff 4). 4.) Lehrbuch\n der chemischen Geologie. Band 3. Heft. 1.\n 1851 . die Bildung des Dolomit es auch dadurch\n erfolgen kann, da\u00df gew\u00f6hnlicher kohlensaurer\n Kalk , der ja zuweilen schon selbst sehr bemerkenswerthe Mengen\n von Magnesia enth\u00e4lt, durch kohlens\u00e4ure haltiges Wasser zersetzt wird; es\n bildet sich dan\u0305 Bicarbonat von Kalk , welches leicht l\u00f6slich ist und hinweggef\u00fchrt\n wird, und w\u00e4hrend das nach und nach zur\u00fcckbleibende ist Dolomit ist. Diese Bildungsweise wird sehr bef\u00f6rdert, wen\u0305 das hinzutretende Wasser\n bereits selbst kohlensaure Magnesia enth\u00e4lt, die\n sich ja stets bei Zersetzung von Silicat en in\n den krystallinischen Gesteinen bildet. Es spricht f\u00fcr eine solche langsame u. und einfache Pseudomorphosenbildung des Dolomit es\n aus magnesia haltigem\n Kalke auf nassem Wege auf ausser manchen anderen Umst\u00e4nden auch die Erscheinung, da\u00df nicht selten\n der Kalkstein nur in den oberen Teufen, welche haupts\u00e4chlich den Einwirkungen der atmosph\u00e4rischen Wasser ausgesetzt sind, oder in der N\u00e4he von Spalten\n in Dolomit verwandelt ist. Auch ist zu bemerken, da\u00df kohlensaurer Kalk u. und kohlensaure Magnesia f\u00fcr sich mal leichter\n aufl\u00f6sbar sind als die durch ihr Zusam\u0305entreten gebildete Doppelverbindung,\n der Dolomit . \u2014 der geologischen Karte Wohl die von Armand Dufr\u00e9noy und L\u00e9once \u00c9lie\n de Beaumont angefertigte, sechs Blatt umfassende Carte g\u00e9ologique de la France ( Dufr\u00e9noy\/\u00c9lie de Beaumont\n 1841 ). Beaumont\u2019s , welche Sie die gro\u00dfe G\u00fcte\n hatten, mir f\u00fcr unsere Reise anzuvertrauen. Ich habe mich nat\u00fcrlich auf das\n sorgf\u00e4ltigste bem\u00fcht, dieselben ganz unversehrt hieher zur\u00fcckzubringen.\n Sollten Euer Excellenz dieselben nicht eben gebrauchen, so d\u00fcrfte ich\n vielleicht die unbescheidene Bitte wagen, ob ich sie noch auf kurze Zeit behalten k\u00f6nnte, da sie mir gerade gegenw\u00e4rtig zur Vergleichung\n neuer geognostischer Beobachtungen von so viel Interesse sind. Ich habe die Ehre zu sein, in unbegrenzter Verehrung Euer Excellenz dankbarst ergebenster Adolph Schlagintweit . Berlin , den 18 . Dezember\n 1851 . Seiner Excellenz Baron Alexander von Humboldt etc. etc. etc. etc .","214":"Sie haben mir eine grosse, grosse Freude gemacht, mein edler Freund, dass Sie\n einmal mit logischer Strenge in das lokkere Treiben neuerer Zeit, in die\n sich wiederholenden Saturnalien der sogenannten Naturphilo sophie gefahren sind. Ich habe viel aus Ihrer kleinen Abhandl. Abhandlung Ehrenberg 1851 gelernt u und es muss Ihnen ordentlich eine Er leichterung sein, dass Sie Sich \u00fcber Bacillarien, Closterinen und einzellige\n Algen \u00fcber das tr\u00fcbe Unwesen von Al. Alexander Braun dem unartigen Siebold ( Syngamus trach trachea !) Siebold 1836 , I 105 den Ammenmann, die Voramme, Uramme und Ammenstube der Steenstrup und der einzelligen Naegeli Leben haben aussprechen k\u00f6nnen; auch ist es sehr recht gewesen, die geh\u00e4ssig vornehme\n Gleichg\u00fcltigkeit Leop Leopold v von Buchs und des Siebold nachbetenden Bronn\u2019s ger\u00fcgt zu haben. Nichts ist bequemer als zu verd\u00e4chtigen, was man nicht\n beurthei len kann. Ich werde im 4 ten Theile des Kosmos Humboldt 1845-1862 mich \u00fcber die geogn. geognostische Wichtigkeit Ihrer in alles eingreifenden Entdekung noch lebhafter\n aussprechen als ich es schon Th Theil I p pagina 267 zum grossen Aerger meines ber\u00fchmten tyrannischen Freundes gethan. Wenn ich bei der\n Verdunkelung der Atmosphaere nicht des Infusorienstaubes umst\u00e4ndlicher\n gedacht, bei den Ae rolithen nicht die Frage behandelt habe, ob\n jene Staubmischung selbst zu Entz\u00fcndungen Anlass geben kann, darf Sie nicht\n wundern. Diese Dinge haben sich in dem instr. instruktiven Theile factisch vorbereiten lassen (die Verdunkelungsepochen sind von\n mir mit grosser Wichtigkeit m\u00fchsam aufgez\u00e4hlt Th Theile III p pagina 413\u2013417 m\u00fchsamer als irgendwo anders) aber eine eigentliche Dicussion Discussion geh\u00f6rt in Th Theil IV, in die Geschichte des Luftkreises und dessen, was er lebendig und abgestorben seit Jahr tausenden tr\u00e4gt. Sie sehen\n dass bei Auff\u00fchrung der Ursachen der Abnahme des Tageslichts Th Theil IV p pagina 393 ich schon vorgedeutet, des \u201ePassat staubes,\n Tintenregens, ja ihren Sandregens\u201c ab sichtlich gedacht habe. Ich kann nicht des Luftkreises erwehnen,\n ohne der organischen Stoffe zu gedenken deren Anwesen heit (wie\n Kenntniss) wir Ihren Entdeckungen verdanken, aber Eudio metrie,\n meteorologische Optik, Leuchten, Elektro-magnetische Gewitter m\u00fcssen als\n ein Ganzes vorgetragen werden . Hier nur mein b jeziges vorgefasstes Resultat: An Einfluss des organischen auf Aerolithen\n (Steinmassen) glaube ich nicht, weil das was wir von den Ausgangspuncten\n (unver\u00e4nder lich viele Stunden lang) bei gewissen Sternen\n wissen ein Kommen von Aussen nothwendig macht und\n weil die Sterne Krystalle von Olivin, Albit,\n Eisenglimmer bilden, ein ein Bildungs Prozess der wohl nicht in dem diksten organischen Passatstaub Gew\u00f6lk vorgehen kann. Ob aber nicht gewisse Sternschnuppen (die keinen\n bestimmten Ausgangspunkt haben ) , die von Passatstaub herr\u00fchren, das sind, was man ehemals\n sich selbst entz\u00fcndende D\u00fcnste nannte, eine Art Luftirrlichter sind, ist\n eine andere Frage . Mit alter Bewunderung u und Liebe Ihr AlHumboldt den 28 Jan. Januar 1852","215":"Berlin , 19 . M\u00e4rz 1852. Euer Excellenz! Erlauben Sie mir, Ihnen im Namen meines Bruders die Tafel mit der Zusam\u0305enstellung einiger Profile vorzulegen,\n welche sich auf seinen Vortrag \u00fcber den geologischen Bau der Alpen Am 20. M\u00e4rz 1852 hielt Adolph Schlagintweit im Verein f\u00fcr wissenschaftliche Vortr\u00e4ge in Berlin einen Vortrag \u00fcber den geologischen Bau der Alpen . Vgl. Schlagintweit, A. 1852 . Die\n kolorierte\n Tafel mit vier Alpenprofilen liegt dem Brief\n bei. beziehen. Ich weiss nicht, ob er die Bitte an Sie wagen\n darf, ein Exemplar derselben S r Seiner Majest\u00e4t dem K\u00f6nige zu \u00fcber reichen. Das Profil des Mt. Mont Blanc enth\u00e4lt als H\u00f6he die Zahl, die Delcros im Annuaire m\u00e9t\u00e9orologique de la France\n 1851 als das Mittel der bisher ausgef\u00fchrten trigonometrischen\n und barometrischen Bestim\u0305ungen gibt = 14809 P F Pariser Fu\u00df . Die H\u00f6he des Mte Monte Rosa ist jene die wir selbst aus unseren 2 Beob achtungen, nach 6 Stationen berechnet erhielten. Es war mir eine sehr an genehme \u00dcberraschung dass dieses barometrische Mittel mit jenem aller fr\u00fcheren ( trig trigonometrischen ) Beobachtungen so gut \u00fcbereinstimmt, dass es als ganz identisch mit demselben zu betrachten ist. Delcros gibt dasselbe zu 4639,6 Meter nach den\n Beobachtungen von Oriani , Plana und Carlini , Welden und Corabeauf ; wir erhielten im Mittel aus Zahlen, die unter sich nach einigen Stationen allerdings\n Abweichungen zeigten, 14284 P F Pariser Fu\u00df = 4640 Meter. Sie Wir werden vielleicht, wenn Sie erlauben, sp\u00e4ter die Ehre haben, Ihnen die Beobachtungen selbst und ihre Berechnung nach den verschiedenen Stationen vorzulegen. Die Vincentpyra mide ist\n der s\u00fcdwestlichste Gipfel des Monte\n Rosa 13003 P. F Pariser Fu\u00df ; das Weissthor , der h\u00f6chste bis jetzt bekannte, fr\u00fcher noch nicht bestimmte Pass der Alpen 11138\u2032 . Die\n Vincenth\u00fctte 9737\u2032 bewohnten wir im Sept September 1851 w\u00e4hrend 14 Tagen. Mit dem Ausdrucke unbegrenzter Verehrung und Hochachtung habe ich die\n Ehre zu sein Euer Excellenz dankbarst ergebener H. Hermann Schlagintweit S r Seiner Excellenz B n Baron Al. Alexander von Humboldt etc et cetera etc et cetera etc et cetera etc et cetera","216":"Mein innigst verehrter G\u00f6nner und Freund Ach wie so gern h\u00e4tten wir, ich und all die Meinen das ganze demosthenische\n Kunstwerk des lieben alten Trau- und Tischredners, so weit es das einfache Formular \u00fcberstieg vermi\u00dft, h\u00e4tten wir die herzlichen Worte, welche Sie mit sich getragen aber nicht\n ausgesprochen haben daf\u00fcr in Empfang nehmen k\u00f6nnen d\u00fcrfen d\u00fcrfen. Gerade das geistige gem\u00fcthlich warme Wort hat uns gefehlt\n und wie sch\u00f6n klingen die Worte, welche Sie nachtr\u00e4glich zum Ged\u00e4chtni\u00df uns\n schenken, f\u00fcr mich eine Besch\u00e4mung voll Freude, f\u00fcr die Meinen ein\n erhebendes Merkmal, das Sie und in allen Herzen stiften und f\u00fcr welches meine Lina ihren Dank ganz besonders aus gesprochen w\u00fcnscht. Nehmen Sie meinen herzlichsten Dank. Gott erhalte Sie noch lange in so frischer\n Kraft und Theilnahme, uns einen erhebenden Freund, der Wissenschaft eine\n unersetzliche St\u00fctze. In immer neuer und wachsender Verehrung und\n Dankbarkeit Ihr ganz ergebenster Ehrenberg 3 Mai\n 1852","217":"Vulcanica wichtig 1) Bunsen Wasser Zoolith ( Bischof ) Pog Poggendorff B d Band 83 (1851) n Nummer 6 p page 197 2) S\u00e9narmont finden u. und Mitscherlich , ich besize beide Hefte , A u und B. formations de quarz S\u00e9narm S\u00e9narmont No Num\u00e9ro B p page 14. S\u00e9narmont formation artificielle par voye humide du corindon et du\n diaspore . L\u2019alumine a donn\u00e9 le corindon anhydre, le diaspore hydrate . C. Comptes rend. rendus T. Tome 33 32 1851 p page 763 . \u00fcber Einfluss der Chemie auf Geologie . Mitscherlich , Berthier , Gay - Lussac (quid?) . Ebelmen Ebelmen k\u00fcnstl k\u00fcnstliche Darst. Darstellung von Mineralien in Rammelsb. Rammelsberg 4 tes Suppl. Supplement p. pagina LVII . Vgl. Rammelsberg 1849 ,\n LVII\u2013LVIII. Rammelsberg referiert Ebelmen 1848 . Haidinger (Dolomie!) Vgl. den Aufsatz \u00fcber Dolomit von Morlot in den von Wilhelm von Haidinger herausgegebenen Naturwissenschaftlichen Abhandlungen Morlot 1847a . . 3) Suche M\u00e9m M\u00e9moire d\u2019 \u00c9lie de Beaumont sur les \u00e9manations volc. volcaniques et m\u00e9tallif\u00e8re s in Bulletin de la Soc Soci\u00e9t\u00e9 g\u00e9olog. g\u00e9ologique 2 me i\u00e8me S\u00e9rie T Tome 15 p page 1219 1249 \u00fcbersezt von Rammelsb. Rammelsberg Deut Deutsche Geol. Geologische Zeitsch Zeitschrift II, 41 388 . Euer Excellenz! Indem ich mit dem verbindlichsten Danke das Werk von Moleschott M\u00f6glicherweise Moleschott 1851 . zur\u00fccksende, erlaube ich mir zugleich Ihnen den Titel der\n Abhandlungen von Bunsen u. und von S\u00e9narmont mitzutheilen, \u00fcber welche ich bei unserem letzen Besuche die Ehre hatte mit Ihnen zu sprechen. Die ausf\u00fchrliche Abhandlung von Bunsen \u00fcber die Processe der vulkanischen Gesteinsbildungen Islands , befindet sich Poggendorff Annalen Bd. 83. 1851. Seite\n 197\u2013272 . Es sind hier als Auszug seiner gr\u00f6\u00dferen Arbeit\n zahlreiche Analysen u. und sehr wichtige Bemerkungen, namentlich \u00fcber Zeolith bildung mitgetheilt, in dem (Seite 236, 237\n usw . ) durch Versuche nachgewiesen ist,\n da\u00df ein wasser haltiges Silicat , wie es die Zeolithe sind, in der Gl\u00fchhitze nicht nur entstehen sondern sich auch erhalten kann, w\u00e4hrend es nachdem es einmal abgeschieden u. und von seiner Umgebung getrennt worden, schon bei 109 o ein F\u00fcnftel u. und noch unter der Gl\u00fchhitze alles Wasser wieder verliert. Es wird\n hiedurch gro\u00dfes Licht geworfen auf das bisher so r\u00e4thselhafte Vorkom\u0305en von wasserhaltigen Silicat bildungen inmitten von plutonischen Gesteinen , Trapp , Basalt , Melaphyr usw . , bei welchen man offenbar bedeutende Temperaturen voraussetzen mu\u00df. Dieses Vorkom\u0305en hatte Bischoff Bischof bei Betrachtung der augitischen u. und basaltischen Gesteine ( Chemische Geologie Bd. II. Heft. 3.\n Seite 509 usw . usw . ) zu der, wie sich jetzt zeigt, irrigen Annahme veranla\u00dft, da\u00df alle diese wasserhaltigen Fossilien nur Folge sp\u00e4terer\n Zersetzungen u. und w\u00e4sseriger Infiltration nach Abk\u00fchlung des Gesteins sein k\u00f6n\u0305ten.\n \u2014 Ich darf hier noch einer anderen Abhandlung von Bunsen erw\u00e4hnen ( Poggendorff Annalen Bd. 81. 1850. S. Seite 562\u2013567 ) \u00fcber den Einflu\u00df des Drucks auf die chemische\n Natur der plutonischen Gesteine , in welcher zuerst durch Versuche der Beweis geliefert wurde, da\u00df der Druck auf das Festwerden der plutonischen Gebirge und auf\n die chemische Constitution der darin enthaltenen Gemengetheile\n einen gro\u00dfen, vielleicht noch gr\u00f6\u00dferen Einflu\u00df ausge\u00fcbt hat, als\n selbst die Verh\u00e4ltnisse der Abk\u00fchlung . H. Henri de S\u00e9narmont ( jetzt an Beudant \u2019s Stelle in die Akademie gew\u00e4hlt 1852 w\u00e4hlte die Acad\u00e9mie des sciences S\u00e9narmont zu ihrem ordentlichen\n Mitglied. ) hat seine wichtigen Versuche \u00fcber k\u00fcnstliche Bildung von Quarz krystallen usw. auf nassem Wege beschrieben\n in den Annales de chimie, troisi\u00e8me s\u00e9rie tome 32. 1851. p. page 129\u2013176 . Eine fr\u00fchere Abhandlung \u00fcber, sur la formation\n artificielle, par voie humide de quelques esp\u00e8ces min\u00e9rales qui ont pu\n se produire dans les sources thermales sous l\u2019influence combin\u00e9e\n de la chaleur et de la pression, ist Annales de chimie trois. trois\u00e8me s\u00e9r. s\u00e9rie tolme tome. 30. 1850. p. page 129\u2013146. Ich habe die Ehre zu sein Euer Excellenz dankbarst\n ergebenster Adolph Schlagintweit Berlin , den 6 . Februar\n 1852. Sr Seiner Excellenz Baron Alex. Alexander von Humboldt etc et cetera etc et cetera etc et cetera etc. et cetera","218":"Ich beklage sehr, dass die\n Nothwendigkeit morgen\n fr\u00fch wieder nach Berlin zu gehen, mich hindert Sie, theure Freunde, morgen hier zu\n empfangen . Hermann\n Schlagintweit hatte angek\u00fcndigt, Humboldt gemeinsam mit\n seinem Bruder Adolph besuchen zu\n wollen. Vgl. das Schreiben von Hermann\n Schlagintweit an Humboldt, Berlin am 1. August 1852 , SBB\u2013PK,\n Handschriftenabteilung, Nachl. Alexander von Humboldt, gr. Kasten 12,\n Nr. 51. Ich muss meine Reise Humboldt reiste am 4. August 1852 im\n Gefolge Friedrich Wilhelms IV. nach Putbus auf R\u00fcgen . schon Dienstag od. oder Mittwoch antreten . Ihr AlHumboldt Potsdam , Sontag\n Abend. zP zur Pr\u00e4sentation d. den 5\/8. 1852 In speaking to the\n Schlagintweits of their great friend Al. Alexander Humboldt, one is most struck with the deep impression they entertain of the Baron\u2019s never ceasing kindness . Sr Seiner Wohlgeboren Herrn D r Doctor Herman und Adolph Schlagintweit in Berlin Franz\u00f6sische Stra\u00dfe n numero 7. frei per Expr . Express Potsdam Bahnh. Bahnhof 1\/8 Poststempel, 1. August\n [1852]. AlHumboldt","219":"Euer Excellenz! Von Ihrer g\u00fctigen Erlaubniss Ge- brauch machend , werden wir morgen die Ehre haben , Sie noch einmal; vor Ihrer Abreise zu besuchen Humboldt antwortete am selben Tag, Hermann und Adolph Schlagintweit nicht vor seiner\n Reise im Gefolge Friedrich Wilhelms\n IV. nach Putbus empfangen zu k\u00f6nnen. Vgl. das Schreiben Humboldts\n an die Br\u00fcder, Potsdam,\n Sonntag, [1. August 1852] , SBB\u2013PK, Handschriftenabteilung,\n Nachl. Alexander von Humboldt, kl. Kasten 1a, Nr. 17. es wird uns ein besonderes Vergn\u00fcgen sein Ihnen die Zeichnung\n unserer Karte des Monte Rosa vorlegen\n zu k\u00f6nnen. Ich erlaube mir zugleich einen kleinen Auszug aus meinen Untersuchungen \u00fcber die Verbreitung der Gletscher Hermann Schlagintweit trug die\n unten aufgef\u00fchrten Angaben \u00fcber die Menge, Gr\u00f6\u00dfe und Verteilung der\n Alpengletscher am 4. August 1852 in der Gesellschaft f\u00fcr Erdkunde zu\n Berlin vor, in deren Monatsberichten sie auch\n ver\u00f6ffentlicht wurden ( Schlagintweit, H. 1853 ). Eine \u00fcberarbeitete und erweiterte\n Fassung der Ergebnisse ver\u00f6ffentlichten Adolph und Hermann Schlagintweit\n in ihren Neuen Untersuchungen \u00fcber die physicalische\n Geographie der Alpen . Vgl. Schlagintweit, A.\/Schlagintweit, H.\n 1854 , 506\u2013507. diesem Briefe beizulegen; ich ben\u00fctze mit beson derem Vergn\u00fcgen diese Gelegenheit, Euer Excellenz\n wiederholt meines Dankes zu versichern f\u00fcr die g\u00fctige Theilnahme, welche Sie stets mit so vielem Wohlwollen unseren Untersuchungen\n schenkten. Mit dem Ausdrucke ausge zeichnetster Hochachtung und Verehrung verbleibe ich Euer Excellenz ganz ergebenster H. Hermann Schlagintweit Berlin 1 . Aug August 1852. S r Seiner Excellenz B n Baron von Humboldt etc. et cetera etc. et cetera etc. et cetera ( Verbreitung und H\u00f6henverh\u00e4ltnisse der Gl. Gletscher ) Bei einem Versuche die Verbreitung und die H\u00f6henverh\u00e4ltnisse der\n Gletscher in den Alpen zu bestim\u0305en, z\u00e4hlte ich 1023 Gletscher; ich glaube demnach 1000\n bis 1100 Gletscher annehmen zu d\u00fcrfen , worunter 60, genauer 59 prim\u00e4re Gletscher sind. ( Ebel hatte fr\u00fcher die Zahl der Gl. Gletscher zwischem dem Mont- Blanc und den Grenzen Tirol s auf 400 gesch\u00e4tzt , ich erhielt ebenfalls 390 bis 3 4 00 f\u00fcr diese Alpen theile, aber die Oberfl\u00e4che der welche die Gletscher bedecken hat Ebel fast doppelt so gross angenommen, als sie sich aus\n meinen Untersuchungen zu ergeben scheint. ) Die mittlere Gr\u00f6sse eines secund\u00e4ren Gletschers fand ich 200 Hectares =\n 1\/27 \u2752 Meile (zu 3807,23 toisen die Meile ); die Gr\u00f6sse\n eines prim\u00e4ren Gletschers im mittel \u2153 \u2752 Meile;\n die ( im Sommer best\u00e4ndig ) von Schnee und Eis bedeckte Oberfl\u00e4che der Alpen betr\u00e4gt 55 bis 60 Quadratmeilen\n oder 6 bis 7 Procent von der Oberfl\u00e4che des ganzen Terrains in dem Gletscher vorkom\u0305en. Die m Mittlere H\u00f6he der Schneegrenze 8550\u2032 ( mittel am Monte Rosa 9100 , in den nord\u00f6stlichen Alpen 8100\u2032 ) . H\u00f6he der Gletscherenden Schlagintweit, H. 1853 : Gletscherrinden. im Allgemeinen 6800 bis 6900\u2032 . Mittlere H\u00f6he der prim prim\u00e4ren Gl. Gletscher in den westlich st en Alpen 5000\u2032 in den \u00f6stlichen 6200 . Mittlere H\u00f6he der secund secund\u00e4ren Gl Gletscher in den westlichen Alpen 6800 , in den \u00f6stlichen 7000 . Am weitesten steigt der Untere Grindelwald gletscher herab; sein\n Ende liegt bei 3065 p. Pariser F Fu\u00df , 998 Meter der gr\u00f6sste Gletscher ist der Alet s chgletscher , dessen L\u00e4nge\n 20 K l ilometer betr\u00e4gt. Die Vertheilung der Gletscher in den einzelnen Alpentheilen\n ist folgende: Bezeichnung der Alpentheile und der einzelnen\n Gebirgstheile Zahl der Gl. Gletscher H\u00f6henverh\u00e4ltnisse der Schneegrenze und der\n Gletscher Die H\u00f6henangaben\n erfolgten in Pariser Fu\u00df. Vgl. Schlagintweit, H.\n 1853 , 17 sowie Schlagintweit,\n A.\/Schlagintweit, H. 1854 , 506\u2013507. Sum\u0305e al ler Gl. Gletscher Prim\u00e4re Secund\u00e4re Schnee grenze Mittlere H\u00f6he der Gletscher Prim\u00e4re Secun d\u00e4re. Cottische Alpen Massiv des Mt. Mont Pelvoux 50 4 46 8500 6740 6000 6800 Graiische Alpen Umgebungen des Mt Mont Is\u00e9ran und des Pic de Cogne 30 1 29 8600 6900 \u2014 6900 Penninische Alp. Alpen A. Mont-Blanc zwischen Col de\n Bonhom\u0305e u. und St. Sankt Bernh Bernhard 68 Schlagintweit, H. 1853:\n 61. 8 60 8900 6330 4310 6600 B . Monte Rosa zwischen St . Sankt Bernh Bernhard u. und Simplon 135 15 120 9000 7100 6310 7200 Schweizeralpen Schweizer Alpen Das ganze Alpengebiet zwischen den penninischen u. und rh\u00e4tischen Alpen zusam\u0305en fassend. 120 13 107 8300 6570 5170 6740 Rh\u00e4tische Alpen A. Graub\u00fcndtner Alpen B . Umgebungen des Ortles C . Oetzthalergruppe D . Vereinzelte Gl . Gletscher in den rh\u00e4tischen u. und carn. carnischen Alp. Alpen 70 80 180 40 3 2 8 \u2014 67 78 172 40 8700 8300 8300 6960 6800 6980 6000 6160 6150 6680 7000 6800 7000 Norische\n Alpen A . Tauern B . Salzkam\u0305ergut 240 10 5 \u2014 235 10 8300 8100 7300 7300 5990 5900 \u2014 7300 7300 Quantit\u00e4t der\n Gletscher Sehr wichtig","220":"Ihr lieber Brief und die Erz\u00e4hlung der Natur freuden die Sie Sich und\n Ihrer geist reichen Gattin geschenkt haben, erwecken die sch\u00f6nsten und z\u00e4rtlichsten\n Erinnerungen an Sie, mein theurer, innigst geliebter Freund und Reise\n College. Mein Uebel war bloss Erk\u00e4ltung in den lezten Irrfahrten der ultima\n Thule ( R\u00fcgen ) erworben und in Besteigung\n von K\u00fcsten die sich 50\u00b0 steil ins Meer senken! Keine Pulsver\u00e4nderung, kein\n Kopfweh aber 83 Jahre alt im unwahrscheinlichen Urleben ist man eine\n Dramatische Nahrung f\u00fcr die Zeitungen . Meine\n Leiden sind Magenschw\u00e4che, gelehrten Verstopfung, rheumatische\n Verstopfung . Dabei der 4 t. te Band des Kosmos Humboldt 1845-1862 , der wie ein Alp dr\u00fckt wie sie der Alp der Infusorien. Macauley\u2019s Ernennung hat mir viel Freude gemacht: er ist der gr\u00f6sste, edelste Geschichtschreiber des Auslandes . Bei dem K\u00f6nig war keine Schwierigkeit er ist\n besser als die ihn umgeben und hat Achtung f\u00fcr hohe Intelligenz. Es schien\n mir dazu w\u00fcnschenswerth zu bezeugen dass das was das Institut diess das man mit Unrecht einen Orden schilt, auszeichnet , die Gemeinsamkeit aller\n h\u00f6heren Bestre bungen ist. Der Orden ist ein \u201eTugendorden der Intelli genz der\n Freien \u201c . Die Wahl eines solchen Oppositionsmenschen wird im Ganzen in England in Schottland sehr popul\u00e4r sein abgerechnet die W\u00fctheriche der\n Toryparthei. Frigant ilia Choroebo . Die friedliche Beendigung der Pallassache Biermann 1960 (wenden Sie ja St\u00fcler und Strack an) der Zosterer Torf und die Sch\u00e4ze die Sie erwarten, haben mich sehr erfreut, weniger die 800 unbekannten\n Namen die in Wisbaden zur Anbetung des Doppel Gestirns, Buch Esenbeck , zusammengekommen und in 80\n offenen Caleschen dem einigen Deutschland gezeigt worden sind. Sie wollen wissen wohl nicht, dass Nees v von Esenbeck grossm\u00fcthig um die Herrschaft nicht aufzugeben, mir listig angebo ten hat, die Stelle mir ab zutreten und \u201emir das Gesch\u00e4ft zu\n erleichtern \u201c . Mit alter Bewunderung u und Liebe Ihr AlHt Potsdam den 29 Sept September 1852 Sie werden nun noch zu w\u00e4hlen haben f\u00fcr Burnouf und Zukofski .","221":"Es ist sch\u00f6n, wenn unter Freunden, gleichzeitig ein und derselbe Gedank e beide anregt.\n \n Ich wollte Ihnen eben schreiben weil ich an Murchison zu sch antworten habe Vgl. Humboldt an Sir Roderick Impey Murchison , Potsdam, 9.\n November 1852, Edinburgh University Library, Gen. 1452. und erbost bin dass in seiner A E r\u00f6fnungsrede der Geogr. Geographical Soc. Society Ihrer herrlichen Arbeiten und derer Ihres uns so\n theuren Bruders und der denkw\u00fcrdigen Besteigungen des Monte\n Rosa gar nicht erw\u00e4hnt. Auch von der Afrikan Afrikanischen Exped. Expedition Die Forschungsreise Heinrich Barth s, Adolph Overweg s und James\n Richardson s durch Nord - und Westafrika , f\u00fcr die sich Humboldt und Carl Ritter in Berlin eingesetzt hatten .Vgl. Humboldt 2010 ,\n 107\u2013168. keine Silbe. Wie erkl\u00e4ren Sie dieses Benehmen v von dem Miles gloriosus Lat.: prahlerischer Soldat. Im\n \u00fcbertragenen Sinne: eitler Prahler. ? Von mir heisst es dagegen, dass ich wie eine Laterne \u201evon der Terrasse von Sanssouci die Welt erleuchte.\u201c Der Pr\u00e4sident der Royal Geographical Society Sir Roderick Impey Murchison hatte in einer\n Rede vor der Gesellschaft am 24. Mai 1852 ge\u00e4u\u00dfert: The genius of\n Humboldt continues to enlighten mankind from the terrace of Sans Souci . , Murchison 1852 ,\n xcviii. Er glaubt th\u00f6richt, ich k\u00f6nne als Kanzler eines Ordens Humboldt war seit 1842 Kanzler des Ordens pour le\n m\u00e9rite (Friedensklasse). ihn vergeben. Ritter hat die\n Rede auch. An Dove habe ich das ganze J. Journal du Cosmos Cosmos. Revue\n encyclop\u00e9dique hebdomadaire des progr\u00e8s des sciences : Ab 1852\n w\u00f6chentlich erschienene Zeitschrift, gegr\u00fcndet und herausgegeben von Benito R. de Monfort . Die\n Artikel verfasste zumeist Fran\u00e7ois-Marie-Napol\u00e9on Moigno . geschikt. Sie sollten es auch lesen. Es enth\u00e4lt weit mehr u und neueres als die Comptes\n rendus Comptes rendus\n hebdomadaires des s\u00e9ances de l'Acad\u00e9mie de sciences : Ab 1835\n w\u00f6chentlich erschienene wissenschaftliche Zeitschrift, herausgegeben von\n der Pariser Acad\u00e9mie des\n Sciences . . Ich werde Sie gern Montag zwischen 12 und 3 empfangen. Mit der liebevollsten Hochsch\u00e4zung Ihr AlHumboldt Pots. Potsdam Sonnabend 30 . Oct October 1852","222":"Ich will Sie und Ihren theuren Bruder nicht\n zu allzugrosser Sicherheit od. oder allzu nahen Hofnungen aufregen aber die Anlage Um welches Dokument es sich handelt, konnte\n bislang nicht ermittelt werden. , die Sie mir g\u00fctigst wieder bringen Mittwochs 1 Uhr soll Ihnen nur beweisen, dass ich ununterbrochen (seitdem ich Ihr dem Minister R. Raumer gewiss sehr misf\u00e4lliges Elogium Vgl. Humboldts Gutachten \u00fcber die Reisepl\u00e4ne Adolph und Hermann Schlagintweits f\u00fcr Kultusminister Karl Otto von Raumer : Potsdam,\n 27. November 1852 ( Humboldt\n 1985 , 158\u2013159). am 27 . Nov November 52 27 . Nbr November 52 absandte) mit Ihrem Reiseprojecte besch\u00e4ft besch\u00e4ftigt bin. Das Wort \u201eder K\u00f6nig K\u00f6nig giebt den Gedanken nicht auf \u2026 \u201c bezieht sich auf den lezten Rath den ich gegeben (da Bunsen von der Geh\u00e4ssigkeit ge schrieben, die bei Gelegenheit von Vogel \u2019s Sendung in der geogr. geographischen Gesell schaft u und auch bei Murchisson gegen die\n bevorzugten Deutschen ausgebrochen) , etwas zu warten , um ihn , der immer besten Willen hat, nicht in\n Verlegen heit zu sezen. ) Da man gestern zum ersten Mal das gl\u00fckliche Wort gemeinschaftliche Expedition gemeinschaftl gemeinschaftliche Expedition ausspricht, so werde ich nicht aufschieben,\n sondern im Gegen theil f\u00f6rdern . Das Ding spielt man seit Mai 52 mai\n 1852 und Fbr. Februar 53 , rathet, was dem K\u00f6nig geh\u00e4ssig scheint, alles ab zuschlagen, worin der K\u00f6nig pers\u00f6nliche Abneigung gegen Fremde\n erkennt. Sagen Sie davon gegen niemand als Ihrem Bruder , denn es giebt\n th\u00e4tige Neider! Ich glaube wegen der in England herrschenden Liebhaberei f\u00fcr magnet. magnetische Bestimung. Bestimungen , f\u00fcr die viel Geld ausgegeben\n wird, auf diese zu appuyiren,\n was auch bei Vogel s Sendung zum Tschad geholfen . Es wird Sabine u und Herschel gewiss daran liegen, die von Erman , Hanst Hansteen , u und Kupfer nur s\u00fcdl. s\u00fcdlich bis 50\u00b0 Br Breite bestimmen Magnetlinien durch Kennt niss ihrer Richtungen von Cap . Comorin lat latitudo 10\u00b0 ) bis 37\u00b0 n\u00f6rdl. n\u00f6rdlicher Himalaya alles zug\u00e4nglich erl\u00e4utert zu sehen . Besuchen Sie mich g\u00fctigst Mittwoch . Ihr M\u00fcnchner Plateau hat mich sehr befriedigt. Mit alter An h\u00e4nglichkeit und Freundschaft Ihr AlHumboldt B. Berlin 28 . Febr Februar 1853","223":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg AlHumboldt Helfen Sie uns, mein Theurer, damit die Stimmen nicht wieder so ohne allen Erfolg vereinzelt werden, und schliessen Sie Sich\n denen an, die den Anti Infusionarius durch den w\u00fcrdigen verdienstvollen Gr\u00fcnder der neuen\n Oryktognosie, unseren Weiss oder den ausgezeichnetsten deutschen Geognosten\n Berghauptmann von Dechen ersezen wollen . Heinrich Rose , der gewiss bald dem Orden angeh\u00f6ren muss\n w\u00fcrde dieses Mal nicht durch dringen . Antworten Sie nicht auf eine schaamlose\n Werbung . Ihr AlHumboldt Berlin 5 Mai 1853","224":"Dienstag den 7 Juni 1853. Da ich in der lezten Zeit mich eigenth\u00fcmlich anregende Erlebnisse gehabt\n und Beobachtungen vollendet habe, so lege ich Ihnen dieselben in einigen\n Worten vor. Ich fange damit freudig an, Ihnen zu melden, da\u00df es endlich doch dahin gekommen ist, da\u00df Voss in Leipzig mein\n neuestes Uebersichts Werk des mikroskopischen Lebens zu Michaelis so weit\n es fertig ist herauszugeben bereit ist. Der Text des ersten Thei les (94 Bogen) S\u00fcd Pol, Australien , Asien, Africa und S\u00fcd America wird mit Centro-America und Mexico einschlie\u00dflich abschlie\u00dfen.\n Dazu werden s\u00e4mtliche 40 Kupfertafeln mit ebensoviel Er kl\u00e4rungs Bl\u00e4ttern besonderem Titel und Vorwort als\n abgeschlossenes Ganzes gegeben. Ich habe mich schriftlich verbindlich\n gemacht bis zum October dieses Jahres alles dazu\n abzu schlie\u00dfen und Voss hat sich verbindlich gemacht das Ganze in meinem Sinne ohne R\u00fccksicht auf die Bogenzahl gleich zeitig\n zu Ende zu f\u00fchren. Gro\u00dfen Gewinn habe ich nicht, aber ich freue mich das\n Werk zu vollenden. Voss war vor einigen\n Tagen hier. Nun gehe ich zu dem Anderen \u00fcber. Ich habe seit einiger Zeit schon die\n mikrosko pischen Verh\u00e4ltnisse Europas zu\n redigiren und zu vervollst\u00e4ndigen gesucht. Dabey habe ich die\n mir von den flei\u00dfigen DD Schlagintweit zugetragenen Stein und Erd Proben von den h\u00f6chsten Gipfeln der Central\n Alpen und auch der kleineren baierischen Alpen weiter \u00fcber arbeitet. Das Resultat war mir nicht unerwartet, aber doch\n \u00fcberraschend an F\u00fclle des Lebens in 10468, 11770, 12158 und am Monte Rosa\n in 14284 Fu\u00df H\u00f6he, was ja den H\u00f6hen unterm Aequator von 21000, 23000, 24000\n und 28000 Fu\u00df ent spricht. In diesen H\u00f6hen leben\n zahllose sta tion\u00e4re Thierchen. Ich z\u00e4hle bis\n heut 96 Arten von Formen, 45 Polygastren , 29 Phytolitharien , 5 B\u00e4renthierchen , 4 R\u00e4derthierchen , 2 An guilullae , 9 weiche Pflanzentheile\n von Fich ten und Dicotylen , 2\n Crystalle. Mehrere Formen sind so neu und eigen wie Soldanella alpina , Primula minima und Gnaphalium\n Leontopodium oder wie die Opuntia Ovallei in Chile seyn mag. Sie kommen\n nicht herab, man mu\u00df hinauf zu ihnen. Besonders sind B\u00e4renthierchen und R\u00e4 derthierchen eigenth\u00fcmlich neu. Von Verk\u00fcm merung ist da\n nichts zu sehen. Es ist ein klei nes frisches\n kr\u00e4ftiges reiches Leben trotz der geringen Jahres W\u00e4rme. Das Auffallendste zum Schlu\u00df. Heut noch habe ich aus Schlagintweits 1852 mit gebrachten Moosen vom Wei\u00dfthor Pa\u00df am Monte Rosa (11138 F. Fu\u00df ) wiederbelebte B\u00e4ren thierchen und R\u00e4derthiere all der neuen Arten in \u00fcbergro\u00dfer\n Zahl. Alle sind satt und dick, unter 100 mochten 70 bis 80 todt geblie ben seyn, \u00bc ist nie todt gewesen, ist am Leben geblieben und satt und dick. Die mageren nicht recht kr\u00e4ftigen schienen\n alle zu sterben. Wenn es Ihre Zeit erlaubt erbiethe ich mich Ihnen dieses unzweyfelhaft\n animalische Leben aus 11138 Fu\u00df H\u00f6he zur Ansicht zu bringen und bitte um\n Bestimmung einer Zeit in diesen Tagen. Ich habe bereits es der Akademie\n vorgelegt. Verehrungsvollst Ihr herzlich ergebenster Ehrenberg. Atmosph\u00e4re Infusorien auf 11600 F. Fu\u00df H\u00f6he lezter Ehrenberg Juni 1853","225":"27 Juni 1853. Wenn ich Ihnen neulich Nach richt von dem\n wunderbaren station\u00e4 ren Leben in 10,000 bis 14,284 F. Fu\u00df H\u00f6he unserer Alpen ( Gr. Gro\u00df Glockner , Monte Rosa ) gab, welches die Gebr\u00fcder Schlag intweit mir zugef\u00fchrt haben, so kann ich Ihnen nun die speciellen und festen Verzeichnisse derselben mittheilen. Die kleinsten Erdproben aus den gr\u00f6\u00dften H\u00f6hen scheinen \u00fcberall Leben zu enthalten. Mag man das Kleine hier und da k\u00fcmmerlich nennen, in ihrem Kreise sind all\n diese For men nicht k\u00fcmmerlich, es sind den\n vollwichtigen Regentropfen aus denen sich Meere bilden verwandte Dinge. Die \u00fcberall auf der Erde den physikalischen Feindseligkeiten sieg reich widerstehenden Formen und Organisationen sind Eunotia\n amphio xys und Pinnularia borealis . Die sonderbaren auf den Gipfeln des Monte\n Rosa ( Weissthor ) lebenden eigenth\u00fcmlichen Tardigraden Die\n sch\u00f6ne Arbeit von Doy\u00e8re \u00fcber die Tardigraden Doyere 1840 ist jetzt als Verglei chungspunct\n der pariser \u00e4hnlichen Formen recht wichtig. und Rotatorien scheinen ein Bed\u00fcrfni\u00df f\u00fcr\n so d\u00fcnne Luft und W\u00e4rme zu haben. Sie leben zwischen den Bacilla rien wie reiche wohlgen\u00e4hrte Leute, wie Ichthyosauren zwischen Cephalopoden . Das seltsame Fortleben, welches of fenbar kein\n Wiederaufleben ist, habe ich am Donnerstag vor 8 Tagen an vie len Hunderten von Exemplaren die 1851. in\n 11138. Fu\u00df H\u00f6he von Schlag intweit unbewu\u00dft gesammelt wur den in der Akademie unter Mi kroskope zur Anschauung gebracht. Als w\u00e4ren wieder die gro\u00dfe Mehrzahl todt, einige B oo \u00e4 renthierchen und R\u00e4derthiere aber kr\u00e4ftig lau fend und\n kriechend. Heut noch sah Dr. Doktor Weisse aus Petersburg sich das noch fortdaurende Leben bey mir an. Da\u00df\n viele dieser Formen ausgezeichnete besondere Arten sind ist physiologisch\n imponirend. Bey den minder entwickelten R\u00e4derthieren ist nicht der Darm kanal auffallend von Nahrung erf\u00fcllt, aber dessen\n Seitentaschen. Die vielen Blindd\u00e4rmchen enthalten einen reichlichen\n orangefarbenen bis schar lachrothen Stoff,\n dessen Farbe sehr der der Pelfidea\n crocea gleicht, welche dort zahlreich w\u00e4chst. Oft habe ich auch jetzt wieder gesehen, da\u00df die R\u00e4der thiere im contrahirten\n eif\u00f6rmigen Zustande mit den Z\u00e4hnen, die dann in ihrer Mitte liegen,\n deutlich kauen. Ebenso habe ich bey contrahirten, gar nicht entwickelten\n Thieren unter Wasser im Uhrglase direct gesehen, da\u00df sie binnen 24 Stunden\n ein reifes Ei ausbildeten. Offenbar \u00f6ff nen\n also diese Thiere im contra hirten Zustande ihre\n Mundr\u00f6hre und ziehen Feuchtigkeit, wenn sie da ist, ein, um sich von de ren Gehalt zu n\u00e4hren und fortzupflanzen. Ich f\u00fcge dieser kleinen Ab handlung noch eine\n fr\u00fchere \u00fcber Florida Ehrenberg 1853 bey, deren Einleitung ich fr\u00fc her\n sandte. In meinem Hause habe ich seit 3 Wochen schwere Zust\u00e4nde. Meine \u00e4lteste\n Tochter Helene 19 Jahr, ein Bild frischen\n Lebens, die nie krank war, ist pl\u00f6tzlich am Nervenfieber er krankt und erst vorgestern, am 21sten Tage ist nach sehr\n zweyfelhaften Er scheinungen unter anhaltenden\n Deliri ren, Nachla\u00df des Fiebers und Schlaf\n er folgt. Mit H\u00fclfe des Dr. Doktor Paetsch und Geheimenrath Wolff sind die gr\u00e4\u00dfli chen Wochen Gott sey Dank nun vor\u00fcber und wir k\u00f6nnen hoffen, da\u00df eine lange Reconvalescenz das Gleichgewicht wieder bringen wird. Gott erhalte Ihre Gesundheit. In herzlicher treuer Ver ehrung Ihr dankbarst ergebener Ehrenberg.","226":"Sie haben mir, theurer Ehrenberg, einen herrlichen Brief vgl. 266 E4 geschrieben \u00fcber das Leben in Luftschichten von 10 bis 15 000 Fuss H\u00f6he,\n voll Beob. Beobachtungen die ich noch f\u00fcr den Kosmos Humboldt 1845-1862 benuzen kann! Sie kennen zu sehr meine jezt so bedr\u00e4ngte Lage um mir\n zu z\u00fcrnen dass ich Ihnen nicht gedankt habe! Ihr heutiges liebes Schreiben\n giebt ausser der fr\u00f6hlichen Nachricht des Pallas Denkmals Biermann 1960 und der von mir so erw\u00fcnschten Wahl von B. Beyrich u und Ewald die Erz\u00e4hlung einer Anecdote die ein neuer Beweis von der anmaassenden Frechheit der franz. franz\u00f6sischen Charg\u00e9 d\u2019Affaires (wahrscheinlich Mr Monsieur de Gabriac ) \u00fcber dessen Anmaassungen Herr v von Manteuffel schon Klage gef\u00fchrt. Der Mann\n scheint franz. franz\u00f6sische Polizei in dem Schlosse des K\u00f6nigs aus\u00fcben zu wollen eine Zugabe\n ist ein Preuss. Preussischer Kammerherrdem dem Ihr ber\u00fchmter Name etwas s\u00fcdseeartig od oder b\u00f6hmisch scheint. Ich werde es dem K\u00f6nig u und Manteufel erz\u00e4hlen und wissen durch Spott\n Rache zu haben \u00fcben . Das Gegenst\u00fck aber in niederer Sph\u00e4re ist freilich dass neulich\n ein Attach\u00e9 der franz franz\u00f6sischen Gesandschaft von einem Constabler angehalten wurde, weil er ein rothes Abzeichen (Legion d\u2019 Honneur) trug. Empfangen Sie und\n Ihre liebens w\u00fcrdige Gattin den Ausdruk\n meiner innigen Anh\u00e4nglichkeit u und Verehrung AlHumboldt Potsd. Potsdam Sonnabend Auch den Stier \u00e4rgert die rothe Farbe. Was f\u00fcr ein sch\u00f6nes Augenpaar hat Kupffer aufgefunden . Die Dame hat viel Lindigkeit\n aber etwas Apretur.","227":"Das Ueberziehen des K\u00f6nigs von Charlottenburg nach Potsdam Berlin , seine Reise nach Potsdam , von wo er erst\n gestern zur\u00fck kam , haben ihn gehindert, Sie, theurer Rugendas , fr\u00fcher\n zu sehen. Er hat noch gestern Abend mit vieler Freundlichkeit von\n Ihrer Ankunft gesprochen und gesagt , er\n w\u00fcrde sich und der K\u00f6nigin einen angenehmen Nachmittag bereiten, in dem indem er Sie mit Ihren Sch\u00e4zen einlade . Ich glaube, wenn Sie es nicht schon gethan haben, Sie sollten drei Zeilen an den Herrn OberstMarschall des K\u00f6nigs , Grafen von Kol Keller schreiben: Sie w\u00fcnschten vor Ihrer Abreise Sr Seiner Maj. Majest\u00e4t dem K\u00f6nig noch pers\u00f6nlich den Audruk Ihres ehrerbietigsten Dankes darbringen zu k\u00f6nnen. Vergessen Sie nicht Ihre Wohnung dabei anzugeben. Ich bin in grosser Betr\u00fcbniss wegen der Todesgefahr, in der eine nahe Verwandte schwebt, Humboldts Gro\u00dfnichte Gabriele von Lo\u00ebn verstarb am 16. Februar 1854 (vgl.\n Alexander von Humboldt-Chronologie, edition humboldt digital, https:\/\/edition-humboldt.de\/H0005703 . aber es soll mich doch sehr freuen, Sie Montag um 1 Uhr mit\n den herrlichen Arbeiten zu sehen die Sie dem K\u00f6nig vorlegen wollen . Freundschaftlichst Ihr AlHumboldt Sonnabend. Sr Seiner Wohlgeboren Herrn Maler Rugendas K\u00f6nig v von Portugal","228":"Berlin , d. den 25 . Feb. Februar 1854. Was ich so lange gew\u00fcnscht habe, weil es von einem Ihnen fremden, aber geistreichen und\n kunstgelehrten Monarchen ausgeht, auch\n eine \u00f6ffentliche Anerkennung Ihres sch\u00f6nen, grossen Talentes ist, ist wurde erlangt! worden. Ich habe gestern den K\u00f6nig noch so voll lebhafter\n Erin\u0305erung an die Gen\u00fcsse , gefunden , die , Sie ihm verschaft, dass ich zwei Dinge zugleich f\u00fcr Sie erlangen konnte : den Rothen Adler Orden dritter Klasse (Preussische K\u00fcnstler, wie\n Preussische HofLeute m\u00fcssen mit der 4 ten Klasse beginnen) und den Ankauf der mit mit gebrachten Zeichnungen von Colima und West Mexico f\u00fcr 104 Fr. Friedrich d\u2019or . M\u00f6gen es Ihnen Freude machen, m\u00f6gen Sie darin den Beweis der Dauer meiner innigen Anh\u00e4nglichkeit erkennen. Ueber den modus der Zahlung (die gesichert ist) muss ich erst mit Herrn v von Olfers verhandeln, bei dem ich vorgestern vergebens war. AlHumboldt","229":"Excellenz M\u00fcndlich meinen innigsten Dank auszusprechen f\u00fcr deren mir so besonders schmeichelhaftes Verwenden, um die mir \u2013 gem\u00e4\u00df Ihrer sehr g\u00fctigen Botschaft zugedachten\n gro\u00dfen Ehre hat hatt\u2019 ich mich in deren Hotel praesentirt \u2013 und da mir nicht die Freude\n geworden Sie zu finden , beeile ich mich meinen w\u00e4rmsten Dank f\u00fcr die angek\u00fcndigte Auszeichnung\n welche ich wohl vollst\u00e4ndig zu w\u00fcrdigen wei\u00df \u2013 hiermit in wenigen\n Zeilen niederzulegen . Die Mittheilung da\u00df die Majest\u00e4ten Friedrich Wilhelm\n IV. und Elisabeth von\n Preu\u00dfen . mit so vielem Interesse meiner Arbeiten gedachten , macht mich gl\u00fccklich \u2013 obwohl ich f\u00fchle da\u00df die k\u00f6nigliche Gnade \u00fcber\n meine Verdienste geht und Ew. Eurer Excellenz Vorwort Hier im Sinne von F\u00fcrsprache, Empfehlung. Vgl.\n Deutsches W\u00f6rterbuch von Jacob und Wilhelm Grimm, www.woerterbuchnetz.de\/DWB\/vorwort . hierbey in besonderer Betrachtung gegen mich nicht zu verken\u0305en ist. Den weiteren Er\u00f6ffnungen des Herrn Gen l . Dir ts Generaldirektors Baron v von Olfers getrost gew\u00e4rtig \u2013 sehe ich den\n kommenden Tagen heiter entgegen \u2013 und so auch dem Vergn\u00fcgen Euer\n Excellenz nocheinmal aufwarten zu k\u00f6nnen und mich deren fernerm\n Wohlwollen zu empfehlen . Mit gr\u00f6\u00dfter Verehrung Euer Excellenz ergebenster Moriz Rugendas Berlin , den 26sten Februar 1854","230":"Boussingault mein theurer Ehrenberg bittet Sie\n die beiliegende Materie (den filtrirten Schlamm der kleinen Koth Vulcane von Turbaco ) auf kleines\n Leben zu untersuchen. La boue de Volcancitos de Turbaco bei Carthagena de\n Indias a \u00e9t\u00e9 obtenu en filtrant l\u2019eau dont j\u2019ai fait l\u2019analyse\n chimique. Priez Votre illustre d\u2019 Ehrenberg de les\n mettre sous Son puissant microscope et celui de sa sagacit\u00e9. AHt Ist gestern eine Wahl zu Stande gekommen Libenow ?","231":"Herrn Boussingaults Probe eines Filtrums des Turbaco Schlammes habe ich Ihrem Wunsche\n gem\u00e4\u00df und mit eignem Interesse gestern alsbald etwas gepr\u00fcft. Ich habe mit 10\n verschiedenen Theilchen 10 genaue Analysen gemacht und glaube nicht da\u00df das gewonnene\n Resultat anders als in der Breite sich \u00e4ndern w\u00fcrde, wenn ich die Zahl der Analysen\n mehrte. Da schon Mischung mit Wasser und Schlammen vor dem Filtriren wahrscheinlich\n statt gefunden hat, so lassen sich einige Bereiche nicht sicher feststellen z. B.\n Gehalt von Seesalz und Gehalt von gr\u00f6bern Sande. Folgendes lie\u00df sich feststellen: 1. Die Masse schw\u00e4rzt sich beym Gl\u00fchen und r\u00f6thet sich bey l\u00e4ngerem Gl\u00fchen, sie\n enth\u00e4lt also kohlige Stoffe und Eisen. 2. Wenn die Kohle verfl\u00fcchtigt ist hat\n sich das Volumen nicht augenscheinlich verringert. 3. Der Eisengehalt ist im\n mulmigen Zustande alles \u00fcbrige umh\u00fcllend. 4. Die Masse braust nicht mit\n Salzs\u00e4ure, enth\u00e4lt daher keinen freien kohlensauren Kalk, keine Muschel- oder\n Polythalamien Reste. 5. Beym Verdunsten des befeuchtenden Wassers schie\u00dfen im\n Mikroskop auf den Objecttr\u00e4ger keine Crystalle an die Masse enth\u00e4lt daher keine\n freyen l\u00f6slichen Salze. 6. Die mikroskopische Mischung Die schwarzgraue wenig zusammen h\u00e4ngende Erde zerf\u00e4llt unter Wasser sogleich in\n einen feinen Schlamm, der zwischen den Fingern unf\u00fchlbar ist. Dem blo\u00dfen Auge und der\n Lupe erscheint er homogen nur isoliren sich feine schwarze Theilchen hie und da. Bei 300 maliger Vergr\u00f6\u00dferung im Durchmesser zeigt sich die Zusammensetzung als\n ein sehr feiner Mulm mit vielem feinen quarzigen Sande und vielen feinen\n Glimmertheilchen. In der Masse sind ansehnlich viele dunkelschwarze Partikelchen\n zerstreut welche beym Schlemmen sich als leichtere Stoffe an der Oberfl\u00e4che des\n erfolgenden Bodensatzes halten. Die\u00df sind die das Ganze beym Gl\u00fchen schw\u00e4rzenden\n Humustheilchen. Es lassen sich darunter nur selten aber hie und da deutliche\n Pfanzenreste erkennen auch fanden sich mehrgliedrige Sporangien von Pilzen oder\n Flechten. Unter den kieselerdigen Sandtheilchen seind sind Formen welche dem Lithostylidium rude und serpentinum (Grastheilen) \u00e4hnlich sind. Zellige vulkanische Schlacken und Bimstein Splitter fehlen. Nur ein\n zweyfelhaftes Bimsteintheilchen ist vorgekommen. Das \u00fcbersichtliche Resultat\n der Analyse w\u00e4re sonach: \/5\/ Positive Character Der Schlamm ist ein sehr feiner humusf\u00fchrender Mulm\n mit feinen granitischen Elementen die stets eckig nicht abgerieben oder gerundet sind\n und mit feinen Crystallen wie in den Tuffen . Die\n Humustheilchen sind\n erkennbaar\n Pflanzenstoffe von Dicotylen - Pflanzen und Luft- Cryptogamen also Waldhumus. Negative Character: Es fehlt jede Spur von Meerwasser Mischung. Kein Keine Polythalam Polythalamien kei keine Muschelfragmte Muschelfragmente . Es fehlt jeder vulkanische Charakter geschmolzner oder verschlackter\n Massen. Die Humus Mischung hat nicht den Charakter von Wasserschlamm,\n hat aber den Charakter von Waldhumus. E s fehlt jed jeder Charact Character v von Sumpf-Schlamm keine Spur von Spongolithen und Polygastern . Der Schlamm von Turbaco geh\u00f6rt mithin ebenfalls zu den S\u00fc\u00dfwassermischungen des vulkanischen Projectils\n ohne alle Spur von Meeres-Einflu\u00df. Vielj\u00e4hriges Kochen und Walken m\u00f6g m\u00f6gen solchen Mulm aus Oberfl\u00e4chen Massen bereiten mischen , es w\u00e4re also verarbeitete zerkleinerte Moya v von Pelileo . \/6\/ Nach Dr. Doktor Karstens m\u00fcndlichen Erl\u00e4uterungen ist die Stelle der\n Volcancitos so gro\u00df wie der Schlo\u00dfplatz, von Wald umgeben, vegetationslos, und kann\n au\u00dfer der Regenzeit betreten werden. Der Boden ist lehmartig salzig. Die R\u00f6hren f\u00fcr\n die Gas Ausstr\u00f6mung sind wie Pfeifenr\u00f6hren dick und haben ein einen Wall von ausgeworfner Erde um sich, sind zahllos und wenn sie sich\n verstopfen so bilden sich daneben andere. Der Wasser Abflu\u00df ist gering. Das\n ausstr\u00f6mende Gas ist brennbares Kohlen Wasserstoffgas. Hie und da sind\n halbverk\u00fcmmerte Gr\u00e4ser am Rand. Es ist keine Spur vulkanischer Th\u00e4tigkeit sichtbar.\n Das Wasser welches mit dem Gas aufsteigt hat die mittlere Temperatur des Ortes kann\n daher nicht aus gro\u00dfer Tiefe noch aus vulkanischem Herd kommen. Sein Salzgehalt ist\n bedeutend.","232":"Herrn Boussingault\u2019s Probe eines Filtrums\n des Turbaco -Schlam mes habe ich Ihrem Wunsche ge m\u00e4\u00df\n gestern alsbald etwas ge pr\u00fcft. Ich habe 10.\n genaue Ana lysen von 10. verschiedenen Theil chen gemacht und glaube nicht, da\u00df das\n gewonnene Resultat anders als in der Breite zunehmend sich \u00e4ndern w\u00fcrde,\n wenn ich die Zahl der Analysen mehrte. Einige Charak tere lassen sich an dem Material, weil es kein urspr\u00fcngliches\n ist, nicht sicher feststellen, z. zum B. Beispiel Gehalt an Seesalz, Gehalt an grobem San de, indem das Schlemmen und Filtri ren beydes weggenommen haben mag. Folgendes lie\u00df sich feststellen: Die Masse ist eine feine\n schwarz graue, wenig zusammenh\u00e4ngende Er de, die unter Wasser sogleich in ei nen feinen Schlamm zerf\u00e4llt der zwischen\n den Fingern unf\u00fchlbar ist und zwischen den Z\u00e4hnen fast gar nicht knirscht.\n Dem blo\u00dfen Auge und der Lupe erscheint er homo gen, thonig, nur isoliren sich hie und da feine schwarze\n Theilchen. Die Masse schw\u00e4rzt sich beim Gl\u00fchen und r\u00f6thet sich bey st\u00e4r kerem Gl\u00fchen, sie enth\u00e4lt also koh lige Stoffe und Eisen. Wenn die Kohle verfl\u00fcchtigt ist hat sich das Volumen nicht augenscheinlich\n verringert. Der Eisengehalt f\u00e4rbt alles, ist daher mulmartig und ebenfalls gegen das\n Volumen nicht bedeutend. S\u00e4ure bewirkt kein Brausen es hat daher die Masse keinen freien\n kohlensauern Kalkgehalt, keine Muschel oder Polythalamien -Fragmente. Beim Verdunsten des befruch tenden Wassers auf\n dem Objecttr\u00e4 ger erkennt man im Mikros kop keine\n Crystalle,\n es h\u00e4lt also die Masse keine freien l\u00f6slichen Salze. Die mikroskopische Mischung . Bey 300.maliger\n Vergr\u00f6\u00dferung im Durchmesser zeigt sich die Zu sammensetzung als ein sehr fei ner Mulm mit vielem feinen quarzigen Sande und feinen Glim mertheilchen . Ansehnlich viele dunkelschwarze Partikelchen sind in der Masse zerstreut und beym Zerfallen und Zerr\u00fchren der Masse im Uhrglase unter Was ser bleiben diese auf der Ober fl\u00e4che des Bodensatzes. Die\u00df ist das Verhalten von\n Humus. Darunter lassen sich auch Pflanzenreste direct erkennen, Fasern, Haare, Zellen -Promiszen, auch wiederholt Sporangien von Flechten. Unter den kieselerdigen Sand theilchen sind\n Formen, welche dem Lithosty lidium rude und serpenti num ( Grastheilen ) ganz \u00e4hnlich sind. Zellige vulkanische Splitter (von Schlacke oder Bimsstein ) fehlen. Das\n \u00fcbersichtliche Resultat der Ana lysen w\u00e4re\n sonach: A\n Positive\n Charactere: Der Schlamm ist ein sehr feiner humusf\u00fchrender Mulm mit unor ganischen granitischen Elementen als Hauptmasse. Das Unorganische ist eckig nicht gerundet und ent h\u00e4lt nicht wenig kleine Crystall prismen wie von Augit oder\n Py roxen, nach Art der\n vulkanischen Tuffe. Die Humustheilchen sind hier und da erkennbare Pflanzenstoffe Dicotylen-Pflanzen und Luft- Crypto gamen , also Wald- Humus. B. Negative Charactere: Es fehlt jede Spur von Meer wasser -Mischung, keine Salze, keine Polythalamien , keine\n Muschel-Frag mente . Es fehlen\n die Charactere vul kanischer\n Schmelzung . Es fehlt jeder Character von Sumpf-Bildung , keine Spur von Spon golithen, keine Wasser Polygastron Polygastren . Schlu\u00df Der Schlamm von Turbaco ge h\u00f6rt zu den vulkanischen S\u00fc\u00df wasser-Projectilen wie die Moya von Pelileo , ohne alle Spur von Meeres -Einflu\u00df. Ungemessnes Kochen und Walken der D\u00e4mpfe\n mag sol chen Mulm aus Oberfl\u00e4chenverh\u00e4lt nissen mischen. Es ist die immer von Neuem\n verarbeitete zerklei nerte Moya von Pelileo . Das Resultat wird Sie und Herrn Boussingault wenig befrie digen r\u00fccksichtlich der gew\u00fcnsch ten L\u00f6sung der Fragen die man gern an die\n Masse kn\u00fcpft, aber die gewonnenen Charactere sind fest und entschieden \u00fcber\n den Meeres einflu\u00df, dessen Nichtexistenz sie\n darthun. Auch die Vorstel lung von\n unterirdischen gro\u00dfen Seen will nicht passen zu dem humusreichen Auswurf ohne Spon golithen und Polygastron Polygastren . Ob einige dieser Elemente vulkanisch ver\u00e4n dert , gefrittet\n sind, w\u00e4re noch in Frage zu stellen und weiter zu pr\u00fcfen. Ich habe keine\n Anschauungen dieser Art zur Ueberzeugung gebracht. In herzlicher Verehrung Ihr dankbarster Ehrenberg. Berlin 6. Mai 1854","233":"Berlin 8\/8. 54. Da mein Vortrag vom Juni \u00fcber das kleine Leben der Mee restiefe im Aeg\u00e4ischen\n Meere jetzt in \u00dcbersicht gedruckt ist Ehrenberg 1854a , so erlaube ich mir Ihnen, mein innig verehrter Herr Baron, einen Abdruck zu senden. Ich hoffe, da\u00df damit eine Ver gleichung der Kreide und der jetzigen Ablagerungen einge leitet ist. Die Gr\u00fcnsande wachsen von allen Seiten ins Leben hienein. In herzlicher Verehrung Ehrenberg.","234":"Berlin , 4 . Sept September 1854. An Hermann und\n Adolph Schlagintweit Ich hatte diese Nacht, wo ich 4 lange, warme und listige Briefe Siehe zum Beispiel den Teildruck\n eines Briefs Humboldts an den Pr\u00e4sidenten der Asiatic Society of Bengal James William Colville ( Humboldt 1855 ). Vgl. auch die\n Erw\u00e4hnung eines Empfehlungsschreibens Humboldts vom 1. September 1854 an Mountstuart Elphinstone :\n Elphinstone an Humboldt, Bombay, 31. Dezember 1854, BSB M\u00fcnchen,\n Schlagintweitiana II.1.43, Bl. 27, sowie den Bericht \u00fcber\n Empfehlungsschreiben Humboldts an Brian\n Houghton Hodgson und Joseph\n Dalton Hooker in Ritter 1855 , 166. f\u00fcr Sie schrieb, meine liebensw\u00fcrdigen, theuren Freunde, nicht\n Musse gehabt, Ihnen ein Wort der Liebe, des Andenkens, der innigen Achtung und des ewigen Abschiede s Der vorliegende Brief ist das letzte\n Schreiben Humboldts an die Gebr\u00fcder Schlagintweit, bevor diese zu ihrer\n Forschungsreise nach Indien aufbrachen. zu sagen! Unter allen Dingen zu denen ich mitgewirkt, ist Ihre Exped. Expedition mir eine der wichtigsten geblieben. Es wird mich dieselbe\n noch im Sterben erfreuen . Sie werden geniessen, was zwischen der R\u00fcck k unft von Mexico und der Sibi rischen Reise ununterbrochen meine Phantasie\n besch\u00e4ftigt hat Humboldt plante nachweislich zwischen\n 1805 und 1822 eine Forschungsreise nach Indien und Innerasien . Vgl. Alexander von Humboldt-Chronologie\n (10. M\u00e4rz 1805), edition humboldt digital , https:\/\/edition-humboldt.de\/H0014753 . Die russisch-sibirische\n Reise 1829 f\u00fchrte ihn schlie\u00dflich in den Ural , durch Teile West sibiriens und des Altai . . M\u00f6ge es Ihnen wohl gehen. Ihr AlHumboldt Schicken Sie von Aden an G Gustav Rose 3\u20134 St\u00fccke Basalt , ob es Olivin ? ob Ob nich t etwas mehr Porphyr , Gr\u00fcnstein , Trachyt artiges daneben? Wie viel Angst hat mir Ihr theurer Robert verursacht Robert\n Schlagintweit war kurz zuvor von einer schweren\n Krankheit, die Humboldt f\u00fcr Cholera hielt, genesen. Vgl. Humboldt an Eduard Buschmann , [Berlin],\n Dienstag [29. August 1854], Biblioteka\n Jagiello\u0144ska, Krakau, Nachlass Alexander von Humboldt, Bd. 14\/2 Bl.\n 306r . , auch der K\u00f6nig der auf das lebhaf teste mit seiner Herstellung besch\u00e4ftigt war. Es giebt auch K\u00f6nige , die Gem\u00fcth haben . An die Herrn D. D. Doctores Hermann u. und Adolf Schlagintweit Wohlgeboren","235":"1) Num\u0305er. 1. Der erste Brief Ausz\u00fcge dieses Briefes wurden 1855 in\n der Zeitschrift f\u00fcr allgemeine Erdkunde ver\u00f6ffentlicht. Vgl. Schlagintweit, A. 1855 . der Gebr. Gebr\u00fcder Schlagintweit nach ihrer Ankunft in Ostindien . AHumboldt 5 . Jan. Januar 1855 Bombay , den 10 . November 1854. Seiner Excellenz Baron Alex. Alexander von Humboldt etc. et cetera etc. et cetera etc. et cetera Verehrteste Excellenz! Nach einer sch\u00f6nen gl\u00fccklichen Seereise kamen wir am 26 . Oktober hier in Bombay an Die Br\u00fcder Hermann , Adolph und Robert Schlagintweit bestiegen\n am 20. September 1854 in Southampton den Dampfer Indus .\n Ende September landeten sie kurzzeitig auf der Insel Malta an, bevor im Nildelta von Bord gingen. Die Br\u00fcder\n reisten anschlie\u00dfend von Alexandria \u00fcber Kairo nach Suez und von dort mit dem Dampfer Oriental nach Aden , wo sie auf die Auckland umstiegen. Am 26. Oktober 1854\n erreichten die Reisenden die indische Hafenstadt Bombay . Vgl. zu den Reiseetappen Gugger 2015 . . Wir waren in den ersten Tagen so besch\u00e4ftigt, da\u00df wir beiden\n die erste Post, die kurz nach unserer Ankunft abging , vers\u00e4umen mu\u00dften und erst jetzt mit der Post, die Bombay am 14 . November verl\u00e4\u00dft, im Stande sind Ihnen einige Nachrichten mitzutheilen. Wir Nachfolgender Satz ist aufgrund\n zahlreicher Streichungen unvollst\u00e4ndig. erlauben uns Ihnen beiliegend eine Abschrift des Resum\u00e9s\n unserer Beobachtungen\n w\u00e4hrend der Seereise mitzutheilen, NB. Nota Bene NB. Nota Bene Wir konnten leider vor Abgang der Post keine zweite\n Abschrift mehr f\u00fcr Sie erhalten. Eine vollst\u00e4ndige Copie ist in dem Briefe an Se. Seine Majest\u00e4t den K\u00f6nig einge schlossen, den wir gleichzeitig abgeschickt\n haben . welches wir gleichzeitig an das India House die Directoren der ostindischen\n Compagnie abgeschickt haben Die Br\u00fcder Schlagintweit unterstanden\n w\u00e4hrend der gesamten Reise der britischen East\n India Company , da diese einen Gro\u00dfteil dieser finanzierte.\n Sie waren gegen\u00fcber der EIC zu regelm\u00e4\u00dfiger Berichterstattung verpflichtet. Vgl. das\n Memorandum des Sekret\u00e4rs der Gesellschaft J. D.\n Dickinson \u201eAdvising the terms of his [Adolphe\u2019s]\n engagement for the continuance of the Magnetical Survey of India\u201c, BL,\n London, India Office Records, E\/1\/300, Nr. 1715. Zitiert nach Brescius 2015 . . Wir m\u00fcssen sehr um Entschuldigung bitten, da\u00df dieser Bericht englisch abgefa\u00dft ist; aber wir hatten unm\u00f6glich mehr Zeit ihn selbst\n deutsch abzuschreiben. Wir waren so gl\u00fccklich alle drei von der\n Seekrankheit fast v\u00f6llig unber\u00fchrt geblieben, so da\u00df wir uns ungest\u00f6rt\n unseren Beobachtungen widmen konnten. Sie w\u00fcrden uns sehr\n verbinden, wenn Sie uns die Ehre erzeigen k\u00f6nnten, dem K\u00f6nige unseren Bericht zur Ansicht vorzulegen, und ihn dan\u0305 vielleicht der Akademie zu \u00fcbersenden. Es w\u00e4re f\u00fcr uns von gro\u00dfer\n Wichtigkeit wenn die Akademie uns die Ehre erzeigen k\u00f6nnte vielleicht\n einen Theil des Berichtes in den Monatsberichten zu drucken In den Jahren 1836\u20131855 gab die K\u00f6niglich Preu\u00dfische Akademie zu\n Berlin den Bericht \u00fcber die zur Bekanntmachung geeigneten\n Verhandlungen der K\u00f6nigl. K\u00f6niglich Preuss. Preu\u00dfischen Akademie der Wissenschaften zu Berlin heraus. Vgl. Schlagintweit 1855 . , da die Directoren Der Court of\n Directors bezeichnete das aus 24 Direktoren bestehende\n Leitungsgremium der East India\n Company . es jedenfalls sehr g\u00fcnstig aufnehmen w\u00fcrden, wenn sie sehen,\n da\u00df man auch au\u00dfer England unseren\n Beobachtungen in Indien eine g\u00fctige\n Theilnahme schenkt. W\u00e4hrend der Reise von England nach Bombay zogen die verschiedenen Bilder und Eindr\u00fccke so rasch an uns vorbei, da\u00df uns jetzt das Ganze fast wie ein gro\u00dfes herrliches Panorama erscheint, welches noch langsam sich vor dem Reisenden aufrollt. Dieser Dieses Umstand Gef\u00fchl wird noch ganz besonders dadurch erh\u00f6ht, da\u00df man die K\u00fcsten u. und Inseln im\u0305er nur in einiger Entfernung unerreichbar vor sich liegen sieht und, wie auf einem Gem\u00e4lde ihre geologische\n Structur, die Natur der Felsarten nur aus den \u00e4u\u00dferen Formen\n ann\u00e4herungs weise entr\u00e4thseln kann ; und nicht in der N\u00e4he untersuchen kann. Wir verliessen Southampton am 20 . September mit dem Dampfschiffe Indus; nach\n einer sehr sch\u00f6nen Ansicht der spanischen K\u00fcste bei Cap Finisterre und Cintra kamen wir Abends am September in Gibraltar an. Bei dem sch\u00f6nsten Wetter durchfuhren wir das mittell\u00e4ndische Meer sahen die\n Inseln Galita u. und Pantellaria und landeten in Malta 30 . Sept. September Abends. Es blieb uns hier Son\u0305tag Morgens gerade Zeit genug um mit H\u00fclfe einiger Freunde eine ziemlich characteristische Sam\u0305lung\n der sch\u00f6nen Versteinerungen aus dem terti\u00e4ren Kalksteine ( oder\n theilweise ) der Insel Malta zusa\u0305menzubringen. 30 September 5 . Oktober Morgens kamen wir in Alexandrien an. Wir wurden Es warteten unser am Ufer eine gro\u00dfe Anzahl schwarzer Lasttr\u00e4ger aus\n allen Theilen \u00c4gyptens , Kamele usw und so weiter , die mit anerkennenswerther Energie die vorgefundene Masse\n von Gep\u00e4ck, von Brief- u und Geldkisten, sogleich weiter bef\u00f6rderten. Wir bedauerten unendlich, da\u00df es uns nicht m\u00f6glich war, in \u00c4gypten ungef\u00e4hr 14 Tage zu verweilen, aber\n da eben jetzt die gute Zeit f\u00fcr Reisen in Indien und beginnt , so konnten wir unsere Ankunft in Indien unm\u00f6glich verz\u00f6gern. Wir verliessen daher mit einem Zuge der neu er\u00f6ffneten Eisenbahn Die britischen Beh\u00f6rden strebten\n durch den Ausbau des Eisenbahnnetzes eine Erschlie\u00dfung des afrikanischen Kontinents an. Ein erster\n Teilabschnitt der neuen Bahnstrecke f\u00fchrte ab 1854 von Alexandria nach Kairo . Vgl. Sandwith 1910 , 430. schon nach wenigen Stunden Alexandrien . Der Anblick der \u00e4gyptischen Delta-ebene von der Eisenbahn aus war sehr characteristisch u. und interessant. Eine n r der sch\u00f6nsten Momente war bei dem gro\u00dfen Orte Damanhour , wo wir des\n Abends bei einer raschen Wendung der Bahn pl\u00f6tzl eine herrliche \u00c4gyptische Abendlandschaft mit schwachen niederen H\u00fcgelz\u00fcgen in der Ferne, u und den braunen elenden H\u00e4usern und\n Kuppeln von Damanhour im Vordergrunde vor uns hatten. In Chafralik begaben wir uns des Nachts auf den kleinen Nil dampfer u. und des anderen Morgens 10 Uhr langten wir in Cairo an. Wir hatten sehr gro\u00dfe M\u00fche\n bei der raschen Expedition durch \u00c4gypten unsere sch\u00f6nen 2). Instrumente Die Br\u00fcder Schlagintweit reisten mit\n modernen Messinstrumenten, die ihnen von der britischen East India Company zur Verf\u00fcgung gestellt\n wurden. Darunter befanden sich unter anderem einige Magnetometer und ein\n Theodolit. Vgl. Reich\/Roussanova\n 2015 . vor Unf\u00e4llen zu sch\u00fctzen. Allein dadurch, da\u00df wir einen eigenen Drago man Ein Arabisch sprechender Einwohner,\n der sich als Fremdenf\u00fchrer bet\u00e4tigte. zur Begleitung und \u00dcberwachung des Gep\u00e4ckes von Alexandrien bis Suez nahmen und durch die gro\u00dfe R\u00fccksicht, welche die\n Transit administration auf unsere\n Instrumente nahm, war es uns m\u00f6glich alles ganz unversehrt nach Suez zu schaffen. Nachts um 12 Uhr\n verliessen wir nach 14 st\u00fcndigem Aufenthalte Cairo in einem der 2 r\u00e4derigen Karren mit 6 Sitzen, in welchen man nach Suez expedirt\n wird. Wir hatten durch besondere G\u00fcte einen eigenen Wagen f\u00fcr uns allein erhalten, u. und wir konnten ihn nach Belieben zum Zwecke unserer Beobachtungen einige Augenblicke anhalten lassen. Bis zur mittleren\n Station ist der Weg durch die W\u00fcste ziemlich gut hergestellt; erst\n sp\u00e4ter f\u00e4hrt man \u00fcber den blo\u00dfen Sand hinweg. Mit dem Sande sind\n jedoch \u00fcberall eine gro\u00dfe Anzahl kleiner Geschiebe u. und \u00f6fter selbst Bl\u00f6cke von 10000 bis 20000 Cubic Centimeter Inhalt vermischt, die dem Boden eine ungleich gr\u00f6\u00dfere Festigkeit\n verleihen als man anfangs vermuthen w\u00fcrde. Es sind 16 Poststationen von Cairo bis Suez , auf denen\n jedesmal 4 Pferde vorgespannt werden; u. und 4 gr\u00f6\u00dfere Stationen f\u00fcr Erfrischungen. Nach 18 Stunden kamen wir in Suez an. Der eigenth\u00fcmliche,\n wirklich gro\u00dfartige Character der W\u00fcste mit den ganz kahlen Bergz\u00fcgen\n im S\u00fcden hatte f\u00fcr uns etwas sehr ergreifendes. Wir waren hier ebenso\n wie im Nildelta \u00f6fter auf das freudigste \u00fcberrascht\n Landschaftsbilder zu finden die uns auf das lebhafteste an die\n wirklich ganz characteristischen Ansichten in Lepsius\u2019 Atlas Die Forschungsreise Karl Richard Lepsisus \u2019 durch \u00c4gypten , f\u00fcr die sich Humboldt in Berlin unter anderem beim Preu\u00dfischen Kultusministerium eingesetzt hatte. Vgl.\n beispielsweise Humboldt an Kultusminister Friedrich Eichhorn , Berlin, 17. Dezember 1840 ( SBB-PK, Nachl. Alexander von Humboldt, kl. Kasten 1a, Nr.\n 8p ). erinnerten. Er steht in \u00c4gypten in sehr frischem gutem Andenken; ich bitte viele\n Gr\u00fcsse von uns zu melden. Wir sahen in der W\u00fcste eine sehr sch\u00f6ne Mirage, die wir auf einer unserer Zeichnungen wiederzugeben suchten. Der gr\u00f6\u00dfte Theil des W\u00fcstensandes\n scheint wohl aus den leicht zerst\u00f6rbaren terti\u00e4ren Bildungen zu\n stam\u0305en, welche am Saume der W\u00fcste in gro\u00dfen Massen anstehen. Die\n W\u00fcste ist eine entschiedene Meeresbildung, wir waren so gl\u00fccklich etwas im S\u00fcden der Station 12, der\n letzten Erfrischungsstation, eine Reihe ganz deutlicher Meeres strandlininien circa 200 Fu\u00df \u00fcber dem Meere (ich kann die H\u00f6he aus\n unseren Beobachtungen im Augenblicke unm\u00f6glich genau berechnen) aufzufinden, mit zahlreichen Meeresmuscheln, Ostrea , Echinus, Cardium , Cidaris , Cyprea , die specifisch sich von den entsprechenden Arten, die ich in Suez aus dem rothen Meere erhielt, nicht zu unterscheiden scheinen. Wir verliessen Suez am\n 8 . Oktober nachmittags 3 Uhr mit dem\n Dampfer der Peninsular u und Oriental Company \u201eOriental\u201c. Am rothen Meere war es in der That sehr warm; das Max. Maximum im Schatten war 8 35,7\u00b0 Cels Celsius ; wir f\u00fchlten jedoch die Hitze nicht sehr unangenehm; das Meer war ungew\u00f6hnlich ruhig; Von Zeit zu Zeit erblickten wir einige Inseln u und K\u00fcstenstreifen der aus weissen kahlen Felsenbergen gebildet, bis wir am 14 . Okt. Oktober Abends 9 Uhr in Aden ankamen. Wir mu\u00dften hier aus dem \u201eOriental\u201c der nach Ceylon ging auf das die Kriegsfregatte der ostindischen\n Compagnie \u201eAuckland\u201c \u00fcberschiffen, auf welche f\u00fcr 10\n Passagiere in der That ungemein wenig Platz vorhanden war. Des\n folgenden Tages um 9 Uhr verliessen wir Aden u und nach einer interessanten aber etwas langsamen Farth Fahrt kamen wir am 26 . Oktober Abends\n 11 Uhr hier in Bombay an. Wir wurden hier von allen Seiten auf das freundlichste aufgenom\u0305en . , Wir hatten bereits Gelegenheit von der Insel u und ihren Umgebungen sehr viel zu sehen u und wir werden uns erlauben mit der n\u00e4chsten Post (in 14 Tagen) Ihnen einige Resultate unserer Beobachtungen Vgl. das Schreiben von Adolph , Hermann und Robert\n Schlagintweit an Friedrich\n Wilhelm IV ., Bombay, 14. November 1854, BSB,\n Schlagintweitiana II.1.43.14. mitzutheilen. Wir wohnen hier in dem h\u00fcbschen Landhause des Hamburgischen Consuls Herrn Ventz , der wahrscheinlich die Ehre haben wird bei einer kurzen Reise nach Deutschland im Mai des n\u00e4chsten\n Jahres Sie in Berlin zu besuchen u und m\u00fcndlich einige Nachrichten von uns mitzutheilen. Wir denken in ungef\u00e4hr 14 Tagen von hier wegzufahren; u. und auf 2 verschiedenen Wegen \u00fcber Mahabaleshwar , einer der h\u00f6chsten Punkte auf dieser Seite Indiens , u. und Poonah die Kette der Ghants zu \u00fcbersteigen, ein Weg der f\u00fcr uns in\n geologischer Beziehung das h\u00f6chste Interesse bietet. Gegenw\u00e4rtig ist 3) es hier in der That nicht sehr\n unangenehm hei\u00df, u und wir sehen jetzt der k\u00fchlen Saison entgegen, die uns f\u00fcr unsere\n Beobachtungen w\u00e4hrend der Reise sehr n\u00fctzlich sein wird. Wir haben auf der w\u00e4hrend der Reise von England bis hieher\n versucht, eine Reihe der interessantesten Punkte, welchen wir begegneten, zu zeichnen. Das kleine Album, welches auf diese Weise\n entstanden ist, geht mit dieser\n Post\n an Col. Colonel Sykes nach England ab NB Nota Bene Geht erst in 14 Tagen ab. , der nach wenigen Tagen\n Ihnen dasselbe nach Berlin \u00fcbersenden\n wird. Wir w\u00e4ren Ihnen sehr verbunden, we\u0305n Sie mit gewohnter G\u00fcte\n Gelegenheit finden k\u00f6nnten es Se Seiner Majest\u00e4t dem K\u00f6nige , dem wir so unendlich zu Danke verpflichtet sind, als einen kleinen Beweis unserer schwachen Bestreben Bestrebungen vorzulegen. Es w\u00e4re wohl das Beste we\u0305n Herr von Olfers , dem wir einige Zeilen\n schicken werden, die G\u00fcte haben k\u00f6nnte, diese\n Zeichnungen deren wir sp\u00e4ter sehr nothwendig bed\u00fcrfen, bis zu unserer\n R\u00fcckkunft im Museum Wohl das Neue\n Museum , das Ethnographika pr\u00e4sentierte. Ignaz von Olfers stand diesem als\n Generaldirektor der K\u00f6niglichen Museen zu Berlin vor. Vgl. das nicht n\u00e4her datierte Schreiben von\n Humboldt an Ignaz von Olfers , wohl\n aus dem Jahr 1855, Humboldt\n 1913 , 189. f\u00fcr uns aufzubewahren. Ihrem erfahrenen Rathe folgend, haben wir gesucht, so sehr es uns auf dem Schiffe m\u00f6glich war, auf den Erl\u00e4uterungsbl\u00e4ttern verschiedene Bemerkungen u und numerische Data in Bezug auf die Zeichnungen zusam\u0305enzudr\u00e4ngen. F\u00fcr Ihren\n Brief an Lord\n Elphinstone Wahrscheinlich das\n Empfehlungsschreiben Humboldts vom 1. September 1854 an Mountstuart Elphinstone . Vgl. die\n Erw\u00e4hnung dieses Briefes: Elphinstone an Humboldt, Bombay, 31. Dezember 1854, BSB\n M\u00fcnchen, Schlagintweitiana II.1.43, Bl. 27. der sich sehr dar\u00fcber erfreut f\u00fchlte u und n\u00e4chstens antworten wird, sind wir Ihnen ungemein verbunden. Es wei\u00df hier Jederma\u0305n ebenso gut wie in England , da\u00df Euer Excellenz allein die Veranlassung zu unserer Reise nach Indien gewesen\n sind. Wen\u0305 Sie uns vielleicht einmal mit ein Paar Zeilen erfreuen\n sollten , bitten wir Sie dieselben an\n die K\u00f6nigl. K\u00f6nigliche Gesandtschaft nach London zur Weiterbef\u00f6rderung zu \u00fcbersenden . Adresse Madras , wo wir Mitte Februar\n sp\u00e4testens abgehen. Meine Br\u00fcder Hermann u und Robert lassen sich mit dem Ausdrucke Ihrer ihrer dankbarsten Verehrung Ihnen bestens empfehlen. Ich habe die Ehre zu sein in aufrichtigster Verehrung Euer Excellenz dankbarst ergebener Adolph Schlagintweit .","236":"Die Uebersiedelung nach Charlottenburg und der Geburtstag der K\u00f6nigin haben mich theurer\n Freund u und College gehindert Ihnen etwas Bestimmtes zu schreiben. Gestern Abend hat mir der K\u00f6nig mit grosser Freundlichkeit gesagt, dass ihn nichts hindern werde ihr grosses Werk Ehrenberg 1854 aus Ihren H\u00e4nden zu empfangen \u201eer z\u00f6ge vor sie zu Mittag zu sehen, damit die K\u00f6nigin auch Freude an dem Werke zu nehmen nehme , ich solle zugleich Graf Keller daran erinnern, da dieser jeden Morgen die Vorschl\u00e4ge erneuert.\u201c Dankbarst Ihr treuer AlHumboldt Montags fr\u00fch.","237":"Wie w\u00fcrde ich, theurer Freund, an Ihrer sch\u00f6nen und so zwekm\u00e4ssig abgefassten\n Prosa etwas zu \u00e4ndern w\u00fcnschen k\u00f6nnen. Vielleicht erlauben Sie, dass ich\n collectiv, f\u00fcr Sie und Rose , da wir wohl die\n einzigen Halb-Moscoviten der praesentia gewesen sind, etwas hinzuseze. Wenn Sie\n und Rose es billigen, was Beider besondere Unterschrift daneben nicht entbehrlich macht,\n so trage ich dann\n ipsissima\n verba auf die Reinschrift \u00fcber, bitte aber dann (damit\n es ipsissima werden) dass Sie die heutige Composition des Drama\u2019s beilegen. Dankbarst u und Verehrungs voll Ihr AHumboldt d. den 24 Nov. November Der Antiquar Herr von Kohne schikt ein (damit ein Orden erfolge) f\u00fcr den K\u00f6nig 1) ein popul\u00e4res russisches naturhist. naturhistorisches Journal mit schlechten Kupfern von Mr Monsieur Charles Ronillus , Fischers Nachfolger blosse compilation 2) Abbildungen der Kloster u und Kirchen von Moskau per Mr Monsieur de Martineff architecte de\n l\u2019Empereur . Lezterer kam in Person und da\n ich sehr mit Unrecht f\u00fcr den Ministre responsable des invitations de S. Seiner M Majest\u00e4t gelte, so kam er alle Morgen fragend: esse ich morgen? Der Ungl\u00fckliche ist unge gessen nach 12\n Tagen Harren abgereist .","238":"Bombay , 14 . Dec. December 1854 Hochverehrteste Excellenz! Um die Proben unserer Photographien Siehe Carl\n Ritter s Bericht \u00fcber diese erste Sendung von\n fotografischen Aufnahmen durch die Schlagintweits aus Bombay : Es sind 12 sch\u00f6ne\n Photographien bedeutender Pers\u00f6nlichkeiten aus Bombay , an deren Spitze die der\n bedeutendsten Person, des geistvollen und gro\u00dfen Staatsmannes Lord Elphinstone selbst,\n vortrefflich gelungen ist; dann folgen 7 verschiedene Racenbilder\n mit Bemerkungen und Messungen einzelner Gliedertheile und ihrer\n Verh\u00e4ltnisse in Meters nach einem beigef\u00fcgten, von Robert Schlagintweit ausgearbeiteten\n tabellarischen Schema, wie ein solches mit den gefundenen Angaben\n alle nachfolgenden Racen-Photographien begleiten soll. Ritter 1855 , 152. Zu den\n Fotografien der Br\u00fcder im kolonialen Kontext vgl. Jarvis 2015. noch bis zum Abgange der Mail fertig zu bringen, waren wir\n durch einige kleine Ungl\u00fccke beim Copiren so weit zur\u00fcckgehalten wurden worden , dass ich nur die letzten Augenblicke ben\u00fctzen kann, uns\n Ihrer wohlwollenden Eri\u0305nerung zu empfehlen, und Sie zugleich zu\n bitten in gewohnter G\u00fcte und Nachsicht unsere ersten Versuche beim K\u00f6nige zu erl\u00e4utern; wir haben\n unsere Beobachtungen in Bombay jetzt nahe vollendet; Adolph ist bereits seit 10 Tagen \u00fcber Mahabaleshwar und Sattara nach Poona abgereist , wir werden ihm wo m\u00f6glich in den n\u00e4chsten Tagen nachfolgen und dann\n direct nach Poona \u00fcber den Borghat gehen. Was uns hier noch zur\u00fcck h\u00e4lt , ist das\n Arrangement unserer Reisekosten und Ausr\u00fcstung mit dem Govern ment. Wir sind zwar im Ganzen sehr zu frieden, aber anderererseits andererseits ist die n\u00f6thige Ausr\u00fcstung so mannigfaltig und kostspielig, dass wir so sehr als m\u00f6glich sparen m\u00fcssen , nur auf dem Wege von hier nach Madras nicht, des prosaischen Geldpunktes wegen manche\n interessante Seitenstation unbesucht lassen zu m\u00fcssen. Ich weiss nicht, ob wir nicht selbst bei Ihrer stets so grossen Nachsicht\n gegen uns sehr unbescheiden scheinen m\u00fcssen, wenn wir Sie mit der\n Bitte bem\u00fchen, uns vielleicht einen etwas gr\u00f6sseren Reisebei trag vom K\u00f6nige zu verschaffen. Verzeihen Sie die fast unerlaubte\n Offenherzigkeit, und nehmen Sie zugleich die lebhafteste Versicherung\n entgegen, dass wir uns stets auf das eifrigste bestreben werden, das gro\u00dfe Vertrauen und die uns so\n sehr begl\u00fcckende Theilnahme des K\u00f6nigs durch m\u00f6glichst angestrengte Th\u00e4tigkeit zu sec zu verdienen . Indem ich die verbindlichste Empfehlung meines Bruders Robert beif\u00fcge bin ich in\n ausgezeichnetste r Hochachtung u. und Verehrun g E Euer Ex Excellenz dankbarst ergebener HSchl Hermann Schlagintweit","239":"Sie haben zum Feste auch Leo pold Voss zu einem gl\u00fccklichen Menschen gemacht. Da ich\n dabey selbst betheiligt bin so danke ich Ihnen samt dem tyran bien faisant mit w\u00e4rmstem Dank und sende Ihnen seinen Brief innliegend zu.\n Gleichzeitig erhielt ich heut von der General-Ordens- Commission den Rothen\n Adler-Orden 2ter Klasse mit Eichenlaub. Die ser letztre Zusatz\n erhebt das K\u00f6nigliche Ehrengeschenk sehr hoch. Es wird diesen Abend noch eine Festgabe f\u00fcr die Meini gen bilden. Nach den Feyertagen wer de ich m\u00fcndlich um\n Ihre g\u00fctige Anweisung bitten ob ich Sr. Seiner Maje st\u00e4t f\u00fcr die Hohe Gnade selbst schriftlich zu danken habe. M\u00f6gen Sie zum Feste in hei terer Gesundheit\n seyn. Ich verbleibe in inniger Verehrung Ihr dankbar ergebenster CGEhrenberg. Berlin 24\/12. 54.","240":"I Darjeeling , 24 . April\n 1855. Hochverehrteste Excellenz! Nachdem wir unsere Reise durch\n Central indien vollendet , ist es\n unsere angenehmste Pflicht , Ihnen einige\n Mittheilungen \u00fcber dieselbe zu machen; wir m\u00fcssen dabei vor allem mit\n dem besten Danke erw\u00e4hnen wie wichtig und werthvoll Ihre Briefe uns\n waren. \u00dcberall wurden wir in folge Folge Ihrer warmen Theilnahme an unseren Bestrebungen mit der gr\u00f6ssten Zuvorkom\u0305enheit aufgenom\u0305en und fanden stets alle H\u00fclfe\n der Beh\u00f6rden die wir zur F\u00f6rderung unserer Beob achtungen\n w\u00fcnschen konnten. Ihr Name ist hier so verehrt und bekannt wie \u00fcberall; selbst viele der unterichtetereren unterichteteren Natives in den St\u00e4dten, \u00fcberraschten uns sehr h\u00e4ufig mit den\n speciellsten Erkundigungen nach Ihnen, nachdem Sie sie ge h\u00f6rt hatten dass wir aus\n Deutsch land kamen. Wir haben uns erlaubt an den K\u00f6nig nicht nur einen Bericht \u00fcber die Reise (vielleicht mit Ausnahme des ersten und letzten Satzes die f\u00fcr die geogr. geographische Gesellschaft passend) sondern auch den\n officiellen Rapport an die indische Regierung zu \u00fcbersenden. Humboldt sandte die mit dem\n vorliegenden Brief eingegangenen Berichte der Schlagintweits im Juli\n 1855 an den Pr\u00e4sidenten der Berliner Gesellschaft f\u00fcr Erdkunde Carl Ritter . Vgl. Humboldt 2010 , 155\u2013157. Ritter ver\u00f6ffentlichte diese,\n sowie das Schreiben der Gebr\u00fcder an Friedrich\n Wilhelm IV. aus Calcutta vom 4. April 1855, auszugsweise\n in der Zeitschrift f\u00fcr allgemeine Erdkunde .Vgl. Ritter 1855 . Aus diesem w\u00fcrden wir Sie bitten der Academie aus III A. jenen Theil der sich auf die\n Abend - und Morgen r\u00f6the bezieht, und aus Theil IV. vielleicht ebenfalls\n einiges mitzutheilen. D r Doctor Rath Wohl der Geologe Gerhard vom Rath . oder Ewald sind wohl so g\u00fctig , die Sachen zu \u00fcbersetzen; es war uns bei der grossen Mannigfaltig keit der interessantesten Gegenst\u00e4nde , die uns jeden Tag umgeben , nicht m\u00f6glich selbst die \u00dcbersetzung zu machen. In Theil III A. finden Sie, wenn auch mit der Unvollst\u00e4ndigkeit die auf Reisen fast unm\u00f6glich zu vermeiden ist, verschiedene\n Beobachtungen \u00fcber die Abendr\u00f6the, die zun\u00e4chst durch Ihre Anregung\n uns au f gefallen sind. (Auch das\n Alpengl\u00fchen, ist die seconde coloration , ist hier ganz ebenso zu und das lang an dauernde n\u00e4chtliche Leuchten des Schnees ist hier in ebenso zu Darjeeling Kinchinjinga ebenso zu sehen wie wir es in den Alpen gefunden; ich werde n\u00e4chstens wieder einige Zeilen, speciell \u00fcber diesen Gegen stand Ihnen senden . ) Nachdem diese kleinen Mittheilungen II der Academie vorgelegt, w\u00fcrden wir sehr bitten, verzeihen Sie diese rasche Folge\n fast zu unbescheidener W\u00fcnsche, das erstere Prof Professor Poggen dorff f\u00fcr\n die Annalen, das 2 te der geologischen\n Gesellschaft mitzutheilen Die daraufhin von Humboldt angeregte\n Ver\u00f6ffentlichung der Forschungsergebnisse der Schlagintweits in Poggendorffs Annalen der Physik und Chemie und\n in der Zeitschrift der Deutschen Geologischen\n Gesellschaft gelang nicht. Vgl. Humboldt 2010 , 156. . Wir waren auf das freudigste von dem Beitrage \u00fcberrascht den S. Seine M Majest\u00e4t der K\u00f6nig uns zusenden\n lie\u00df.\n Wir bitten dem K\u00f6nige wiederholt unseren tief gef\u00fchlten Dank auszusprechen. Diese Sendung war uns gerade\n jetzt sehr werthvoll indem vielleicht von ihr die\n M\u00f6glichkeit nach Sikkim und dem Kinchinjinga zu kommen wesentlich abh\u00e4ngt. Unsere Pl\u00e4ne sind nemlich folgende : Meine beiden Br\u00fcder haben vor w\u00e4hrend des Sommers zun\u00e4chst Kamaon und Gurwal zu besuchen und gegen Ende des Sommers wo m\u00f6glich \u00fcber die P\u00e4sse an der Westgrenze Nepals nach Katmandu zu gehen . Der letztere Theil ihrer Reise ist nicht ganz bestimmt\n festgestellt , doch sind vom indischen Gouverne ment\n bereits sehr specielle Vor schl\u00e4ge an die\n nepaulesische Regierung gemacht worden . Ich selbst bin bereits nach am 5 ten April nach Darjeeling abgereist und werde versuchen von da nach Sikkim zu gehen. Der Raja hat die erste Anfrage der Regierung , wie ich erst hier in Darjeeling erfuhr , entschieden mit Nein beantwortet. Ich schlug jedoch jetzt vor, zun\u00e4chst durch D r Doctor Camp bell , den Residenten in Sikkim Darjeeling , nur direct an den Fuss des Kinchinjinga zu gehen. Ich\n bitte dieses nicht weiter mit zutheilen\n bis es gl\u00fccklichen Erfolg gehabt hat . Zu gleich wird es ganz unvermeidlich sein, wie wir bereits angedeutet , wurde den Beamten des Raja oder vielmehr indirect ihm selbst bedeutende Geschenke bis zum Betrage von etwa 1000 Rupien \u00e0 20 Sgr Silbergroschen zu machen, um unter wegs nicht aufge f h alten zu werden . Diess wird zun\u00e4chst von dem vom K\u00f6nige zu erhaltenden Beitrage zu bezahlen sein. Leider\n wird uns diess auch n\u00f6thigen uns in nicht zu ferner Zeit wiederholt um\n eine Geldsendung nach Berlin zu senden. D\u00fcrften wir hoffen dass Ihre g\u00fctige Vermittlung auch dieses mal uns unterst\u00fctzen wird. III Unsere Sammlungen , war bestehen vorzugsweise in geologischen Hand Gegenst\u00e4n Felsarten und Versteinerungen und in einer ziemlich vollst\u00e4ndigen S R eihe aller characteristischen Fluss - und Quellwasser, die wir auf unserer Reise durch Indien fanden. Sie wird in Glasflaschen mit eingeriebenen St\u00f6pseln und gut versiegelt, ein sehr interessantes Mat wie wir glauben , f\u00fcr sp\u00e4tere Analyse ausreichend gesichert . Unter den et h nographischen Gegen st\u00e4nden d\u00fcrften vielleicht besonders die Photographien und Abg\u00fcsse der Gesichter in Gips zu erw\u00e4hnen sein. Alles bis jetzt gesam\u0305elte Material liegt im Surveyor Generals office Bezeichnung f\u00fcr den St\u00fctzpunkt einer\n Regierung innerhalb eines bestimmten Ortes. Von hier aus wurden im\n Besonderen b\u00fcrokratische Abl\u00e4ufe geplant und angeleitet. (an das wir auch in Calcutta und wird sp\u00e4ter mit jenem aus dem Himalaya zusammen nach\n Europa geschickt. D\u00fcrften wir hoffen dass Sie uns auch die Ferne hin das Wohlwollen und die Theilnahme bewahren, die seit dem Beginner unserer ersten wissenschaft lichen\n Versuchen unsere wesentliche St\u00fctze war und die uns stets die sch\u00f6nste\n Erin n erung unseres Lebens bleiben\n wird. Ich wage kaum hinzu zuf\u00fcgen wie wir sehr wir durch einige wenn auch noch so kleine Mittheilung en von Ihrer Hand erfreut w\u00e4ren . (Addresse ( Surveyor Generals office Calcutta ). Mit dem Ausdrucke unbegrenzter Verehrung und Hochachtung Euer Excellenz ganz dankbarst ergeben er H. Hermann Schlgtwt. Schlagintweit S r Seiner Excellenz H err Bron Baron Humboldt etc et cetera etc et cetera etc et cetera Berlin","241":"Verehrteste\n Excellenz! Sie werden wahrscheinlich vor einigen Wochen durch meinen Bruder Herman\u0305 aus Calcutta einen kurzen Bericht Im angegebenen Zeitraum ist lediglich\n ein Schreiben Hermann Schlagintweits an Alexander von Humboldt aus\n Darjeeling (24. April 1855), bekannt. \u00fcber unsere Beobachtungen im s\u00fcdlichen Indien auf der Reise von Bombay nach Madras erhalten haben. Wir waren damals in Calcutta mit dem Packen unserer Instrumente und mit den Vorbereitungen f\u00fcr\n eine l\u00e4ngere Landreise so sehr besch\u00e4ftigt, da\u00df ich unm\u00f6glich Zeit\n fand vor unserer Abreise aus Calcutta wie ich gew\u00fcnscht h\u00e4tte, einige Zeilen an Sie zu senden. Mein Bruder Robert u. und ich beabsichtigen, wie Sie wissen, nach Nepal zu gehen; wir h\u00f6rten jedoch in Patna da\u00df besonder theilweise auch wegen der Grenzstreitigkeiten, die gegenw\u00e4rtig zwischen den Nepalesen u. Tibetanern stattfinden Zwischen 1855 und 1856 kam es entlang\n der Grenze zwischen Nepal und Tibet zu kriegerischen\n Auseinandersetzungen. Vgl. Schlagintweit et al. 1884 , 407. , f\u00fcr diesen Som\u0305er durchaus keine Hoffnung vorhanden sei, da\u00df die Nepal esische Regierung uns\n gestatten w\u00fcrde, uns von Kathmandu in\n das Innere des Landes zu begeben. Wir beschlossen daher weiter westlich nach Kemaon zu gehen. Wir hatten Calcutta am 25sten M\u00e4rz\n verlassen und kamen Mitte April in Naiy Nainy Tal an, einer h\u00fcbschen englischen Station in der\n Vorkette des Himalaya bei circa 6400\u2032 Engl. Englischen F. Fu\u00df etwas s\u00fcdlich von Almorah . Von der Hitze des April, die\n gew\u00f6hnlicher in den Ebenen Bengal s\n sehr gro\u00df ist, hatten wir verh\u00e4ltni\u00dfm\u00e4\u00dfig nur wenig gelitten, da dieses Jahr ungew\u00f6hnlich k\u00fchl war . ( n\u00e4mlich k\u00fchl im bengalischen Sin\u0305e f\u00fcr den\n Monat April , , wobei das Thermometer Mittags stets 30\u00b0 Cels Celsius , wahrscheinlich 33\u00b0 u und oft 36\u201337\u00b0 Cels Celsius 28.8 \u2013 29.6\n R\u00e9aumur stand.) Aber wir fanden die Hitze in der\n That mit einiger Vorsicht, weit weniger unangenehm u und weniger st\u00f6rend f\u00fcr Beobachtungen als ich\n fr\u00fcher gef\u00fcrchtet hatte. Von Nainy\n Tal aus machten wir verschiedene sehr interessante\n geologische Excursionen in den Vorketten des Himalaya , die hier aus neueren Schichten mit Foraminiferen u und Fucoiden bestehen, die mit alpinen Schichten\n die gr\u00f6\u00dfte \u00c4hnlichkeit haben . Wir wohnten je 3 Tage auf 2 der h\u00f6chsten Punkte, der Vorkette des Himalaya , auf dem Ch\u00ednur Pick ( circ circa 8700 E Englische F. Fu\u00df ) u und dem Loeria Kanta (circa 8200\u2032 ) von wo aus wir\n einen ungemein sch\u00f6nen u und belehrenden \u00dcberblick des Himalaya von den Nepal esischen Ketten an \u00fcber Nanda\n Devi , Trisool , Niti , Badrinath bis \u00fcber Gangotri hinaus\n genossen. Wir versuchten mehrere Zeichnungen dieser prachtvollen Himalaya Picks zu machen, u und wir massen zu verschiedenen Malen mit unserem vortrefflichen Pistor schen Theodoliten den Horizontal- u und H\u00f6henwinkel aller wichtigen Punkte. Wir erhielten hier einen sehr\n guten allgemeinen \u00dcberblick \u00fcber die Orographie dieses\n Theils des Himalaya . Der Com\u0305issioner Mr Mister Batten (dessen Sie\n sich wahrscheinlich von Prinz Waldemar \u2019s Reise Prinz\n Waldemar von Preu\u00dfen bereiste von 1844 bis 1846 Indien,\n wo er als Kriegsbeobachter auf britischer Seite am Ersten Sikh-Krieg\n teilnahm. Im Gefolge Waldemar s\n reisten unter anderem der Hauptmann im Generalstab Eduard von Oriola sowie \u2013 auf Empfehlung Humboldts \u2013 der Arzt und\n Naturforscher Werner Friedrich\n Hoffmeister . Humboldt verfasste ein Vorwort zum\n Prachtwerk Zur Erinnerung an die Reise des Prinzen\n Waldemar von Preu\u00dfen nach Indien 1844\u20131846 ( Mahlmann\/Oriola 1853, I,\n ii\u2013v ). her erin\u0305ern werden) u und Capt Captain Ramsay , welche mit der Topography\n von Kemaon sehr vertraut vertraut\n sind, unterst\u00fctzten uns bei mehreren Beobachtungen auf die zuvorkom\u0305endste\n Weise. Eine gro\u00dfe Eigenth\u00fcmlichkeit ist, da\u00df sich die h\u00f6chste Kette, oder vielmehr die h\u00f6chsten von Ost nach West fortziehenden Gruppen , da sie \u00fcberall durch tiefe Thaleinschnitte getrennt sind, M m auerartig sehr pl\u00f6tzlich \u00fcber die niederen\n Nordketten erheben. Es verleiht dieses dem Himalaya gegen\u00fcber den Alpen einen ganz eigenth\u00fcmlichen Character. Wir haben noch\n zu wenig vom Himalaya gesehen, um\n einen Vergleich mit den Alpen zu\n wagen; \u00fcberraschend sch\u00f6n ist jedenfalls hier die Vegetation; die sch\u00f6nen\n Eichen am Ch\u00ednur und das frische \u00fcppige Gr\u00fcn aller Laubb\u00e4ume an den Abh\u00e4ngen sind\n sicher in den Alpen nirgend sch\u00f6ner zu finden; die Rhododendron B\u00e4ume, die gerade als\n wir hieher kamen voll rother Bl\u00fcthen hingen , verleihen der Landschaft einen ganz eigenth\u00fcmlichen,\n reichen Character. Wir haben vor einigen Tagen 70 Coolies (Lasttr\u00e4ger) mit unseren Instrumenten, Zelten usw und so weiter nach Almorah vorangesandt; Robert ist heute Morgen\n abgegangen, ich werde morgen nachfolgen. Wir werden von hier zun\u00e4chst\n auf 2 verschiedenen Wegen nach Milum einem Dorfe der Bhootias Bezeichnung f\u00fcr eine in Sikkim lebende Bev\u00f6lkerungsgruppe. am Ostfu\u00dfe der Nanda\n Devi Gruppe gehen. Mein Bruder Robert geht mit dem gr\u00f6\u00dferen Theile der Coolies auf dem directeren Wege; ich\n selbst werde zun\u00e4chst die Gletscher am Ursprung des Pindur Stromes besuchen u und dort den S\u00fcdfu\u00df des Nanda Devi u. und Nanda Kot untersuchen, und von da\n \u00f6stlich in das Thal von Milum ( circ. circa 11400 E. Englische F Fu\u00df ) einbiegen. Wir werden in Milum etwa 14 Tage uns aufhalten u und von da nur mit dem n\u00f6thigsten Ger\u00e4th versehen nach Tibet gehen; in Tibet wird die Ausdehnung unserer Reise sehr von den Umst\u00e4nden u und von dem Zusam\u0305entreffen mit den Eingeborenen abh\u00e4ngen; wir\n haben vor dort uns westlich zu wenden und\n \u00fcber den Managhaut nach Badrinath zur\u00fcck zu kom\u0305en; von hier gehen wir nach Gangotri u und dan\u0305 auf 2 verschiedenen Wegen nach Simlah , wo wir Mitte October anzukom\u0305en hoffen. Durch das g\u00fctige Interesse, welches Mr. Mister Colvin , der Lt. Lieutenant Governor der NordWest\n Provinzen an unseren Beobachtungen nim\u0305t, werden wir in den Stand gesetzt\n werden, sehr zuverl\u00e4\u00dfige correspondirende Barometer- Beobachtungen so mit guten Instrumenten sowohl hier in Nainy Tal als in Agra zu erhalten. Von meinem Bruder Hermann der sich wie Sie wissen in Darjeeling befindet,\n kann ich Ihnen keine neueren Nachrichten mittheilen. Er befindet sich,\n eben so wie wir beide, fortw\u00e4hrend sehr wohl u und hat wie er uns schrieb in Sikkim reichen Stoff f\u00fcr seine Beobachtungen gefunden. Wir werden uns erlauben Ihnen zu schreiben sobald wir in Milum angelangt sein werden. Mein\n Bruder Robert , der sich Ihnen nochmal\n empfehlen l\u00e4\u00dft, wird dan\u0305 im Stande sein Ihnen eine kleine Sam\u0305lung von Photographien aus dem Himalaya zu senden Die Sammlung der Fotografien umfasst\n ethnographische und topographische Motive. Vgl. Jarvis 2015 , 161. , welche er hier bereits mit ziemlichem Erfolge begon\u0305en\n hat. Genehmigen Euer Excellenz die Versicherung der aufrichtigsten Verehrung u und des innigsten Dankgef\u00fchls mit welchem ich die Ehre habe zu sein Euer Excellenz dankbarst ergebener Adolph\n Schlagintweit. Nainy Thal in Kumaon 17 . Mai\n 1855. Sr Seiner Excellenz Baron von Humboldt etc et cetera etc et cetera etc et cetera verte. P. S. Post Scriptum Wir ersuchen Euer Excellenz uns Herrn von Olfers ,\n dessen freundlichen Brief wir in Calcutta empfingen, Graf D\u00f6nhoff ebenso wie Herren Prof. Professoren Ritter , Ehrenberg , H Heinrich Rose , G Gustav Rose , Weiss , Poggendorf usw und so weiter usw und so weiter vielmal zu empfehlen. Wir ersuchen Sie speciell uns bei Herrn von Savigny u und Herrn von Malzen in\n Erin\u0305erung zu bringen.","242":"Mit inniger Betr\u00fcbniss erfahre ich aus Ihrem lieben Briefe Dieses Schreiben konnte bislang nicht ermittelt\n werden. , theurer Rugendas , dass, was so\n vielen Zu f\u00e4lligkeiten eines bewegten\n Lebens entgegen entgangen war, in Ihrer ruhigen Wohnung durch Feuer und Wasser gelitten\n hat. Ein solcher Verlust von Ihrer Meisterhand, von der Hand dessen, der\n als der Urheber und Vater aller Kunst in Darstellung der Physiognomik der Natur betrachtet werden kann, ist sehr\n beklagen s werth, so viel Ihr Fleiss auch davon wieder restaurirt hat . Leider ! habe ich, der (wie Sie aus 30j\u00e4hriger Erfah rung wissen) so gern jedem Ihrer W\u00fcnsche\n zu vorkomme, seit schon 9 Monaten nicht\n mehr die Macht Ihnen durch Herrn von Kaulbach zuzu senden, was\n Sie auf eine so liebensw\u00fcrdige Weise erbitten. Die 4 . so herrlich unter G\u00e9rard \u2019s Auf sicht 1826 von Fortier (nicht von dem Raphael esken Forster ) gestochenen\n Kupfertafeln unter\n denen 3 Palmen sind, A c rocomia sclerocarpus sclerocarpa , Cocos coronata und Ela e is guineensis ,\n liegen in mit anderen Materialien, nicht mehr bei\n mir in Berlin , wo Sie sie\n sahen, sondern bei meinem Freunde Herrn von Cotta in Stuttgart . Es wird in weniger\n als in Jahresfrist eine neue Ausgabe von meinem Naturgem\u00e4lde der Tropenwelt mit einem Atlas in folio\n erscheinen, der neben jenen 4 For tier schen\n Kupfern, 6\u20138 andere botanische Profil zeichnungen des Pics von Teneriffa , Chimborazo , der Ackerbaugrenzen \u2026 enth\u00e4lt. Der Stich der 4 Kupferplatten hatte mir mich 1650 francs gekostet, die mit den 1500 francs, dem wohlfeilen Preise der von Ihnen acquirirten sch\u00f6nen Originale ein mir nicht ganz\n unwichtiges Geld object waren . Ich kann nicht disponiren was \u00fcber das was nicht mehr mein Eigenthum ist und in jener verh\u00e4ngnisvollen\n Rolle liegt . Mit alter Anh\u00e4nglichkeit und Freundschaft Ihr ergebenster AlHumboldt Berlin , d. den 20 . Juli 1855. An Herrn Maler Moriz\n Rugendas , Ritter des K\u00f6n. K\u00f6niglich Preuss. Preussischen Rothen Adler - Ordens, dritter Classe zu M\u00fcnchen frei AlHumboldt","243":"Berlin 14. Sept. September 1855. Innigst verehrter Herr Wenn auch die Geburtstage im sp\u00e4teren Leben die gr\u00f6\u00dften Feinde der Men schen sind, so erlauben Sie doch zu die sem neuen Siege \u00fcber den Erbfeind Ihnen\n meinen herzlichsten Gl\u00fcckwunsch auszusprechen. Vorgestern sprach ich den\n alten Herrn Dishen aus Peters burg , der uns damals\n so freundlich in seinem Hause bewirthet, und mit Romberg -Violoncell Concerte er heiterte und der jezt sehr schwer be weglich,\n eine Reise nach Deutschland unternommen hat, um sich auf Rath der \u00c4rzte zu verj\u00fcngen, was ihm auch\n ziemlich gelungen zu seyn scheint. Er leidet an Asthma und hat die Treppen\n bis zu mir nur durch zwischen dieselben gestellte St\u00fchle \u00fcber wunden. Er ist jezt ein Mann von 76. Jahren, war, ich glaube 1834., mit Frau und 12 frischen Kindern zur gol denen Hochzeit seiner Eltern nach L\u00fcbeck gereist und hatte bald dar auf 2 T\u00f6chter und 1 Sohn an demsel ben Tage trauen lassen. Sein gro\u00dfes Droguerie-Handlungshaus gedeiht unter dem Sohne und Schwiegersohn gl\u00fccklich fort. Sein Kampf mit den Geburtstagen ist weniger vollkom men aber doch auch gl\u00e4nzend. So m\u00f6ge nun ferner Ihnen die Kraft zum leichtesten Siegen bleiben, damit der\n Segen, welchen die Vorsehung durch Sie verbrei tet Ihnen selbst nicht allzul\u00e4stig wird. In herzlichster\n Verehrung wie immer Ihr dankbarster Ehrenberg.","244":"Um den sehr bescheiden bescheidenen Herrn Mariette der die ungeheure Entdeckung vom Serapis Tempel mit 63 Sarkophagen von Granit gemacht und den (in\n gegenseitiger Armuth) hier der junge Brugsch beherberget, zu ehren m\u00fcssen Sie, theurer Freund n\u00e4chsten Donnerstag um 3 Uhr bei mir speisen. Ich flehe, Sie den Aegypter mit zwei drei anderen Aegyptern zu vereinigen ist mein Wunsch. Sie werden finden (unaegyptisch) Rauch , Liszt , den \u00e4cht aegyptischen Hildebrandt und mein Hausbesizer Alexander Mendelsohn . Die Akad Akademie wird Sie hoffent lich nicht\n abhalten . Ich kann Sie vor 5 frei lassen,\n aber ungern. Mariette\u2019s Abreise zwingt mich zu dem unbequemen Tage . Ihr treuer AlHumboldt Montag Nacht Welch wundersch\u00f6nes roth im Blutregen . Das vom Abendmal! war etwas violetter.","245":"Euere Exzellenz! Wir hatten von Agra aus die Ehre einen ausf\u00fchrlicheren Bericht \u00fcber den Fortgang unserer Reise an S. Seine Majest\u00e4t den K\u00f6nig abzusenden. Wir waren in Agra so sehr mit Gesch\u00e4ften \u00fcberh\u00e4uft,\n da\u00df wir uns damals das Vergn\u00fcgen versagen mu\u00dften mit der eben\n abgesandten Post einige Zeilen an Euere Exzellenz zu senden. Wir verlie\u00dfen Muhsoorie am 9 . November, blieben einige Tage in Dehra am Fu\u00dfe des Gebirges und gingen von hier \u00fcber Rurki , wo der gro\u00dfe Ganges Tha Ganges canal uns manche gute Durchschnitte zu geologischen\n Beobachtungen darbot Der Bau eines Kanalsystems in den\n Jahren 1848\u20131854 diente der Bew\u00e4sserung der Region zwischen den Fl\u00fcssen Ganges und Yamuna . Vgl. Vernon-Harcourt 2015 ,\n 439. , nach Agra . Wir verlie\u00dfen Agra am 29 sten November um w\u00e4hrend der kalten\n Jahreszeit unsere Beobachtungen in den Gebirgsz\u00fcgen von Central- Indien fortzusetzen. Wie im vergangenen\n Jahre haben wir wieder Camele zum Transport der Zelte und des Gep\u00e4ckes\n genom\u0305en, w\u00e4hr die gro\u00dfenteils Nachts vorausmaschieren, w\u00e4hrend wir selbst zu\n Pferde von Morgens 4 Uhr bis gegen 10 und 11 Uhr nach reiten. Es wird uns auf diese Weise m\u00f6glich h\u00e4ufig 20 und 27 engl. englische Meilen in einem Tage zu machen, eine bei der\n indischen Art zu reisen, ziemlich bedeutende Distanz. In diesem Theile von Indien kann man\n wirklich von einer kalten Jahreszeit sprechen; die N\u00e4chte und Morgen\n bei +6 bis 7\u00b0 Cels. Celsius sind in der That k\u00fchl; Mittags bei 24 bis 28\u00b0 Cels. Celsius im Schatten wird die indische Sonne kr\u00e4ftig\n genug, um den Europ\u00e4er, der sich zu viel im Freien bewegt, daran zu\n erinnern, da\u00df er sich in einem fremden, tropischen Clima befindet. Mein Bruder Robert und ich trafen im\n be\u00dften Wohlsein am 7 . Dec. December in C\u0321hia\u0361nsi ein. Wir fanden unterwegs manche geologische Erscheinungen, die uns\n durch ihre gro\u00dfe \u00c4hnlichkeit mit den Verh\u00e4ltnissen in S\u00fcd- Indien sehr \u00fcberraschten. In beiden F\u00e4llen\n tritt eine ausgedehnte Granit formation mit\n zahlreichen Granitkuppen von concentrisch-schaliger Absonderung auf;\n rings um diese Granitplateaus breiten sich horizontale Sandsteinlagen aus; offenbar das Material zu ihrer Bildung wurde deutlich durch die Zersetzung\n des Granites geliefert; diese horizontal liegende Sandsteine sind sowohl Bundelkund Terti\u00e4r Steinkohle Sandst. Sandstein mit Diamant Mergelsch Mergelschiefer des Jura Granit Humboldts Schnittdarstellung der Gesteinsschichten bei Bundelkhand nach den brieflichen\n Angaben von Adolph Schlagintweit hier in Bundelcund als\n in S\u00fcdindien das diamantenf\u00fchrende Gestein, und in beiden Localit\u00e4ten\n ruhen sie in \u00fcbergreifender Lagerung auf (gest\u00f6rten) u und gehobenen Mergelschiefern, die letzteren\n geh\u00f6ren , wie ich zu glauben viele Ursache habe, zur Juraformation. Wir werden Gelegenheit haben im Laufe dieses Winters die\n Verarbeitung dieser Gesteine, ebenso wie die Lagerungsverh\u00e4ltnisse einer sehr wahrscheinlich terti\u00e4ren Kohlenbildung von gro\u00dfer Ausdehnung,\n welche die Diamantensandsteine \u00fcberlagert, n\u00e4her zu verfolgen. Wir hoffen bis ungef\u00e4hr 15 . Dec. December die Station Sager zu\n erreichen; von dort aus werden mein Bruder Robert und ich verschiedene Wege verfolgen. Robert beabsichtiget von Sager \u00fcber Hosungabad nach Baitul zu gehen um ein Profil der Satpura Berge am S\u00fcdufer der Nerbudda zu erhalten, von\n dort wird er nach Jubulpoor und\n nach dem kleinen Plateau von Umercuntuk gehen, welches die\n Central Wasserscheide zwischen der Nerbudda und Sone bildet, u und dan\u0305 nach Agra zur\u00fcckkehren. Ich selbst gehe direct nach Jubulpoor und Nagpoor und von da noch\n etwas s\u00fcdlicher in die Richtung gegen Hyderabad im Deccan . Ich erlaube mir zum Schlusse Sie noch mit einer Bitte zu\n bel\u00e4stigen. Es w\u00e4re uns besonders f\u00fcr die Beobachtungen im Himalaya u und in Tibet von sehr gro\u00dfem Nutzen wenn\n wir 3 kleine gut getheilte Theodoliten aus Berlin erhalten k\u00f6nnten. Wir besitzen zwei gro\u00dfe\n Theodoliten von Ertel und von Pistor , die uns an allen gr\u00f6\u00dferen Stationen vortreffliche Dienste leisten; aber sie sind etwas zu gro\u00df um im\n Gebirge, wo wegen vor\u00fcberziehender Wolken oft gro\u00dfe Eile n\u00f6thig ist,\n so h\u00e4ufig aufgestellt und abgelesen zu werden, als wir w\u00fcnschen\n w\u00fcrden. Wir fanden es mitunter sehr schwer ohne Zeitverlust ein\n gr\u00f6\u00dferes Instrument auf hohe Gletscherp\u00e4\u00dfe herauf- zuschaffen, und in\n Tibbet, wo wir um dem Mi\u00dftrauen der chinesischen Beh\u00f6rden zu entgehen \u00f6fter\n sehr rasch u und mit m\u00f6glichst wenig Gep\u00e4ck reisen mu\u00df, ist es bei manchen Excursionen ganz unm\u00f6glich andere als sehr compendische Instrumente\n mitzunehmen. Die kleineren englischen Theodoliten, welche wir uns hier in Indien zu verschaffen suchten, sind wirklich schlecht u und von verh\u00e4ltni\u00dfm\u00e4\u00dfig sehr grober Theilung, und von der ostindischen Compagnie k\u00f6nnen wir jetzt, nach den gro\u00dfen Auslagen die sie f\u00fcr unsere Instrumente gehabt hat, wie wir\n k\u00fcrzlich erfahren haben, auf keinen Fall mehr neue kleinere Theodoliten\n erhalten. Euer Excellenz w\u00fcrden uns daher in der That einen sehr\n gro\u00dfen Dienst erweisen, wenn Sie bei dem K\u00f6nige die Erlaubni\u00df zur Absendung der Instrumente von Berlin aus f\u00fcr uns mit Ihrer gewohnten G\u00fcte, erhalten k\u00f6nnten. Ich habe mir erlaubt, ein Blatt\n mit einigen Bemerkungen \u00fcber die Theodoliten f\u00fcr den Mechaniker diesem\n Briefe beizuf\u00fcgen . Die deutschen Theodoliten\n sind jetzt weit besser getheilt als die englischen , ich glaube Pistor , oder Repsold oder Andere werden wohl kleine Theodoliten ungef\u00e4hr von der\n gew\u00fcnschten Gr\u00f6\u00dfe u und Construction vorr\u00e4thig haben; auf die Anfertigung neuer\n Instrumente zu warten, w\u00fcrde wie ich f\u00fch f\u00fcrchte , bei der leider zu allgemeinen Langsamkeit mechanischer Institute zu lange Zeit in Anspruch nehmen . Ich f\u00fcrchte Eure Excellenz werden mich in der That sehr\n unbescheiden finden[,] wenn ich mir erlaube zu bemerken, da\u00df uns die\n Instrumente doppelt werthvoll w\u00e4ren, wenn wir sie m\u00f6glichst rasch erhalten k\u00f6nnten, um sie noch im n\u00e4chsten Som\u0305er im Himalaya ben\u00fctzen zu k\u00f6n\u0305en. Wir\n w\u00fcrden bitten dieselben \u00fcber Triest ( per Overland Mail nach Bombay zu senden; sie brauchen von Berlin aus auf diesem Wege circa 5\n Wochen bis Bombay , w von wo sie in 9\u201314 Tagen nach Simla kom\u0305en.\n Wenn vielleicht Herr Profe\u00dfor Enke die\n gro\u00dfe G\u00fcte haben wollte die Instrumente sobald ( als m\u00f6glich auszuw\u00e4hlen u und sogleich verpacken u und absenden zu lassen, so k\u00f6nnten sie noch ganz gut bis Anfang Mai\n oder Ende April in Simla eintreffen.\n Sie w\u00fcrden gewi\u00df im Himalaya nicht\n unbenutzt bleiben. Ich erlaube mir ferner noch um 3 kleine Taschensextanten (vielleicht franz\u00f6sische oder englische wen\u0305 in Berlin keine vorr\u00e4thig sein sollten,) zu bitten; sie w\u00e4ren uns von h\u00f6chstem\n Nutzen; wir besitzen jetzt gar keinen; ein englischer , den wir hatten, ging leider durch das Erst\u00fcrzen des Tr\u00e4gers w\u00e4hrend\n der zweiten tibbetanischen Reise ganz zu Grunde. Unser Bruder Hermann befindet sich\n jetzt in Ober Assam ; Ich verbleibe in gr\u00f6\u00dfter Verehrung u und Dankbarkeit Euer E x zellenz ganz ergebenster Adolph Schlagintweit Sangor 15 . December 1855 Sangor ? p. page 3 steht Sager Theodoliten Die w\u00fcnschenswertheste Gr\u00f6\u00dfe w\u00e4re ungef\u00e4hr f\u00fcr 2 Theodoliten ein\n Durchmesser de s r getheilten Kreise von etwa 13 bis 14 Centimeter; der dritte\n d\u00fcrfte etwas kleiner sein , circa 10\n Centimeter Durchmesser (um unter allen Umst\u00e4nden leicht transportirt\n werden zu k\u00f6nnen). Der VerticalKreis sollte ebenfalls ein ganzer Kreis\n sein f\u00fcr Sum\u0305enbeobachtungen usw und so weiter . Die Transportabilit\u00e4t w\u00fcrde\n sehr erleichtert, wen\u0305 der H\u00f6hen-Abstand von dem\n Horizontal - zum VerticalKreise nicht m\u00f6glichst klein w\u00e4re, und wenn das Fernrohr f\u00fcr die Verpackung etwas\n stark in einander geschoben werden k\u00f6nnte. Eine m\u00f6glichst solide\n Verbindung des Vertical- mit dem HorizontalKreise, gute\n Befestigung der Niveaus usw. und so weiter w\u00e4re bei dem starken Sch\u00fctteln der Instrumente auf Camelen u und Packpferden sehr w\u00fcnschenswerth. Eine sehr compacte und feste\n Verpackung in guten Holzkisten w\u00fcrde die Brauchbarkeit der Instrumente\n f\u00fcr unsere Reisen wesentlich erh\u00f6hen; der Holzkasten und alle\n Hol z vor- spr\u00fcnge im Innern sollten\n mit Schrauben befestiget sein, da der blo\u00dfe Leim in einem hei\u00dfem Clima\n nicht dauernd h\u00e4lt. \u00dcber den Holzkasten bitten wir einen festen\n Leder\u00fcberzug mit Schnallen machen zu lassen, mit 2 Trageriemen um\n von einem Man\u0305e auf dem R\u00fccken getragen zu werden. Ich erlaube\n mir f\u00fcr den Mechaniker noch an 2\u20133 Son\u0305engl\u00e4ser, Prisma, Beleuchtungsapparat f\u00fcr die F\u00e4den bei Nachtbeobachtungen, Schraubenzieher u und Stift zum Niveaucorrigiren, Pinsel zu r Entfernung des Staubes usw und so weiter zu erinnern. Ich glaube da\u00df Lu Loupen u. und eine gute Verniertheilung einer Ablesung durch Microscope mit\n Trom\u0305eln vorzuziehen w\u00e4ren, da die letztere bei so kleinen\n Instrumenten etwas zu zeitraubend ist. Wenn der Mechaniker vielleicht eine kleine Notiz \u00fcber etwaige\n Eigenth\u00fcmlichkeiten in der Construction der Instrumente oder in der Art u und Weise der Correctionsschrauben f\u00fcr die Niveaus\n hinzuf\u00fcgen k\u00f6nnte, so werde es uns vielleicht von Nutzen sein. Es\n w\u00e4re vorteilhaft, wen\u0305 an dem Theodoliten eine\n Magnetnadel angebracht w\u00e4re zur schnelleren Orientation? Wir bitten f\u00fcr jeden der 3 kleinen Theodoliten einen eigenen Stand\n beizuf\u00fcgen, der fest aber nicht zu schwer sein sollte. Ich glaube es\n w\u00e4re am zweckm\u00e4ssigsten wen\u0305 die 3 F\u00fcsse des Standes sich\n zusam\u0305enklappen liessen, und wen\u0305 oben auf eine feste\n Schraube sich ein mit 3 Rin\u0305en versehenes Brett aufschrauben\n liesse; auf das wen\u0305 m\u00f6glich w\u00fcrden wir bitten an dem Stande kein Eisen sondern nur Messing anwenden zu lassen; es k\u00f6nnte\n dan\u0305 zugleich zur Aufstellung von magnetischen Instrumenten,\n prismatischem Compa\u00df usw und so weiter ben\u00fctzt werden. Taschensextanten 3 gute Taschensextanten (Snuff Box oder Pocket Sextant) w\u00e4ren uns zu\n manchen Messungen die zur Erl\u00e4uterung geologischer Profile dienen,\n bei welchen nicht die letzten Genauigkeit erfordert ist , aber Zeitersparni\u00df von gro\u00dfer Wichtigkeit\n ist, sehr n\u00fctzlich. Wir erlauben uns zu bemerken: 1) . Der Kreis sollte wirklich bis 180\u00b0 (90\u00b0 jede Seite) getheilt u und ablesbar sein, was f\u00fcr rasche u und h\u00e4ufig wiederholte Son\u0305enbeobachtungen an\n wichtigeren Zwischenstationen sehr n\u00fctzlich ist; Son\u0305engl\u00e4ser u und kleines Fernrohr mit Son\u0305englas n\u00f6thig. 2) (Wen\u0305) 2 kleine Niveaus, das eine\n f\u00fcr horizontale , das zweite f\u00fcr\n verticale Stellung des Taschensextanten w angebracht w\u00e4ren, so k\u00f6nnten den Sextanten\n f\u00fcr geologische Zwecke zu raschen Winkelmessungen u und Absteckung von Horizontalen sehr vortheilhaft ben\u00fctzt\n werden. 3) An den Deckel des Sextanten bitten wir eine Schraube anpa\u00dfen zu\n lassen mit einem Kis Kniegelenke , welches sowohl in horizontaler als verticaler Richtung beweglich sein sollte. Diese Schraube k\u00f6nnte\n dan\u0305, sobald die Niveaus ben\u00fctzt werden sollen, in das Holz\n irgend eines unserer St\u00e4nde eingeschraubt werden. 4 ) . 3 kleine k\u00fcnstliche Horizonte aus schwarzem Glas von circa\n 8 Cent. Centimeter Durchmesser bitten von den Sextanten\n beizupacken. Adresse . Adolphe\n Schlagintweit Esq. Esquire In Charge Magnetic Survey of India at Bombay Care of A. August Huschke & Cp. Company the Consul for Hamburgh at Bombay . Fort Glass Great care Via Per Overland Mail , via Triest . Die Overland Mail ist\n bei weitem der rascheste Weg, um das Cap brauchen die Instrumente 4 Monate l\u00e4nger. Adresse in Kiste sehr deutlich einzuschneiden u und anzumalen. Sehr feste Verpackung in gute Kiste mit leichten\n Eisenreifen n\u00f6thig; da die Kisten f\u00fcr die Overland Mail nicht zu gro\u00df\n sein d\u00fcrfen, w\u00e4re eine Verpackung s\u00e4m\u0305tlicher Instrumente in 2\n Kisten sehr vortheilhaft. Ein Agent in Triest wird n\u00f6thig sein, da\n erst von Alexandria aus die\n Overland Mail das Gep\u00e4ckst\u00fcck in Empfang nim\u0305t. Eine Declaration\n mit Angabe des Werthes u. und eine Versicherung auf dem Werthe entsprechend, wird die Sicherheit des Transportes\n sehr bef\u00f6rdern.","246":"Allerdings sind Herrn Radlkofers Ar beiten antigobineauischen Inhalts sehr merkw\u00fcrdig. Darf ich, theurer Freund, Sie\n bitten Burmeisters zoonomische Briefe Burmeister 1856 , deren Zueignung ich nicht vermeiden kann, anzusehen und mir m\u00fcndlich zu sagen, ob irgend etwas Gr\u00fcndliches\n in der Eintheilung der Infusorien! liegt . Dankbar Ihr AHt Donnerstag","247":"Mein theurer Freund und Reisecumpan! Ich habe jezt nach Erhaltung Ihres so aufkl\u00e4renden Briefes die frechen, vornehm\n absprechenden zoonomischen Stellen nachgelesen. Mein Ent schluss\n war gleich gefasst. Hier meine Antwort die bereits abgegangen ist. \u201eF\u00fcr die Mittheilung Ihrer zoon. zoonomischen Br. Briefe Burmeister 1856 die gewiss schon wegen ihrer Form einen grossen Leser kreis finden werden, sage ich Ihnen meinen innigen Dank. Ihren mir \u00fcberaus\n ehrenvollen Antrag der Zueignung, so sehr er mich zur Dankbarkeit\n verpflichtet, werde ich leider! nicht annehmen k\u00f6nnen, nicht etwa wegen meiner Art des Liberalismus welcher als alter Freund von Wilberforce und Vertheidiger der Gleichberechtigung aller Carusschen Nacht- und\n D\u00e4mme rungs-Menschen ein Gr\u00e4uel hat an Gobineau\u2019s aristocratischer Doctrin von der Ungleichheit der menschlichen Rassen;\n nicht etwa (Sie z\u00fcrnen nicht \u00fcber meine Scherze!) als m\u00f6chte ich Ihr folgsames Carlchen schon S. Seite 20 zum Rebelliren auf fordern, weil\n etwas vorbereitet wird was wohl zu meiner Betr\u00fcbniss in den nicht gesehenen\n lezten 15 Bo gen stehen k\u00f6nnte. Das alles ist\n heiterer Scherz und zwischen uns beiden schon einmal besprochen; nein die\n ernste Ursache aus der ich Sie bitten muss, meinen Namen diesem Werke nicht\n vorzusezen ist in zarten Gef\u00fchlen innigster Hochsch\u00e4zung und Freundschaft\n f\u00fcr den mir ewig theuren Ehrenberg gegr\u00fcndet. Ich bin weit davon entfernt zu glauben, dass er seinen Rang als Systema tiker herabgedr\u00fckt,\n sein Beobachtungstalent selbst verd\u00e4chtigt hat ; wird; einer ja dass einer ein immer mehr sich noch verdunkelnder Schatten auf seine Leistungen gefallen ist. Das ist viel in eine Phrase zusammen gedr\u00e4ngt . In China geschehen die grossen Hinrichtungen nicht im Fr\u00fchjahr\n sondern im Herbste, daher nannte Klaproth eine brochure in der er sich anmuthig mit seinen Gegnern bescheftigte: les\n grand ex\u00e9cutions d\u2019automne . \u201c Ich denke die Antwort wird ihm etwas unangenehm sein . Ihr ewig treuer AlHumboldt d. den 22 . M\u00e4rtz 1856 Nachts","248":"Sie erhalten hier, mein theurer liebensw\u00fcrdi ger Freund den Antrag an\n die Akademie, der mir sehr sehr am Herzen liegt und von dem Ihnen Klotzsch , der ihn mit unter schreiben muss, schon gesprochen hat . Sie erlauben wohl dass die Abhandlung \u00fcber die Corallinen von Schacht Schacht\n 1856a Montag am 19 Mai in der physikal. physikalischen Klasse vorge legt werde: auch bitte ich dass Sie\n g\u00fctigst die Abhandl. Abhandlung \u00fcber die Abnormit\u00e4t der Gewebe in der kranken Kartoffelpflanze Schacht 1856 circulire n . So eine Abhandlung heilt\n nicht aber sie stellt wissenschaftlich die Thatsachen dar in den afficirten\n Theilen . Aber alles das interessirt mich weniger als Ihr Kummer der nun ganz der meinige wird. Am meisten \u00e4rgert sie, sobald wir vorw\u00e4rts gehen! Goethe 1816 Die Berliner lassen mich alle gr\u00fcssen und hassen mich bis\n in den Tod . G\u00f6the Goethe 1828 Ich tadle ihn nicht denn auch ich bin nie\n gleichg\u00fcltig gewesen wenn ich Jahre lang im Quar terly Review von Barrow als ein\n ober fl\u00e4chlicher Compilator bin\n heruntergerissen worden, wenn in einem Register von Bory St Saint Vincent , dem ich in seiner Verbannung Aufnahme in Holland u und Berlin verschafft, stand Humboldt , ouvrages: voyez Bonpland . Ich verstehe ganz wie Sie bei Ihrem raschen\n Fortschreiten in dem geologischen und hypsometrischen Theile Ihrer\n gl\u00e4nzenden Entdeckung, durch nahes neidisches Gebelle gest\u00f6rt werden! Bei\n mir dauert so ein \u00c4rger 2-3 Tage: er wird gelindert durch 2 Mittel a) etwas\n Rache auszu\u00fcben wie Sie auch wollen, durch eine heterogene Zertreuung Zerstreuung im Anblik der Natur . Leider! hindert\n Sie wohl Ihr Herrscherposten Ehrenberg war 1855\/56 Rektor der Berliner\n Universit\u00e4t von einem Sonnabend bis Montag Abend nach dem sch\u00f6nen Tharandt oder nach Heimburg zu gehen . Der Burmeister (ein sehr anmaassender ekliger, ausser der Insectenwelt sehr oberfl\u00e4chliger Schriftsteller von dem die Nachwelt nichts wissen wird) w\u00fcrde ich Ihnen nicht haben\n schicken k\u00f6nnen da ich ihm sein Buch Burmeister 1856 zur\u00fck geschikt hatte als ich mir eine Dedication verbat von einer Schrift, in der \u201emein theurester Freund , einer der gr\u00f6ssten und begabtesten Naturforscher aller\n Zeiten\u201c so schreiend ungerecht behandelt wurde. Ich wusste gar nicht dass\n das elende Buch erschienen sei . Er hat es\n mir nicht geschikt. Ihre neuen Mittheilungen \u00fcber die belebte Meerestiefe Ehrenberg 1856 sind vom h\u00f6chsten Interesse. Ich begreiffe nicht wie man sich nach den fr\u00fcheren Erfahrungen der Idee widersezen kann, dass die Thiere auf\n dem Meeresgrunde leben. Die Uebersiedelung des Hofes eben Montag von Charlottenburg nach Sanssouci hindert mich Montag in\n der Klassensizung zu erscheinen . Die grosse Wichtigkeit die ich in dem bald erscheinenden 4ten Bande des vielgelesenen Cosmos Humboldt 1845-1862 , IV auf Ihre Entdeckungen besonders in Hinsich t auf Geologie u und Geographie der belebten Formen u und Zustand der Atmos ph\u00e4re lege wird wohl etwas als Ableiter dienen. Uebrigens ist es meine feste Meinung, dass\n der, welcher und uns die langweilige einseitigste Ein Zelle Alexander Braun geschenkt und bei einer ebenfalls\n sehr grossen Einseitigkeit des Wissens von Schmeichlern get\u00e4uscht mit\n einer unglaublich frechen Beharrlichkeit und Anmaassung an der Verminderung des Ruhmes derjenigen Jahre lang arbeitete, die er hasste weil sie seine Ausspr\u00fcche nich t f\u00fcr Evan gelien hielten, den Hauptgrund zu gewissen Abneigungen in der\n Akademie gelegt hat. Ich kenne niemand der so unabl\u00e4ssig daran\n arbeitete anderen zu schaden die das Ungl\u00fck hatten ihm zu misfallen! Ihr dankbarer AHt Freitag tiefe Nacht Ich habe leider Comptes rendus nur bis 25 Fevrier wo ich nicht v. von Ihrer Sendung an Elie de Beaumont finde . Auch nichts im Journal Du Cosmos bis 5ten Mai . Das lezte St\u00fcck, das ich habe . Seit Arago\u2019s Tode hat unter dem stumm und geistes schwachen Elie de Beaumont den Buch aus Gr\u00fcnden viel so sehr gelobt, das Institut alles Leben\n verloren.","249":"Ich eile, theurer Freund, da ich selbst heute Nachmittag nach Potsdam muss Ihnen die Africana Ehrenberg 1856b , die \u00e4usserst interessant sind, schon jezt zur\u00fckzusenden, damit sie Ritter bald durch Ihre G\u00fcte f\u00fcr die Zeitschrift Ritter 1856 erhalten k\u00f6nne. Ich habe ebenfalls Peters gebeteten gebeten mit dem Auszug, den mir der Vater geschikt und der die Beschreibung des Manati ( Lamantin ) enthielt ein\n gleiches zu thun . Wegen der Bernsteinthiere werde ich nach Ihrem Rathe einen f\u00f6rmlichen Antrag fordern . Ich werde aber deshalb von Potsdam aus an Prof Professor Baum schreiben, habe aber sch\u00e4ndlich ver gessen wo er ist. Ich denke\n Professor in G\u00f6ttingen ? Wenn der Brief an mich, wie ich glaube in Ihren H\u00e4nden geblieben ist, so bitte ich Sie ihn mir noch heute zum hierher nach Berlin zu\n schicken . Ihr treuester AlHumboldt Sontags eiligst Ich denke in Baum\u2019s Briefe gelesen zu\n haben dass das Bernstein MSS Manuskript ganz fertig redigirt, und zwar\n dieses Mal von einer Person redigirt ist.","250":"Da ich eben erst mit Ihrer immer wohlth\u00e4tigen H\u00fclfe, theurer Freund, der Classe\n mit einigen Thr\u00e4nen zur Rettung des braven Schacht 400 Reichsthaler abgelokt habe, so ist es allerdings\n unbescheiden, dass ich Ihre Freund schaft schon wieder in Anspruch nehme . Die Bernstein Fauna die D r Doktor Behrends in Danzig unter beg\u00fcnstigenden Verh\u00e4ltnissen hat zusammen tragen k\u00f6nnen, die nicht wieder kehren, ist zu wichtig als dass\n ich nicht auch von meiner Seite einen Versuch machen sollte Prof. Professor Baums Wunsch zu erf\u00fcllen . Der An trag der Familie ist bei\n ihren geringen Geldmitteln sehr bescheiden und es w\u00e4re traurig wenn das\n Werk unvollendet bliebe . Ich bitte Sie inst\u00e4ndigst da meine Uebersiedlung nach Potsdam mich hindert Sie pers\u00f6nlich anzuflehen,\n die Sache zur Sprache zu bringen und durch Ihr m\u00e4chtiges Wort zu\n unterst\u00fczen . Der so vornehm thuende Hallische Archont hat\n es f\u00fcr bequemer gehalten die b\u00f6sen Briefe mir Durch den Verleger Herrn Wigand schicken zu lassen mit einem\n Briefe von diesem der eine Art Klage enth\u00e4lt, dass ich die Zueignung zur\u00fck\n gewiesen . Dies hat mir dann Gelegen heit gegeben mich \u00fcber die Ursache der Zur\u00fcckweisung, die Roheit allgemein\n absprechen der Urth anmaassender Urtheile ueber einen der ersten Naturforscher des 19 t. ten Jahrhunderts (meinen innigen Freund und Reisegef\u00e4hrten) wiederum etwas deutlich zu erkl\u00e4ren . Mein Brief wird gewiss mitgetheilst mitgetheilt . Indess hat Burmeister mir selbst aber bloss \u00fcber seine Patagonien-Reise (der\n Minister Raumer antwortet ihm nicht!)\n geschrie ben. Er r\u00fchmt sich dass er \u201edie mir so anst\u00f6ssige\n Stelle p pagina 41 ge\u00e4ndert zu haben und hofft und dass die gegenw\u00e4rtige Fassung gen\u00fcgen werde, voll Bedauern \u00fcber\n die urspr\u00fcngliche, aller dings zu r\u00fccksichtslose\n Fassung.\u201c Ich finde dass er im Texte jezt sehr lobend auftritt um in den\n Noten p pagina 326\u2013329 wieder unan st\u00e4ndig zu werden. Der allerdings vielgereiste aber langweilig breite Mr Monsieur Gaimard schreibt mir dass er den Pr Prinzen Napoleon (nich t Su Altezza Canina ) auf einer nordischen naturhist. naturhistorischen Expedition mit vielen Gelehrten (?) und 2 Corvetten den 15 Junius\n (einen Tag nach der heiligen Taufe des Pr. Prince Imp\u00e9rial ) abschift nach Nord\n Cap , Faroe , Island u und Spizbergen !! Mit alter Liebe und Verehrung Ihr AlHumboldt d. den 27 Mai 1856 Dr Doktor Vogel in Leipzig schreibt mir das gl\u00fck liche Nachrichten von seinem Sohne in Kuka vom Dec. December vorigen Jahres gekommen sind . Er schikt die Beschreibung eines Manati\u2019s am Benue -\n River . Er soll die sonderbare Eigenschaft haben den Fluss\n zu verlassen und ins Meer zu gehen um dort zu jungen.","251":"Kardong in Lahaul ( Kulu ) 15 . Juni 1856. Verehrteste\n Excellenz! Sie werden bereits einen kleinen Bericht \u00fcber den Fortgang unserer Beobachtungen in Indien Wohl das Schreiben von Adolph und Robert\n Schlagintweit an Friedrich\n Wilhelm IV. , Simla ,\n 26. Mai 1856, BSB, Schlagintweitiana II. 1.43.222. Vgl. auch die Briefe Adolph und Robert Schlagintweit s an den Pr\u00e4sidenten\n der Gesellschaft f\u00fcr Erdkunde\n zu Berlin , Carl\n Ritter , UB Freiburg; Ritter NL 33\/160, Kasten 4. erhalten haben, den wir von Simla aus Ende Mai nach Berlin absandten. Wir verlie\u00dfen Simla Ende Mai um auf verschiedenen Routen unsere Beobachtungen im\n westlichen Himalaya von Ladakh fortzusetzen. Mein Bruder Robert begleitete mich durch Kulu bis hieher nach Lahaul , von hier geht er \u00f6stlich\n \u00fcber den Para Lac\u0321ha Pass nach Ladakh , ich selbst gehe mehr westlich nach Zanskar . Unsere Reise durch Kulu war uns in vieler Beziehung\n interessant. Der Satelec\u0321kh l\u00e4uft\n entlang einer wichtigen geologischen Grenze. Auf der\n linken \u00f6stlichen Seite in den kleinen Staaten rings um Simla herrschen metamorphische aber urspr\u00fcnglich sedimentaire Gesteine, in denen es mir auch gelungen war , sehr ver\u00e4nderte Petrefacte (marinen ursprunges Ursprunges ) aufzufinden. Auf der rechten westlichen Seite des Satelech Thales hingegen , in Kulu , traten ganz\n verschiedene merklich crystallinische Gesteine, Gneiss , wahrer Glim\u0305erschiefer , Chloritschiefer auf, die eine ganz neue Gebirgsgruppe bilden. Durch Das sch\u00f6ne fruchtbare Thal des Bias entlang gingen wir \u00fcber Sultanpur u. und \u00fcber den Rotang Pass an der\n Quelle des Bias nach Lahaul in das L\u00e4ngenthal des oberen Chenab . Die Thalbildung hier im westlichen Himalaya ist sehr verschieden von der Thalbildung im Himalaya , von Kemaon und Gharwal . In\n dem letzteren Theile findet man nur ungeheure\n Querth\u00e4ler , die sich von der Wasserscheide des\n Gebirges in Tibbet ununterbrochen\n nach S\u00fcden herab fortsetzen. Im westlichen Himalaya hingegen kom\u0305en viele gro\u00dfe L\u00e4ngenth\u00e4ler vor mit sch\u00f6ner breiter culturf\u00e4higer Thalsohle; u. und auch die Querth\u00e4ler sind oft weniger steil u und eng als im Ost Himalaya . Hier in Lahaul bei 10000 u und 11000 sind wir so ziemlich au\u00dferdem au\u00dfer dem Bereiche der indischen Regenzeit; das Clima ist hier sehr\n sch\u00f6n, u und das Gebirge so gro\u00dfartig als irgend ein Theil des Himalaya , den wir bis\n jetzt zu besuchen Gelegenheit hatten. Die Bev\u00f6lkerung ist tibbetanisch, u und gro\u00dfentheils mit Handel besch\u00e4ftigt. Wir haben hier bereits viele\n geographische Angaben u und Routen gesam\u0305elt, die vielleicht zur L\u00f6sung der interessanten Fragen Ihres letzten Briefes Der hier erw\u00e4hnte Brief Humboldts\n konnte bislang nicht nachgewiesen werden. beitragen werden . Sie werden entschuldigen wen\u0305 ich mir erlaube Ihre uns so oft bewiesene\n G\u00fcte abermals in Aspruc Anspruch zu nehmen. Wir haben oft sehr vermi\u00dft, keine Karten vom westlichen Asien u. und Central Asien zu besitzen auf der wir im Stande waren die vielen uns von Eingeborenen jener L\u00e4nder\n (reisenden Kaufleuten) gegebenen geographischen Nachrichten u und Routen verfolgen u und eintragen zu k\u00f6n\u0305en. Einige kleine englische Karten die wir uns zu diesem Zwecke in Calcutta verschafften sind sehr schlecht u und ganz unbrauchbar. Es w\u00e4re uns sehr n\u00fctzlich einige der flei\u00dfigen und vollst\u00e4ndigen \u00dcbersichtskarten zu besitzen , die Herr Prof. Professor Ritter u und Herr Dr Doctor Kiepert in Berlin publicirten . Begleitend zu Carl Ritter s Hauptwerk Die Erdkunde im Verh\u00e4ltni\u00df zur Natur und zur Geschichte des\n Menschen, oder allgemeine vergleichende Geographie, als sichere\n Grundlage des Studiums und Unterrichts in physicalischen und\n historischen Wissenschaften, oder kurz allgemeine Erdkunde ( Ritter 1822\u20131859 )\n erschien zwischen 1833 und 1852 ein Atlas von Asien in zwanzig Bl\u00e4ttern.\n Vgl. Ritter\/O\u2019Etzel\n 1833\u20131852 . Die Karten der dritten und letzten Lieferung des\n Atlas hatte Ritters Sch\u00fcler Heinrich\n Kiepert entworfen. Ich habe Herrn Kiepert in dem beiliegenden Briefe Dieses Schreiben Adolph\n Schlagintweit s an Heinrich\n Kiepert konnte bislang nicht nachgewiesen werden. genau bezeichnet was wir von Karten zu erhalten w\u00fcnschten; ich\n habe in dem Briefe auch ein paar B\u00fccher der Ritter\u2019schen Geographie Die Allgemeine\n Erdkunde , Ritter s Hauptwerk, in dem er die Geographie Afrika s und Asien s behandelt. Vgl. Ritter 1822\u20131859 . erw\u00e4hnt; mit diesen u und den Karten versehen , w\u00e4ren wir im Stande in Kashmir , u und in Lahore u und Peshauer weit zuverl\u00e4ssigeres u und reichhaltigeres geographisches Material auf \u00fcber West Asien durch Befragen\n intelligenter Handelsleute zu erhalten, als es uns m\u00f6glich sein w\u00fcrde ohne diese H\u00fclfsmittel zu thu thun . Herr Kiepert wird\n die G\u00fcte haben, alles zu besorgen; u und wir w\u00fcrden Euer Excellenz sehr verbunden sein, we\u0305n Sie\n g\u00fctigst die Bezahlung der von Herrn\n Kiepert f\u00fcr die Karten usw. und so weiter gehabten Auslagen vermitteln wollten . \u2014 Wir wollen waren alle fortw\u00e4hrend sehr wohl; von meinem\n Bruder Herma\u0305n habe ich k\u00fcrzlich sehr gute Nachrichten\n aus Bissehr (Bissahir) erhalten. Mein Bruder Robert , welcher morgen nach Ladakh abgeht, ersucht mich Ihnen\n seine besten Empfehlungen zu melden. Ich verbleibe in ausgezeichnetster Verehrung Euer\n Excellenz dankbarst ergebener Adolph Schlagintweit. Adresse. Lahore , Penjaub . P.S. Ich ersuche Sie den Brief unserem lieben Bruder Emil mitzutheilen mit herzlichsten Gr\u00fcssen von unserer\n Seite; wir er werden wird in den n\u00e4chsten Tagen einen Brief von uns erhalten. Seiner Excellenz Baron Alexander von Humboldt etc et cetera etc et cetera etc et cetera Berlin . Schlagintweit","252":"Mit ganz ergebensten Danke sende ich Ihnen Herrn Bunbury\u2019s Uebersicht der Macaronesian Flora Bunbury 1856 , Stevens 1520 zur\u00fcck, welcher Ausdruck, wenn er von ihm erfunden ist, ganz ange nehm und zweckm\u00e4\u00dfig erscheint. Das\n Prognosticon des alten Drachen blutbaumes von Orotava , da\u00df er nicht noch 100 Jahre gr\u00fcnen\n werde ist betr\u00fcbend, da er Denks\u00e4ule d des Lebens als botanisches Schaust\u00fcck somit ein kur zes Daseyn hat, indem er erst seit Sie ihn\n sahen zu existiren angefangen hat. Uebrigens wird der so voll st\u00e4ndig zu seyn sich bem\u00fchende Herr Bunbury von seinen Landsleuten der Unvollst\u00e4ndigkeit angeklagt werden was die Land- Crypto gamen betrifft. Es fehlen die zahlreichen Bacillarien , welche Hooker und ziemlich alle schrift stellernden Botaniker Englands zu den Pflanzen stellen. Ich mei nerseits\n lobe den Autor, da\u00df er sie vergessen, oder als nicht zu den Pflzn Pflanzen geh\u00f6rig richtig beur theilt oder vergessen hat, denn eins von beyden hat ihn\n gehindert einen Fehler zu begehen. Beigehend sende ich Ihnen auch einen kleinen Aufsatz von Dr. Doktor Karsten die\n kleinen sogenannten Schlamm Vulkane bey Turbaco be treffend f\u00fcr den\n Fall, da\u00df er Ihnen unbekannt geblieben seyn sollte. Ich besitze\n ihn noch einmal in der Geologischen Zeitschrift Karsten 1851 , IV, 579 , die Sie freylich wohl auch zur Hand haben. Dr. Doktor Karsten ist noch\n etwas s\u00fcdlicher als Quito gewesen und ist\n jezt angestrengt besch\u00e4ftigt zur Naturforscher Versammlung in Wien eine geognostische Uebersicht seiner\n Erfahrung gem\u00e4\u00df zusammenzustellen. Sobald er fertig ist wird er sich Ihnen vorzustellen suchen. Vor einigen Tagen brachte er mir frische von ihm selbst gesammelte Asche des best\u00e4ndig auswerfenden Puraxi Vulkans bey Popayan und auch eine Schlammprobe von dort, die im Jahre 1848 ausgeworfen worden und die er in\n etwa 9000 Fu\u00df H\u00f6he in v\u00f6llig pflanzenloser Aschengegend selbst entnommen\n hat. Die erstere ist, nach einigen Analysen die ich gemacht habe, ohne\n organische Mischung , die leztere aber, der Schlamm, ist reich gemischt mit Polygastern und Phytolitharien , die gefrittet\n erschei nen. So sind denn auch dort wieder S\u00fc\u00dfwasser Formen, keine Meeresfor men im Auswurf . Dr. Doktor Karsten , als ich es ihm zeigte, wunderte sich \u00fcber die M\u00f6glichkeit. -Vielleicht hat es\n doch fr\u00fcher W\u00e4lder dort gegeben deren Gras und Humus verarbeitet worden sind. F\u00fcr seitdem dort gebildet h\u00e4lt er es nicht. Was die Parthenogenesis anlangt von welcher Sie neulich sprachen, so sind\n doch die Beweise und Schl\u00fcsse oft h\u00f6chst\n widerstrebend. Siebold hat neben manchen\n h\u00fcbschen Beobachtungen viele h\u00f6chst abentheuerliche und leichtfertige\n gemacht. Doppelthier das er als Syngamus trachealis 1836 abgebildet hat Siebold 1836 das nur ein im Begattungsact aneinander geklebter Da\u00df die in jedem Bienenstocke vorkommenden gelblichen Bienen italienisch zu\n nennen seyen ist wunderbar. Warum nicht Varie t\u00e4ten? Da\u00df die fr\u00fchere alte Meinung, die reichere oder kargere\n Kost regirte die verschiedenen Bienen u und Dronen aus gleichen geschlechtlich\n verschiedenen Eiern, nun pl\u00f6tzlich dahin um schlagen soll, da\u00df die M\u00e4nnchen aus un befruchteten, die Weibchen aus befruch teten entstehen ist viel zugemuthet und naiv genug ist das\n Raisonnement: \u201cden Unterschied der weiteren und engeren Zellen wird eine\n normale K\u00f6niginn gewi\u00df mit ihrem Hintertheile heraus f\u00fchlen und sie wird durch dieses Gef\u00fchl wissen , da\u00df sie in einer engen Zelle das abzu setzende Ey befruchten m\u00fc\u00dfte, w\u00e4hrend sie in einer weiten Zelle\n das Ei unbefruch tet abzulegen habe.\u201c Eben so\n naiv ist der Schlu\u00df aus einer erstarrten Biene, die\n dann nur M\u00e4nnchen gebar, auf den allgmeinen Satz, da\u00df die Erstarrung die Spermatozoen in ihrem Leibe get\u00f6dtet habe p. pagina 87. Siebold, Carl Theodor Ernst von: Wahre\n Pathenogenesis bei Schmetterlingen und Bienen. Ein Beitrag zur\n Fortpflanzungsgeschichte der Thiere Leipzig : Engelmann, 1856. Stevens\n 9642 Die Methode des Zerdr\u00fcckens der Bienen- Eier um die hineingekrochenen Sper matozoen zu sehen ist auch nichts we niger als fein. Die von Leuckart behauptete vielstrahlige Micropyle mi\u00dfbilligt v von Siebold p. pagina 106. Was mag Leuckart zu den\n zerdr\u00fcckten \u00fcberall un klar gewordenen Eiern\n sagen? Die ganze Beweisf\u00fchrung streicht \u00fcberall an jene, womit er die Polygastern f\u00fcr einfache Zellen mit einem Nucleus erkl\u00e4rt hat, obschon sie mehrere 100\n Zellen mit Speise gef\u00fcllt zeigen. Das Thema ist freylich sehr inte ressant, nur\n werden es schwerlich die Bienenz\u00fcchter l\u00f6sen. Die Darstellung in der\n kleinen Schrift l\u00e4\u00dft mich kalt. Es mu\u00df wohl eine ruhigere Wissenschaft lichkeit sich dahinein vertiefen. Die reich lich zusammengestellte Litteratur ist doch dankenswerth, obschon die Bienen v\u00e4ter das gro\u00dfe Wort haben. Ihre g\u00fctigen Bemerkungen \u00fcber die Ged\u00e4chtni\u00dfrede Ehrenberg 1856 lassen es mir doch bedenklich erscheinen dieselbe dem Antrage einer\n hiesigen Buchhandlung gem\u00e4\u00df be sonders\n auszugeben. Habe ich auch nur das allgemeine Betwesen im Sinne gehabt, so\n werden freylich die b\u00f6sen Zungen es beliebig partikula risiren und das Lob der einen zum Tadel des anderen machen. Ich werde mich am besten begn\u00fcgen meinem Amtsgesch\u00e4ft im kleinen Kreise nach gekommen zu seyn und von den Besten ein\n freundliches Wort erhalten zu haben. In herzlicher Verehrung Ihr ewig dankbarer Ehrenberg","253":"Ich war am Wrangel \u2013 Tage nur so wenige Stunden in Berlin , dass ich den Vorsaz nicht\n ausf\u00fchren konnte, theurer Freund, Ihnen zu danken f\u00fcr das Viele geistreich Ausgedr\u00fckte was ich Ihnen verdanke f\u00fcr mich, meinen Bruder und der Mythe\n des Rhodischen Genius. Trefliches und Freies haben Sie gesagt Ehrenberg 1856 was ich im weiten Kreis schon habe r\u00fchmen h\u00f6ren, politisches und\n \u00fcber die That des Betens. Die welche es nur mit den Lippen heuchelnd thun k\u00f6nnten freilich Sie verleumden, aber bisher habe ich noch nichts\n vernommen . Die Art wie Sie Ihres Begleiters Tod behandelt behandeln ist zart und anmuthig! Dankbar u und treu Ihr AlHumboldt Sonnabend M\u00f6chten Sie Sich und Ihrer lieben Familie doch einige Erholung in freier Natur g\u00f6nnen k\u00f6nnen .","254":"Vielen Dank! auch mir waren schon viele Zweifel \u00fcber Faden u und F\u00fcsse beim Zeitunglesen entstanden . In den Briefen des D r Doktor Bornemann der den vortreflichen chemischen Geologen in Neapel u und Sicilien begleitet, finden Sie p pagina 6 was Sie interessiren muss. Das Vorkommen des Jod in D\u00e4mpfen von Vulcano merkw\u00fcrdig wenn es sicher ist, also\n Communication mit dem Meere da R\u00fcppel ja in vulkan. vulkanischem Tuff selbst fossile Zosteren entdekt. Schikken Sie mir g\u00fctigst\n den Brief wieder . In der Geogr. Geographischen Ges Gesellschaft hat Herr Louis de Rieux (?) wieder gegen\n das Schwarze Fleisch w\u00fcthen wollen . Er hat mir, selbst deshalb sich entschuldigend geschrieben! Ihr treuer AHt Dienstag Nacht","255":"Ich habe mir, weil man wissen muss unter welchem frechen Gesindel man lebt,\n Herrn B\u00fcchner \u2019s Krafft u und Stoff , zugleich die Verherrlichung Burmeister s Karl Voigt s, Moleschott s und Wirchow (der zu uns kommt) geliehen. Ich\n habe es Zeile f\u00fcr Zeile gelesen und wenn Sie das Buch noch nicht gesehen,\n so lesen Sie es auch in der dritten Auflage. Politisch ist sehr merkw\u00fcrdig dass ein Buch 3 mal hat erscheinen k\u00f6nnen in\n dem Gott officieller gel\u00e4ugnet wird als ich je in Deutschland gesehen, auch\n beweist ein Capitel dass das Christenthum den Fortschritten der Mensch heit geschadet, ja dass der Zwek des Naturstudiums sei diese\n beiden Punkte (sammt der Mythe von ein bischen Unsterblichkeit) ins klare\n zu sezen . Behauptungen die freilich Herrn Wiese und Min. Minister Raumer bedenklich machen m\u00fcssen. Dass die Neger ungeschw\u00e4nzte Affen sind\n wissen wir l\u00e4ngst durch Burmeister , weniger durch Bibra Bibra 1854 (wo?) dass die Demoi selles ein kleineres Gehirn haben als\n die M\u00e4nner, dass das Gehirn vom 50 st sten Jahre an mit zuneh mender Imbecilit\u00e4t\n des Jugend greises, an Gewicht ansehnlich abnimmt und dass da die\n Natur fortf\u00e4hrt h\u00f6here organische Poten zen zu entwickeln auch\n h\u00f6here Wesen als die jezigen Menschen entstehen m\u00fcssen zu denen wir uns verhalten werden wie der jezige Mensch zum Affen-Neger. Ich muss heute zur K\u00f6nigin nach Potsdam wo ich bis Dienstag bleibe. Geben Sie dem theuren Freund nur eine neue Naturbiebel zur\u00fck.\n Vielleicht aber haben Sie dieselbe l\u00e4ngst gelesen, wie ich aus Ihrer lezten\n sch\u00f6nen Rede vermuthen m\u00f6chte . Ihr AlHumboldt B. Berlin Donnerstags Wer mag ein D r Doktor Weigel aus Berlin sein\n der die Wiener Naturforscher zu\n Telegraphie Ausgaben veranlasst.","256":"Hochverehrteste\n Excellenz! Es gelang uns j\u00fcngst, Herman n und mir selbst, unsere Beobachtungen auf\n einem f\u00fcr uns besonders interessanten Wege quer durch den Kuenluen , bis in die N\u00e4he von Elghi , der Hauptstadt Khotans fortzu setzen. Der Umstand, da\u00df so viel wir wissen, es niemals noch ein Europ\u00e4er versucht hatte, die Grenze von Ladak und Turkistan zu\n \u00fcberschreiten, mag wohl sehr wesentlich, vielleicht mehr als unsere eigenen, sehr geheimen Vorbereitungen zu Leh , dazu beigetragen haben, uns diese Reise m\u00f6glich zu machen. Bereits 1855 waren Adolph und Robert\n Schlagintweit nach dem unerlaubten Betreten tibetanischen Gebiets festgenommen\n worden. Eine Freilassung erfolgte aufgrund diplomatischer Vermittlung\n und der Zahlung von Bestechungsgeld. Der fortbestehende Wunsch, das\n wenig erforschte Gebiet Chinesisch-Turkestans zu bereisen, sollte ohne\n R\u00fccksprache mit der East\n India Company und mit Hilfe Ortskundiger\n verwirklicht werden. Im Zuge der Expedition wurden Adolph Schlagintweit und seine Begleiter\n 1857 in Kashgar , unter dem Vorwurf\n der Spionage, hingerichtet. Vgl. Brescius 2015 , 54\u201356 und Kreutzmann 2015 , 97. Dem Berichte, den wir uns erlaubten S. Seiner M. Majest\u00e4t d. dem K\u00f6nige vorzulegen Ritter ver\u00f6ffentlichte das Schreiben an Friedrich Wilhelm IV. vom 4. Juli 1856\n auszugsweise in der Zeitschrift f\u00fcr allgemeine\n Erdkunde . Vgl. Schlagintweit, R. 1856 . , f\u00fcgten wir auch eine Zusa\u0305menstellung einiger Resultate bei;\n vielleicht d\u00fcrfte diese Zusa\u0305menstellung, wenigstens ihrer Form nach,\n nicht ganz unpassend sein, vielleicht durch Ihre g\u00fctige Vermittlung den Academieen zu\n Berlin und Paris mit getheilt zu werden; (der Royal Society werden immer unsere Berichte von Colonel Sykes vorgelegt.) Wir f\u00fchlen lebhaft, wie unvollst\u00e4ndig dieser Bericht erscheinen mu\u00df und wie\n sehr es f\u00fcr uns n\u00f6thig ist, nachsichtige Beurthei lung zu beanspruchen, besonders von Eu rer Excellenz. Wir hatten so oft das Gl\u00fcck, Ihrer unsch\u00e4tzbaren Belehrungen uns zu erfreuen, da\u00df die Erin\u0305erung daran uns\n nur um so \u00e4ngstlicher macht, so allgemein gehaltene und\n gedr\u00e4ngte Mittheilungen, von der Zeit fast bedr\u00e4ngt, senden zu m\u00fcssen. PS. Empfangen Sie meinen ganz verbindlichsten\n Dank f\u00fcr die ermuthi gende Aufnahme, die unser Bruder Emil bei Ihnen gefunden\n hat; Humboldt unterst\u00fctzte den nachmaligen Indologen Emil Schlagintweit . Vgl. Neuhaus 2015 . alles was er uns dar\u00fcber schreibt , ist uns um so erfreulicher, da es uns auf das lebhafteste an die f\u00fcr uns so wichtige Zeit\n erin\u0305ert in der wir selbst das Gl\u00fcck hatten, mit E. Eurer Excellenz beka\u0305nt zu werd en. Mit den verbindlichsten Empfehlun gen von Hermann verbleibe ich mit\n ausgezeichnetster Verehrung und unbegrenzter Hochachtung. Euer Excellenz dankbarst ergebener Robert Schlagintweit Leh , in Ladak , 26. Sept. September 1856. Sr. Seiner Excellenz Hr. Herr Baron von Humboldt etc et cetera etc. et cetera etc et cetera etc et cetera","257":"Ich flehe, theurer Freund u und College dass Sie Sich uns anschliessen und und an des braven Weiss Stelle Ihre Stimme dem grossen Krystallo graphen,\n Geologen und feinen Optiker unserer Zeit, dem alles belebenden, wo Schwarze u und Braune das Licht verl\u00f6schen dem Sections Rath Haidinger in Wien geben. Versprechen Sie mir dass Sie deshalb auch mit unserem\n gemeinschaftlichen Freunde Mitscherlich sprechen wollen . Ihr treuer AlHumboldt B. Berlin den 9 Dec December 1856","258":"Rawul\n Pindee im Punjaub Dec December 11 1856 Hochverehrteste Excellenz! Es war uns eine grosse Freude in einem j\u00fcngst von unserem Bruder Emil er haltenem Briefe zu lesen, dass Sie die Be richte , die wir von Zeit zu Zeit \u00fcber\n unsere wissenschaftlichen Arbeiten in Indien geben , noch stets wie fr\u00fcher mit reger Theil nahme aufnehmen. Die Erinnerung an die Belehrungen und die vielfachen Anregungen , die wir Ihnen verdanken , ist uns stets auf das lebhafteste gegenw\u00e4rtig und es ist\n unser eifrigstes Bestreben, Resultate zu er halten, die vielleicht Ihrer Aufmerksam keit nicht ganz unwerth sein m\u00f6chten . Robert und ich haben \u00fcber unsere Beobachtungen im Kuenluen einen kleinen Bericht von Leh , Ende September abgesandt, der jetzt wohl Berlin erreicht hat. Ausz\u00fcge eines an Friedrich Wilhelm IV. gerichteten\n Berichtes von Hermann und Robert Schlagintweit vom 24. September\n 1856 wurden 1857 in der Zeitschrift f\u00fcr allgemeine\n Erdkunde ver\u00f6ffentlicht. Vgl. Schlagintweit, H.\/Schlagintweit, R.\n 1856 , 535\u2013541. Gleichzeitig mit diesem Briefe geht ein Bericht von Adolph Eine Zusammenfassung des Berichtes\n erschien in der Zeitschrift f\u00fcr allgemeine\n Erdkunde . Vgl. Schlagintweit, H.\/Schlagintweit, R. 1856 , 541. ab, der die etwas westlicher\n gelegenen Theile des Kuenluen untersucht hatte . Unsere Pl\u00e4ne f\u00fcr diese kalte Jahres zeit\n sind, dass Adolph nach Peshawar , und dann dem Indus folgend nach Kurachee und Bombay , Robert auf einer etwas s\u00fcdlicheren\n Route, \u00fcber Mul tan , und durch Scind und Guserat nach Bombay reisen. Ich selbst werde nach Lahore und Patna gehen, und von dort, was endlich\n definitiv arran girt zu sein scheint, Katmandu besuchen. Nach kurzem Aufenthalte in Nepal komme ich nach Calcutta . Wir glauben dann, durch gl\u00fcckliche Umst\u00e4nde beg\u00fcnstigt, die es uns m\u00f6glich machten fast immer getrennten Routen zu folgen, unsere Beobachtungen\n in Indien so weit vervollst\u00e4ndigt zu\n haben, dass wir gegen Anfang der heissen Jahres zeit aus Indien abzureisen\n beabsichti gen. Auch unsere Sammlungen, sowohl in Beziehung auf Geologie, geographische Botanik und Zoologie, als auch auf Ethnographie sind,\n glaube ich, ziemlich vollst\u00e4ndig. Wir haben w\u00e4hrend der Monate M\u00e4rz\n und April 1856 210 grosse Kisten an das India\n House abgesandt, j\u00fcngst 109, die Sammlungen dieses Jahres enthaltend. Von allem sind stets Douppletten vorhanden, und ich hoffe , dass es uns wohl gelingen wird vom Court of Directors einen\n grossen Theil auch f\u00fcr Preussen zu erhalten. Zahlreiche Korrespondenzen zwischen\n den Br\u00fcdern Schlagintweit, dem preu\u00dfischen Kultusministerium und\n weiteren Akteuren wie Humboldt oder Colonel\n Sykes dokumentieren den preu\u00dfisch-britischen Konflikt,\n der um die Sammlungen entstand. Er waren ein Resultat der hohen\n Reisekosten und der eingegangenen Verpflichtungen der Br\u00fcder gegen\u00fcber\n der East India\n Company . Vgl. beispielsweise das Schreiben von Colonel Sykes an Edward Sabine : vom 19. M\u00e4rz 1858 Es\n ist mir nicht bekannt, da\u00df die Direction die auf Kosten der\n Ost-Indischen Regierung gemachten Sammlungen oder irgend ein Theil\n derselben dem K\u00f6nig von Preu\u00dfen geschenkt hat; die Sammlungen waren\n immer, und sind noch, Eigenthum der Ost-Indischen Companie. \u00dcbersetzung des Briefes von William Henry\n Sykes an Edward\n Sabine , o. O. 19. M\u00e4rz 1858, GStA PK \/ I. HA Rep. 89\n Geheimes Zivilkabinett, j\u00fcngere Periode, Nr. 19767. Das einzige was unsere Abreise etwas verz\u00f6gern wird, sind die Gesch\u00e4fte des Rechnungsabschlusses mit dem Gouverne ment. Wir hatten es m\u00f6glich gemacht durch Privatarrangements mit unseren Agenten\n in Bombay und Calcutta , dann durch officielle Vorsch\u00fcsse\n vom Gouvernement gegen sp\u00e4tere Abrechnung, ohne Zeitverlust alle Theile Indiens bereisen zu k\u00f6nnen und\n auch die f\u00fcr Sammlungen n\u00f6thigen Ausgaben vor l\u00e4ufig zu decken. \u00dcberdiess ist der gr\u00f6sste Theil des\n Inlandtransportes noch nicht an unseren Agenten in Calcutta bezahlt . Ein sehr bedeutender Theil unserer Aus gaben sind pers\u00f6nliche f\u00fcr Zelte,\n Bediente , Pferde und besonders f\u00fcr Tr\u00e4ger (Coolies), Ausgaben, die\n in Indien stets sehr gross sind, und\n besonders bei best\u00e4ndigem Reisen sich rasch anh\u00e4ufen. Auch unsere Expe ditionen in die an das indische Reich angrenzenden Theile Tibets und Turkestans waren mit grossen Ausgaben verbunden , die wir dem indischen Gouvernement kaum vorlegen k\u00f6nnen. Wir fanden in den Briefen unseres Bruders Emil oft erw\u00e4hnt, dass Sie unser auch in dieser Beziehung\n oft ge dacht haben, und in gewohnter G\u00fcte\n Ihre Bereitwilligkeit unsere Arbeiten in In dien zu f\u00f6rdern\n aussprachen. Wir glaubten nicht, momentan mit den n\u00f6thigen Mitteln versehen, dass unsere Gesammtausgaben so sehr bedeutend sich anh\u00e4ufen w\u00fcrden. Da Sie selbst es gestatten , k\u00f6nnen wir nicht vermeiden, den Wunsch auszusprechen dass diess durch Ihre g\u00fctige\n Vermittelung S. Seiner M. Majest\u00e4t mitgetheilt w\u00fcrde. Wir erhielten von S. Seiner M. Majest\u00e4t so lange wir in Indien sind, ausser den 80 \u00a3 f\u00fcr den Theodolithen, nur\n einmal 100 \u00a3 ,\n Ende 1854 in Madras , obwohl wir uns durch Sie mitgetheilt wurde, dass der K\u00f6nig 3000\n Thaler j\u00e4hrlich schon am Anfange unserer Reise\n bestimmt hatte . Einen Einblick in die Finanzierung\n der Reise gew\u00e4hren Korrespondenzen und Dokumente der Akten GStA PK \/ I.\n HA Rep. 76 Kultusministerium Ve Sekt. 1 Abt. XV, Nr. 189 und GStA PK \/\n I. HA Rep. 89 Geheimes Zivilkabinett, j\u00fcngere Periode, Nr. 19767 und\n GStA PK \/ I. HA Rep. 162 Verwaltung des Staatsschatzes, Nr. 107 und GStA\n PK \/ III. HA Ministerium der ausw\u00e4rtigen Angelegenheiten, III Nr.\n 18929. Wir wissen wohl, dass unser stetes Reisen nachsenden Nachsenden von Geld sehr er schwert, allein\n wir w\u00fcrden jetzt sehr gl\u00fcck lich sein, wenn\n wir jetzt vor unserer Abreise aus Indien Geld in Calcutta bekom\u0305en k\u00f6nnten. Das beste w\u00e4re vielleicht einen Cre ditbrief\n an den preussischen Consul zu erhalten, der ihn berechtigt, uns bis zu einem gewissen Betrage\n unsere Aus gaben in Indien gegen vorgelegte Ab rechnung zu bezahlen. Der preussische Consul in Calcutta , M r Mister Kilbourn hat seit unserer Ankunft in Indien den lebhaftesten Antheil an unseren Reisen genom\u0305en, und gethan was er konnte, um unsere Arbeiten\n durch Nachsenden von Packeten und Correspon denz etc et cetera zu f\u00f6rdern. Er w\u00fcrde gewiss unse re Angelegenheiten, f\u00fcr die er auch die officielle Beh\u00f6rde ist, bestens besorgen. Unser Vorschlag, den wir Sie bitten S. Seiner M. Majest\u00e4t vorzulegen, w\u00e4re demnach folgender: Durch einen Brief des Handels mi ni steriums, oder des Ministeriums der ausw\u00e4rtigen Angelegenheiten m\u00f6chte Herr Kilbourn , k. k\u00f6niglich preussischer Consul in Calcutta , authorisirt werden,\n bis zu einem Betrage von 18000 bis 20000 Thalern (was nat\u00fcrlich die j\u00e4hrlich von S. Seiner M. Majest\u00e4t bereits bewilligten 3000 Thaler einschliesst) uns die Ausgaben f\u00fcr unsere Reisen in Indien zu bezahlen . Wir w\u00fcnschen sehr, dass diese Mittheilung an den preussischen Consul direct von Berlin nach Calcutta und nicht durch den Generalconsul in London und das In dia house geht. Das indische Gou vernement scheint in diesem Punkte sehr empfindlich, wie wir selbst bei der \u00dcber sendung der f\u00fcr Instrumente erhalte nen 80 \u00a3 sahen, die durch Herrn He belers Vermittlung \u00fcbersandt wurden. \u00dcberdiess ist es schon oft in den Zeitungen stark betont worden, dass\n wir keine Engl\u00e4nder seien. Erst j\u00fcngst war viel Unsinn in diesem Style in\n allen Zeitungen, \u00fcber \u201eunsere etwaigen Zu sammenk\u00fcnfte mit russischen A genten in Turkestan \u201c . Die Darstellung der Expedition\n innerhalb der britischen Presse wurde durch eine nationale F\u00e4rbung\n verzerrt. Eine Finanzierung deutscher Forscher wurde\n kritisiert.\n Vgl. Brescius 2019 , 247\n ff. Geldsendungen von Preussen durch das indische Gou vernement, w\u00fcrden\n uns besonders jetzt entschiedene Schwierigkeiten machen. Es bedarf sehr der Entschuldigung dass die Summe die wir zu nennen wagten, so gross ist. Aber die Ausgaben waren fast fast immer \u00fcber 3 verschiedene Routen w\u00e4h rend nahe 3 Jahren vertheilt, und es war uns nur durch\n Bem\u00fchung aller uns zug\u00e4ng lichen Transport-\n und Communicationsmittel m\u00f6glich in der verh\u00e4ltnissm\u00e4ssig nicht langen Zeit die f\u00fcr indische\n Verh\u00e4ltnisse bedeu tenden Distancen\n zur\u00fcckzulegen. Wir berechneten dieselben j\u00fcngst, und fanden, dass die Summe unserer Rou ten in Indien und im Himalaya ,\n von Bombay nach Madras und Calcutta , von Sadiya an der Umbiegungsstelle des Dihongi , Assam bis Trichinopoli in S\u00fcdindien, und von Bengalen bis zu den nordwestlichsten Punkten, in Tibet und Turkestan reichlich \u00fcber 15000 engl. englische Meilen betr\u00e4gt. Ein Umstand der vielleicht ebenfalls an gef\u00fchrt werden d\u00fcrfte, um die von uns ge nannte Summe zu entschuldigen , ist der, dass es uns ungleich leichter sein wird von\n unseren Sammlungen einen grossen Theil nach Berlin zu bekommen, wenn nicht alle Ausgaben daf\u00fcr dem\n Gouverne ment in Indien vorgelegt\n werden m\u00fcssen. Briefe von Berlin nach Calcutta brau chen jetzt gew\u00f6hnlich 1\u00bd Monate. Es w\u00e4re daher sehr wohl m\u00f6glich dass\n diese Autorisa tion an den preussischen Consul in Calcutta noch ganz fr\u00fch genug k\u00e4me, wenn durch Ihre g\u00fctige Vermittlung der\n Brief von dem betreffen den Ministerium g als sogleich ganz so bald als m\u00f6glich abgesandt werden k\u00f6nnte. Wir schreiben erst jetzt, weil wir\n erst jetzt im Stande waren, eine allgemeine Zusammenstellung unserer\n Ausgaben zu machen, ehe wir uns (f\u00fcr Indien ) definitiv trennten ; sie haben bis jetzt f\u00fcr jeden von uns im\n Durchschnitte 1000 Rup Rupien (1 Rup Rupie = \u2154 Thaler ) im Monate, im Ganzen, von October 1854 bis Anfang 1857 f\u00fcr alle 3\n etwas \u00fcber 70000 Rup Rupien betragen. Es d\u00fcrfte schwer sein f\u00fcr die Weit l\u00e4ufigkeit und Offenheit dieser Mittheilungen\n Entschuldigungen zu finden. Wir k\u00f6nnen als die einzige nur die lebhafte Theilnahme nennen die Sie\n stets unseren Untersuchungen und Reisen in Indien schenkten . Meine beiden Br\u00fcder werden, ebenso wie ich selbst Rawul Pindee in wenigen Tagen verlassen. Unsere Addresse ist am besten Calcutta , care of the Prussian Consul et et cetera Kilbourn e Esq. Esquire Mit wiederholtem Ausdrucke unserer aufrichtigsten Verehrung und Hochachtung. Euer Excellenz dankbarst ergebener Hermann Schlagintweit","259":"Lahore Dec December 27\n 1856 Hochverehrteste\n Excellenz Ich beeile mich, Ihnen mit bestem Danke anzuzeigen, dass die Sendung von B\u00fc chern und Karten , die wir Ihnen und Herrn Kiepert verdanken Vgl. den Brief\n Adolph Schlagintweits an Humboldt, Kardung La, 15. Juni 1856 .\n Darin und in einem beigelegten Schreiben an den Berlin er Kartographen Heinrich Kiepert hatte A. Schlagintweit um B\u00e4nde der Erdkunde Carl Ritter s ( Ritter 1822\u20131859 ) sowie\n Bl\u00e4tter des begleitenden Kartenwerks ( Ritter\/O\u2019Etzel 1833\u20131852 )\n gebeten. , hier in Lahore mich erreichte. Ich f\u00fcrchte fast , dass Briefe, die etwa gleichzeitig abge sandt wurden, verloren oder verlegt sind, da ich weder von unserem Bruder Emil noch von Kiepert einen Brief mit\n den B\u00fcchern fand. Ich lege 4 Photographien bei, die ich Sie bitte S. M. Seiner Majest\u00e4t mit dem Ausdrucke unserer Ehrerbietung vorzulegen. NB Nota\n Bene mit dem Schreiben von E. Emil Schlg. Schlagintweit gingen nur 2 Photogr Photographien ein . O Olfers . Der Name der Gegenst\u00e4nde steht auf der R\u00fcckseite . Die Photographien sind nicht von uns gemacht (unseren Photographischen\n Apparat hat Robert bei sich) sondern von einem Herrn Moravia in Lahore . Mit wiederholten Entschuldigungen \u00fcber den Inhalt und die L\u00e4nge meines Briefes von Rawul Pindee in ausgezeichnetster Verehrung und\n Hochachtung Euer Excellenz dankbarst erbebener H Hermann Schlagintweit .","260":"Sie schenken wohl g\u00fctigst, edler Freund u. und College, dem Ueberbringer dieser Zeilen, dem Dr Doktor Scherzer , der aus den Ver. Vereinigten Staaten von Nord-Amerika u und Nicargua zur\u00fckkehrt und von der Akad. Akademie der Wissenschaften zu Wien dem Gen General Gouvernement als Redacteur der Reise um die Welt auf der Fregatte\n Novara vorgeschlagen ist, einige Augenblick e des Rathes. D r Doktor Scherzer mit Anthropologie besch\u00e4ftigt ist mir vom jungen Erzherzog Ferdinand Maximilian (Chef der Marine u und k\u00fcnftiger Vice K\u00f6nig der Lombardei ) dringend empfohlen . Liebevoll Ihr AHumboldt Dienstag 28 Jan. Januar 18 57. Lehren Sie Ihn die Aufbewahrung des kleinen Lebens (nach Ansicht Ihrer Sammlungen ).","261":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg AlHumboldt Ich eile Ihnen zu melden, dass der K\u00f6nig eine grosse Vorliebe f\u00fcr Sie als Entdekker, wie als hochbegabter, geistreicher, kr\u00e4ftiger und edler Mensch hat , ganz nach eigener Wahl, dem jungen Begas aufgetragen hat, Sie zu malen. Ich habe es dem K\u00fcnstler eben\n anbefohlen und auch Sie k\u00f6nnen Sich dieser Anerkennung des K\u00f6nigs nicht entziehen . Dankbar Ihr treuer AlHumboldt Berlin d. den 7. Febr Februar 1857","262":"Katmandoo Nepal M\u00e4rz 7 1857 Hochverehrteste Excelenz Nach \u00e4ngstlichem Zweifeln, ob meine Reise nach Nepal , die ich fast mit zu grosser Zuversicht in\n meinem letzten Briefe erw\u00e4hnte, wirklich zur Ausf\u00fchrung kom\u0305en werde,\n erreichte ich \u00fcber Lahore Jhelum , Loodiana , Dehli und G A gra Dar\u00fcber\n von fremder Hand wiederholt: Agra. die Station Patna Dar\u00fcber von fremder Hand wiederholt:\n Patna. , wo ich einen Brief von vom nepale sischen Gouvernment fand, durch den sowohl Dar\u00fcber von fremder Hand wiederholt:\n sowohl. mir als mei nem\n Establishment von Beobachtern und Sam\u0305lern Die Br\u00fcder Schlagintweit reisten\n stets mit einer Entourage, darunter Lastentr\u00e4ger, \u00dcbersetzer und\n Zeichner. Vgl. Brescius\n 2019 , 161\u2013216. die Reise nach Nepal gestattet wurde. Ich habe in einem Briefe an S. Seine M Majest\u00e4t \u00fcber einige mei ner Beobachtungen berichtet Ausz\u00fcge dieses Schreibens vom 7. M\u00e4rz\n 1857 wurden in der Zeitschrift f\u00fcr allgemeine\n Erdkunde ver\u00f6ffentlicht. Vgl. Schlagintweit, H. \/ Schlagintweit,\n R. 1857 , 432\u2013434. und auch erw\u00e4hnt dass es mir gestattet war so wohl weit mehr in Centralnepal zu reisen und mit Instrumenten zu beob achten, als ich hoffen konnte. Ich werde, da ich gegen Anfang May Indien verlassen werde, in nicht zu ferner Zeit das Gl\u00fcck haben, Ihnen pers\u00f6n lich unsere Beobachtungen vorzulegen. Hermann und Robert\n Schlagintweit trafen Humboldt erstmals am 17. Juni 1857\n in Berlin wieder. Vgl. das\n Schreiben von Hermann Schlagintweit an Alexander von Humboldt, Berlin, 17. Juni 1857, SBB-PK,\n Handschriftenabteilung, Slg. Darmstaedter, Asien 1855: Schlagintweit,\n Hermann von; Bl. 71-72. Ich erhielt in Patna , eben\n vor meiner Abreise nach Nepal den Brief des k k\u00f6niglichen preussischen Consuls mit dem den von S Seiner M. Majest\u00e4t bewilligten 3000 Thalern , f\u00fcr welche wir S Seiner M Majest\u00e4t unseren tiefgef\u00fchlten Dank auszusprechen\n bitten. Bei Ihrer stets so liebevollen Theilnahme an unseren Arbeiten wage ich kaum zu wiederholen, w i a s ich in meinem letzten Briefe \u00fcber die Summe schrieb, die uns zur Regelung unserer Ausgaben in Indien n\u00f6thig scheint; Friedrich Wilhelm IV. unterst\u00fctzte\n die Reise der Gebr\u00fcder Schlagintweit finanziell. Auch nach der R\u00fcckkehr\n aus Indien erbaten die Forscher\n Unterst\u00fctzung unter anderem bei der Publikation ihrer Ergebnisse. Vgl.\n beispielsweise das Schreiben Humboldts an den K\u00f6nig vom 20. Juni 1857: schenken Sie der Dreiheit noch ein Jahr der bisherigen\n Unterst\u00fczung. Es ist viel Ausgabe, die (ich weiss es,) Ew. Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t unmittelbar und ausschliesslich zur Last\n f\u00e4llt , Humboldt an Friedrich\n Wilhelm IV., Berlin, 20. Juni 1857 , GStA PK \/ I. HA Rep.\n 89 Geheimes Zivilkabinett, j\u00fcngere Periode, Nr. 19767, Bl. 51\u201352. Adolph , der\n noch einige Monate l\u00e4nger in In dien\n bleiben wird, zun\u00e4chst um jenen Theil des Himalayas zwischen Kangra Dar\u00fcber von fremder Hand: ?.\n Unterstreichung von fremder Hand. und Kashmir zu untersuchen, den keiner von uns bereist hatte, wird dann unsere Geldangelegenheiten in Indien , auch nach Roberts und meiner Abreise arrangiren k\u00f6nnen. Mit wiederholtem bestem Danke und mit dem Aus drucke aufrichtigster Verehrung und\n Hochachtung Ihr H. Hermann Schlagintweit . Addresse f\u00fcr Adolph A\n Kilburn Esq Esquire Prussian Consul Calcutta","263":"Berlin 10 Maerz 1857. Innig verehrter Herr\n Baron Ihr kr\u00e4ftiger Organismus hat, uns zum Gl\u00fcck, den Feind so entschieden\n abgewiesen, da\u00df Sie uns hei\u00dfen k\u00f6nnen sorglos zu seyn. Auf Ihr Gehei\u00df ist\n man es gern. M\u00f6chten Sie sich nur noch etwas langweilen k\u00f6nnen in der\n Zeit des raschen Tempera turwechsels, denn die\n Medicinal Gesetze verlangen dergleichen. Um Sie langweilen zu helfen sende ich Ihnen zweyerley und halte\n ein drittes zur\u00fcck. Zuerst steht das vom Kayser lichen\n National-Museum in Innsbruck schon vom Februar angekommene beigehende Blatt des Radetzki Albums, welches der Vorstand mit\n der Bitte an Prof. Professor Heinr. Heinrich Rose gesandt hat, um Ihren Namen darauf zu empfangen. Zweytens sende ich Ihnen in k\u00fcrzester K\u00fcrze das Resultat der mir von Ihnen\n aufgetragenen Analysen des Meeresbodens in der Telegraphen\n Linie zwischen England und Amerika. Ich habe es in der Akademie vorgetragen und davon eine \u00dcbersicht des Verhaltens aller bisher untersuchten Tiefgr\u00fcnde geschlossen. Alle Theilchen der gehobenen Erden sind so vorherrschend organisch , da\u00df das Anaor ganische kaum 1 p pro C Cent der Masse ist und das Organische ist vorherrschend wohl er halten. I Telegraphen Plateau. Gesamt Zahl der Arten 2.400\u2019 9.540\u2019 9.600\u2019 9.780\u2019 11.580\u2019 17 Polygastern \u2013 16 \u2013 4 \u2013 Kiesel Theile 16 Polycystinen \u2013 15 \u2013 1 \u2013 Kiesel Theile 2 Geolithien \u2013 1 \u2013 \u2013 1 Kiesel Theile 9 Phytolitharien 2 2 4 1 7 Kiesel Theile 85 Polythalamien 21 20 13 12 23 Kalk Theile 1 Entomostraceen \u2013 1 \u2013 \u2013 \u2013 Kalk Theile 1 weiche Pflanzen Reste 1 \u2013 \u2013 \u2013 \u2013 2 Anorganisches 1 2 1 1 1 Quarz sand 25 57 18 19 32. Leider hatte ich nur \u00bd C Linie Substanz von jeden in Nr Nummer I. II Tiefgrund\n aller\n Meere Gesamt Zahl der Arten. 100-500\u2019 501-1000\u2019 1001-5000\u2019 5.001-10000\u2019 10.000-15000\u2019 15.001-20000\u2019 Kiesel Theile 150 Polygastern 48 17 59 36 50 23 Kiesel Theile 73 Polycystinen 1 3 6 53 36 13 Kiesel Theile 62 Phytolitharien 23 22 30 11 26 6 Kiesel Theile 7 Geolithien 2 2 2 5 4 - Kalk Theile 198 Polythalamien 69 46 44 47 35 - Kalk Theile 2 Radiaten 2 1 - - - - Kalk Theile 2 Bryozoen 2 - - - - 1 Kalk Theile 1 Annulaten - 1 1 - - - Kalk Theile 3 Mollusken 1 - 3 - - - Kalk Theile 2 Crustaceen 1 - - 1 - - Kalk Theile 2 Zoolitharien - 2 - - - - 1 Acaroiden - - - 1 - - 9 weiche Pflanzen 2 2 1 2 5 - Quarz sand 11 Anorganisches 3 3 1 1 8 - Die letzte Reihe in der II ten Rubrik ist\n nicht von mir, sondern von Bailey analysirt und aus 16200\u2019 Tiefe im Kamt schatkischen Meere. Nirgends ist Kreidemischung aus Polythalamien ohne Polygastern. \u00dcberall ist\n Mergel, die lezte Tiefe ist offenbar wohl ein lokales Tri pel-Verh\u00e4ltnis. Polythalamien und Polygastern sind die\n \u00fcberwiegenden Formen; Polycystinen erscheinen in der Tiefe von 5000 Fu\u00df an \u00fcberall sehr massenhaft. Die meisten Phyto litharien sind Spongolithen , deren For men den 3 ten oder\n 4 ten Rang einzunehmen pflegen. Das was ich zur\u00fcckhalte ist die Beurtheilung des Agassiz schen Werkes welches Sie mir sandten. Davon ein\n andermal. Gott erhalte Sie in frischem Muthe Ehrenberg","264":"Ich brauche wohl nicht erst Sie zu bitten mit uns Ihre Stimme zum Ersaze\n von Hammer dem gr\u00f6ssten Kenner der\n altindischen Litteratur Prof. Professor Lassen in Bonn zu geben, auf auch auf Enke , Johann M\u00fcller und Mitscherlich zu\n wirken . Ihr AlHumboldt d. den 16 April 1857","265":"Deutsch-Oesterreichischer-Telegraphen-Verein. Von der K\u00f6nigl. K\u00f6niglich Preuss. Preussischen Telegraphen-Station in Berlin Telegraphische Depesche No. 4120 26 Worte F\u00fcr Irrth\u00fcmer u. Verz\u00f6gerungen bei Bef\u00f6rderung oder\n Zustellung der Depeschen wird keine Gew\u00e4hr geleistet. Aufgegeben in Triest den 8 ten Juni 1857 3 Uhr 40 Min. Vormitt. Nachmitt. Angekommen in Berlin den 9 ten Juni 1857 5 Uhr 8 Min. Vormitt. Nachmitt. Baron von Humboldt Berlin . Hochverehrteste Exzellenz! Robert und ich sind heute Triest an gekommen. Adolph noch in Indien . Gehen direkte Berlin wo wir 17 ten eintreffen. Hermann Schlagintweit . K\u00f6nigliche Telegraphen Station Kaecke .","266":"Berlin , H\u00f4tel de Rome , Juni 17 1857 Hochverehrteste\n Excellenz! Robert und ich sind heute morgens hier angekommen; wie sehr freuen wir uns dass wir das Gl\u00fcck haben, Sie wieder pers\u00f6nlich begr\u00fcssen, und Ihnen wieder holen zu k\u00f6nnen, wie\n unsch\u00e4tzbar f\u00fcr uns Ihre Belehrungen und die stets lebhafte Erinnerung an Ihre Theilnahme an unseren Arbeiten gewesen\n sind. Als wir, fast genau vor 8 Jahren zum ersten Male das Gl\u00fcck hatten Sie zu sehen, war es Ihre ermunternde , damals kaum ver diente Belehrung, der wir die Anregung zu unseren sp\u00e4 teren Arbeiten verdankten. Aber auch jetzt k\u00f6nnen wir Ihr Ur theil \u00fcber unsere Un tersuchungen und Reisen in Indien fast nur mit glei cher \u00c4ngstlichkeit erwarten. Der Gegenstand , der uns besch\u00e4ftigte , war so wichtig und die L\u00e4nder , die\n wir durchreisen konnten , so ausgedehnt, dass wir kaum dar\u00fcber nachzudenken wagen, ob,\n besonders in Ihren Augen, die erhalte nen Resultate die sen g\u00fcnstigen Um st\u00e4nden gen\u00fcgend entsprechen . Wir werden versuchen , Sie heute gegen 12 h 30 zu besuchen, wenn Sie uns schon heute empfan gen k\u00f6nnen. Mit wiederholtem Aus drucke\n in\u0305igster Verehrung und Dankbarkeit Ihr H. Hermann Schlagintweit .","267":"Ew. Eure K\u00f6nigliche Majest\u00e4t S. Seine M. Majest\u00e4t bewilligen 3000 Reichsthaler aus d. der Schatulle zur\n H\u00e4lfte sogleich, zur andern am 1. Jan Januar k. kommenden J Jahres zahlbar. Ordre an p. Sch\u00f6ning . Nachricht an p . v. von Humboldt . Ill Illaire 4\/7 v G. von\n Gerlach pr praesentatum 24\/6 haben,\n als ich Sie auf der Eisenbahn verliess, mir nicht bloss erlaubt, Sie haben wie die herrliche K\u00f6nigin , mit der\n unaussprechbaren Huld, die das Gl\u00fcck und der Trost meines greisen Alters\n ist, mir befohlen, von Zeit zu Zeit Nachricht von mir und der langsam\n fortschreitenden, mich aber keineswegs beunruhigenden oder im Arbeiten\n st\u00f6hrenden Abnahme meiner Kr\u00e4fte zu geben. Die L\u00f6wen des Tages sind \u2154 der Schlagintweits , Hermann und Robert ,\n die \u00fcber Aegypten hier angekommen sind, gerade die,\n welche in Kaschmir , Ladak , West- Tibet und jenseits der Tibet und Turkestan ( Yarkand und Khotan ) scheidenden Kuenl\u00fcn -Kette waren, da wo jenseits des 18000 engl. englische Fuss hohen Karakorum - Alpenpasses noch kein\n Europ\u00e4er von S\u00fcden her gelangt war, nach dem Zeugniss der neuesten\n Reisenden in dieser Gegend, des Botanikers Thomson , Joseph\n Hooker s Reisebegleiter , der in der geographischen Einleitung zur Flora Indica (1856) sehr bestimmt sagt: the axis of the Kouenlun , forming the northern\n boundary of Tibet and not less elevated than the Himalaya , has not been crossed by any European traveller. Hooker\/Thomson 1855 , 215. Moorcroft war nur s\u00fcdlich vom Kuenlun bei den heiligen Seen. Diese grosse\n Ausdehnung des geographischen Wissens verdanken wir, wie schon Ritter ausgesprochen hat, allein Ew. Eurer Majest\u00e4t da Sie den ersten grossen\n Gedanken der Reise auf gefasst und dem englischen\n Gouvernment zur Mith\u00fclfe vorgeschlagen haben, wie wir Ihrer Liebe zur Erdkunde die aegyptischen Ent deckungen von Lepsius und Brugsch ; die Kenntniss der\n altgermanischen Sprachstamm-Districte des Kaukasus durch Rosen verdanken. Ich lobe nicht, ich erz\u00e4hle: Hermann und\n der j\u00fcngste, herangewachsene Schlagintweit, Robert , haben sich in Alexandrien getroffen, wohin der eine\n von Calcutta , der andere von Bombay , in wenigen Wochen Unterschied,\n ankam. Ein Drittel Schlagintweit, Adolf ist noch in Indien bis November geblieben.\n Wundersam ist es dass alle 3, so jung und daher noch viel empf\u00e4nglicher f\u00fcr\n klimatische Einfl\u00fcsse in den brennend heissen Diamanten Districten, wie in den verpesteten hohen Bergth\u00e4lern immerfort\n unter Gottes, des Allm\u00e4chtigen, gn\u00e4digem Schuze ununterbrochen der kr\u00e4ftigsten Gesundheit sich erfreuten 3 Jahre lang, wie ich f\u00fcnf Jahre\n und 3 Monate lang. Es ist von den edelsten Gef\u00fchlen tiefer Dankbarkeit\n getrieben dass die beiden Reisenden von Triest aus, (ehe sie nach M\u00fcnchen zur Mutter und zur dortigen nach noch f\u00fcnfk\u00f6pfigen kleinen Schlagintweitbrut eilten) geraden Weges sich\n nach Berlin begaben, da wo sie die\n Dankbarkeit hinrief. Sie wollen in Berlin nur 4 Tage noch verweilen, um einen sie begleitenden, auf Kosten der ostindischen\n Compagnie ihnen mitgegebenen jungen\n Inder, einen Munschi (Art\n Schriftgelehrter) der nur hindostani . Die und arabisch, nicht englisch, spricht, hier unterzubringen . Die Schlagintweits haben so gel\u00e4ufig\n hindostani gelernt, dass Sie sie das lezte Jahr ohne alle Dolmetscher reisen konnten. Die\n Sammlungen , die sie bringen und die im ostindischen\n Hause jezt liegen aber zur H\u00e4lfte hieher kommen sollen,\n werden unsere Museen auf das Gl\u00e4n zendste\n bereichern: Herbarien von der Meeresk\u00fcste bis zu 21000 Fuss H\u00f6he am Ibi\n Gamin in Thibet gesammlet, mit allen Angaben der H\u00f6hen , 3000 Arten; in 12000 Exemplaren. F\u00fcnf bis sechs hundert Baumschnitte von prachtvollen H\u00f6lzern ; . Sechs hundert tausend V\u00f6gel Sketet Skelette und B\u00e4lge . 46 Sch\u00e4del verschiedener Menschenracen ; . 256 Gipsabg\u00fcsse der Gesichter der Racen, mit vielen dazugeh\u00f6rigen Lichtbildern; 50 bis 60 Abg\u00fcsse von H\u00e4nden und F\u00fcssen (also Gyps,\n viel Gyps, aber von der lebenden Creatur genom\u0305en) . 20 complete Skelette von Menschen im Himalaya , Thibet ,\n schwer zu erlangen . Die wichtigsten geologischen Sammlungen, umfassend alle Gebirgsarten vom 5 ten bis 37 sten Grad der Breite von der Insel Ceylon bis Khotan am n\u00f6rdlichen Abfall\n des Kuenlun , wohl 20,000 St\u00fccke\n Gebirgsarten, von denen Deutschland bisher kein einziges besizt . Ein Schaz\n von Versteinerungen in Kreide und Terti\u00e4rgebirgen . Das wirkliche Geh\u00f6rn des Einhorn, ein wildes Schaf dessen 2 H\u00f6rner so nahe stehen dass sie , unten eine Wulst\n bildend , in ein einziges Horn\n zusammenwachsen . Kleider, Waffen, Hausger\u00e4te . Es sind dazu schon auf dem Wege, um nach Bremen auszuschiffen ausgeschifft von zu werden, von lebendigen grossen\n Thieren: Zwei wilde eingefangene Esel aus Gorka . Zwei turkestanische , zwei buklige Kamele, dieselbe Art die dort\n wild ist. Zwei turkestanische Pferde, Hengst\n und Stute. Dazu Bestimmung der magnetischen Curven,\n Beobachtungen \u00fcber den jezigen Zustand des Erdmagnetismus in ganz Hindostan im Auftrage des magnetischen Instituts unter der Direction des Major General Edward Sabine dessen\n r\u00f6tliche Nordpol-Nase (es war dieselbe in den zwei ersten arctischen Entdeckungsreisen unter Ross und Parry ) Ew. Eure Majest\u00e4t zu Charlottenhoff vor 8\u201310 Jahren\n in der Abendd\u00e4merung gesehen haben. Um sich dem Gouvernment zu einer Zeit angenehm zu machen, wo das Parlament \u00fcber die so lange geduldeten, etwas unz\u00fcchtigen Zangenkneiff -Mittel zu schnellerem Einziehen der Abgaben\n zu moralisiren beginnt, hat die Ostindische\n Company die dreij\u00e4hrige grosse magnetische Arbeit auf\n ihre Kosten in Calcutta drucken lassen. Zehn Hefte ( Reports on\n the proceedings of the Officers ( Hermann , Adolphus and Robert Schlagintweit , Esq. Esquire ) engaged in the magnetic Survey of India 1855 \u2013 bis 1857 ) , liegen auf meinem Tische,\n \u00fcber 200 Seiten lang wovon (sonderbar genug ) noch die lezten den Titeln) in Lahore gedruckt sind. Ich habe die Schlagintweits von Ihr ihrem Drange, sich Ew Eurer Majest\u00e4t in Marienbad vorzustellen und \u00fcber Marienbad nach M\u00fcnchen zur Mutter ( il dolce nido ) zu gehen, nicht abhalten\n wollen. Ich habe eher dazu gerathen, weil sie finden ich ahnen kann, dass diese bescheidenen und k\u00fchnen, sich wissenschaftlich so\n vielseitig und gl\u00e4nzend ausgezeichneten jungen Leute Ew. Eurer Majest\u00e4t einige Stunden angenehmer Unterhaltung gew\u00e4hren werden. Sie flehen und ich mit Ihnen den Reisenden , dass Ew Eure Majest\u00e4t ihnen noch auf ein Jahr von jezt an, die\n bisherige Unterst\u00fczung huldreichst schenken m\u00f6gen. Von der ostindischen Company , die (wie der Sohn meines Freundes, des\n ber\u00fchmten Staatsmannes Canning , der\n jezige General Gouverneur) den daurendsten und wohlth\u00e4tigsten Antheil an\n der Expedition genommen hat, h\u00f6rt alle pers\u00f6nliche Geldunterst\u00fczung auf,\n von dem Augenblick, wo die Reisenden in Triest landen. Die Company wird aber h\u00f6chst-wahr scheinlich das Reisewerk , englisch von ihnen\n geschrieben, und mit vielen Karten und Kupfern versehen, auf \u00f6ffentliche\n Kosten drucken lassen. F\u00fcr F\u00fcr die deutsche Ausgabe aber einer, auf Befehl und theilweise auf Kosten Ew Eurer Majest\u00e4t , ganz wissenschaftlichen Reise , sind nicht Vorsch\u00fcsse von deutschen\n Buchh\u00e4ndlern zu hoffen. Tibet und der Kuenl\u00fcn (mein Demant) intressiren\n in Deutschland nicht wie Timbuctu . Niemals totgeglaubte Reisende sind\n keine erstan denen Leichen; sie sind\n geologisch, magnetisch, Sch\u00e4del abformend, skelettirend; sie sind alles nur\n nicht dramatisch in den Augen der Menge. Die bei den heili gen Seen Manasaro var Zwei Tintenflecke am rechten Seitenrand Drei solcher undramatischen Reisenden , die von denen 3 Jahre lang alle drei der meist jeder wo anders war, wollen aber essen. Ich\n flehe , schenken Ew Eure Maj. Majest\u00e4t zur\n Erleichterung der deutschen Ausgaben und da der\n reine Aether wie alle Bergluft, den Appetit, das Nahrungsbed\u00fcrfniss\n bekanntlich erh\u00f6ht , schenken Sie der Dreiheit noch ein Jahr der bisherigen\n Unterst\u00fczung. Es ist viel Ausgabe, die (ich weiss es,) Ew. Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t unmittelbar und ausschliesslich zur Last\n f\u00e4llt! Aber es ist Vollendung von dem was Sie ins Leben gerufen , zu Ehre und zum Glanze Ihrer Epoche! Ich verzage nicht\u2026 Nach Kaschmir und den\n Interessen der jungen Reisenden, die mich sehr beunruhigen , darf ich wohl noch zwei Curiosa ber\u00fchren in denen der Imperialismus sich wenigstens mit grosser delicatesse f\u00fcr mich benommen hat. Der Brief des Grafen Walewski ist in so fern der\n ausgezeichnetste, da er von der Besch\u00e4ftigung des Kaisers Napoleons mit einigen meiner Werke und von einer\n gewissen Vorliebe f\u00fcr meinen Character spricht. Ich darf Ew Eure K\u00f6nigliche Majest\u00e4t wohl um die Gnade bitten mir die beiden Briefe Humboldt war durch ein Schreiben des\n Prinzen Napol\u00e9on sowie durch eines\n des franz\u00f6sischen Au\u00dfenministers Alexandre\n Colonna-Walewski \u00fcber die Verleihung des Gro\u00dfkreuzes des\n Ordens der Ehrenlegion durch Kaiser Napol\u00e9on\n III . in Kenntnis gesetzt worden. Die beiden Schreiben\n sind nicht \u00fcberliefert. Vgl. Humboldt an Friedrich Wilhelm IV ., Berlin, 19. Juni 1857, Humboldt 2013 , 523f. wieder zufertigen zu lassen . Ich habe\n eine grosse, grosse Freude \u00fcber die Wiederkehr der warmen Tage, welche den\n Genuss der Bewegung im Freien so sehr beg\u00fcnstigen, Ihrer Constitution eine\n nothwendige Lebensbedingung. Mit den herzlichsten W\u00fcnschen und der dankbarsten Ehrerbietung Ew. Eurer K\u00f6niglichen Majest\u00e4t aller getreuester AlHumboldt Berlin , den 20 . Juni 1857.","268":"Ew. Eure K\u00f6nigliche Majest\u00e4t S. Seine M. Majest\u00e4t bewilligen d. den Orden, welchen die GOKom\u0305. Generalordenskommission dem Min. Pr\u00e4s. Ministerpr\u00e4sidenten zusenden soll, und ihn mit einem\n Schreiben an den p Sykes beh\u00e4ndigen\n lassen soll. Exped. Expedition d. des Ordens von d der GO. K. Generalordenskommission \u2014 an Min. Minister v. von Manteuffel Schreiben an Sykes und p v. von Humboldt beif\u00fcg einh\u00e4ndigen . Ill Illaire 7\/8 vG. von Gerlach pr praesentatum \/8 haben geruht, mit einigem Wohlgefallen, gleich nach Ihrer R\u00fcckkunft aus Tepliz , einen unvollst\u00e4ndigen\n Vortrag anzuh\u00f6ren, den ich mir erlaubte \u00fcber die moralische Notwendig keit zu halten, dem als , als altindischen Arch\u00e4ologen und Administrator bei der ostindischen Company gleich ausgezeichneten Colonel Sykes , ohne dessen Vorliebe f\u00fcr die Gebr\u00fcdern Gebr\u00fcder Schlagintweit der lezteren so erfolgreiche Expedition nach dem Himalaya , Tibet und dem Kouen-l\u00fcn\n Gebirge nicht w\u00fcrde zu Stande gekommen sein, ein Zeichen\n Ihres k\u00f6niglichen Wohlwollens zu geben. Da die Reisenden, um einen\n gr\u00f6sseren Theil des Landes gleichzeitig untersuchen zu k\u00f6nnen fast immer\n abgesondert vorgedrungen sind, so haben sie mehr ausgegeben, als die 8000 Thaler , die ihnen\n vom Colonel Sykes gezahlt wurden: sie haben\n noch einen extraordinairen Zuschuss von wenigstens 14000 Thalern von der ostindischen Compagnie zu fordern . Sie drangen daher in mich,\n auch um jene Forderung leichter beg\u00fcnstigt zu sehen, meinen Antrag um ein Zeichen des k\u00f6niglichen\n Dankes zu beschleunigen. Da nun Colonel\n Sykes , President of the Court of\n Directors im East India House , ein sehr beg\u00fcterter Mann ist und materielle Geschenke schwer zur Befriedigung auszuw\u00e4hlen sind, so liess ich ihn durch die\n Schlagintweits, schon von Berlin aus,\n schriftlich fragen, ob ihm eine allergn\u00e4digste Ordensverleihung nicht besonders angenehm\n sein w\u00fcrde. Er hat die Antwort unmittelbar un d t er dem 27 . Juni an mich\n gerichtet Vgl. William Henry Sykes an Humboldt, London,\n 27. Juni 1857, Slovensk\u00e1 n\u00e1rodn\u00e1 kni\u017enica \u2013 Liter\u00e1rny arch\u00edv, Martin\n (Slowakei). und eiligst ausgesprochen welche Freude, ja selbst welchen Nuzen ihm\n es machen w\u00fcrde, wenn His Majesty the King of Prussia should be\n induced to testify his thanks for my humble aid in the promotion of\n scientific researches through the Messieurs Schlagintweit by some\n mark of his favor. Ich brauche Ihnen nicht\n zu sagen, sezt Colonel Sykes hinzu, dass\n die successfull results\n of the indefatigable labours of my young friends are an ample reward of the interest I\n have taken in their researches. Nevertheless any direct mark of the\n King \u2019 s approbation could not\n but be honorable to me und ich w\u00fcrde es mit ehrerbietigster Dankbarkeit anerkennen . Die Beilage \u00fcber\n Geburtsadel seines eigenen Stammes, der\n bis zu Walter de Sykes (of Sykes Dyke bei Carlisle )\n unter K\u00f6nig Richard II . , Sohn des Schwarzen Prinzen , zum 14ten Jahrhundert aufsteigt, und \u00fcber den Geburtsadel der M rs Sykes , deren mother, Grand mother and Great Grandmother !! vollbl\u00fctig rein,\n mit der grossen Familie Errol und den Earls\n Marshal s of Scotland and the Highland-Chieftains of Kilravock zusammenh\u00e4ngt, l\u00e4sst deutlich erkennen warum der\n Orden von Ew. Eurer Majest\u00e4t ihm auch , troz der W\u00fcrden, die er seit Jahren bekleidet und troz seines\n Parlamentssizes auch in England n\u00fczlich werden kann. Er l\u00e4chelt in dem Briefe ( it\n would deter me from accepting ) \u00fcber die Civil\n Knightships (Nicht erbliche Ritter-W\u00fcrden, wie sie Schomburgk und Murchison haben, ohne Baronet\n Titel) die man lawyers, municipal officiers and other Civil functionaries,\n h\u00e4ufig verleiht. Er will eine bleibende Erh\u00f6hung seiner uralten Familie und\n hofft, dass eure die Gnade Ew. Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t die Aufmerksamkeit seines eigenen Gouvernements auf ihn lenken werde. Colonel Sykes , dessen Freundschaft ich l\u00e4nger\n selbst als Bunsen geniesse , hat nicht bloss, als gelehrter Sanskritforscher und Mitglied der k\u00f6niglichen Societ\u00e4t zu London , sondern auch\n durch seinen Milit\u00e4rdienst in den indischen Feldz\u00fcgen sich einen\n ausgezeichneten Ruf erworben. Geboren 1790 trat er schon 1804 in die Bombay sche Armee; commandirte 1817 das Daporee -Regiment, wohnte mehreren\n Schlachten bei, besuchte 1820 bis 1824 England ,\n kehrte aber mit Lord Elphinstone , als political and statistical Reporter nach Indien zur\u00fcck zur\u00fcck wo er in einem wichtigen Administrations-Posten durch bis 1831 eine tiefe Kenntnisse der indischen Angelegenheiten sich neben der erweiterten Sprachkunde in sanscrit, bengali, pali und neu-persisch erwarb. Er wurde schon 1840 gew\u00e4hlt zum Director of the East India Company , in der er einen\n grossen, den Wissenschaften n\u00fczlichen Einfluss bis heute aus\u00fcbt; 1856\n Chairman of the East India-Company , und von leztem M\u00e4rz 1857 Parlaments Mitglied for the ancient City of Aberdeen . Nach Herz\u00e4hlung aller dieser\n Vorz\u00fcge enth\u00e4lt nun der Brief des Colonel Sykes , der avant la lettre , (vor der Nachricht aus der Mogulstadt Im Mai 1857 brach unter anderem in der alten\n Hauptstadt des Mogulreiches Shahjahanabad der Indische Aufstand gegen die\n Herrschaft der British East India\n Company aus. ) diesen Herbst mich in Berlin zu besuchen drohte, die mich bedr\u00e4ngende Aeusserung: dass mein good judgment could best point out was ihm n\u00fczlich sein k\u00f6nne. Nach der wichtigen und vornehmen Stellung des als Gelehrter und Adminis trator wichtigen ausgezeichneten Mannes, nach dem moralischen Bed\u00fcrfniss , dem etwas recht angenehmes und n\u00fczliches zu\n verleihen , ohne den die Hy Hi malaya und tibetanische Reise nicht w\u00e4re m\u00f6glich\n gewesen , schlage ich Ew Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t allerunterth\u00e4nigst vor: dem Colonel Sykes den Rothen Adler Orden zweiter Classe und das schriftliche das Versprechen einer grossen Porzellan Vase mit Abbildungen von Sanssouci und Charlottenburg durch Graf\n Bernstorff \u00fcbergeben zu lassen . Geruhen Ew Eure Majest\u00e4t diesen Vorschlag zu genehmigen, so werde ich eilen , (wegen der\n Geldforderung der Schlagintweits in London , wo sie nach einem sehr neuen Briefe von Sir Roderick Murchison bereits angekommen sind) den Entwurf einer Cabinetts Order\n einzureichen und mich des Ausdrucks bedienen : L\u2019envoi du Vase de la Manufacture de Porcelaine,\n orn\u00e9 de souvenirs des\n sites royaux, suivra de pr\u00e8s . Da\n fremde Orden in England zwar sehr beliebt\n sind, aber nicht getragen werden, so wird die Aufstellung eines Geschenkes des K\u00f6nigs von Preussen in Syke\u2019s Wohnung im East\n Indiahouse , am wohl th\u00e4tigsten den\n Zwek\n eines Aufmerksamkeit-erregenden Mittels zur Verherrlichung der Nachkommen\n \u201e of old Walter de Sykes \u201c erf\u00fcllen. Ich erwarte dar\u00fcber den allerh\u00f6chsten Befehl. In tiefster Ehrerbietung ersterbend Ew Eurer K\u00f6n. K\u00f6niglicher Majest\u00e4t allergetreuester AlHumboldt Potsdam, den 31 . Juli 1857","269":"Berlin 22 Sept September 1857 Ich habe viel Achtung f\u00fcr die Gr\u00fcndlichkeit der zoologischen Kenntnisse des D r Doktor Weinland , aber es ist schwer sich f\u00fcr eine so ganz gestaltlos vorgeschlagene Sache zu interessiren. Die\n Empfehlung deutcher deutscher Gelehrten die auf deutschen Universit\u00e4ten erzogen sind, w\u00fcrde einem\n solchen gar nicht neuen Vorschlag, meinen Bedenken auch wenig n\u00fczen. Der\n Begriff einer deutschen Universi t\u00e4t ist so complex, nothwendig\n Philologie, Geistes gelehrtheit, die f\u00fcr das Advocatenreich Amerika so wichtie wichtige Jurisprudenz u und Medicin begreifend, dass eine gr\u00fcndliche Auseinandersezung des\n Bisherigen uns wenig Bekanten Bekannten mit dem Neu Einzuf\u00fchrenden von der Hand ber\u00fchmter, amerikanischer in Berlin und G\u00f6ttingen gebildeter Gelehrter wie Tiknor u und Everett , der erste Geschichtschreiber der\n Spanischen Litteratur, der zweite Senator und einst Gouverneur des Staats v von Massachusets erforderlich w\u00e4re. Sie f\u00fchren selbst, mein theurer Freund, sehr richtig den\n Mangel an vorbereitenden Gymnasien an . Eine\n Universit\u00e4t l\u00e4sst sich nicht stiften wie ein Naturalien Cabinet oder eine\n Bibliothek . Das Bed\u00fcrfniss ver\u00e4nderter Lehrmethoden, das Eingreiffen, der Zusammenhang des zu Lehrenden muss erst\n in Schriften entwickelt werden . Das Empfehlen\n eines gestalt losen Vorschlages w\u00fcrde nicht mehr wirken als wenn\n ein Deutscher das Lesen deutscher B\u00fccher empf\u00e4hle. Die Gek\u00fcssten auf dem Munde ( Bunsen , \u201eGott\u201c der Geschichte Bunsen 1857[-1858] ) auf der Schulter (Pastor Kind in Neapel auf der Schulter von einer italienischen Dirne)\n verlassen. Sie waren berufen um sich zu lieben und der Offenbarung den\n Titel der Unvernunft zu vindiciren\u2026 Mit alter Liebe noch aber die ungel\u00e4uterte u und Anh\u00e4nglichkeit Ihr AlHumboldt","270":"Ich besize nichts, theurer Freund, was Sie w\u00fcnschen: ich habe nie eine deutsche Zeitung von Melbourne gehabt, wohl\n aber von S. Francisco zugleich mit anglo-chinesischen auch 2 deutsche Kansas Bl\u00e4tter die ich beilege in denen eine Nachricht von einer\n neu gegr\u00fcndeten Humboldtstadt enthalten ist nicht zu verwechseln: mit der\n \u00e4lteren Stadt Humboldt etwas n\u00f6rdlich vom Cap Mendocino in der seit\n mehre n Jahren ein in California viel gelesenes Blatt unter dem Titel Humboldt- Times herauskomt herauskommt . Mehr glaube ich wird die geogr. geographische Gesellschaft Prof Professor Burmeister \u2019s Aufnahme u und Ansicht der Cordillere von Chile interessiren von Mendoza Mendoza aus also von Osten gesehen . ich habe die Rolle \u00fcber Buenos\n Ayres erhalten ohne weitere Beschreibung. Es ist ein Werk\n r\u00fchmlichen Fleisses und grosser Genauigkeit in den Umrissen . Da ich das Bild dem K\u00f6nig vorlegen soll\n so bitte ich es mir wieder von neuem sorgf\u00e4ltig gerollt . Sp\u00e4ter werde ich die Zeichnung den Archiven der geogr. geographischen Ges Gesesellschaft wieder \u00fcbergeben, damit Prof. Professor Burmeister selbst nach seiner R\u00fcckunft dar\u00fcber disponiren kann . Von meinem theuren Freunde Bonpland der in der besten Gesundheit den 28sten August seinen 84sten Geburtstag zu feiern gedachte habe ich durch Herrn Gener. General Consul von G\u00fclich angenehme u und lehrreiche Briefe aus Corrientes vom\n 7 ten Juni 1857 . Er\n h\u00e4tte ganz mit wissenschaftlichen Untersuchungen noch lebhaft besch\u00e4ftigt\n einem jungen deutschen Reisenden Herrn Julius Fischer seine Herbarien zu zeigen . Er suchte alle Dek bl\u00e4tter zusammen f\u00fcr das neue Museum der Naturgeschichte zu Corrientes dessen Direction ihm von der Regierung \u00fcbertragen ist . J\u2019ai promis heisst es in dem Briefe \u201e Mr Monsieur le Gouverneur actuel de la Provence de Corrientes, Don Juan Pujol , homme tr\u00e8s colaire, les doubles de toutes mes Collections pour le Mus\u00e9e public et\n je remplirai ma promesse. Ce travail termin\u00e9, je devrais parcourir les\n diff\u00e9rentes Provinces de la Conf\u00e9d\u00e9ration argentine mais ; s\u2019il\n n\u2019est possible je pr\u00e9f\u00e9rerais porter moi m\u00eame mes Collections \u00e0 Paris pour les d\u00e9poser au Mus\u00e9um , ainsi que mes\n manuscrits et prendre les mesures n\u00e9cessaires pour la publication de mes herbiers qui ne laisse pas\n d\u2019avoir de l\u2019inter\u00eat . Mon voyage en Europe doit\n \u00eatre de courte dur\u00e9e , car je veux revenir \u00e0 St Saint Ana o\u00f9 je suis tranquille et heureux . Je veux \u00eatre enterr\u00e9 enterr\u00e9 sous les arbres que j\u2019ai plant\u00e9s .\u201c Diese Stelle des Briefes ist sehr beruhigend. Sie giebt die Gewissheit dass\n mein Freund nie daran gedacht hat seine\n botanischen, unedirten Sch\u00e4ze in einem unbesuchten Provinzial-Museum zu vergraben sondern dass er diese Sch\u00e4ze noch immer den Botanikern Europa\u2019s bestimmt. Sollte er die Reise nach Paris und Berlin von der er oft\n in fr\u00fchern Briefen gesprochen nicht selbst ausf\u00fchren k\u00f6nnen, so wird er\n Vorkehr ungen treffen seine Herbarien und Manuskripte (leztere sind von grosser Wichtigkeit f\u00fcr die Geographie der Pflanzen!) auf sicherem Wege an die Proffessoren des Jardin des\n Plantes zu Paris zu senden. Dort im Jardin des Plantes werden schon aufbewahrt alle\n botanischen Tageb\u00fccher welche in mehren mehreren B\u00e4nden Bopland Bonpland und ich (er zu \u00be des Ganzen) in der gemeinschaftlichen Reise gehalten von Juni 1799 bis August 1804 gehalten haben . Am Ende des Briefes hies heisst es noch: je pense Je compte bient\u00f4t aller d\u2019ici \u00e0 San\n Borja et je serai de retour \u00e0 Corientes dans le courant de Septembre. Je travaillerai alors de nouveau sans rel\u00e2che aux herbiers et je mettrai \u00e0 part\n pour la Prusse et de pr\u00e9f\u00e9rence pour l\u2019 Universit\u00e9 de Greifswalde qui m\u2019a donn\u00e9 tant de marques de\n son souvenir bienveillant le plus de plantes possibles propres \u00e0 cette partie de l\u2019Am\u00e9rique , si peu visit\u00e9e jusqu\u2019ici . Ich darf wohl hoffen, theurer Freund, dass mir vom Journal nach Pots dam geschikt,\n wohin ich Sonnabend leider! \u00fcberziehe, nur die Correctur f\u00fcr alles franz\u00f6sische vorgelegt wird. AlHumboldt Donnerstag Nacht","271":"Sie haben, theurer Freund und College bei mir grosse Freude \u00fcber das nicht bloss\n kleine sondern tiefe Leben (nicht entseelte tote Reste wie der einseitige Maury will), in ganz Sanssouci die Hofdamen besonders mitgerechnet \u00fcber die behaarte mexicanische Miss erregt. Es ist\n erst die erste rationale Beschreibung die wir von meiner Landsm\u00e4nnin\n erhalten haben . Nehmen Sie meinen innigen Dank daf\u00fcr freundlichst an . Ich habe durch Trendelenburg heute eine Bitte f\u00fcr Buschmann an den Ausschuss gerichtet dessen m\u00e4chtiges Mitglied Sie sind . Es handelt sich um Bewilligung von mehr Bogen . Es w\u00e4re doch innigst zu bedauern wenn eine ein viel Neues enthal tende s n\u00fczliche s , schon in MSS Manuskript ganz vollendete s Werk Buschmann 1859 das einzige \u00fcber ame rikanische Sprachfamilien, nach den neueren Ansichten von Bopp , Grimm und Wilhelm von Humboldt \u00fcber grammatischen Sprach\n Organismus abgefasst, nicht ver\u00f6ffentlicht werden k\u00f6nnte. Helfen Sie dem\n Jugendgreise in den tr\u00fcben Tagen der verh\u00fcllten Sternschnuppen . Dankbar Ihr AlHumboldt Potsdam 14 Nov November 1857.","272":"Der K\u00f6nig , der mich gestern Nachmittag zum ersten\n Male hatte kommen lassen , hat sich mit grosser Freundlichkeit Ihrer beiden, meine theuren\n Freunde und mit Besorgniss Ihres abwesenden Bruders erinnert: auch l\u00e4sst die K\u00f6nigin sehr warm f\u00fcr die zierlichen Bilder auf Elfenbein\n danken . Ihr AlHumboldt Sr Seiner Wohlgeboren den Herrn Gebr\u00fcdern\n Schlagintweit eiligst AlHumboldt","273":"Sr Seiner Wohlgeboren Herrn Professor D r Ehrenberg mit 3 B\u00e4nden Java Junghuhn 1854 AlHumboldt Ihre herzlichen W\u00fcnsche und die Nachricht von den wunderbaren magnetischen Meteorkugeln Ehrenberg 1858 ver pflichten mich zu freundlichstem\n Danke: aber leider! weiss ich in meinem eigenen Buche ( B Band IV des Kosmos Humboldt 1845-1862 , IV ) die von mir aus Junghuhn citirte Stelle nicht auffinden aufzufinden . Alles von Junghuhn \u00fcber Java ist in 3\n B\u00e4nden Junghuhn 1854 von sehr ungleicher Dicke herausgekommen, die ich Ihnen (der Privat Bibl. Bibliothek des K\u00f6nigs geh\u00f6rig) heute schicke.\n Geben Sie die B\u00fccher an mich zur\u00fck. Empfangen Sie und Ihre theure Familie\n den grossen Infanten eingerechnet auch meine besten W\u00fcnsche f\u00fcr das b\u00f6se mit einem Freitag beginnende Jahr. Ihr AlHumboldt Neujahr","274":"Berlin , den 4. Januar\n 1858. Euer\n Wohlgeboren ersuche ich, gef\u00e4lligst alle Briefe und\n Packete, die an die Adresse meines Bruders Herrmann Schla gintweit ( Leipzig , H\u00f4tel de Bavi\u00e8re) an Sie kommen\n m\u00f6ch ten, bis zu seiner Ankunft, die zwischen dem 7 . u. und 11. d. des M. Monats erfolgen wird, aufbewahren zu wollen. Hochachtungsvoll u und ergebenst Robert Schlagintweit .","275":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg AlHumboldt Ich freue mich der Holkugeln Ehrenberg 1858 , theurer Freund, und werde dem D r Doktor Semper auf Ihren Wunsch gern eine Empfehlung\n an die spanischen Beh\u00f6rden zu Manilla geben . Mein ungl\u00fcklicher Stundenzettel ist\n aber voll Sontag u und Montag ich muss Sie also bitten mir\u00b4 den Reisenden erst Dienstag 12 ten Januar um ein Uhr zu\n schicken . Dankbarst Ihr AlHumboldt Freitag Abend Dass eine Facult\u00e4t durch leidenschaftliche Phantasie geleitet so gar\n keine Wichtigkeit auf ferne Reisen, ihre Gefahrnisse und\n Selbstbeobachtung der freien tropischen Thiernatur zu legen versteht und\n einen gediegenen wissenschaftlichen, der Anatomie besonders kundigen Zoologen den man besizt secundo loco aufstellt, eine 5 j\u00e4hrige Resultatreiche Forschung in Ostafrika u und Madagascar f\u00fcr nichts achtet ist eine traurige Erschei nung . Wie hat sich Magnus mit dem ich damals gefochten ehe ich seine Einwirkung kannte, von einem ihm ganz fremden Fache von dem\n einzelligen botanischen Tr\u00e4umer hat einsch\u00fcchtern lassen k\u00f6nnen . Also ein Mathem Mathematiker Chemi ker u und Botaniker entsenden in der Zoologie .","276":"Berlin, 12. t 12. Februar 1858 Hochverehrteste\n Excellenz! Es ist kaum n\u00f6thig zu sagen, welch lebhaftes Vergn\u00fcgen es f\u00fcr uns ist, so gl\u00fccklich zu sein, Ihre interessanten Fragen, soweit es uns m\u00f6glich ist,\n beantworten zu d\u00fcrfen. Dieses Schreiben Humboldts konnte bislang nicht\n identifziert werden. Ihrem Wunsche gem\u00e4\u00df haben wir die Namen der Gipfel nach dem System von Lepsius Carl Richard\n Lepsius ver\u00f6ffentlichte 1855 das\n Allgemeine Linguistische Alphabet , mit dem eine \u00dcbertragung\n au\u00dfereurop\u00e4ischer Sprachen in lateinischerSchrift m\u00f6glich wurde.\n Besondere Relevanz erhielten dabei Akzentuierungen, anhand derer die\n Aussprache des Wortes nachvollzogen werden konnte. Vgl. Lepsius 1855 , 57\u201361. , aber mit einigen Modificationen genau so geschrieben, wie wir\n sie in unserem Buche Wohl Schlagintweit, H.\/Schlagintweit,\n A.\/Schlagintweit, R. 1861\u20131866 . drucken lassen: ts\u0306 f\u00fcr tsch dz\u0306 f\u00fcr dsch a mit einem K\u00fcrzezeichen (a\u0306); wenn es ein a von unvoll kommener Bildung ist, \u00e4hnlich im Hindostanischen dem\n offenen u der Engl\u00e4nder in \u201emud\u201c = Schlamm, \u201e cut \u201c = schneiden;\n doch ist der Ton nicht ganz identisch damit. Vokale mit dem Perispomenon, a\u0303, e\u0303, i\u0303, o\u0303, u\u0303, lauten nasal, wie z. zum B. Beispiel a in antique, o in salon. \u00dcberdie\u00df hat jedes Wort einen Accent, um zu zeigen, d auf welcher Silbe der Ton liegt. I. Namen der h\u00f6chsten Berg gipfel des Himalaya in der Richtung von\n Osten nach Westen: 1.) Ts\u0306amalha\u0301ri in Bhuta\u0301n . (Chu malari nach engl. englischer Schreibart.) 2.) Ka\u0306nts\u0306indz\u0306i\u0301nga in Sikkim (Kanchinjinga, Kanchinjunga, oder Kinjinjinga nach engl. englischer Schreibart.) 3.) Gaurisa\u0306\u0301nkar (nepalesisch,) Ts\u0306ingopa\u0303mari\u0301 (tibetanisch), von Colonel Waugh Mount Everest genannt, in Nepa\u0301l . 4 . ) Gosaintha\u0301n in Nepal . 5.) Ya\u0301hsa , bisher Dhaulagiri, Dholagiri oder Dhawalagiri genannt in Nepal . 6.) Mats\u0306ipu\u0301ts\u0306a (Machipucha nach englischer Schreibart) in Nepa\u0301l . 7.) Na\u0301nda De\u0301vi in Ka\u0306ma\u0301on (Kumaun), fr\u00fcher als Jawahir bekannt, ein Name, der wahr scheinlich daher k\u00f6mmt, da\u00df er der h\u00f6chste Gipfel eines Bezirkes ist, der fr\u00fcher Jawahir, jetzt aber Dz\u0306oha\u0301r (Johar) hei\u00dft. 8.) Ibi Ga\u0303\u0301min , der einzige Gipfel von bedeutender H\u00f6he, welcher fast genau in dem Hauptkamme des Himalaya , in Ga\u0306rhva\u0301l liegt. 9.) Dia\u0301mer in Haso\u0301ra , nord westlich von Kashmi\u0301r ,\n da, wo der Indus seine\n nordwestliche Richtung verlassend, eine pl\u00f6tzliche Biegung nach\n S\u00fcden macht, nahe, aber etwas \u00f6stlich von dem Puncte, wo der Himalaya und Kara korum zusammentreffen. II. H\u00f6hen. Der h\u00f6chste, bis jetzt bekannte, Gipfel ist der Gaurisa\u0306\u0301nkar , nach Colonel Waugh 29002 E.F . Englische Fu\u00df = 27212 P.F . Pariser Fu\u00df = 4543 T. Toisen hoch. Nach unseren Messungen, soweit wir dieselben bis jetzt berechnen\n konnten, scheint er 2) etwas h\u00f6her, es ist derselbe Gipfel , von dem Hermann in seinem Briefe von Phalut (1855) Dieses Schreiben konnte bislang nicht\n nachgewiesen werden. geschrieben hat, wo er ihn unter Winkeln von \u00fcber 4\u00b0 messen\n konnte. Im \u00fcbrigen sind die H\u00f6hen der einzelnen Gipfel von Osten nach Westen\n folgende: Ts\u0306amalha\u0301ri : 23946 E.F. Englische Fu\u00df = 22468 P.F . Pariser Fu\u00df = 3745 Toisen. Ka\u0306nts\u0306indz\u0306i\u0301nga : 28156 E.F. Englische Fu\u00df = 26419 P.F . Pariser Fu\u00df = 4403\n Toisen . Ya\u0301hsa : 26826 E.F . Englische Fu\u00df = 25171 P.F . Pariser Fu\u00df = 4192\n Toisen . Na\u0301nda De\u0301vi = 25750 E.F. Englische Fu\u00df I\u0301bi Ga\u0306\u0301min nach Strachey : 25500 Engl. Englische Fuss. Der h\u00f6chste, von uns am Ibi Ga\u0303min am 19 . August 1855 erreichte Punct ist,\n barometrisch bestimmt, 22260 E.F . Englische Fu\u00df = 20888 P.F . Pariser Fu\u00df hoch. Dia\u0301mer , soviel es uns bis jetzt m\u00f6glich war, zu berechnen circa 26200 E.F . Englische Fu\u00df hoch. Unsere eigenen H\u00f6hen konnten wir bis jetzt, mit der sorgf\u00e4ltigen, wiederholten Vergleichung der Instrumenten Correction besch\u00e4ftiget, noch nicht berechnen. III . Bedeutung der Namen Ts\u0306amalha\u0301ri . Wir finden in unseren Manuscripten ( Band 39 , Abthlg Abtheilung 5) In dem 39. Band der Manuskripte hielten die\n Br\u00fcder Schlagintweit besonders Ortsnamen und ihre etymologischen\n Eigenheiten fest. Vgl. Schlagintweit, A. H. R. 1854\u20131858 . da\u00df Ts\u0306amalha\u0301ri genau derselbe Name ist, wie Gaurisa\u0306\u0301nkar , dessen Bedeu tung wir erst 3 Jahre sp\u00e4ter erfuhren. Ein einziger, unwesent licher Unterschied ist, da\u00df in \u201e Gaurisa\u0306\u0301nkar\u201c das Wort \u201eBerg\u201c fehlt, w\u00e4hrend es in Ts\u0306amalha\u0301ri in der letzten Silbe\n enthalten ist. Ts\u0306amalha\u0301ri ist bhutanischer, Gaurisa\u0306\u0301nkar sanscrit\n Name , Ts\u0306a\u0301ma ist Name einer weiblichen, Lha einer m\u00e4nnlichen Gottheit. Ri hei\u00dft Berg od oder Gipfel. Gauri ist gleichfalls eine G\u00f6ttin, und zwar der Tochter des Himalaya , und sa\u0306\u0301nkar (sanscrit sa\u0306\u0301nkara)\n ist einer der vielen Namen, welche dem Gotte Si\u0301va gegeben werden. In beiden F\u00e4llen ist also die Bedeutung des Namens: Der Gipfel\n der G\u00f6ttin und des Gottes par excellence. Ka\u0306nts\u0306i\u0301ndz\u0306i\u0301nga . Die Bedeutung der\n einzelnen Silben l\u00e4\u00dft sich im bhutanischen Dialect des Tibetanischen aufs deutlichste bestimmen. Die w\u00f6rtliche \u00dcbersetzung ist: \u201e Der hohe Schneeberg von 5 Sch\u00e4tzen \u201c kan = Schneeberg (ga\u0303\n tibetanisch) Ts\u0306in = hoch dz\u0306i\u0301nga = 5 Sch\u00e4tze . Die allgemeine Bedeutung des Namens k\u00f6nnte etwa, wie Hermann in Sikkim erfuhr folgende sein: Der Schneegipfel der 5\n Sch\u00e4tze, wobei sich die letzteren auf 5, hier etwa mit Silber\n vergleichen, Anh\u00e4ufungen von gro\u00dfen Firnmassen an seinen Abh\u00e4ngen\n beziehen. Deodunga Dieser Berg konnte bislang nicht identifiziert\n werden. , was Gottesfelsen bedeutet, ist ein kleiner Berg, der von Kathman du gesehen, parallactisch dem Gaurisa\u0306nkar vorliegt. Ya\u0301hsa . Die Bedeutung dieses Wortes\n konnten wir nicht erfahren. Dhaulagiri hei\u00dft nepalesisch, w\u00f6rtlich \u00fcbersetzt, Schneegebirge, identisch mit dem engl. englischen Worte \u201eSnowy range\u201c oder dem deutschen Worte \u201eAlpen \u201c. Mats\u0306ipu\u0301ts\u0306a , im Sanscrit Wort, der\n Ma\u0301ts\u0301ya pu\u0301ts\u0306a geschrieben, heisst Fischschweif, ma\u0301ts\u0306i = Fisch\n (ma\u0301ts\u0306li hindost hindostanisch ) pu\u0301ts\u0306a = Schweif . 3). Na\u0301nda De\u0301vi bedeutet : die G\u00f6ttin (De\u0301vi) Na\u0301nda. I\u0301bi Ga\u0303\u0301min , ein tibetanisches Wort,\n welches, w\u00f6rtlich \u00fcbersetzt, die alte Verwandte oder Schwester des\n Schnees hei\u00dft. I\u0301bi = alt Ga\u0303 = Schnee min = Verwandte, od oder Schwester. Die Bedeutung und die zu Grunde liegende Idee\n ist, da\u00df Ibi Ga\u0303\u0301min die erhabene\n Schnee spitze des Hima\u0301laya sei, im\n Gegensatze der n\u00f6rdlich von Tibet , ihr gegen\u00fcber liegenden (verwandten) Karakorum Kette . In Beziehung auf den letzten Punct Ihres\n Briefes\n \u00fcber Erosion & Spalten der Th\u00e4ler des Himalaya erlaube ich mir folgende Bemer kungen: Die Richtung der Th\u00e4ler ist urspr\u00fcnglich durch Spalten\n bestimmt; man erkennt noch jetzt in vielen F\u00e4llen h\u00e4ufig das Streichen der Faul s t s im Gesteine als parallel mit der Richtung des Thales. Die Fl\u00fcsse aber weichen in einzelnen Theilen von dieser allgemeinen\n Richtung der Th\u00e4ler etwas ab, von der sie sich, der Form nach einer\n vom Winde bewegten Flagge nicht un\u00e4hnlich, nach rechts oder links entfernen. Wo die Thalw\u00e4nde unmittel bar am Ufer eines\n Gebirgsflusses ebenfalls diese gewundene Form haben, die im Himalaya bei weitem die vorherrschende ist, l\u00e4\u00dft sich schon daraus, aber noch ohne alle bestim\u0305te Bauweise die Aush\u00f6hlung als unmittelbare Wirkung des Flusses betrachten, da die Spalten viel regelm\u00e4\u00dfiger gerichtet sind. Als direkte Beweise, die uns bei der Bestim\u0305ung der Erosion leiteten,\n f\u00fchre ich an: 1) L\u00f6ffelf\u00f6rmig gerundete Auswaschun gen l\u00e4ngs der ganzen W\u00e4nde der Abh\u00e4nge zum\n Flusse . 2) Ablagerungen, ebenfalls l\u00e4ngs der Abh\u00e4nge zum Flusse, die weiter oben im Thale anstehend gefunden werden. Selbst wenn wir uns auf diese beiden Daten allein beschr\u00e4nkten, kamen\n wir, unabh\u00e4ngig von einan der, zu dem\n Resultate, da\u00df die Erosion im Himalaya 1200 bis 1500 F u ss betrug, eine H\u00f6he, die sie aber oft \u00fcberstieg. Die\n gr\u00f6\u00dften Erosionen erreichen 3000 F u ss. Die Folgen der Erosion sind au\u00dferordentlich ausgedehnt & \u00fcber raschend; ich nenne nur den Mangel aller Wasserf\u00e4lle, den Mangel, d. das i. ist die Entleerung aller Seen und das langsame, aber stetige Vermindern der absoluten Gr\u00f6sse der Gletscher. Ich habe im Dec. December ersucht, in der geogr. geographischen Gesellschaft einen kleinen Vortrag \u00fcber\n diesen Gegenstand zu halten, der, einer der interessan testen & wichtigsten, uns\n vielfach im Himalaya besch\u00e4ftigte. Ein in der Zeitschrift f\u00fcr allgemeine Erdkunde abgedruckter Aufsatz von Robert Schlaginitweit behandelte\n die Erosionsformen der indischen Fl\u00fcsse. Vgl. Schlagintweit, R.\n 1857 . Ich werde mir erlauben, Ihnen morgen ein Exemplar dieses bereits gedruckten Vortrages zu schicken, sobald ich es von Reimer erhalte. Wir werden, wegen der Wichitgkeit des Gegenstandes, uns sehr gl\u00fccklich sch\u00e4tzen, dar\u00fcber auch Ihre An sicht\n vernehmen zu k\u00f6nnen. Unabh\u00e4ngig von den eben mitgetheilten wissenschaftlichen Daten erlaube ich mir, Ihnen mitzutheilen, da\u00df wir heute das Gl\u00fcck hatten, den Gro\u00dfherzog von Mecklenburg , mehr als 2\n Stunden in Monbijou zu sehen . Er wurde von F\u00fcrst\n Reuss eingef\u00fchrt den wir \u00f6fter im Kasino bei Tisch sahen, und schien mit\n vielem In teresse unsere Sam\u0305lungen zu sehen. Soeben erhielten wir auch einen Brief vom Gro\u00dfherzog von Sachsen Weimar , der uns morgen um \u00be 9\n Uhr Morgens zu sich beschied. Wir werden uns erlauben Ihnen sogleich\n N\u00e4heres \u00fcber diesen uns erwarteten Besuch mitzutheilen. Mit dem Ausdrucke der aus gezeichnetsten Hochachtung und in\u0305igsten Verehrung Eurer Excellenz dankbarst ergebener Robert Schlagintweit .","277":"Meine theuren Freund e ! Keiner kann mit so tr\u00fcber Bek\u00fcmmerniss die dr\u00fcckende Lage f\u00fchlen in der Sie Sich befinden,\n als der \u00e4lteste aller Reisenden unter den Zeitgenossen . Ich w\u00fcnsche innigst, dass dem\n edle n , immer so gern h\u00fclfreichen Prinz von Preussen in\n seinem Gesundheitszustande erm\u00f6glicht sei, Ihnen eine Audienz zu geben. Hermann und Robert Schlagintweit\n planten, ihre Sammlungen in Berlin in einem neu einzurichtenden\n \u201eIndischen Museum\u201c auszustellen. Nach der Erkrankung des K\u00f6nigs wandten sich die Br\u00fcder mit ihrem\n Anliegen an dessen Stellvertreter : Hermann und Robert Schlagintweit an\n Wilhelm Prinz von Preu\u00dfen. Berlin, 12. M\u00e4rz 1858 . Das R\u00fchmliche Ihres grossen und gefahrenvollen Unternehmens beruht auf den\n reichen Sammlungen , die Sie heimgebracht, auf den geographischen Aufschl\u00fcssen die durch\n astronomische Ortsbestimm ungen unterst\u00fczt\n sind; auf der Zahl magne tischer, in Indien selbst publicirter Beobachtun gen Vgl. Schlagintweit, H.\n 1856 . , auf den H\u00f6henMessungen und meteorolo gischen Arbeiten, die Sie vollbracht und gesamlet , auf der Bereicherung unserer botanischen, zoo logischen , und geologischen und et h nographischen Sammlungen. Sie haben in jener fernen Zone mehr geleistet als das was Leopold von\n Buch , und Prof. Professor Ritter und ich auf Ihre zwei grossen Werke \u00fcber die westlichen und \u00f6stlichen Alpen Die von Hermann und Adolph\n Schlagintweit verfassten Untersuchungen \u00fcber die\n physicalische Geographie der Alpen ( Schlagintweit, H.\/Schlagintweit, A.\n 1850 ) war vor allem den Ostalpen gewidmet, w\u00e4hrend sich die Neue[n] Untersuchungen \u00fcber die physicalische\n Geographie und Geologie der Alpen ( Schlagintweit, A.\/Schlagintweit, H.\n 1854 )auf die Westalpen konzentrierten. gest\u00fczt von Ihnen erwarten konnten! Ich habe noch vor wenigen\n Tagen in die H\u00e4nde des G.O.R. Geheimen Oberregierungsraths Raths Schulze einen eigenh\u00e4ndigen Brief Sr Seiner Majest\u00e4t an mich von Marienbad gerichtet, gelegt in der Hofnung , dass durch Vorlegung desselben der Herr Minister von Raumer seine Antwort beschleunigen werde . Als Ehrenberg von Aegypten zur\u00fckkam , wurde ihm auf Antrag einer akademischen Commission, deren Mitglied ich war, zur Heraus gabe seines Werkes und f\u00fcr das\n Mitgebrachte , die Sammlungen bereichernde Material von des hochsel hochseligen K\u00f6nigs Majest\u00e4t eine Summe von 20000\n Thalern bewilligt. Humboldt empfahl im Namen einer\n Kommission der K\u00f6niglich Preu\u00dfischen Akademie\n der Wissenschaften zu Berlin die Finanzierung eines\n Werkes, das die wissenschaftlichen Ergebnisse der Reise Christian Gottfried Ehrenberg s und Wilhelm Hemprich s durch Teile\n Nordafrikas und Vorderasiens enthalten sollte, durch den preu\u00dfischen\n Staat. Vgl. Humboldt 1826d ,\n 133f. F\u00fcr solche Comissionen und Berichte und Commissionen einer Akademie ist jezt, um Gefahr abzuwenden, keine Zeit, aber die auf einmale\n Bewilligung von 10.000 bis 12000\n Thalern w\u00fcrde als zu berechnender Vorschuss dem Ganzen\n abhelfen. M\u00f6gen meine besten Hofnungen bald in Erf\u00fcllung gehen! AlHumboldt den 5 . M\u00e4rz 185 6 8 Der Pr. Prinz v von Preussen K\u00f6n. K\u00f6nigliche Hoheit wird auch mit Freuden durch mich vernehmen dass\n der Herr Grossherzog von Weimar erstaunt \u00fcber den Reichthum Ihrer Samlungen in Monbijou Ihnen beiden\n seinen\n Orden verliehen hat. Hermann und Robert\n Schlagintweit hatten vom Gro\u00dfherzog von\n Sachsen-Weimar-Eisenach Carl\n Alexander den Hausorden der\n Wachsamkeit oder vom Wei\u00dfen Falken des Gro\u00dfherzogtums\n Sachsen-Weimar verliehen bekommen. Vgl. K\u00f6nigreich Bayern 1867 ,\n 141. Siehe auch: Robert Schlagintweit an\n Alexander von Humboldt, [Berlin, 12. Februar 1858]. Die Sammlung von Leop. Leopold von Buch Vgl. Buch 1825 . ist mit 16000 , die orientalische von Sprenger voriges Jahr mit 32000 Thalern erkauft worden . Aloys Sprenger sammelte\n Handschriften in Arabisch, Persisch und Urdu, die Friedrich Wilhelm IV. 1857 f\u00fcr die K\u00f6nigliche Bibliothek erwarb. Die\n Herausgabe des vortreflichen Werkes von Lepsius \u00fcber Aegypten Vgl. Lepsius 1849\u20131859 . \u00fcbersteigt 60.000\n Thaler .","278":"Da ich Ihnen, mein Hochver ehrtester Herr Baron, neulich von\n Herrn Beissels Best\u00e4 tigung des organischen Quarz sandes und von den Zust\u00e4nden ganzer Schichten einige\n Andeu tung gab, so sende ich Ihnen hier bey die \u00fcbersichtliche Darstellung aus den Monatsberichten Ehrenberg 1858 , 10-40 . Mir will es scheinen als m\u00fcsse aus diesen Keimen ein Baum\n werden. Was die Sicherheit der vul kanischen Mischungen\n mit dem Leben anlangt, \u00fcber die Sie mich neulich befragten, so kann wer dem Leben eine secund\u00e4re Stelle anweist und Fremdes in die Definition mischt oder diese nicht pr\u00e4cisiert, sorglich jede einzelne der f\u00fcr solche Mischung sprechenden Beobachtungen als nicht scharf\n bewei send ansehen, aber das \u00fcbersichtliche Zu sammenfassen der betreffenden Erschei nungen scheint mir doch\n nothwendig und zur Beachtung zwingend. Was die gefritteten Formen anlangt\n welche meist dabey (und durch Verglasen allemal) unkenntlich oder sehr schwer kenntlich werden, so imponirt mir am meisten das gro\u00dfe patago nische Tuffgebieth der Ostk\u00fcste aus Darwin und meinen Analysen. Der Bimstein Einschlu\u00df in der Bombe vom Kammerb\u00fchl klingt mehr schlagend als er zwingend ist, tiefes Leben bey Vulkanen anzunehmen. Die meisten Bomben am Kammerb\u00fchl enthalten Glimmerschiefer und Quarz Brocken. So, wird man immer sagen k\u00f6nnen, kann je ein schon einmal ausgeworfenes St\u00fcck Bimstein welches am Craterrand mit anderen Erden in Ber\u00fchrung kam in die fl\u00fcssige Lava\n zur\u00fcckgefallen und schnell umschlossen und wieder ausgeschleudert seyn. Die\n mit Ba salt \u00fcberlagerten und damit abwech selnden Polygastern Tripel k\u00f6nnen verschiedene\n Entwicklungszeiten gehabt haben. Beschr\u00e4nkte gefrittete Lagen k\u00f6nnen\n entstanden seyn wie der Marmor aus Kreide in Irland. Das alles l\u00e4\u00dft sich im\n Einzelnen zweyfelhaft machen. Der wei\u00dfe 100 Meilen breite Tuff Patagoniens leidet nicht an dieser Unsicherheit. Ich kann aber auch das Uebrige noch nicht gewi\u00df geben, so lange die Generatio spontanea nicht erwiesen ist. Allen meinen eigenen Untersuchungen der\n h\u00f6ch sten\n Art weicht die leztere aus und die welche Sie annehmen haben sich stets auch die neuesten grobe Bl\u00f6\u00dfen in den Methoden und Schl\u00fcssen gegeben. Ist aber das Leben\n prim\u00e4r, so kann man mit dem \u00dcbrigen es ruhig abwarten. Das Sammeln der\n einschlagenden Erschei nungen wird immer engere\n Kreise ziehen und was sich jezt in unabsehbare Breite verl\u00e4uft wird sp\u00e4ter\n schon ein bequemes L\u00fcftchen werden. Am lezten Donnerstag war Dr Doktor Hermann Schlagintweit Lector\n in der Akademie Schlagintweit 1858 , 248 . Ich gab nachtr\u00e4glich noch eine \u00dcbersicht der aus den Erden des Milum und Ibi Gamin Passes entwickelten Lebensformen, deren Beobachtung ihre f\u00fcr diesen Zweck sehr\n sorgf\u00e4ltig behandelten Sammlungen m\u00f6glich machen. Seit einigen Tagen bin ich in Besitz der s\u00e4mmtlichen 209 Grundproben welche das amerikanische Recognoscirungs Schiff Vincennes Capit. Brooke bey Japan und den Stations Puncten bey Ochotsk und in der Behringsstra\u00dfe bis zum 72\u00b0 N N\u00f6rdlicher B. Breite die tiefsten aus 200 fa thoms aufgenommen\n hat. Es ist sehr Schade, da\u00df auch hier wieder einige Angaben des speciellen\n Verzeichnisses mit den in kleineren Gl\u00e4sern befindlichen scheinbar sorg f\u00e4ltig gesammelten Materialien nicht stim men. Mit wissenschaftlicher Genauigkeit scheinen die Schiffsf\u00fchrer nicht zu Werk zu gehen. Was nicht stimmt mu\u00df ich\n unbeachtet lassen. Im \u00dcbrigen ist das Material zur Kennt ni\u00df der Meere mit denen ich mich jezt besch\u00e4ftige sehr\n einladend. Sie fanden am Jahres Anfange ein \u00fcbles omen im Freytag. Humboldt\n an Christian Gottfried Ehrenberg. [Berlin], [1. Januar\n 1858] Mir hat es viel Kummer und Sorge gebracht und fast fortw\u00e4hrende\n Migr\u00e4ne. Jezt habe ich mich wohl in so weit zurecht gefunden da\u00df ich den\n Fu\u00df auf dem Nacken der Fein de habe, aber es scheint fast als sey die Parterre Wohnung im Haus der Naturforscher f\u00fcr mich auch kein Gl\u00fcck gewesen zumal wenn ich nicht lange\n wohnen bleibe, sie mir sehr theuer ist. Hoffentlich kann ich im n\u00e4chsten Sommer einen Ausflug an irgend ein Meer\n machen um wieder leichtes Blut und frischen Muth zu gewinnen. Die colles leucogaei und manche andere Dinge h\u00e4tte\n ich gern selbst gesehen. Sollten Ihnen noch einige Nach weisungen\n erw\u00fcnscht seyn, so befehlen Sie \u00fcber mich. M\u00f6ge\n das hereinbrechende milde Fr\u00fchjahr alle Leiden von Ihnen fern halten. In herzlicher Verehrung Ihr ganz ergebenster Ehrenberg Martius in M\u00fcnchen schreibt mir \u201eHerrn v von Humboldt habe ich eben auch \u00fcber die Vocabularia Indianorum Martius 1858 , 8-51, Stevens\n 6391 ge schrieben, die ich jetzt drucken lasse. Es w\u00e4re\n recht sch\u00f6n wenn Du Ihn bestimmen k\u00f6nntest mir die seinigen abschreiben zu lassen, das w\u00e4re mir ein kostbar Denk mal Seiner Gunst.\u201c Der \u00e4rmste klagt sehr \u00fcber den erschrecklichen Glaspalast in M\u00fcnchen den Zustrom seines botanischen Gartens.","279":"Weimar ,\n den 14 t . April 1858. Hochverehrteste Excellenz! Leider erhielten wir neulich, anstatt irgend einer g\u00fcnstigen Antwort\n des Ministeriums einen Brief von geh. geheim Rathe Illaire Dieses Schreiben konnte bislang nicht\n ermittelt werden. , worin uns mitgetheilt wurde, da\u00df \u00fcber den Verlauf der Verhandlungen der Kom\u0305ission Eine Kommission des\n Kultusministeriums untersuchte die M\u00f6glichkeit des Ankaufs der\n Schlagintweit-Sammlung und der Einrichtung eines Indischen Museums in Berlin . In ihrem Bericht an\n Minister Raumer riet die Kommission\n bereits am 29. M\u00e4rz 1859 von einem Ankauf ab. Siehe Brescius 2019 , 275. ein Bericht derselben nicht eingegangen ist, ungeachtet un serer\n wohlbekannten dringenden Abreise nach England . Noch betr\u00fcbender als die\u00df, waren die Nachrichten, die wir officiell vom India House gestern \u00fcber Adolph erhielten. Es wird von Yarkandis , die nach Ladak kamen, ger\u00fccht weise erz\u00e4hlt, er habe in einem\n Gefechte gegen die Chinesen, in der N\u00e4he Yar- kand s das Leben verloren! Wir werden Ihnen die Original Briefe in Berlin zeigen, erlauben uns aber, jetzt\n schon, den Schluss des Briefes des India\n Houses mitzutheilen, da er zeigt, welch pers\u00f6nliches Interesse man in England an ihm\n und uns nim\u0305t, so ver schieden von der\n offiziellen Aufnahme, die unsere Bestrebungen in Preussen finden. Nicht nur die ablehnende Haltung\n des preu\u00dfischen Kultusminsteriums gegen\u00fcber der Idee eines Indischen\n Museums in Berlin entt\u00e4uschte die Br\u00fcder Schlagintweit. Sie sahen sich\n dar\u00fcber hinaus \u00f6ffentlicher Kritik \u2013 bis hin zur satirischen Darstellung\n ihrer Person und ihrer Reise in der Berliner Zeitschrift Kladderadatsch \u2013 ausgesetzt Vgl. Brescius 2015a , 258f. The Court will not fail to com\u0305unicate to you, at the earliest moment, any further information, which may reach there regarding your brother, whose death, if it should unhappily prove to have taken place, will be much deplored by them. London, 8 th April 1858. Hier wurden wir allerdings auf das w\u00e4rmste aufgenommen; wir hatten das\n Gl\u00fcck bei den Hoffesten und auch bei einem Diner, die Prinzess von Preussen zu sehen, die sich lebhaft f\u00fcr unsere Sam\u0305lungen und das, was aus Ihnen werden wird, zu interessiren schien. Wir werden Montag Abend ( d den 19 t. ) in Berlin eintreffen, und hoffen so gl\u00fccklich zu sein, Ihnen n\u00e4heres berichten zu k\u00f6nnen. Mit d. dem Ausdrucke der ausge zeichnetsten\n Hochachtung & Verehrung Eurer Excellenz dankbarst ergeben ster Robert Schlagentwei t","280":"Darf ich Sie bitten theurester College das an mich von dem Director der K\u00f6n. K\u00f6niglichen Prov. Provinzial Gewerbschule in Potsdam : Herrn Langhoff gerichtete Gesuch zu erf\u00fcllen, das Gesuch nemlich der Akademie der Wissen schaften das Sonnen-mi croscopische, photogra phische Album seines Schwagers des Herrn Harsnack zu Paris , jezigen Besizer des optischen Ateliers von Georg Oberh\u00e4use gewogentlichst zur Ansicht vorzulegen und an\n mich zur\u00fck schicken zu lassen . Mit inniger Freundschaft Ihr AlHumboldt d. den 2 Mai 1858. Vielleicht k\u00f6nnte die Ansicht des Albums der Herren Harsnack und Bertsch in den Mon Monats -Berichten erw\u00e4hnt werden. Hr. Ehrenberg legte im Auftrage des Hrn.v. Humboldt das saubere\n photographische Album der Hrn. Bertsch und Hartnack in Paris vor, welches\n eine zu vervielf\u00e4ltigende Sammlung vergr\u00f6sserter Bilder mikroskopischer\n f\u00fcr scharfe photographische Darstellung sich besonders eignender\n Gegenst\u00e4nde in ungew\u00f6hnlicher Sch\u00e4rfe darbietet. Ehrenberg 1858d","281":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg mit 4 B\u00fcchern AlHumboldt Mit vielem Danke, theurer Freund, schicke ich Ihnen zur\u00fcck die Monatsberichte 1844 Ehrenberg 1844 45 K\u00f6nigl. Preuss. Akademie der\n Wissenschaften 1845 46 K\u00f6nigl. Preuss. Akademie der\n Wissenschaften 1846 55 K\u00f6nigl. Preuss. Akademie der\n Wissenschaften 1855 die ich alle nebst der herrlichen Mikrologie Mikrogeologie Ehrenberg 1854\u20131856 f\u00fcr den lezten Band des Kosmos Humboldt 1845-1862 sorgsam benuzt habe . In dem Monatsberichte f\u00fcr 1858 S. Seite 5. u und 6 Ehrenberg 1858 ist ein Druckfehler . Es sollte heissen Junghuhn Th Theil II, nicht Th Theil III, der nur \u00fcberhaupt 316 Seiten enth\u00e4lt da Sie f\u00fcr\n Eisensand S. Seite 835 citiren Junghuhn 1854 . Sie sehen dass ich Sie genau zu studieren weiss. Donnerstag werden\n Sie auf der Akademie ein Pariser Album von Sonnen-Microscop-Photographien mit einigen Zeilen f\u00fcr Sie bloss zur Ansicht hieher\n geschikt, etwas schwarz kleksig vorfinden . K\u00f6nigl. Preuss. Akademie der Wissenschaften\n 1858 , 370 Ihr AlHumboldt Montags","282":"Berlin 7 Mai 1858. Die sonnenmikroskopischen Photographien der Herren Bertsch und Hartnack habe ich\n Ihrem Wunsche gem\u00e4\u00df gestern in der Plenarsitzung der Aka demie vorgelegt und es wird dar\u00fcber eine kurze Anzeige in den Monatsbericht Bericht \u00fcber die zur Bekanntmachung geeigneten\n Verhandlungen der K\u00f6nigl. Preu\u00df. Akademie der Wissenschaften zu Berlin 1858 , 370 kommen. Schon seit Jahren sind dergleichen wissenschaftlich doch\n nicht hinreichend scharfe, stark contourirte Bilder in England verk\u00e4uflich und ich besitze deren von\n dort, wobey auch dieselben Gegenst\u00e4nde als leichter darstellbar\n vorkommen. Vielleicht wird es in den H\u00e4nden m\u00fc\u00dfiger Reichen doch auch einst n\u00fctzlich\n wie die Aufnahmen von Landschaften und Bauwerken schon ein n\u00fctzliches Spielzeug der Vergn\u00fcgensreisen den geworden\n sind. Ich sende hierbey das Album unbesch\u00e4digt zur\u00fcck. Seit Kurzem besitze ich neue Materalien des untersiluri schen Gr\u00fcnsandes von Petersburg welche mir Pander als viel tiefer geschichtete Massen zugeschickt hat, im Vergleich zu jenen von mir 1854 analysirten. Es kommen die se Sande\n bis in die Thone hinein vor, welche die sogenannten Conodonten -Z\u00e4hnchen enthalten und Pander scheint dieselben f\u00fcr entschiedene\n unorganische Concre tionen anzusehen. Allein es waren schon in den von mir 1854 analysirten\n Gr\u00fcnsanden Ehrenberg 1854b , 374-377 Ehrenberg 1854 ,\n 384-410 Fragmente von Conodonten h\u00e4ufig , und die Felsart\n geh\u00f6rte mithin schon dem Bereich an und die mir jezt zugekommenen viel tiefer liegenden Gr\u00fcnsande sind voll von \u00fcberraschend\n deutlich erhal tenen Formen aus den meisten Familien der Polythalamien und lassen specielle Bestimmungen zu. So ist denn wieder ein Schritt tiefer in das Leben gethan, dessen Feinde\n jezt Wort und Lehre haben. Die von mir gegebenen Abbil dungen\n auf Tafel VI des Gr\u00fcn sandes Ehrenberg, Christian Gottfried: \u00dcber den Gr\u00fcnsand\n und seine Erl\u00e4uterung des organischen Lebens. In: Abhandlungen der\n K\u00f6niglichen Akademie der Wissenschaften zu Berlin. 1855. S.85-176,Taf.\n VI , welche als Solenolithis und Dermatholithis bezeichnet\n sind, erkennt Pander als von ihm sp\u00e4ter so benannte Conodonten und f\u00fcr Siphonotreten-Theile an wodurch das von mir benuzte Ma terial des\n hiesigen mineralogischen Cabinets als untersilurische Felsart best\u00e4tigt\n wird, wenn es auch noch tiefere Schichten dort giebt. Da\u00df aber die tiefer\n liegenden noch deutlichere Formen zeigen w\u00fcrden und zwar massenhaft, habe ich\n selbst nicht erwartet. Ich habe die Zeichnungen und Pr\u00e4parate gestern der\n Akademie vorgelegt. F\u00fcr Bemerkung des Druckfehlers aus Junghuhn , den ich \u00fcbersehen habe ABBAW, NL Ehrenberg 230. 3. Mai 1858. bin ich sehr dankbar, schlimmer ist, da\u00df im Aufsatz vom 26 . Nov. 1857. p. pagina 545 Ehrenberg 1857a der Ausdruck terti\u00e4r anstatt statio n\u00e4r (Zeile 7 von oben) stehen geblieben was zum Gl\u00fcck\n keinen Sinn giebt. Verehrungsvoll Ihr Ehrenberg","283":"London , 19 t. Mai 1858. (92 Jermyn Street S. W.) London 117 Jermynstreet 8 . Juni 1858 jezt :Jermyn Street, London , n numero 117 Hochverehrteste Excellenz, Obwohl unsere Arrangements mit dem India\n House noch nicht so weit vorgeschritten sind, da\u00df wir\n schon jetzt Bestim\u0305tes berichten k\u00f6nnten, erlauben wir uns doch, Ihnen einige Mittheilungen zu machen, da wir wie stets auf Ihre g\u00fctige\n Theilnahme rechnen. Wir sind erst seit 14 Tagen in London , da wir in Br\u00fcssel in Folge der huldvollen Aufnahme des K\u00f6nigs uns mehrere Tage aufhielten. Wir haben Col. Colonel Sykes und General Sabine \u00f6fters gesehen; allein der Sturz des\n President of the Board of Control (Lord Ellenborough ,) sowie die poli tische Unsicherheit,\n besonders in Beziehung auf Indien In dem sogenannten Sapoy-Aufstand\n begehrten indische Milit\u00e4rs gegen die Herrschaft der East India Company und der Britischen Krone\n auf. , haben unsere Arrangements etwas verz\u00f6gert. Wir ben\u00fctzen diese Gele genheit, Ihnen\n mitzutheilen, da\u00df wir k\u00fcrzlich von Professor Harless , dem Ihnen r\u00fchmlichst 10 24 17 - 10 = 7 40 - 17 = 23","284":"Berlin Montag 21 Juni 1858. Beigehend erhalten Sie, etwas fr\u00fcher als das Publicum, die \u00e4l testen organischen Formen der Erde zur Ansicht, welche bisher er reichbar gewesen Ehrenberg 1858b . Nach Lyells Taxirungen w\u00fcrden sie 45000 Fu\u00df tief liegen, da er die blau en Thone bey Petersburg ebenso wie Murclieson Murchison f\u00fcr die \u00e4ltesten bekannten versteinerungsf\u00fchrenden Sedimentschichten erkl\u00e4rt. Den Aufsatz Ehrenberg 1858a besitzen Sie wohl schon im Mayhefte des akademischen Monatsberichtes. Die Kupfertafel kommt ins Juni-Heft. Seitdem habe ich von Pander neue Gr\u00fcnsande erhalten und zwar besonders auch die untersten\n gr\u00fc nen Schiefer der blauen Thone. Das ist alles Leben. In den verschiedenen \u00d6rtlichkeiten fast gleicher Tiefe\n wech seln die Formen. Es sind nicht \u00fcberall Polythalamien . Einer der\n tiefen Gr\u00fcnsande enth\u00e4lt zahllose Mengen kleinster Mollusken die oft dem blo\u00dfen Auge auch als dunkle P\u00fcnctchen nicht mehr zug\u00e4nglich sind. Dazwischen liegen mikroskopische Encrinite - Glieder, ein wunderbares\n Gemisch, v\u00f6llig deutlich. Es giebt 5 eckige und runde kleinste Encriniten ( Pentacriniten ). \u2013 Nun wird man\n wie der die blauen Thone bey Peters burg als\n ganz hoch \u00fcber der Grau wacke liegend v ersch r ei n en, wie mir schon Herr Borraude Barrande brieflich der gleichen zu verstehen\n giebt, allein der General Hoffmann sagte mir, da\u00df, wenn er sich recht erinnere, ein\n Bohrloch bei Narwa Granit un ter dem blauen Thone ergeben habe. Pander schreibt mir, da\u00df bei 500 Fu\u00df\n Tiefe der Thon bey Peters burg nicht durchsunken sey. Freylich m\u00f6gen Murchisons und Lyells Berechnungen der ungeheueren M \u00e4 M\u00e4 htigkeit M\u00e4chtigkeit der Schichten oft durch Verwerfungen vul kanisch ger\u00fcttelter Felsmassen in England unsicher und irrig seyn. Fest steht, da\u00df gr\u00fcne Sandsteine und Schiefer in den untersten Sedimentschichten nirgends fehlen und da\u00df ein \u00e4ltestes massen haftes mikroskopisches Leben brei te Basis gewonnen hat durch den\n Gr\u00fcnsand. Die massenhaften mikroskopischen Mollusken sind den Enomphalis am meisten verwandt, doch giebt es auch sehr davon\n abweichende Gestalten. Die sogenannten Algen von Mu rchison im\n tiefsten blauen Thone sind, wie schon Pander selbst bemerkt Ei sen-Anflug, urspr\u00fcnglich wohl\n den dritisch. Die \u00fcbrigen Algen welche schiefrige Lagen bilden, sind ohne alle\n Pflanzenstructur und offen bar Bl\u00e4tterkohle\n (Dysodil) aus Quarz sand und \u00d6hlen (?). Ich\n sp\u00fcre jezt den organischen Quarzk\u00f6rnern nach. Neue Sendungen von Mate rial bringen vielleicht wichtige Neuigkeiten in dieser Richtung. In herzlicher dankbarster Verehrung Ehrenberg. Der Ganges soll beym Hoch wasser in der Sekunde 500000 Cu bickfu\u00df Wasser bewegen, der Nil 176148 Cf Cubikfu\u00df . Nach obiger Jahres-Anga be w\u00fcrde\n der Mississippi durchschnitt lich in jeder Sekunde 434711 Cubf. Cubikfu\u00df also beynah genau so viel als der Ganges , 2 \u00bd mal soviel als der Nil bewegen. In diesen diesem Wasser des Mississippi w\u00fcrde\n die Tr\u00fcbung 1\/2950, mithin in jeder Sekunde 147 Cubf. Cubikfu\u00df Festes betragen. Im Ni e l betr\u00e4gt es 130 9\/10. Cf. Cubikfu\u00df im Ganges 557 Cf. Cubikfu\u00df in der Sekunde. Hier nach w\u00fcrde der Mississippi bey einer dem Ganges \u00e4hnlichen Was ser-Menge nur eine dem Nil \u00e4hnliche Masse von festen Theilen bewegen. Meinen directen Untersuchungen nach betr\u00e4gt die mikroskopische organische Lebens-Mischung der Flu\u00dftr\u00fcbungen: Im Ganges (\u215b\u2013\u00bc ) in\n jeder Sekunde 69\u2013139 Cubfu\u00df Cubikfu\u00df , Im Nil (1\/20\u20131\/10) in jeder\n Sekunde 6\u201313 Cubfu\u00df Cubikfu\u00df , Im Mississippi (1\/50\u20131\/33) \u2014 \u2014 \u2014 in jeder Sekunde 2\u20134. \u2014 Cubfu\u00df Cubikfu\u00df . Das Letztere ist offenbar zu wenig und wird durch Pr\u00fcfung der seitlichen, au\u00dfer halb des Stromes vorkommenden, fei neren\n Tr\u00fcbungen wahrscheinlich modi ficirt\n werden. Durch die Analyse der mir im Jahre 1846 von Calcutta aus \u00fcbersandten 21. Quartflaschen voll Wasser des Ganges und Bramaputra aus allen Monaten ( s. siehe Monatsbericht 1846. p. pagina 278. Ehrenberg 1846f , 277 ) habe ich am Ganges Wasser die\n meisten und intensivsten Untersuchungen \u00fcber den gro\u00dfen Antheil des\n mikroskopischen Lebens an den Deltabildungen ge macht. Demnach ist es wahrscheinlich, da\u00df die Zahlen f\u00fcr die beyden\n anderen Fl\u00fcsse h\u00f6her steigen werden. Die weitere Ausf\u00fchrung des Details dieser Untersuchungen ist in dem der\n Herausgabe n\u00e4her r\u00fcckenden zweyten Bande des gr\u00f6\u00dferen Infu sorien-Werkes Ehrenberg 1854 , den Mikrogeologi schen Forschungen, vom Ganges - und Nil -Delta bereits gedruckt.","285":"117 Jermynstreet Juli 21 1858 Hochverehrteste\n Excellenz! Empfangen Sie unseren w\u00e4rmsten Dank f\u00fcr die theilnahmsvolle Mittheilung der Nachrichten \u00fcber Adolph ; so sehr sie noch der Best\u00e4tigung be d\u00fcrfen (wir haben seit 12 Monaten\n keine Zeile von Adolph oder irgend einem seiner Leute erhalten) , es sind doch diese letzten Nachrichten, wenigstens dem Inhalte nach nicht ganz ohne Wahrscheinlich keit; gerade der Aufent halt in dieser diesen Gegenden Adolph\n Schlagintweit wollte \u00fcber die Gebirgskette des Kunlun bis nach Ost- Turkestan reisen. Vgl. Kreutzmann 2015 , 97. liesse das lange Ausbleiben aller Nachrichten erkl\u00e4ren ohne\n gerade das Schlim\u0305ste zu f\u00fcrchten. Auch hier sind heute Briefe und die Dehli Gazette angekom m en, die in de n r Home R Indian Mail ausgezogen sind; wir erlauben uns diese beizulegen. Es freut uns zugleich beif\u00fcgen zu k\u00f6nnen, dass\n unter Col Colonel Sykes \u2019 th\u00e4tiger und erfolgreicher Hilfe, ungeachtet aller politischer\n St\u00fcrme denen das India\n house in seiner bisherigen Form unterlegen\n ist Die East\n India Company verlor im Sepoy-Aufstand von 1857 beinahe die Herrschaft \u00fcber Indien . Durch das Government of India Act (1858) \u00fcbernahm die britische\n Regierung die Verwaltungskontrolle \u00fcber das Gebiet. Vgl. Nolte 2017 , 322. , unsere Arrangements mit dem Indiahouse gerade noch zur rechten Zeit gl\u00fccklich beendet wurden. Wir waren ohnehin eben im Begriffe Ihnen diese\n angenehme Nachricht mitzutheilen, als wir das Gl\u00fcck hatten\n Ihren Brief zu erhalten. Wir werden selbst in wenigen Tagen (etwa 28) in Berlin eintreffen, wo es uns eine ganz besondere Freude sein wird Sie\n wieder zu begr\u00fcssen, und Ihnen m\u00fcndlich alles N\u00e4here mitzutheilen. Mit dem Ausdrucke ausgezeichnetster Hochachtung und Verehrung Euer Excellenz dankbarst ergebener H. Hermann Schlagintweit .","286":"117 Jermynstreet Juli 22 1858 Hochverehrteste\n Excellenz So eben im Begriffe den beiliegenden Brief abzu schicken, wurden wir aufs Neue durch Mittheilungen von Ihnen und durch Gumperts Brief erfreut; wir danken wiederholt\n auf das lebhafteste f\u00fcr Ihre so begl\u00fcckende Theilnahme am\n Schicksale unseres Bruders . M\u00f6gen die\n Nach forschungen, die Consul Gumpert mit so warmem Eifer\n fortf\u00fchrt anzu stellen, recht bald noch bestimmtere Resultate bringen. Ich sehe, dass wir in unserem ersten Briefe vergassen zu erw\u00e4hnen, dass wir j\u00fcngst im Parliament einen klei nen Bericht \u00fcber Communi cationswege zwischen Indien und Centralasien und \u00fcber die allgemeinsten orographischen Verh\u00e4ltnisse zu geben gaben . Hermann und Robert Schlagintweit\n wurden am 6. Juli 1858 vom Select Committee on\n Colonisation and Settlement (India) des House of Commons befragt. Vgl. Brescius 2019 , 251 sowie House of Commons 1858 ,\n 1\u201310. Es ist kaum n\u00f6thig zu erw\u00e4hnen, dass wir bei dieser Gelegenheit wiederholt auf Ihre Karte der Asie\n centrale Die Humboldt 1843 beigegebene\n Karte \u201eCha\u00eenes de montagnes et volcans de l\u2019Asie\n centrale selon les observations astronomiques et les mesures\n hypsom\u00e9triques les plus r\u00e9centes\u201c . hinzuweisen hatten, die wir mitbrachten ,\n noch immer die einzige vern\u00fcnftige allgemeine Karte; ihre so\n belehrende Klarheit und Bestimtheit wurde auch diessmal aufs neue\n ganz besonders bewundert. Der kleine Bericht wird n\u00e4chstens gedruckt werden; doch wird das blue book , das ihn enthalten wird Vgl. House of Commons 1858 , 1\u201310. , uns erst nach Berlin nachgeschickt werden k\u00f6nnen; es wird uns eine grosse Freude sein es Ihnen dann\n sogleich vorzulegen. Mit unbegrenzter Hochachtung und Verehrung Euer Excellenz dankbarst ergebener H. Hermann Schlagintweit .","287":"Ich\n vermuthe, theurer Freund, dass die ver sp\u00e4tete Ankunft Ihres\n Bruders Hermann mir die Freude entzogen\n hat, Sie zu sehen. Gestern war der ehemalige Min. Minister of foreign affairs Lord Clarendon bei mir u und bleibt noch einige Tage hier. Wollten Sie ihn nicht besuchen in meinem\n Namen H\u00f4tel Royal . Innigen Dank ich f\u00fcr den Brief des Missionars Es handelt sich wohl um den Tibetologen und\n Missionar in Nord indien Heinrich August J\u00e4schke , der bei der\n Suche nach Adolph Schlagintweit Informationen beigetragen hatte (vgl. Schlagintweit,\n H.\/Schlagintweit R. 1859 ). . M\u00f6ge Lord Hill Diese Person konnte bislang nicht identifiziert\n werden. tr\u00f6stlicher sein . Ich sah Sonnabend den K\u00f6nig der gleich nach ihm\n fragte . Ihr AHumboldt Montags 3 . Oct. October 1858 Der wohl von Robert Schlagintweit notierte\n Empfangsvermerk ist nicht korrekt: Der 3. Oktober 1858 war ein\n Sonntag, so dass Humboldt den Brief wahrscheinlich am Montag, 4.\n Oktober 1858 verfasste. Sr Seiner Wohlgeboren Herrn D r Doktor Robert Schlagintweit AlHumboldt","288":"Herrn Professor D r Doktor Ehrenberg (AlHumboldt) Eine Bitte und zwar sehr unbequeme! Sollte es Ihnen m\u00f6glich sein durch Bl\u00e4ttern etwa in Gmelin\u2019s Reise Gmelin 1751-1752 od oder einer Flora sibirica Gmelin 1747-1769 die Stelle aufzufinden in der be hauptet wird, dass es \u00f6stlich vom Ural keine Eichen ( Quercus ) und keine\n Flusskrebse Cancer asta cus gab. Eichen fangen wieder an in Japan . Welch ein\n Prachtwerk ist Kotschy Eichen des Orients Kotschy 1858 . Ich kann es Ihnen zeigen . Ihr ewig dankba rer AlHumboldt B. Berlin 27 Dez Dezember 1858 Meine Ver ehrung Ihrer theuren Familie","289":"Eichen Georgi II 639 lezte aus der Kama in Perm \u00f6stlichste Grenze ist vor nertschinsk Ural Keine Eichen in Sibirien Es freut mich, da\u00df ich Ihnen die gestern Abend gew\u00fcnschte Stelle der Nachricht \u00fcber die \u00f6stlichsten Krebse und Eichen in Ru\u00dfland sogleich nach weisen kann. Es ist nicht in Gme lins Reisen,\n sondern in Georgi 's Reise von 1772, ed. editio 1775. W\u00e4hrend Pallas in seiner Reise I. p. pagina 134 von den be sonders gro\u00dfen aber\n unschmackhaften Krebsen der Wolga spricht, meldet Georgi I. p. pagina 356,\n da\u00df es in den Nert schinskischen Fl\u00fcssen,\n besonders der Ingoda, einem Quellflusse der Schilka, also jenseits des\n Baikal Sees in Daurien, unserem Flu\u00dfkrebs gleichend aber kleinere Krebse\n giebt, die er f\u00fcr die Fl\u00fcsschen erkl\u00e4rt und f\u00fcr Sibirien abspricht. Was die \u00f6stlichsten Eichen an langt, so ist\n davon auch bei Georgi II p. pagina 639 im Permschen Gebiet der Kama die Rede. Sie sollen den\n \u00f6stlichen Gebirgen, also dem Ural zun\u00e4chst, fehlen. Das erste Dorf bey dem\n sie in kleinem Maa\u00dfstabe vor kommen hei\u00dft\n Dabrowskoje Selo (Eichendorf). Eine kurze Wieder holung der Angabe findet sich bey Georgi II. p. pagina 385. Ich wei\u00df nicht da\u00df neuerlich Zweyfel \u00fcber die Identit\u00e4t des daurischen Asta cus mit unsrem erhoben worden w\u00e4ren. Weder Audouin noch Brandt haben ihn unterschieden. Wir selbst haben ebenfalls \u00fcber Perm hinaus keine Eichen gesehen. Von Kotschys Prachtwerk habe ich\n beim Osterreichischen Gesandten in Florenz , Herrn v H\u00fcgel ein Heft gesehen. Es schien\n mir fast mehr eine Demonstration als eine zweckm\u00e4\u00dfige Ausstattung der\n deutschen Eichen zu seyn. In herzlicher Verehrung Ihr dankbar ergebenster Ehrenberg Berlin den 28 December 1858.","290":"Berlin , 20 t Maerz 1859. (Behrenstra\u00dfe\n 1 a ) Hochverehrteste Excellenz! Da die Publication unsres Werkes Der Reisebericht Results of a Scientific Mission to India and High Asia ( Schlagintweit, H.\/Schlagintweit,\n A.\/Schlagintweit, R. 1861\u20131866 ). n\u00e4chstens beginnen wird, haben wir nicht vers\u00e4umt uns auf das\n Angelegentlichste wiederholt mit Brockhaus wegen der deutschen Ausgabe Eine vierb\u00e4ndige deutschsprachige\n Ausgabe des Reiseberichts erschien erst ab 1869 beim Verlag Costenoble . Vgl. Schlagintweit, H.\n 1869\u20131880 . zu besprechen, die wir dann hoffen das Gl\u00fcck zu haben ganz\n unabh\u00e4ngig von der englischen Ausgabe S r Seiner Majest\u00e4t dem K\u00f6nige von Preussen in tiefgef\u00fchlter\n Dank barkeit widmen zu d\u00fcrfen. Wie aus dem beiliegenden Briefe hervorgeht , ist dieselbe nur dann m\u00f6glich, wenn die Regierung auf 60\n Exemplare subscribirt . Das Verlagshaus F. A. Brockhaus teilte in einem Schreiben\n an Hermann und Robert Schlagintweit mit: \u201eDas India House subscribirt wie mir officiell mitgetheilt worden ist, auf 60 Exemplare\n des Werkes [...]. Ich k\u00f6nnte nun auf die deutsche Ausgabe nur dann\n eingehen, wenn von derselben mindestens auf eine gleiche Anzahl\n subscribirt w\u00fcrde.\u201c F. A Brockhaus an H. Hermann und R. Robert Schlagintweit (Abschrift), Leipzig, 12. M\u00e4rz\n 1859, GStA PK, VI. HA, FA Olshausen, (v.), B I, Nr. 7, Lit. Hir\u2013Hu, Bl.\n 134r. Der Preis eines Exemplares, welches aus 9 B\u00e4nden besteht , betr\u00e4gt per Band 18 Thaler , sohin im Ganzen 162 Thaler ; f\u00fcr 60\n Exemplare sind die Auslagen 9720 Thaler , die sich auf wenigstens 3 oder selbst 4 Jahre\n vertheilen. So bedeutend auch dieser Preis von 162 Thaler f\u00fcr das ganze Werk von 9 B\u00e4nden mit einem Atlas von 100 Tafeln\n erscheinen mag, so d\u00fcrfte doch zur Vergleichung an die Preise anderer,\n \u00e4hnlicher Werke, z.b. zum Beispiel description de l\u2019\u00c9gypte , Lepsius \u2019 gro\u00dfes Werk pp perge perge hingewiesen werden. Vielleicht d\u00fcrfen wir noch die Frage beif\u00fcgen, ob wir bei der\n huldvollen Theilnahme S r Seiner Majest\u00e4t an unsren Reisen und Arbeiten hoffen d\u00fcrfen den uns fr\u00fcher w\u00e4hrend der\n Reise bestimmten Gehalt auch w\u00e4hrend der Ausarbeitung der deutschen Ausgabe zu erhalten, was w\u00e4hrend des letzten Jahres durch die tief\n betr\u00fcbende Krankheit S r Seiner Majest\u00e4t , ungeachtet der\n noch fortdauernden Ab wesenheit unsres\n Bruders Adolph selbst so lange derselbe\n noch sicher als lebend betrachtet werden kon\u0305te , unterbrochen war. Wir haben die letzte Rate der von S r Seiner Majest\u00e4t zuletzt bestimmten 3000 Thaler f\u00fcr das Jahr 1857 Ende 1857\n erhalten. Wir benutzen diese Gelegenheit Ihnen auf das ver bindlichste f\u00fcr Ihre uns stets so sehr begl\u00fcckende Theilnahme zu danken. Mit dem Ausdrucke ausgezeichnetster Hochachtung und Verehrung Euer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit An S e Seine Excellenz Herrn Baron von Humboldt etc et cetera etc et cetera etc et cetera etc et cetera","291":"Berlin,\n 20 . Maerz 1859. (Behrenstra\u00dfe 1 a ) Hochverehrteste Excellenz! Da Sie selbst so \u00fcberaus g\u00fctig waren in dem letzten Briefe , mit dem Sie uns begl\u00fcckten , den Brief ei a n Brockhaus und unsre Vorschl\u00e4ge in Betreff der deutschen Ausgabe unsres Werkes zu verlangen , wagen wir es, ungeachtet des erschreckenden\n Aufrufes in der Spiker\u2019schen Zeitung Die von 1826 bis 1858 von Samuel Heinrich Spiker herausgegebenen Berlinischen Nachrichten von Staats- und gelehrten\n Sachen . Der hier erw\u00e4hnte Artikel konnte noch nicht\n identifiziert werden. eine Abschrift desselben Vgl. Verlagshaus F. A Brockhaus an Hermann und Robert\n Schlagintweit (Abschrift), Leipzig, 12. M\u00e4rz 1859, GStA\n PK, VI. HA, FA Olshausen, (v.), B I, Nr. 7, Lit. Hir\u2013Hu,Bl.\n 134r\u2013135r. beiliegend zu \u00fcbersenden. Eine demiofficielle Note haben wir uns erlaubt beizulegen, die vielleicht\n den Brief von Brockhaus begleiten k\u00f6nnte . Wir d\u00fcrfen wohl uns erlauben beizuf\u00fcgen, da\u00df wir gestern Abend den badischen Gesandten sahen, der uns\n davon sprach, da\u00df wir hoffen d\u00fcrften der Gro\u00dfherzog w\u00fcrde unsre Sammlungen sehen wenn die Zeit es\n er laubt, was wir wahrscheinlich nur\n wieder Ihrer G\u00fcte allein werden zu danken haben. Mit dem Ausdrucke ausgezeichnetster Hochachtung und Verehrung Euer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit .","292":"Berlin , 24 . Maerz 1859. Hochverehrteste\n Excellenz! Als Fortsetzung des Briefes, den wir das Gl\u00fcck hatten, Ihnen vor einigen Tagen mit Bezug auf die Publication unsres Werkes \u00fcber Indien und Hochasien zu\n schicken , erlauben wir uns Ihrem\n gestern ausgesprochenen Wunsche gem\u00e4\u00df die Beantwortung Ihrer Fragen zu\n \u00fcbersenden. 1.) Der Titel der englischen Ausgabe wird Results of a scientific mission to India and High Asia\n 1854\u20131858. 2.) Nach dem letzen Briefe von Brock haus Vgl. Verlagshaus F. A Brockhaus an Hermann und Robert\n Schlagintweit (Abschrift), Leipzig, 12. M\u00e4rz 1859, GStA\n PK, VI. HA, FA Olshausen, (v.), B I, Nr. 7, Lit. Hir\u2013Hu, Bl.\n 134r\u2013135r. h\u00e4ngt die M\u00f6glichkeit der deutschen Ausgabe von der\n Subscription von 60 Exemplaren ab, und was uns das Wichtigste ist , wird es uns dadurch allein m\u00f6glich eine\n vollst\u00e4ndige Ausgabe, wenn es uns gestattet wird, S r Seiner Majest\u00e4t dem Koenige zu widmen. Der Titel der deutschen\n Ausgabe wird: Resultate einer wissenschaftlichen Sendung nach Indien und Hoch\n Asien 1854\u20131858 Eine vierb\u00e4ndige deutschsprachige\n Ausgabe des Reiseberichts erschien erst ab 1869 beim Verlag Costenoble unter dem Titel Reisen in Indien\n und Hochasien ( Schlagintweit, H.\n 1869\u20131880 ). 3.) Die s\u00e4m\u0305tlichen Ausgaben berechnen sich: a. ) f\u00fcr 9 B\u00e4nde mit einem Atlas\n von 100 Tafeln per Band 18 Thaler \u2013 162 Thaler Die\u00df multiplicirt mit 60 (162 x 60) = 9720 Thaler b.) Gehalt w\u00e4hrend der Zeit f\u00fcr die Be arbeitung, wie Sie ihn in Ihrem Briefe f\u00fcr 4\n Jahre zu 3000 Thaler im Jahre annehmen \u2013 12000 Thaler ____________ Total Sum\u0305a f\u00fcr 4 Jahre, 21720 Thaler oder 5430 Thaler per Jahr Wir m\u00fcssen es ganz Ihrer G\u00fcte \u00fcberlassen jene Details zu\n geben durch welche allein diese Zahlen erl\u00e4utert werden. Mit dem Ausdrucke der ausgezeichnetsten Hochachtung und innigsten\n Verehrung Euer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit","293":"Berlin , den 26 ten M\u00e4rz 1859 Schneeh\u00f6he Hochverehrteste\n Excellenz! Ihrem Wunsche gem\u00e4\u00df beeilen wir uns, Ihnen einige Mit theilungen \u00fcber unsere Messungen\n der Schneegrenze an den verschiedenen Abh\u00e4ngen der Gebirgsketten\n Hochasiens, n\u00e4mlich des Himalaya , Karakorum und Kuenluen zu senden. Ein Brief, in dem Humboldt die\n Messungen zu den Schneegrenzen erfragte, ist bisher unbekannt. Was uns diese Beobachtungen ganz besonders wichtig machte, war die genaue\n Bestimmung der Verschiedenheit der H\u00f6he der Schneegrenze am s\u00fcdlichen und\n n\u00f6rdlichen Abfalle des Himalaya . In\n der Asie Centrale (deutsche Ausgabe Bd. Band II. S. Seite 177 bis S. Seite 203) haben Sie, wie bereits 1820, in bewunderungsw\u00fcrdiger Weise alle That sachen zusammengestellt, welche\n sich auf das so anormale Ver h\u00e4ltni\u00df beziehen, da\u00df, verschieden von wohl allen anderen Ge birgen der n\u00f6rdlichen Hemisph\u00e4re,\n im Himalaya die Schneegrenze auf dem S\u00fcdabhange weiter herabreicht als auf dem\n Nordabhange. Vgl. den Aufsatz \u00fcber Schneegrenzen\n im Himalaya und am \u00c4quator in der Annales\n de Chimie et de Physique ( Humboldt 1820a , 16 ff.). Es wurde dies zwar, in vorschneller Weise von Manchen be stritten, die es theils nur theoretisch bezweifelten, theils nur einzelne Punkte des Himalaya gesehen\n hatten. Aber neuere Beobachter, wie: Hooker , Thompson , Cunningham , Strachey , Hodg son etc. et cetera theilen vollkommen Ihre Ansicht. Nach unseren eigenen Beobachtungen (in der L\u00e4nge von Sikkim bis Kabul und in der Breite von Indien bis Yar kand ) k\u00f6nnen wir Ihre Bestimmungen des\n Unterschiedes der H\u00f6he der Schneegrenze auf dem n\u00f6rdlichen und s\u00fcdlichen\n Ab hange vollkommen best\u00e4tigen. Unter\n den Ursachen des nie drigeren\n Standes der Schneegrenze auf der S\u00fcdseite ist als die bei weitem\n wichtigste, die gro\u00dfe Verschiedenheit der Schneemenge zu nennen, wie auch\n Sie es aussprechen. Nichts kann in Beziehung auf raschen Wechsel des\n climati schen Characters die Gegens\u00e4tze\n \u00fcbertreffen, die Nepal und Tibet , Kulu und Spiti , in Beziehung auf atmosph\u00e4rische Feuchtigkeit und Regenmenge bieten. Dieselbe Ursache macht sich nochmals, und zwar in einer wenigstens eben so\n auffallenden Form geltend, wenn man die mittlere Schneegrenze der 2 ten Kette,\n der nach uns als eigentliche Wasserscheide zu betrachtenden Karakorum Kette mit der mittleren Schneegrenze\n des Himalaya vergleicht. Obwohl f\u00fcr\n den Karakorum die Breite (im Mittel 3\u00b0)\n n\u00f6rd licher als f\u00fcr den Himalaya ist, steigt doch im Karakorum die Schneegrenze noch bedeutend h\u00f6her, aber die Differenz zwischen den\n beiden Abh\u00e4ngen ist wieder dieselbe gewor den, wie sie es gew\u00f6hnlich ist, am tibetanischen, am S\u00fcdabhange ist die\n Schneegrenze im Mittel 500 bis 600\u2032 h\u00f6her, als am\n n\u00f6rdlichen Turkistanischen . In der 3 ten Kette endlich, im Kuenluen , ist der Unter schied zwischen der gr\u00f6\u00dferen H\u00f6he der\n Schneegrenze auf der S\u00fcdseite und der (geringeren) H\u00f6he auf der Nordseite\n noch bedeutender, weil hier die Nordseite der Region eines etwas\n weniger trockneren Klimas zugewandt ist. Auch die mittlere H\u00f6he sinkt hier\n rascher als dem Breitenun terschiede nach\n zu erwarten w\u00e4re. Die folgende Zusammenstellung enth\u00e4lt die Mittel f\u00fcr die H\u00f6hen der\n Schneegrenze, deren einzelne Bestimmungen ( Bd. Band 15 & 41. unserer Mansuscripte Manuskriptb\u00e4nde zur Asienreise. Band\n 15: Hyposometrische Beobachtungen und Gang des\n Barometers . Band 41: Pflanzen-Geographie. \u2013\n Periodische Erscheinungen der Pflanzen. \u2013 Schneegrenzen . Vgl. Schlagintweit, A. H. R.\n 1854\u20131858 . ) wir fr\u00fcher das Gl\u00fcck hatten Ihnen vor zulegen. Schneelinie. Kette S\u00fcdlicher Abhang N\u00f6rdlicher Abhang Himalaya 16000 E. F. Englische Fu\u00df 17400. E. F. Englische Fu\u00df Karakorum 19100 18600. Kuenluen 15200 14400 Mit dem Ausdruck der ausgezeichnetsten Hochachtung und\n innigsten Verehrung Eurer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit","294":"an Herr n D r Doctor Schlagintweit mit dringender Bitte mir diesen Brief morgen Sontag vormitag bis bis 9 Uhr zur\u00fckzusenden Das beigelegte Schreiben konnte\n bislang nicht identifiziert werden. weil ich G.R Geheimrath Olshausen um die Zeit erwarte. D. D. De Dato Berlin 2 . April 1859. AlHumboldt","295":"Sr Seiner Wohlgeboren Herrn Prof Professor Ehrenberg Secretar der Akademie der Wissenschaften Papagayen Die Stelle im Plinus Plinius Schlagw Schlagwort Register T Tomus VIII p pagina 215 qu\u00e4lt mich . psittacos ubi primum viderunt Nerones exploratores lib VI \u00a7 185 in\n Insula Gagaudi \u00dc: Wo die Kundschafter des Nero zum ersten Mal Papgeien\n sahen Buch VI \u00a7 184 auf der Insel Gagaudes Insel Gagaudi bei Tergidum im\n Troglodytenlande wo in westlicher l latitudine de Meridie vom Tsadsee erste n\u00f6rdlichste Papagaien seien. Plinius\n Secundus Ehrenbg Ehrenberg u und Dr Doktor Barth VI cap caput 39 \u00a7 185,9 erregt meine ganze Aufmerksam keit . Haben Sie Papagayen nicht viel n\u00f6rdlich n\u00f6rdlicher in Aegypten gefunden theurer Ehrenberg . Schreiben od oder besser sagen Sie mir etwas dar\u00fcber . Wie haben die R\u00f6mer erst so sp\u00e4t unter Nero Pap Papagayen kennen gelernt . Ist denn Herr von Martius auch so sehr alt . Er citirt in einem Briefe an mich sein gedr\u00fcktes 90j\u00e4hri ges Leben ? Verzeihung, theurer Ehrenberg dass ich Sie qu\u00e4le! 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, den 5 . Dez Dezember 1793 Ihr Brief, liebster S\u00f6mmering, ist sp\u00e4t in meine H\u00e4nde gekommen. Er hatte mich\n hier verfehlt und wurde mir ins Fichtelgebirge nachgeschickt. Ich bin auf der Reise und kann Ihnen\n daher nur mit wenigen Worten danken. Da\u00df Sie sagen, ich seie ein prodigium\n eruditionis m\u00f6chte ich fast f\u00fcr Spott halten, da\u00df Sie aber mit dieser Art die\n Physiologie zu betreiben zufrieden sind, freute mich sehr. Vo\u00df Brief erhalten Sie zur\u00fcck. Ich kan es\n nicht annehmen, so schmeichelhaft es mir w\u00e4re, so iunctis viribus mit\n Ihnen in der Welt zu erscheinen. Ein Buch, das so voller Unwissenheit, wie der Smellie und wie mir immer schiene, im\n Zuschnitt verdorben ist, mu\u00df unendlich m\u00fchsam zu rectificiren sein. Mich deucht,\n der Smellie h\u00e4tte keinen reinen Begrif von\n Philosophie der Naturgeschichte. Dazu bin ich so mit bergm\u00e4nnischen Gesch\u00e4ft Gesch\u00e4ften \u00fcberh\u00e4uft, da\u00df nur wenig Mu\u00dfe bleibt und diese wenige Mu\u00dfe wiedme ich\n jezt ganz der Philologie. Ich denke jezt eine geschichte der Webereien bei den\n Griechen und R\u00f6mern in Art von Kommentar zum \u00f3\u03bd\u03bf\u03bc\u03b1\u03c3\u03c4\u03b9\u03bao\u03bd des Pollux herauszugeben und das f\u00fchrt mich weit. W\u00fcnschen Sie inde\u00df einzelne Anmerkungen \u00fcber botan botanische u und chem chemische Physiolog Physiologische Gegenst\u00e4nde von mir, so erbitte ich mir von Voss ein Exemplar. Die liefere ich gerne\n und so gut ich kann, umsonst versteht sich. Daf\u00fcr m\u00fcssen Sie mich aber auch\n loben in der Vorrede. Bald mehr. Empfehlen Sie mich Ihrer lieben Gattin Ihren n\u00e4rrischen Humboldt Meine sicherste Adresse ist an den Oberbergm Oberbergmeister v von Humboldt in Bayreut","1":"Der Ueberbringer dieses Briefchens, lieber Soemmerring, dem ich\n seine Freude, Sie zu sehen beneide, ist ein Baron v. von Pirch aus Bayreuth , ein Offizier, nicht wie Tausende, sondern von\n vorz\u00fcglichem Kopfe u und vorz\u00fcglicher Bildung. Ich bin ihm viel Verbindlichkeit schuldig, den denn ich war so eben 4 Wochen in seinem Zimmer am Fieber krank, u und ich verdanke ihm meine jezige Genesung, die er durch\n freundschaftliche Pflege bef\u00f6rderte. So ein Mann ist schon werth, von Ihnen\n g\u00fctig aufgenommen zu werden, werth, Sie zu sehen, wie ich Sie sahe.\n K\u00f6nnte ich in diesem Augen blick seine Stelle einnehmen und Sie\n recht herz lich umarmen. Ach, aber unser Forster , ist er denn nicht mehr?\n Das waren doch sch\u00f6ne Zeiten unseres Lebens, die wir mit ihm waren! Aber jetzt \u2014 Ihr AHumboldt in Eil Bayreuth den 6 . Febr Februar 94. Herrn Hofrath S\u00f6m\u0305erring S\u00f6mmerring zu Mainz.","2":"Verehrungswerther Freund, Ich will Ihnen ein Buch dediciren Humboldt 1797 erschien mit\n der Widmung Dem grossen Zergliederer S. Th. S\u00f6mmerring Kurf.\n Mainz. Hofrath etc. widmet dieses physiologische Werk mit dankbarer\n Verehrung und Freundschaft F. A. von Humboldt. , ich ein physiologisches; es soll bald gedrukt werden u und Sie haben es noch nicht erlaubt..... Das ist eine sonderbare\n Dreistigkeit. Aber als Ueberraschung wage ich es nicht u und die Erlaubni\u00df m\u00fcssen Sie mir nun schon geben. K\u00f6nnte ich Sie doch\n m\u00fcndlich darum bitten. Aber ein b\u00f6ser D\u00e4mon hat uns getrennt gehalten.\n Ich war den Sommer 94 meist bei der Armee, beim Feldmarschall und Har denberg . Ich war einige\n Mal auf einige Stunden in Mainz suchte Sie in Ihrem Hause, aber ohne Sie je zu finden. Als Sie aus England zur\u00fckkamen, da wurde es mir\n wie der nicht besser. Ich war flei\u00dfig in dieser Zwischenzeit, recht flei\u00dfig, lebte meist im Gebirge hier od. oder in Jena , wo Wilhelm lebt u und praktisch Anatomie mit kannibalischer Wuth treibt. Auch ich war\n inde\u00df meist mit Seciren von Thieren, mit Versuchen \u00fcber Gifte u und Metallreiz besch\u00e4ftigt. Ich habe Ihre Schriften u und die gro\u00dfe Physiologie v von Haller flei\u00dfig studirt u und glaube manches neue entdekt zu haben. Was ich liefere darf\n ich gr\u00fcndlich nennen, denn ich experimentirte mit gro\u00dfer Anstrengung seit 2 Jahren, und ich wer de Thatsachen mit wenigen bescheidenen Zweifeln aufstellen. Ich habe die Gal van. Galvanischen Versuche wie ich glaube aus einem neuen Gesichtspunkte betrachtet u und den ke schlechterdings nur neue\n Versuche zu beschreiben. Um Ihnen einiges zur Probe zu zeigen, lege\n ich eine Abschrift von einem Briefe an Blumenbach Humboldt\n 1795 . bei. Sie ist sch\u00e4ndlich stylisirt, aber ich habe so manche\n \u00f6ffentliche Dienstgesch\u00e4fte, bin so ewig auf Reisen, da\u00df ich auf den Styl in Briefen nicht sehen kann. Auch glaube ich da\u00df Sie darauf nicht achten.\n Das Buch selbst soll besser geschrieben sein u und hei\u00dfen: Physiolog. Physiologische Versuche \u00fcber gereizte Nerven u. und Muskelfasern. Es wird alles ent halten was ich\n Zootomisches, \u00fcber Respirat. Respiration mache , Thiere, physiologica comparata der Pflanzen u und Beleuchtungen der wichtigen Arbeiten von Reil ( Gautier de\n irritabilitatis notione , natura et morbis 1793 u und Abhandl. Abhandlung \u00fcber Gehirn und Nerven Reil\n 1795. , Grens Neues Journ. Journal d. der Phys. Physik 1795 St. St\u00fcck 1.) enthalten. Werden Sie es mir verzeihen wenn ich es wagte, diesem\n B\u00fcchlein Ihren Namen vorzusezen. Sie wissen wie unendlich ich Sie\n liebe und sch\u00e4ze u und was ich Ihren Schriften, Ihrem Um gange danke, habe ich schon\n \u00f6ffentlich ge sagt. Schreiben Sie mir 3 Worte, ob Sie die Dedication erlauben u und wie Sie u und Ihre liebensw\u00fcrdige Gattin leben? Ich habe seit 3 Jahren keine Silbe druk ken lassen, um in\n der Zeit so zu studiren, da\u00df ich den Beifall ver dienen m\u00f6ge, den man mir bisher unverdient so reichlich\n gegeben. Ich habe in meiner Mu\u00dfe immerfort experimentirt u und beobachtet und denke nun hinter einan der das Beobachtete aus zuarbeiten. Der K\u00f6nig hat mir ohnedies eine freiere Lage geschenkt und mich durch eine sehr schmeichelhafte Kabin. Kabinetts ordre zum Oberberg rath gemacht.\n Ich denke den Sommer nach der Schweiz zu gehen. Leben Sie herzlich wohl und verzei hen Sie\n dem rhapsod. rhapsodischen Menschen den rhapsod. rhapsodischen Brief. Ich komme noch lange nicht zur Vernunft. Humboldt Bayreuth d den 7 . Jun Junius 95. Noch eins: Z\u00e4hne leiten in dem nat\u00fcrl. nat\u00fcrlichen Zustande nicht, isoliren wie Glas. Durch S\u00e4ure stumpf gemachte Z\u00e4hne leiten ! Vergleichen Sie\n damit: Wedekind \u00fcber versch. verschiedene Gegenst. Gegenst\u00e4nde der Arzneywiss. Arzneywissenschaft 91. p pagina 357.","3":"Wie innig, theurer, Verehrungswerther Mann! freue ich mich \u00fcber den Beifall, den sie meiner Arbeit schenken. Dieser Beifall u und Ihr Nahme, der dem Buche vorsteht, reizt mich zur\n genaueren Ausarbei tung\n desselben. Vgl. Humboldt 1795 sowie Humboldts\n Brief an S\u00f6mmerring, Bayreuth, 7. Juni 1795. Ich stelle noch t\u00e4glich Versuche an, u und ich zweifle da\u00df man mit mehr Gewissenhaftigkeit zu Werke gehen\n kann, als ich es thue. Herrn Pfaffs neue Schrift Ueber thier thierische Electric. Electricit\u00e4t 1795 zwingt mich ohnedies, mein ganzes MSS. Manuscript umzuarbeiten. Ich will nur neue Versuche bekannt machen, u und wir sind uns so oft be gegnet.\n Das wichtigste, was ich entdekt zu haben glaube, ist der Versuch mit dem\n Hauch. Es ist der Kardinalversuch, den ich Sie ja zu wiederholen bitte.\n Legen Sie den Crural Nerv auf Zink u und armiren Sie den Muskel mit Zink, so erfolgt bei Ber\u00fch r\u00fchrung von Zink und Zink keine Zukkung.\n Legen Sie Gold auf die Zinkarmatur u und ber\u00fchren Sie nun den Zink am Mus kel mit dem Golde so zukt es auch nicht, wenn das Gold vollkommen trokken\n ist. Befeuchten Sie aber das Gold a zwischen dem Zink b und dem Zink b c Schematische Zeichnung eines galvanischen Versuchs u und legen Sie c an d. den Nerv, b an den Muskel, so ist der Reiz augenbliklich da. Ein\n blo\u00dfer Hauch auf a ist hinl\u00e4nglich. Wischen Sie a ab, so ist der Reiz\n verschwunden. Bin ich hier nicht der Galvan Galvanischen Entdekkung um vieles n\u00e4her? Muskelfleisch, Hauch, Alko hol, Wassertropfen auf a wirken alle\n gleich! K\u00f6nnen Sie aber nun noch glauben da\u00df jene 4 Stoffe als blo\u00dfe Leiter wirken, da von ihnen das Zukken u und Nicht Zukken unbedingt ab h\u00e4ngt? Nein! sie sind die\n wahren excitateurs. Homogene Metalle stehen in Ber\u00fchrung mit einer feuchten aus ausd\u00fcnstenden Substanz. Es entsteht kein Reiz. Der Versuch, Licht zu sehen, ohne das Auge zu ber\u00fchren, ist ja von Fowler fr\u00fcher entdekt! Eine tote ausd\u00fcnstende Fl\u00fcssigkeit Wasser, Alkohol tritt mit einem\n heterogenen Metalle in die Kette u und nun ist der Reiz da. Das sind Zeichen und Wunder. Die Phantasie\n kann nun mehr Erkl\u00e4rung geben. Nehmen Sie an eine ausdu eine ausd\u00fcnstende Fl\u00fcssigkeit an Silber anliegend bringe + G (G nenne ich das\n unbekannte galvan. galvanische Fluidum) dieselbe an Zink anliegend - G hervor, so kann bei homogenen Reizen kein Schlag erfolgen, denn + kom\u0305t kommt mit + u - mit - zusammen. Bei heterogenen\n Reizen verbindet sich + G mit - G, u und da ist dann Schlag wie bei + E Wolken , die + E u und - E. haben. Aber das sind Spiele der Phantasie, quos delet dies. Um die Ursach des Metallreizes aufzusp\u00fcren, mu\u00df man besonders auf solche\n F\u00e4lle aufmerksam sein, wo der Reiz erfolgt und nicht erfolgt. Diese F\u00e4lle\n geben die Bedingungen des Reizes, besonders die erstern. Giebt es aber hier\n Idiosynkrasien od. oder warum kehren die Erscheinungen nicht \u00f6fter wieder. So habe ich nun zu mehrern Malen vor Zeugen mit aller Aufmerk samkeit auf T\u00e4uschung, Zukkungen gesehen, als ich die mit Muskelfleisch umwikkelte Pincette dem Schenkel auf 1\u20132 Lin. Linien nahte. Es sah wie ein Zauber aus. So ist es mit dem Durchschneiden des\n Nerven. Wie man das Experiment gemeinhin macht, ist es T\u00e4uschung. Man dr\u00fckt\n das Mark des Nerven hervor, dieser nezt die Platte und leitet \u00fcber. Aber\n ich habe zerschnittene Nerven (auch vor Zeugen) leiten sehen, als sie\n ganz auf troknem Glase lagen, als ein Nervenmedium aufgehoben wurde. Warum\n kehrt das nicht immer wieder. Aber das Ausbleiben ist eben der Charakter\n lebendiger Kr\u00e4f te. Reil\u2019s Buch de irritabilitate u und die Zoonomie von Darwin Darwin, R. 1794\u20131796 ,\n I. besch\u00e4ftigen mich noch Monathe lang. Das erste sah ich leider erst\n sp\u00e4t. Aber welche F\u00fclle von Ide en, auch in\n der Diss Dissertatio de caenesthesi H\u00fcbner\n 1794 . . Ich wei\u00df nicht, wo ran es liegt, da\u00df Ihnen die Versuche mit dem Me tallkalche nicht gl\u00fckken wollen, da sie doch Klaproth und andern gl\u00fckken und mit dem\n freilich viel deutlicheren der oxygen. oxygenirten Kochsalzs\u00e4ure in so naher Verbindung stehen. Lesen Sie Uslars Fragm. Fragmente neu erer\n Pflanzenkunde , Sie werden meine Ideen und Ver suche darin sehr erweitert finden. Der Uslar ist ein sonderbar Gemisch von Scharfsinn und\n Unwissenheit. Auch Pfaffs Versuch, da\u00df\n Fr\u00f6sche in dephlog. dephlogistirter Kochsalzs. Kochsalzs\u00e4ure Gas get\u00f6tet reizbarer werden, p pagina 126 und 292, sezt mei ne Versuche \u00fcber das Keimen ins geh\u00f6rige Licht. Mein Buch\n wird im Herbst erscheinen, da ich in we nigen Tagen nach der Schweiz abgehe. Bis zum 14ten Jul Julius treffen mich Ihre Briefe noch hier, nach mals schikken\n Sie sie (falls Sie mir schreiben wollen) an Wilhelm , der jetzt in Berlin ist . , an Legat. Legations Rath v von H Humboldt nach Berlin . Wil helm treibt fast nichts als prakt praktische Anatomie und (wie Loder meint) secirt und pr\u00e4parirt er sehr geschikt. Er treibt es um zu\n sehen, was man daraus f\u00fcr Psychologie nicht ler nen k\u00f6nne.\n Das h\u00e4tte er k\u00fcrzer in Ihrem treflichen\n Abschnitt \u00fcbers Hirn im 5ten Bande Soemmerring\n 1791\u20131796 , V\/1. , den ich unaufh\u00f6rlich studire, gehabt. K\u00f6nnte ich\n Sie doch sprechen , ich habe so viel gesammlet, so viel zu fragen. Ich komme im Nov. November aus der Schweiz zur\u00fck. Ich sehe\n Sie wohl dann. Vergessen Sie nicht Ihren alten Alexander, der jezt viel solider ist, als jezt sonst. Sie w\u00fcrden ge wi\u00df zufriedner mit mir sein . Empfehlen Sie mich Ihrer liebenw\u00fcrdigen Gattin ! Humboldt. Goldkronach, den 29 . Jun Junius 95 Herrn Hofrath S\u00f6mmering Wohlgeboren in Francfurt\n a\/M.","4":"ich reise noch heute von hier nach Venedig , durch Tirol , \u00fcber Vicenza , das euganeische Gebirge nach Mailand und der Schweiz . Ich kann Dir nicht sagen, mit welcher innigen Teilnahme ich Deine beiden Briefe\n gelesen habe. Es gibt nun noch einen Menschen in der Welt, den ich so innig\n liebe, der meinem Herzen so nahe liegt als Du. Wie innig freue ich mich \u00fcber die\n Erf\u00fcllung Deiner sehnlichsten W\u00fcnsche. Wie ganz kann ich mich in Deine Lage und\n in die freudigen Empfindungen Deiner liebensw\u00fcrdigen Gattin versetzen. So\n bist Du denn Vater, sie eine edle, z\u00e4rtliche Mutter. Und wie kann ich es Euch\n genugsam danken, dass Ihr den armen Freund in der Unterwelt des rauhen Fichtelgebirges an Eurem Gl\u00fccke\n theilnehmen lasst. Und noch dazu ein Junge! ein gesundes, starkes Kind! .... Im\n Winter hoffe ich den Knaben in meinen Armen zu halten und Euch zu umarmen.","5":"Bayreuth , den 7. Feb Februar 96. Ich eile, liebster innigst verehrter S. Soemmerring Ihren Wunsch zu erf\u00fcllen. Ich bin ein eitler Mensch u und am ei telsten darauf in Ihrer vortreflichen Schrift Um welche (geplante) Ver\u00f6ffentlichung\n Soemmerrings es sich handelt, konnte bislang nicht ermittelt\n werden. einge f\u00fchrt zu werden. Dazu habe ich\n nie, nie so viel Flei\u00df an eine Arbeit gewandt als an dies Nervenbuch . Auch glaube ich, da\u00df es\n viel neues enth\u00e4lt. Besonders \u00fcber vermehrte Reizem pf\u00e4nglichkeit werden Sie wundersame Versuche mit\n opium, moschus, Cinchona, Alcalien, S\u00e4uren, Arsenik p lesen. Ich schikke Ihnen hier was von meinem Manu script ins Reine geschrieben ist von p pagina 1\u201362. Ich bitte Sie herzlich (Sie wissen, wie \u00e4ngstlich man\n mit Manuscripten ist) mir den Empfang zu melden, aber nach Berlin , wohin ich in 8 Tagen abgehe. Zugleich\n bitte ich Sie, wenn Sie das MSS. Manuscript gelesen haben, es sammt den Zeichnungen, die ich Ihnen wild\n abgezeichnet, bald an Blumenbach nach G\u00f6ttingen mit der Post zu senden. Sie wissen aus\n der Litter Litteratur Zeit. Zeitung Humboldt 1796a. u und meinen Briefen, da\u00df das Buch Ihnen dedicirt Zur Widmung von Humboldt 1796 vgl. Humboldts\n Briefe an Soemmerring, Bayreuth 7. Juni\n 1795 und Goldkronach, 29. Juni\n 1796 . u und mit Anmerk. Anmerkungen von Soemmerin Blu menbach versehen wird. Ich w\u00fcnschte die Anmer kungen nur der Introduction in das Medicinische Publikum wegen, deren ich so sehr bedarf, u und die Sie durch Ihren Appen dix\n wohl auch bef\u00f6rdern. Eine so platte Eitelkeit, wie die meinige, denk\u2019 ich,\n ist am ehesten zu verzeihen. Ich denke in Ber lin einen Buchh\u00e4ndler zu finden, der mir das MSS Manuscript gut bezahlt, was mir nicht uninteressant ist, u und darum mu\u00df Blumenbach mir die Bogen\n zur\u00fck nach Berlin senden. Sie beschw\u00f6re ich, mein Guter, was Sie beim Lesen finden u und Ihnen anst\u00f6\u00dfig ist, auch leicht ge\u00e4ndert werden kann, gleich\n hinein zu corrigiren. Sie verbinden mich unendlich dadurch. F\u00fcr die\n Sicherheit der Versuche kann ich ste hen.\n Ich experimentire t\u00e4glich u und noch heute. Dazu empfehle ich Ihnen zu lesen meine Aufs\u00e4ze\n in Grens neuem Journal 95, B. Band 2, H Heft 2, p pagina 115 . ferner B Band 2. H Heft 4, p pagina 471 . u und besonders den neuen durch Scarpa veranla\u00dften B Band 3. Heft 2 . Ueber spezif. spezifischen Reiz der Nerven und Muskeln werden Sie wundersame Sachen\n in meinem Buche lesen. Gott! wenn ich sie Ihnen nur m\u00fcnd lich erz\u00e4hlen k\u00f6nnte. Es scheint\n erwiesen, da\u00df S\u00e4u ren allein auf Muskel, Alcalien auf Nervenfa ser wirken. Nehmen Sie\n nakte\n Schenkel v. von Fr\u00f6schen, thun Sie den Nerv in gem gemeine Salzs\u00e4ure alle Contraction verschwindet bald ganz. Gie\u00dfen Sie oleum tartari per deliquium auf, es braust, aber die Erregbarkeit\n kom\u0305t\n nicht wieder. an warmbl\u00fctigen Thieren bereits\n wiederholt! Umgekehrt: Ich hatte Schenkel die mit Gold und Zink nur schwach\n zukten. Baden Sie den Nerv in oleum tartari p per deliquium. Seine Reizem pf\u00e4nglichkeit wird in 3 Min. Minuten so f\u00fcrchterlich da durch erh\u00f6ht,\n da\u00df der Schenkel nun mit Zink u und Zink heftig zappelte . Und diese Munterkeit ist anhaltend auf 20 Min Minuten p praeter . Ueberreizen Sie aber den Nerv durch ein\n alcalisches Bad von 8\u201310 Minuten so entsteht tetanus , endlich volle Unempfindlichkeit. Gold und Zink bringen\n dann keine Spur von Bewe gung hervor. Gie\u00dfen Sie nun\n Kochsalzs\u00e4ure auf den \u00fcberreizten Nerv, es brauset u und bald, bald drauf ist die Reizempf\u00e4nglichkeit wieder da. Der Schenkel zappelt nun wieder. Oft wiederholt. Die S\u00e4uren, Cinchona scheinen den Muskel zu constringiren, die Masse zu\n st\u00e4rken die die Nervenkraft besee len soll.\n Ich glaube Hufeland Pathoge nie p pagina 121 . hat davon geahndet, ein Buch das sonst viel\n schlechtes u und meine Definition der Lebenskraft, als Eigenthum, auff\u00fchrt. Auch glaube ich nicht da\u00df S\u00e4uren den Nerv deprimiren, asthenisch wirken weil\n sie zer fressen. Das geschieht gar nicht.\n Ich habe nun auch entdekt, da\u00df oxygenirte\n Kochsalzs\u00e4ure die Nervenerregbarkeit furchtbar erh\u00f6ht, st\u00e4rker\n noch wie bei den Pflanzen. Ich habe nakte\n Schenkel durch be nezen des crural nerv mit\n derselben zum lebhaften Zappeln ge bracht. Ja, ich habe ein Herz, das lange nicht mehr pul sirte, durch dephlog. dephlogisirte Salzs\u00e4ure wieder zu anhalten dem Pulsiren erwekket. Mit gem. gemeiner Salzs\u00e4ure will der Versuch nie gl\u00fckken. Nun noch ein zusammengesezter Versuch: Ein Froschschenkel der\n so matt war, da\u00df er mit Zink u und Silber nur innerlich einiges Muskelzittern zeigte, sich aber\n nicht von der Stelle bewegte, that das leztere, zappelte heftig, als er 2 Min. lang in extr. extracto cornu cervi Der Hirschhorn Geist\n erhebt Erregbarkeit aber nur auf 4\u20135 Minuten, nie l\u00e4nger. Anders ist die\n Wirkung des Alkalischen Bades, das Stundenlang wirkt. Ist in beiden ein feiner Stoff der sensible Fiber stimmt, in jenem\n fl\u00fcchtiger in diesem dauernder, fixer? gebadet wurde. Noch mehr gebadet entstand Ueberreizung de bilitas indirecta Brownii nun schien alles\n tot, es war nicht mal innere Bewegung \u00fcbrig. Ich tauchte den \u00fcberreizten\n Schen kel in Moschussolution, aber der\n Galvanismus konnte ihn noch nicht reizen, er blieb unbewegt. Nun badete ich\n ihn 4 Min. Minuten lang in oleum tartari, er zukte schon in der ersten Minute u und nach 4 Minuten reizte ihn der Zink bis zum Zappeln und Schlagen!\n Ich wandte nun solut solutio von Opium the baicum an. Alle\n Bewegung alles Zappeln verschwand, nur ein schwaches inneres Muskelspiel\n blieb. Ich badete den das Glied 3 Min. Minuten in Spiritu Camphor. Camphoris u und nun , nun zappel te es wieder \u2014\u2014 so hatte ich es in meiner Gewalt die\n Erregbarkeit zu t\u00f6ten und zu erwekken, 2\u20133\u20134 mal an einem Organ. Ein Nerv\n ist f\u00fcrchterlich unzerst\u00f6rbar. Gott! was habe ich ihnen oft mit alcalien\n und concentrir ter Salzs\u00e4ure zugesezt. \u2014 Ich unterscheide genau\n reizen u. und Erregbarkeit erh\u00f6hen. Mechan. Mechanisches Kneipen reizt, der Ton, die Reizempf\u00e4nglichkeit bleibt dieselbe. Oxygen. Oxygenirte Kochsalzs\u00e4ure reizt nicht. sehr\n genau wahr! Das Glied zukt wie von selbst wenn es da rin gebadet wird. Aber seine Errgebarkeit\n wird erh\u00f6ht. Oleum tartari p. per del. deliquium reizt u und mehrt Erregbarkeit. Schen kel\n zukken von selbst, wenn sie darin liegen. Dagegen de primirt, mindert Erregbarkeit jede gem. gemeine S\u00e4ure ohne zu rei zen, ich meine\n nemlich immer ohne sichtlich zu reizen, ohne das da\u00df Musklcontraction Muskelcontraction erfolgt. Arsenikalsolutionen erregen tetanus blo\u00df aus Ueberreizung. Im Anfang mehrt sie die Erregbarkeit in Gal van. Galvanischen Versuchen. Aber nachher \u00fcberreizt das oxygen im Arsenikkalch ut\n qui cunque stimulus saepius repe titus. Es\n ist mir gelungen, Froschschenkel, welche durch Arsenik \u00fcberreizt, mit Zink\n und Gold ganz unempfindlich blieben, durch alcalische B\u00e4der wieder\n erregbar zu machen. Sie zukten wie der! Sollten die Bertholletschen Mittelsalze von oxygen oxygenirte Salzs\u00e4ure und alcali nicht als sthenische Mittel wichtig werden\n k\u00f6nnen. Sollten kleine Blasen pflaster\n galvanisirt, welche so leise u und angenehm reizen, so unaufh\u00f6rlich serum herbeilokken, bei rheumat rheumatischem H\u00fcftweh u und Hydropisie in den Ner venscheiden\n nicht wirksam sein k\u00f6nnen. (Das Ph\u00e4nomen mit dem \u00e4tzenden Serum ist wun dersam. Ich habe, von Scarpa gedrungen, es im Nov. November an mir selbst mit zwei Canthariden widerholt wiederholt . Das wei\u00dfe unsch\u00e4dliche serum ward blutroth nach einem\n Galvanisiren von 3\u20134 Sekunden. Es str\u00f6hmte den R\u00fckken hinab. Ich tauchte\n den Finger in die ser\u00f6se Feuchtigkeit u und mahlte mir Fi guren auf den\n Bauch. Sie blieben 2 Stun den stehen, konnten nicht abgewaschen\n wer den!) Ich schreibe Ihnen das nicht alles au long, mein Lieber, um mit meinen\n Versuchen zu plagen, sondern um Sie aufzufordern, mir ein Paar Worte der Liebe dar\u00fcber zu sagen. Den ken Sie Sich mich, der ich Tag u und Nacht nur an Nerven und Erregbarkeit denke u und gar, gar keine Aufmunterung habe. Ich bitte Sie, lieber S Soemmerring mir ja bald nach Berlin zu schreiben u und ob Sie meine Dinge des Publicirens werth halten. Die Versuche ohne alle Kette p pagina 44 mei nes Manuscr. Manuscripts wird Sie frappiren denk\u2019 ich. Ich werde zwar gern Ihnen mein MSS. Manuscript fernerhin so weit postfrei als mir m\u00f6g glich ist, nach Franckf. Franckfurt schikken. Es ist aber die Frage, ob Sie Ihr appendix so weit\n eindringen hei\u00dft. Ich bitte Sie daher, mir bestim\u0305t bestimmt zu melden, ob ich fortfahren Ihnen soll Blumenbachen das MSS. Manuscript durch Sie zu \u00fcbermachen. In dieser Ungewi\u00dfheit entschlie\u00df ich mich auch noch nicht, das Capitel von Herzversuchen, das in tausend Papieren zerstreut ist, zusammenzusezen.\n Nur so viel heute: Mir hat das Armiren der Herz ner ven nie gegl\u00fckkt, wohl aber me. meinem Bruder Wilhelm an 1 Fuchs, 2 Kaninchen u und Ochsen. Er hat durch Armirung des der Herznerven und allei nige\n Ber\u00fchrung von diesen die Schl\u00e4ge des Herzens voller, u und schneller gemacht. Das schnell werden stieg immer erst an, wenn\n der Nerv stimulirt ward, die Schl\u00e4ge blieben aber in einem gewissen\n Takt. Ein nicht pulsi rendes Herz konnte Wilhelm mittelst der Ner ven nie erwekken. Mir aber ist mehr mals vor Zeugen unwidersprechlich gegl\u00fckt gar nicht mehr pulsirende Froschherzen folgen dergestalt auf zu 2\u20133 neuen heftigen Schl\u00e4gen zu reizen. Das Herz a lag auf Zink. An das Herz an die Spize, also nur in Ber\u00fchrung mit Herzmuskel,\n war ein St\u00fck geronnen Blut od. oder Muskelfleisch b angelehnt . Schematische Zeichnung eines galvanischen Versuchs Die Silberne Pinzette verband nun blo\u00df b u und Zink. Auf die Art war das Herz gar nicht ber\u00fchrt. Das fort gepflanzte Ersch\u00fcttern von b auf a konnte nicht Ursach\n sein, da Horn od. oder Holz statt der pincette gebraucht nichts hervorbrachte. Sollte es nicht Muskelfasern geben f\u00fcr die als solche der Galvanismus ein spezifiker Reiz w\u00e4re? Ich habe eine g\u00f6ttliche Reise gemacht durch Tyrol , Venedig , Verona , Padua , Vicenza , Par ma , Mantua , Genua, Genua, Pavia , Mai land , ganz Savoyen und die ganze Schweiz . Scarpa ist ein pr\u00e4chtiger Mensch und spricht quo quam maxime\n gavisus sum, mit einer Art von Enthusiasmus von Ihnen. Fallen Ihnen \u00e4ltere Stellen ein \u00fcber al calien, so bitte ich Sie innigst darum. Ich mag mir nichts\n zueignen, was nicht mein eigen ist. Ich kenne keine als die Gmelin ap apparatus medicam medicaminum Vol Volumen 1, p agina 60 , stimulant alcalia fibram contractilem et nerveam falsch! u und die Cullen \u2019s Lect. Lectures on the Mater. Materia Med Medica p page 274 . alkalines are stimulants. Meine Versuche \u00fcber\n Erh\u00f6hung der Reizempf\u00e4nglichkeit halte ich f\u00fcr neu, auch hatte man sonst den Maa\u00dfstab nicht, den jetzt das Gal vanisiren giebt. Empfehlen Sie mich Ihrer vortreflichen Gat tin . Mit inniger dankbarer Ver ehrung . Ihr Humboldt.","6":"Ich habe Ihnen lange nicht geschrieben, mein Bester, deswegen aber viel gearbeitet, auch neue Versuche gemacht. Ich kam nach Berlin , um hier mein MSS. Manuscript \u00fcber den Nerven - und\n Muskelreiz zu vollenden, aber meine Hofnung ist sehr vereitelt\n worden. Der Min. Minister v von Hardenberg blieb leider! bis jezt\n noch hier. Er nahm Bareuthische Bayreuthische Angelegenheiten mit dem Kabinetts Ministerium vor u und lie\u00df mich arbei ten. Alle meine\n Zeit ging dar\u00fcber vers verloren u und ich konnte nur rhapsodische Stunden auf Versuche wenden. Messen Sie\n mir daher keine Schuld zu, da\u00df Sie so lange keine Antwort u und keine MSS. Manuscripte erhielten. Ich gehe den 10ten von hier in meine Einsiedelei nach Bayreuth ab u und von da aus schikke ich Ih nen Ruk\n auf Ruk (wenn Sie es nicht abbestellen od oder mir wegen der Kriegsunruhen abrathen) mein MSS Manuscript . Durch Sie erh\u00e4lt es Blumenbach . Im Julius od oder August ist es gedrukt, bei Dekker der mit 3\n Louisd\u2019or pro Bogen geboten. Ich bin au\u00dfer mir vor Freuden,\n da\u00df meine Versuche Ihren Beifall haben. Sie allein k\u00f6nnen mich beim\n Publikum heben. Es haben sich hier Gesellschaf ten zusammengethan, Selle , Herz , Hermbstedt , Klaproth , vor denen ich experimentirt. Man hat alles untersucht u und richtig gefunden. Ich habe bemerkt, da\u00df bei den wun dersamen Ph\u00e4nomenen, wo man einen Schenkel blo\u00df dadurch zukken\n l\u00e4\u00dft, da\u00df die Spize des nervus cruralis in ol. oleum tart. tartari getaucht wird, die Zuk kung vom\n Zeh anf\u00e4ngt u und so in den gastro cnemius\n \u00fcbergeht. Glauben Sie gar nicht, da\u00df die alcalien in so fern reizen, als\n sie Wasser an ziehen. Das reine Wasser\n bringt ja gar kein Ph\u00e4nomen hervor, was nur damit in Ver gleich st\u00e4nde. Selbst das loser gebundene\n oxygen in dephlogistis. dephlogistisirter Kochsalzs. Kochsalzs\u00e4ure u und Arsenikkalch wirkt un endlich\n schw\u00e4cher, als das ol. oleum tartari. Herrn Creves Ideen scheinen mir unendlich einseitig. Soll der Galvan. Galvanismus durch Wasserzersezung erkl\u00e4rt werden, so ist dabei wohl auf\n oxygen im Wasser gerechnet, das al lerdings\n eine gro\u00dfe Rolle in der Maschine spielt. Aber Stoffe, die kein oxygen\n halten, sondern azote Oxide de mercure mit fl\u00fcssigem\n Gew\u00e4chsalcali destillirt gibt regul. regulinisches Queksilber und Salpeters\u00e4ure. wie alcalien, wirken unendlich heftiger als dephlog. dephlogistisierte Kochsalzs. Kochsalzs\u00e4ure . Bed does , Girt. Girtanners Theorien sind darum falsch, weil sie alles auf 1 Stof reduciren, da\n doch Leben das Resultat mehrer Kr\u00e4fte, mehrer Stoffe ist. Entz\u00fcndlichkeit und Irritabilit\u00e4t sind verwandt u und der Lebensproze\u00df ist ein zusammengesezter entz\u00fcnd licher Proce\u00df. Denken Sie wohl daran, da\u00df die edel sten Feuchtigkeiten des K\u00f6rpers, Gehirn und Saamen, beson ders Saamen nach Vauquelin so viel freies Mi neralalcali enthalten? Der Saamen wird im Blut resorbirt u und dadurch glaub ich der reizen de\n alcalische Stoff ins ganze System verbreitet. Ich habe endlich einen\n Versuch entdekt, der zuerst ganz widerlegt, da\u00df das Galvan. Galvanische fluidum nicht Electr. Electricit\u00e4t ist. Electr. Electricit\u00e4t wird besser durch Lichtflammen als durch Metalle geleitet. Schematische Zeichnung eines galvanischen Versuchs a sei ein conductor u c ein Licht, so str\u00f6hmt alle Electr. Electricit\u00e4t durch c nach d, gar keine aber nach b heraus. Das Galvan. Galvanische fluidum wird aber durch Flammen gar nicht geleitet. c sei eine\n nerven Armatur von Zink u und die Leitung der silbernen Dr\u00e4hte a und b sei durch Flammen\n unterbrochen. Es zukt nie, bis a und b sich selbst ber\u00fchren. Das ist\n wichtig. Schematische Zeichnung eines galvanischen Versuchs sowie unkenntlich\n gemachte Skizze Wilhelm , mein bester, hat allerdings die nervi cardiaci des Fuchses gesehen u und den Puls des Herzens ver\u00e4ndert ohne das Herz zu ber\u00fchren. Er\n ber\u00fchrte blo\u00df den Nerv. Nemlich er schob Stanniol unter den Nerv u und ber\u00fchrte mit Silber Nerv u und Stanniol. Das Silber traf das Herz gar nicht. Ihre Einwendungen sind mir unendlich wichtig, so wie alles was von Ihnen\n kommt. Pr\u00e4chtig ist Ihr Buch \u00fcbers Seelenorgan. Auch habe ich nie erfahren,\n da\u00df irgend eine Schrift so allgemeine Sensation machte, als diese. Ich\n habe nicht Zeit Ihnen heute mehr als den allgem. allgemeinen Ausdruk meiner Empfindungen zu geben. Ich las jezt auch erst Ihr\n Buch \u00fcber die vasa absorbentia. Welch ein Schaz von Entdekk ungen u und Ideen. Sie sind, was Vesalius der Vorzeit war! Ich habe eine Lieblingsidee, die ich Ihnen mit 3 Worten vorlege. Sie kennen Abernett \u2019s sehr richtige\n Versuche \u00fcber respiration der Haut. Die Haut saugt oxygen ein und st\u00f6\u00dft\n azote u und Kohlens\u00e4ure aus, wie die Lunge. Ich glaube es giebt au\u00dfer der Lunge\n noch andere Punkte, wo das ven\u00f6se Blut arterieus wird. Ich glaube die\n lympha tischen Gef\u00e4\u00dfe nehmen Blut aus\n den Venen od. oder Art erien auf, bringen es in\n kleine Luftbeh\u00e4lter unter der Haut, die man noch entdekken wird u und f\u00fchren es den Arterien oxygenirt wieder zu . Sollte dieser kleine Blutumlauf nicht sehr wahrschein lich\n sein. \u2014 Ich arbeite viel mit Microscopen \u00fcber die Oberhaut. Leuwenhoek hat ganz un recht. Man\n sieht keine Poren. Im Fontana tab tabula 8. F Figura 12 ist die Haut allein richtig abgebildet. Aber man\n mu\u00df noch die organ. organischen Gef\u00e4\u00dfe entdek ken, durch welche\n die Haut respirirt. Kennen Sie das pr\u00e4chtige Buch medical extracts on the nature of health, Lond. London 95 2 Theile , eine Anwendung der neuen Chemie auf Physiologie. Es ist nicht von Duncan . Ich benuze es sehr! Pohl hat durch dephlog dephlogistisirte Salzs\u00e4ure auf meinen Rath Euphorbien Saamen aus einem alten Herb. Herbarium zum keimen ge bracht. Ich umarme Sie herzlich. Schreiben Sie mir nach Bayreuth , wo ich den 15ten sein werde u von wo aus Sie MSS. Manuscripte erhalten. Humboldt Berlin, den 9 . April Ich empfehle Ihnen einen lieben Freund, D Doktor Grapengiesser der Sie in 2 Monathen\n besuchen wird. Ich experi mentirte mit ihm. Ich bin jezt sehr flei\u00dfig u und Sie m\u00fcssen mit mir zufrieden sein. Ich habe eine Respirationsmaschine und Ret tungsflasche zum Stande gebracht, durch die man Erstikte augenbliklich\n aus den Gruben herausholen kann, auch eine Lampe die in jeder Luftart\n hell brennt. Das Mineur Corps hats hier gebilligt . Die Erfindung ist n\u00fczlich.","7":"Liebster S Soemmerring . Ich bin noch ganz voll von Ihrer Entdek kung \u00fcbers Gehirn. Es ist eine der gr\u00f6\u00dften unserer Zeit.\n Aber heute benuze ich meine geringe Mu\u00dfe um Ihnen zu sagen, da\u00df ich\n unabl\u00e4ssig besch\u00e4ftigt bin Versuche \u00fcbers Herz zu machen. Ich habe vor z\u00fcglich dar\u00fcber folgende Entdekkung gemacht, welche Ihnen\n viel leicht wegen des Streits mit Scarpa wichtig ist. Ich ver gleiche die stimuli, welche auf die Nerven der Bewegungs muskeln und die, welche aufs Herz wirken. Sie wissen aus Fontana Fontana 1787 . , da\u00df Alcohol (nicht aber Opium u in Wasser aufgel\u00f6st) jedem Nerv fast wie ein starker Elektr. Elektrischer Schlag die Reizempf\u00e4nglichkeit raubt. Sie k\u00f6nnen Froschschenkel\n in 6\u20138 Min. Minuten oft in 1 Min Minute durch Alcohol unwiderbringlich ersch\u00f6pfen. Ich habe es oft\n wiederholt. So lindert alcohol auch den Zahnschmerz, t\u00f6tet Blutigel u und Regenw\u00fcrmer in 3 Sek Sekunden u. und s. so f. fort . Aber: alcohol aufs Herz getr\u00e4ufelt wenn es zu pulsiren bereits aufgeh\u00f6rt,\n bringt das Herz so gleich wieder zu einem regelm\u00e4\u00dfigen Pulsiren. Der\n alcohol revivisirt das Herz unendlich st\u00e4rker als das oxygen der dephlog. dephlogistisirten Salzs\u00e4ure, er \u00fcberreizt aber auch mehr als diese u und das Wiederbeleben ist daher von k\u00fcr zerer Dauer. Der alcohol ist f\u00fcrs Herz, was ol. oleum tart. tartari p. per del. deliquium f\u00fcr die Nerven der Bewegungsmuskel ist. Von 28 Herzen, die ich in\n diesen Tagen behandelte an Fr\u00f6schen, Kr\u00f6ten, V\u00f6geln, Kaninchen, schreibe\n ich Ihnen nur folgenden Versuch ab: Am 30 . April hatte ich ein Froschherz, das so matt war, da\u00df es gar nicht mehr pulsirte, sich nur auf mechan. mechanischen Reiz zusammenzog. Ich that es in kaltes Wasser, es verbleichte,\n der Rest des arter. arteriellen Bluts wurde abgewaschen u und jezt, da dieser lezte stimulus fehlte sah man kaum noch eine schwache Zukkung, wenn das Herz d von der Pincette ber\u00fchrt ward. Ich bestrich nun das unbewegte Herz mit frischem arter. arteriellen Blute u und nun \u2014 fing es an von selbst schwach zu\n pulsiren . Ich \u00f6fnete die Brusth\u00f6le eines neuen Frosches u und nahm von dessen frischerem arter. arteriellem Blute. Ich bestrich dasselbe Herz damit u und nun waren die Pulsationen stark u und anhaltend! Sie dauerten 10 Minuten. Ich z\u00e4hlte die Pulsationen in 4 Min Minuten . Die lste hatte 28, die 2te 29, die 3te 32, die 4te 27 Schl\u00e4ge!\n Ich legte das pulsirende Herz wieder in kaltes Wasser, u und es pulsirte darin, weil der stimulus das art. arterielle Blut abge waschen ward, nur 6 mal in 1 Min Minute . Ich warf es aus dem Wasser in concentr. concentrirten alcohol u und \u2014\u2014 \u2014\u2014 es pulsirte von der lsten Sek. Sekunde gleich st\u00e4rker u und zwar in der lsten Minute 18, in der 2ten 20, in der 3ten 23 mal.\n Auch folgendes ist merk w\u00fcrdig! Wenn ein Herz in nat\u00fcrl. nat\u00fcrlichem Zustande die Irritabilit\u00e4t verliert, so pulsirt es\n immer lang samer zulezt kaum 1 mal in 1 Min Minute . Es hebt sich dabei aber meist bis zulezt gleich hoch. Im alcohol ist es umgekehrt. Je l\u00e4nger es liegt, desto schneller pulsirt\n es, u und je schneller desto weniger hebt es sich. Im schnellsten Tact wenn\n der Tod aus Ue berreizung nahe ist, verschwinden die Pulsat. Pulsationen ganz. Ich habe bisher folgende Scale f\u00fcr den Stimul. Stimulus des Herzens gefunden: 1 . alcohol. 2. oxyg. oxygenisirte Kochsalzs. Kochsalzs\u00e4ure 3. frisches arter. arterielles Blut 4 . ol. oleum tart. tartari p. per deliqu. deliquium 5 . Warmes Wasser. 6 . Sonnenlicht. Zwischen 1 und 2. mu\u00df noch Electr. Electricit\u00e4t stehen. Ein m\u00e4\u00dfiger electr. electrischer Schlag durch ein nicht pl pulsirendes Herz geleitet, bringt es oft 25\u201330 Minuten lang zu anhaltendem Pulsiren. Ist das nicht wundersam. Ich umarme Sie. Schreiben Sie mir doch 3 Worte mit n\u00e4chster Post, daf\u00fcr erhalten Sie auch MSS. Manuskripte recht bald . Humboldt Bayreuth den 1 . Mai 96. Herrn Hofrath S\u00f6mmering Wohlgeboren in Frankfurt\n a\/M.","8":"Erlauben Sie es meiner Unwissenheit, Verehrungswerther Herr allg Hofrath , da\u00df ich \u00fcber einen Gegenstand an Sie schreibe, der Ihnen gewi\u00df\n sehr trivial ist, mir aber unend liche Schwierigkeiten macht aus tausend B\u00fcchern\n zusammen zusuchen. Ich arbeite seit 2 Jahren in allen Stunden der Mu\u00dfe an microscop. microscopischen Zeichnungen von den respirations gef\u00e4\u00dfen der Pflanzen. Ich habe\n ein\n 40 Platten bereits gezeichnet u und zwar nach einer 312,400 maligen Vergr\u00f6\u00dfe rung der Fl\u00e4che. Sie werden einige dieser Gef\u00e4\u00dfe aus Hedwigs Sammlung zerstreuter Abhandl. Abhandlungen B Band 1 tab tabula 5 kennen, Vergr\u00f6\u00dferte Darstellung der Spalt\u00f6ffnung eines Blattes aber ich habe die Entdekkung viel weiter getrieben. Abernettys Versuche \u00fcber thier thierische Hautrespiration Abernethy 1793. brachten mich endlich auch auf das was man cuticula od. oder epidermis beim Menschen nennt. Aber wie himmelweit ist diese in der sichtbaren Organisation verschieden, wie wenig ist daran zu sehen.\n Ich schnitt mit Rasirmessern Haut (cuticula) von allen Theilen meines\n Leibes u und betrachtete sie durchs Microscop. Ich unterscheide immer folgendes typus: Vergr\u00f6\u00dferte Darstellung der Epidermis der menschlichen Haut Fontana vom Viperngift Fontana\n 1787. p pagina 403 ( tab tabula 8, F Figura 12) bildet etwas \u00e4hnliches ab, redet aber von\n K\u00fcgelchen u und geschl\u00e4ngel ten Gef\u00e4\u00dfen. Die\n K\u00fcgelchen sind Staub, man mu\u00df die Ober Haut\n unter Wasser sehen u und die Gef\u00e4\u00dfe wenn es a b und c d sein sollen, halte ich f\u00fcr Falten. Sie sind viel zu hoch erhaben, theilen die cuticula in\n unregelm\u00e4\u00dfige globulos u endigen in voller Dikke , was Gef\u00e4\u00dfe wohl nie thun. Dagegen k\u00f6nnten\n die ganz feinen geschl\u00e4ngelten, dun kel\n rothen Strichelchen, welche man in der membran selbst, in den arcolis\n sieht, deren anastomo sen aber nicht zu\n verfolgen sind, wohl wahre Gef\u00e4\u00dfe sein. Dagegen sagt Blumenbach de generis humani var. varietate 95 p pagina 117. Reticulum Malp. Malpighii aeque ac epidermis nervis vasisque plane destituta. Was halten Sie\n davon, mein Bester! Besonders nach dem, was Sie so treffend\n Muskellehre p pagina 34. \u00a7 54. sagen? Ich meine, was vermuthen Sie,\n denn da\u00df Nerven der cuticula sich nicht darstellen lassen, wei\u00df ich\n wohl. Von Poren der Haut h\u00f6re ich auch reden, aber ich\n sehe keine, nur vermuthe ich M\u00fcndungen der lymphat. lymphatischen Gef\u00e4\u00dfe auf der Oberhaut. Die Poren die mir das Microscop zeigt\n sind L\u00f6cher wo Haare sa\u00dfen. Im Haas , Mascagni auch bei Ihnen, lieber S Soemmerring , lese ich von sinnlicher Darstellung der Saugadern in der Haut. Wenn sie Sie ( Gef\u00e4\u00dflehre p pagina 428 Soemmerring 1791\u20131796 ,\n Teil 4 (Gef\u00e4\u00dflehre, oder vom Herzen, von den Arterien, Venen und\n Saugadern). ) von dem sch\u00f6nen Netze reden, meinen Sie doch wohl das Co rium od. oder wirklich die Cuticula, die man sich mit dem Rasirmesser abzieht? Sind die ausd\u00fcnstenden\n Gef\u00e4\u00dfe welche Hunter Med. Medical Observat. Observations Vol Volume II Hunter\n 1762\u20131764, I . abbildet, denn noch in der Cuticula sichtbar. Ich erinnere mich da\u00df Haas die ganze Haut pr\u00e4chtig roth\n ausgesprizt hat, das l\u00e4\u00dft doch Gef\u00e4\u00dfe in der Cuticula ver muthen. Woher also Blumenbachs apodict. apodictische Be hauptung. Die Haut athmet (wie uns Abernetty gelehrt) wie die Lungen, oxyg. oxygen ein und carbon und azote aus. Durch welche Gef\u00e4\u00dfe, glauben Sie,\n da\u00df dies vorh vorgehen k\u00f6nne. Die Saugadern f\u00fchren keine Luft, so wenig als die\n ausd\u00fcnstenden Gef\u00e4\u00dfe, u und die Valvula der Saugadern lassen auch nicht zu, da\u00df sie oxygen ein und carbon aushauchen. Durch eigene Organe geschieht die\n luftf\u00f6rmige Exhalation aber gewi\u00df. Im organ. organischen K\u00f6rper ist alles Organisch. Ich beschw\u00f6re Sie, theuerster S. Soemmerring mir ein Paar Zeilen hier\u00fcber recht bald zu schrei ben. Ich bin sehr erpicht darauf. Humboldt Bayreuth den 8 . Mai 96.","9":"Ohnerachtet mich meine Sendung zu dem franz\u00f6sischen General und mein Aufenthalt bei der Armee im Juli\n und August sehr gest\u00f6rt hat, so habe ich doch den Sommer viel zu Stande\n gebracht. Mein grosses physikalisches Werk\n \u00fcber den Muskelreiz und chemischen Process des Lebens ist fast\n vollendet. Es enth\u00e4lt an 4000 Versuche und auch viel \u00fcber Pflanzenphysiologie\n ..... Im Winter gebe ich einen Teil chemischer Abhandlungen heraus, die fertig\n liegen: Versuche \u00fcber den Lichtstrahl und das Stickgas; Verwandlung der Morcheln\n in Talg durch Behandlung mit Salpeters\u00e4ure; ein neu erfundenes Barometer, das\n sich auf ein neues Princip gr\u00fcndet, und mit dem hier schon sehr gl\u00fcckliche\n Messungen gemacht sind; Arbeiten \u00fcber den Phosphor als Eudiometer;\n \u00fcber zwei neue Gasarten, oxygenirte Kohlens\u00e4ure und Azoture de Phosphore oxyd\u00e9e\n ..... In Genf wird ein franz\u00f6sisches Werk\n von mir gedruckt, \u201eLettres physiques \u00e0 Mr. Pictet \u201c Das Werk ist nicht erschienen. , das sind Memoiren, die ich einzeln dem Nationalinstitut geschickt, und die dieses einzeln zum Druck\n bef\u00f6rdert hat. Ueber Respiration der Pflanzen habe ich diesen Sommer viel\n experimentirt ..... Du siehst hieraus, mein lieber Willdenow, dass ich zwar weniger schreibselig bin\n als andere, aber gewiss nicht unfleissiger. \u2013 Mache nur, dass das gute Pathchen schnell heranwachse, damit ich es\n nach Indien mitnehmen kann. Meine Reise ist\n unersch\u00fctterlich gewiss, Ich pr\u00e4parire mich noch einige Jahre und sammle\n Instrumente, ein bis anderthalb Jahr bleibe ich in Italien , um mich mit Vulkanen genau bekannt zu machen,\n dann geht es \u00fcber Paris nach England , wo ich leicht auch wieder ein Jahr\n bleiben k\u00f6nnte (denn ich eile schlechterdings nicht, um recht pr\u00e4parirt\n anzukommen), und dann mit englischem Schiffe nach Westindien . Erlebe ich das Ende dieser Plane nicht, nun so habe ich\n wenigstens th\u00e4tig begonnen und die Lage benutzt, in die mich gl\u00fcckliche\n Verh\u00e4ltnisse gesetzt haben .....","10":"Havana , den 21 . Febr. Februar 1801. Mein br\u00fcderlichst geliebter Freund! Ungewi\u00df ob diese Zeilen, wie so manche\n andere, die ich aus dieser Tropenwelt an Dich gerichtet, verlo ren gehen, schr\u00e4nke ich mich blo\u00df auf die\n Bitte ein, die ich zu thun habe. Auf einer Reise um die Welt zu einer Zeit, wo das Meer von raub-Gesindel wimmelt, wo Neutral- P\u00e4sse so wenig als Neutrale Schiffe respectirt werden, besch\u00e4ftigt mich\n nichts so \u00e4ngstlich, als die Rettung meiner Manuscripte u und Herbarien. Es ist sehr ungewi\u00df , fast\n unwahrscheinlich , da\u00df wir beide Bonpland u und ich lebendig \u00fcber die Philippinen und das Cap der guten Hofnung zur\u00fckkehren. Wie traurig w\u00e4re es, in dieser\n Lage die Fr\u00fcchte seiner Arbeiten verloren gehen zu sehen. Um das zu vermeiden haben wir von unseren Pflanzenbeschreibungen (2 B\u00e4nde enthaltend heute 1400 Species blo\u00df seltene u und neue) Abschrift ge nommen. Ein MSS. Manuscript behalten wir bei uns, die Copie senden wir theilweise durch die Franz\u00f6s. Franz\u00f6sischen Vice-Consuls nach Frankreich , an Bon plands\n Bruder nach la Rochelle .\n Die Pflanzen haben wir in 3 Samlungen vertheilt, da wir doubletten und\n tripletten von allem haben. Ein Herbarium im kleineren Format schleppen wir\n mit uns um die Welt, um zu vergleichen. Ein zweites ( Bonpland ) ge h\u00f6rig , mit dem ich nat\u00fcrlich alles theile)\n ist bereits nach Frank reich abgegangen u und das dritte (in 2 Kisten mit Cryptogamis ten u und Gr\u00e4sern 1600 verschiedene Species enthaltend, meist aus dem\n unbekannten theile Theile der Parime u und Guayana zwischen dem R\u00edo Negro u und Bresil wo wir voriges Fr\u00fchjahr waren)\n sende ich heute durch Mr. John Fraser \u00fcber Charleston nach London . Durch Vervielf\u00e4ltigung vermindern\n wir die Gefahr. Meine Idee ist, da meine Reise so viele Gegenst\u00e4nde umfa\u00dft, welche unm\u00f6glich dieselben Leser interessieren k\u00f6nnen, die\n Beobachtungen in verschiedenen Theilen dem Publikum vorzulegen als z zum B. Beispiel eine eigentliche Reise, physisch moralisch blo\u00df die allgemeinen\n Verh\u00e4ltnisse schildernd, das was je den\n gebildeten Menschen interessirt, Charakter der Indianischen V\u00f6lkerschaften,\n Sprache, Sitten, Handel der Kolonien, St\u00e4dte, Ansicht des Landes, Akkerbau,\n H\u00f6hen der Berge blo\u00df Resul tate, Meteorologie \u2013 dann in\n besonderen L\u00e4ndern 1) Construktion des Erdk\u00f6rpers. Geognosie 2) Astronom. Astronomische Beobacht. Beobachtungen lat latitudo u und longit. longitudo Jupiters beobachtungen. refraction Refraction \u2026 3) Physik u und Chemie. Versuche \u00fcber chem. chemische Beschaffenheit des Luftkreises. Hygrometrie. Elektricit\u00e4t. Barometer. Pathologische Beobacht. Beobachtung Irritabilit\u00e4t. 4) Beschreib. Beschreibung von neuen Spec. Species Affen, Crocodill, V\u00f6gel, Fische, Insekten \u2026 Anatomie der Seegew\u00fcrmer \u2026\n 5) Das botanische Werk gemeinschaftlich mit Bonpland u und zwar nicht blo\u00df nova genera u und Spec. Species sondern nach Folge des Lin. Linn\u00e9\u2019schen Systems Beschreibung , Aufz\u00e4hlung\n aller Species \u00fcber die wir mehr als andere gesehen, wie ich hoffe neue\n 5\u20136000 Spec. Species , denn in Manilla , Ceylon wird die Beute sehr , sehr gro\u00df sein. Dies mein Guter ist mein Plan im Allgemeinen. Sterbe\n ich so wird Delambre meine astronomischen, Freiesleben od. oder Buch meine Geognostischen, Scherer meine physikal. physikalischen , chemischen, Blumenbach meine\n Zoologischen MSS Manuscripte u und Du , Du \u2013 mein Guter (so hoffe ich) meine botanischen unter Bonplands u und meinem Namen ediren. Mein Bru der wird jedem die MSS. Manuscripte zukommen lassen. Ich bleibe meinem alten Versprechen getreu , da\u00df\n alle , alle in dieser Reise gesammelten mir geh\u00f6rigen Pflan zen Dein sind. Ich will nie, nie etwas besizen. Nur mu\u00df ich Dich bitten, da ich mir nach meiner Zur\u00fckkunft die\n Publication vorbehalte, mein Herbarium vor dieser Publi kation od. oder vor meinem Tode nicht Deiner Samlung ein zuverleiben . Die 2 Kisten (1600 Spec. Species ) welche ich heute Herrn Fraser anvertraue, habe ich nicht unmittelbar nach Hamburg adressiren wollen, nicht blo\u00df weil kein Neutral. Neutrales Schif in Spani sche H\u00e4fen\n einl\u00e4uft, sondern weil ich nicht wei\u00df, ob Du es selbst nicht f\u00fcr sicherer\n h\u00e4lst, die Kisten bei Fraser bis zum Frieden stehen zu lassen. Es h\u00e4ngt blo\u00df von Dir ab, sie sogleich od. oder sp\u00e4ter zu besizen u und Herr Fraser hat Order, sobald Du ihm schreibst (auf franz\u00f6sisch) u und ihm adresse nach Ham burg schikst ,\n Dir die Kisten als Dein k\u00fcnftiges Eigenthum verabfolgen zu lassen.\n Schreibst Du ihm nicht, so bleiben die Kisten in London stehen bei Fraser .\n Seine Adresse ist: Mr. Mister John Fraser Botanical Collector of H. His M. Majesty the Emperor of Russia Chelsea near London. Ich habe Ursach\n zu glauben , da\u00df meine Pflanzen bei diesem\n Manne wohl aufgehoben sind, da ich ihm mehrere sehr wesentliche Dienste\n geleistet. Du erinnerst Dich, mein Guter, aus Walteri Flora Carol. Caroliniana da\u00df Fraser 4 Reisen in Labrador u und Canada theils als Botanist, theils als G\u00e4rtner u und Saamenh\u00e4ndler gemacht. Er war seit 1799 auf einer 5ten Reise am Ohio in Kentucky u und Tennessey begriffen, einer jezt sehr\n gangbaren Gegend, denn in 4 Wochen schikt man G\u00fcter zu Lande u und Wasser von Philadelphia \u00fcber Fort Pitt , \u00fcber den Ohio u und Missisipi nach Nueva Orleans . Unbekannt mit der Schwierigkeit ohne\n Erlaubni\u00df des K\u00f6nigs von Spa nien in die Kolonien einzudringen, kam Fraser nach Havana , um hier Pflanzen zu sammeln. Er litt Schifbruch,\n brachte 3 ungl\u00fckliche Tage in einer Sandbank 10 Meilen von der K\u00fcste zu,\n ward endlich von Fischern von Matanzas gerettet u und kam von allem entbl\u00f6\u00dft hier an. Sein Name u und sein Gewerbe war genug, um ihn mir zu empfeh len. Ich habe ihn in meinem Hause aufgenommen, ich habe ihn mit Geld u und allem was er bedurfte unterst\u00fczt, ihm durch meine Verbindungen die Erlaubni\u00df verschaft, die Insel Cuba zu bereisen u und ich darf hoffen, da\u00df er u und sein sehr , sehr liebensw\u00fcrdiger Sohn alles aufbie ten werden, um mir gef\u00e4llig zu sein. Ich habe dem Vater vor geschlagen, den Sohn in meine Expedition aufzunehmen u und ihn mit nach Mexiko zu nehmen, aber der junge Mensch f\u00fcrchtet die Spanier, deren Sprache er nicht versteht u und er eilt in Lon don seine Pflanzen von Kentucky zu beschreiben. Ich gehe von hier \u00fcber Mexico u und Californien nach Acapulco um dort mit dem Cap. Capitaine Baudin die Reise um die Welt zu vollenden. Ich habe Dir gesagt, mein Lieber (verzeih mein elendes Deutsch da ich seit 2\n Jahren ewig spanisch u und franz\u00f6sisch spreche) da\u00df ich meine Pflan zen nach meiner R\u00fckkunft selbst zu publiciren denke. Solltest Du inde\u00df in den 2 Kisten , die Fraser Dir einh\u00e4ndigen kann , neue Species entdekken, die Deine Aufmerksamkeit\n besonders auf sich ziehen, so steht es nat\u00fcrlich ganz in Deinem Willen,\n einzelne derselben, nur nicht viele u und alle, in Deine vortrefliche Ausgabe der Species einzuschalten. Im Gegentheil\n wird es uns ( Bonpland u und mir) eine besondere Ehre sein, von Dir in so einem Werke erw\u00e4hnt zu\n werden. Ich sage mit Flei\u00df nur nicht viele und alle, weil es unm\u00f6glich ist,\n nach troknen Exemplare so gut so zu beschrei ben, als nach dem, was\n wir in der Natur selbst aufgezeichnet. Gmelins elende Spec. Species , Schrebers Genera wo von wir den 1 . Theil in einem Schifbruch auf dem Orinoco (Palmsontag 1800) eingeb\u00fc\u00dft, Deine herr liche Ausgabe der Spec Species Linn\u00e9\/Willdenow\/Link\n 1797\u20131830 , I . bis Pent Pentandria Polyg. Polygynia , die Flora Peruana T Tomus II , Ortega \u2019s Decad. Decades , Reichards Spec. Species , Jussieu Genera , Aiton Hort Hortus Kew. Kewensis u und Murray Linn\u00e9\/Murray 1784 ; Linn\u00e9\/Murray 1797 . ist alles , alles was ich von Spanien abreisend erzielen konnte. Ich\n glaube mit Bonpland sehr , sehr genaue diagnosen Diagnosen niederge schrieben zu haben, aber\n ich wage es nicht zu sagen wie viele neue genera wir besizen. In Palmen und\n Gr\u00e4sern, in Melastomis , Piper , Malpighia , Cipura Aublet , Caesalpina , der Cortex An gosturae (die ein neues von Cinchona verschiedenes genus ist) sind wir sehr , sehr reich. Einzelne genera besizen wir, von denen\n es mir entschieden scheint, da\u00df sie neu sind als eine Pflanze in dem\n Gebirge Tumiriquiri zwischen dem Guarapiche u und Orinoco : Cal. Calyx 5 - phyll. phyllus : foliol. foliolis ovato-lanceolatis coniventibus. Cor. Cortex duplex exterior (rubra) 5 petala patens. Cor. Cortex interior (alba) 5 petala clausa. Stamina duplici serie disposita,\n altera numerosa inter petala exteriora et in teriora sita ( filament. filamentis tenuissimis, antheris ovatis substerilibus) altera in corolla\n interiori latentia 5, filamentis nullis, antheris. sagittatis sessilibus\n erectis. Germ. Germen subrot. subrotundum Pistillum unicum. Styl. Stylus 1. (Pentandria Monog. Monogynia ) Kein Monstrum! Sehr, sehr constant, Planta herbacea. fol. foliis alternis sessilibus lanceolato - linearibus, crenatis, stipulis lanceo latis ciliatis, flor. floribus oxillaribus longe pedunculatis Hab. Habitatio Caripe Cumanacoa in umbrosis. Man kann auch sagen\n Corolla 10 petala , petalis 5 inter. interioribus 5 exterioribus. Das ist wohl gewi\u00df ein neues genus in so vielen\n Palmen die wir am R\u00edo Negro u und Atabapo in den W\u00e4ldern von Hevea u und Cinchona u und Theobroma entdekt, aber wie viele andere nova genera\n bleiben uns zweifelhaft, da uns der Hortus Sch\u00f6nbrun\u0305ensis Sch\u00f6nbrunnensis , Swartz Flor Flora Ind. Indica occid. occidentalis \u2026 fehlen. Ich bin daher fest entschlossen, w\u00e4hrend der 5\u20136 Jahre die\n meine Reise dauern wird der Versuchung zu wiederstehen widerstehen irgend etwas zu publicieren, ich bin gewi\u00df da\u00df \u2154 unser neuen gen genera und Spec. Species nach Europa zur\u00fckkehrend als uralt erkannt werden, aber man\n gewinnt im\u0305er immer in so entlegenen L\u00e4ndern durch Auf zeichnung neuer nach der Natur gemachten Beschreibungen. Welch ein Schaz\n von Pflanzen in dem wunderbaren, von so vielen neuen Affen und\n undurchdringlichen W\u00e4ldern erf\u00fcllten Lande zwischen dem Orinoco u und Amazon in dem ich 1400 Meilen geogr. geographische zu r\u00fckgelegt. Kaum \u2152 von dem was wir\n gesehen habe ich gesammlet . Ich bin nun v\u00f6llig \u00fcberzeugt, was ich in England nicht glaubte, aber schon aus Ruiz u und Pavon Ruiz\/Pavon\n 1798\u20131802 . , Nee \u2019s u und Haenken \u2019s Herbarium schlo\u00df , da\u00df wir nicht \u2157 aller existirenden Pflanzenspecies\n kennen. Welche wundersamen Fr\u00fcchte, von denen wir (als wir vom Aequator zur\u00fckkamen) eine gro\u00dfe Kiste voll nach Madrid u und Frankreich gesandt. Wir haben viel, recht viel gearbeitet aber vergi\u00df nicht , da\u00df das Pflanzenbeschreiben nur ein Nebenzwek meiner Reise war. In der Ungewi\u00dfheit , da\u00df diese 2 Kisten Dir sp\u00e4t\n zu Ge sicht kommen, sende ich in 14 Tagen\n \u00fcber S. Sankt Thomas 200 auserlesene Species unmittelbar f\u00fcr Dich nach Hamburg . Du wirst darin mit Freuden neue species von Befaria erkennen! Die Pariana campestris .... Aber ach! mit Thr\u00e4nen er\u00f6fnen wir fast unsere Pflanzenkisten. Unsere\n Herbaria haben dasselbe Schiksal \u00fcber das bereits Sparman , Banks , Swartz u und Jacquin geklagt. Die unerme\u00df liche N\u00e4sse des afrikanisch amerikan. amerikanischen Klimas, die Geilheit der Vegetation in der es so schwer ist alte,\n ausgewachsene Bl\u00e4tter zu finden , haben\n \u00fcber \u2153 unserer Samlung verdorben. Wir finden t\u00e4glich neue Insekten welche\n Papier und Pflanzen zerst\u00f6hren. Kampfer, Terpentin, Theer,\n verpichte Bretter, Aufh\u00e4ngen der Kisten an Seilen in freier Luft, alle in Europa ersonnenen K\u00fcnste\n scheitern hier u und unsere Geduld erm\u00fcdet. Ist man 3\u20134 Monath abwesend, so kennt man\n sein Herbar. Herbarium kaum wieder, von 8 Exemplaren mu\u00df man 5 wegwerfen , vollends in der Guayana , dem Dorado u und dem Amazonenlande , wo wir\n t\u00e4glich im Regen schwammen, am Atabapo wo\n unter Wilden, die stets vom Faulfieber leiden, unsere Gesundheit unbegreiflich widerstand. Vier Monathe lang schliefen wir in den\n W\u00e4ldern, von Crocodillen, Boas u und Tiegern (die hier selbst Canoen anfallen) umgeben, nichts\n genie\u00dfend als Reis, Ameisen, Manioc, Pisang u und Orinoco Wasser und bisweilen Affen;\n von Mandavaca bis zum Vulkan Duida , von den Grenzen des Quito bis Surinam hin Strekken von 8000 \u25a1 Meilen Quadratmeilen treffend, in dem kein Indianer , nichts , nichts als Affen u und Schlangen leben, das Gesicht, die H\u00e4nde von Moskitenstichen geschwollen \u2026 Aber dagegen auch welcher Genu\u00df in diesen majest\u00e4 tischen Palmenw\u00e4ldern, diese\n Verschiedenheit unabh\u00e4ngiger freier Indianische r V\u00f6lkerschaften, diesen Rest Peruanischer Kultur unter Nazionen, die\n ihren Akker wohl bestellend, Gastfreundschaft aus\u00fcbend, sanft u und menschlich scheinend wie die Othaheiter, wie sie, \u2013\n Anthropophagen sind. Ueberall, \u00fcberall, im freien S\u00fcd Amerika (ich rede von dem Theil s\u00fcdlich von den Katarakten des Orinoco , wo au\u00dfer 5\u20136\n Franziskaner M\u00f6nchen kein Wei\u00dfer Mensch vor uns eindrang) fanden wir in den\n H\u00fctten die entsezlichen Spuren des Menschenfressens!! Meine Gesundheit u und Fr\u00f6hlichkeit hat troz des ewigen Wechsels von N\u00e4sse, Hize u und Gebirgsk\u00e4lte (der s\u00fcdliche Theil der Guayana , die Parime ist keineswegs ein seichtes ebenes Land, wie es die Geographen schildern,\n nein es hat einen m\u00e4chtigen von Popayan u und Quito auslaufenden sich mit dem Oyapock (bei Cayenne ) verbindenden Gebirgs stok, den ich in 1\u00b0 Breite n\u00f6rdl. n\u00f6rdlich vom Aequator 9600 Fu\u00df hoch fand.) meine Gesundheit sag\u2019 ich hat sichtbar zugenommen seitdem ich Spanien verlie\u00df. Die\n Tropenwelt ist mein Element u und ich bin nie so ununterbrochen gesund gewesen als in den lezten 2\n Jahren. Ich arbeite sehr viel, schlafe wenig, bin oft bei astron. astronomischen Beobachtungen 4\u20135 Stunden lang ohne Huth der Sonne ausgesezt, ich\n war in St\u00e4dten ( la Guayra , Portocabello ) wo das gr\u00e4\u00dfliche gelbe Fieber\n w\u00fcth ete u und nie , nie hatte ich nur Kopfweh. Nur\n in S. Santo Thom\u00e9 de la Angostura der Hauptstadt der Guayana u und in Nueva Barcellona hatte ich 3 Tage lang Fieber, einmal am Tage meiner R\u00fckkunft vom R\u00edo Negro da ich nach langem Hungern zum\n ersten Mal u und unm\u00e4\u00dfig Brod geno\u00df u und das andere Mal von einem kleinen hier stets Fie ber\n erregenden Staubregen bei Sonnenschein benezt. Meine Aufnahme in den Span Spanischen Colonien ist so schmeichelhaft, als der eitelste und aristokra tischte aristokratischste Mensch sie nur w\u00fcnschen kann. In L\u00e4ndern, in denen kein Ge meinsinn herrscht, u und in denen alles nach Willk\u00fchr gelenkt wird, entscheidet die Gunst\n des Hofes alles. Das Ger\u00fccht , da\u00df ich im von der K\u00f6nigin u und dem K\u00f6nig von Spanien pers\u00f6nlich\n ausgezeichnet wor den bin, die Empfehlungen\n eines neuen allm\u00e4chtigen Ministers D n Don Luis Mariano de Urquijo \u2013 erweichen alle Herzen. Nie, nie\n hat ein Naturalist mit solcher Freiheit verfahren k\u00f6nnen. Dazu ist die Reise bei weitem nicht so theuer als man glauben m\u00f6chte, wenn man\n h\u00f6rt, da\u00df ich auf den Fl\u00fcssen 24 Indianer viele Monathe lang, im Innern oft\n 14 Maulthiere f\u00fcr Pflanzen und Instrumente be durfte \u2026 Meine Unabh\u00e4ngigkeit ist mir mit jedem Tage \u00fcber alles\n theuer. Daher habe ich nie, nie eine Spur von Unterst\u00fczung irgend eines\n Gou vernements angenommen u und (falls deutsche Zeitungen vielleicht einen engli schen mit mir \u00fcbrigens sehr schmeichelhaften Artikel \u00fcbersezen \u201eda\u00df ich mit\n besondern Auftr\u00e4gen reise, zu einem gro\u00dfen Posten im Indischen Rath bestim\u0305t bestimmt bin \u201c ) so lache, wie ich, dar\u00fcber.\n Falls ich nach Europa gl\u00fck lich zur\u00fckkehre, so werden mich ganz\n andere Pl\u00e4ne besch\u00e4ftigen, die mit dem Consejo de Yndias wenig zusammenh\u00e4ngen. Ein Menschenleben,\n begon nen wie das meinige, ist zum\n Handeln bestim\u0305t bestimmt u und sollte ich unterliegen, so\n wissen die, welche meinem Herzen so nahe als Du sind, da\u00df ich mich nicht\n gemeinen Zwekken aufopfere. Wir Ost - und\n Nordeuropaer haben \u00fcbrigens gar tolle u und wunderbare Vorurtheile \u00fcber das Spanische Volk. Ich habe nun 2\n Jahre lang vom Capuciner an (ich war lange in ihren Missionen unter den\n Chaymas-Indianern) bis zum Vicek\u00f6nig mit allen Menschenklassen genau verbunden gelebt, ich bin der Spanischen Sprache jezt fast wie meiner Muttersprache m\u00e4chtig \u2013 u und in dieser genauen Kentni\u00df kann ich versichern, da\u00df diese Nazion troz des Staats - u und Pfaffenzwanges mit Riesenschritten ihrer Bildung\n entgegengeht, da\u00df ein gro\u00dfer Charakter sich in ihm ihr entwikkelt \u2026 Ob Du von so vielen Dir geschriebenen Briefen denn keinen erhalten? Ich\n wiederhole deshalb, da Dich aus alter Jugendfreundschaft meine Abend theuer so genau interessiren, die\n Hauptepochen meiner Reise. Am 5. Jun Junius 1799. segelten wir von Coru\u00f1a ab auf\n Fregatte Pizarro nach den Canarien , wo wir den Pic de Teyde bis in den\n Crater bestiegen. Seit 12 Jahren war niemand dort gewesen. Mr. Mister Johnstone ein Kaufmann aus Madeira war der lezte vor uns. Am\n 16 . Jul. Julius im Hafen von Cuman\u00e1 . Bis\n November dort u und in dem Gebirge Tumiriquiri ,\n unter den Indios Chaymas, am Guarapiche u und Costa de Paria . Am 18 . Nov. November zur See nach La Guayara und Caraccas . Dort in umliegen de Gegend, die Silla besteigend, 2 Monath. Dann durch Valles de Aragua , die Cacao Pflanzungen am\n Romantischen See von Valencia (wo wir\n einen Baum entdekten, dessen Milch die Indianer wie Kuhmilch genie\u00dfen, sie\n ist sehr n\u00e4hrend u und giebt sauren K\u00e4se!) nach Portocabello dann s\u00fcdlich durch das gro\u00dfe Llano (eine\n W\u00fcste voll Gymnot. Gymnotus electricus in S\u00fcmpfen u und wilde Pferde zu 1\n Reichsthaler das St\u00fck) in die Prov. Provinz Varinas an der Grenze von St. Santa F\u00e9 bis R\u00edo Apure in 7\u00b0 Lat Latitudo . Auf diesem Flu\u00df \u00f6stlich in den Orinoco bis Cabruta dann diesen s\u00fcdlich aufw\u00e4rts bis zum jenseits der f\u00fcrchterlichen Catarac te de Maypure u und Atures , an die M\u00fcndung der des von Quito kommenden Guaviare in 3\u00b0 Lat Latitudo . Dann den Orinoco verlassend auf\n den kleinen Fl\u00fcssen Atabapo , Tuamini u und Temi gegen S\u00fcdost ein 150 Meilen von Quito bis an den wegen Schlangen\n ber\u00fcchtigten monte de Pimichin . Durch\n diesen Wald trugen die Indianer 3 Tage lang die Piragua bis an den R\u00edo Negro , diesen hinab s\u00fcd\u00f6stlich bis S. San Carlos , einer von 8 Mann bewachten Grenzfestung gegen den Bresil (Gegen\u00fcber besizen\n die Portugiesen S. San Jos\u00e9 de Maravitanos , sie hinderten mich mit den Instrumenten weiter vor bis an den nahen Amazonenflu\u00df zu dringen). Dann\n durch den Casiquiare n\u00f6rdlich an den\n Quellen des Orinoco , diesen aufw\u00e4rts bis\n jenseits dem Vulkan Dui da im Dorado in W\u00e4ldern von Cacao , Caryocar , einem neuen genus Juvia (Mandelbaum mit 14 zoll breiten Fr\u00fcchten) \u2026 dann den ganzen Orinoco abw\u00e4rts bis an die M\u00fcndung eine Reise von 1200 Meilen auf den Fl\u00fcssen von der\n M\u00fcndung des Orinoco durch das Llano de Curacatiche nach Barcellona , um endlich am 1 . Sept September 1800 in Cuman\u00e1 zur\u00fck im Hause\n unseres Freundes D n Don Vicente Emperan (Gouverneurs dieser Provinz .) Bis 24 . Nov. November ordneten wir unsere Samlungen u und machten Excursionen ins Gebirge Chuparuparu , dann mit vieler Gefahr u und schreklichem Sturm von Nueva\n Barcellona nach Havana , wo wir 19 . Dec. December 1800 ankamen u und wo ich die ersten Briefe aus Europa seit 18 Monathen las, mit Freuden las, denn alle\n Nachrichten waren fr\u00f6hlich. So viel damit Du u und unsere Freunde (Du theilst wohl Herrn Kunth od. oder meinem Bruder Wilhelm falls de er in Berlin ist, diesen Brief mit) den Faden meiner Reise nicht verlieren. Mit meinem Reisegef\u00e4hrten Alexandre\n Bonpland bin ich \u00fcberaus zu frieden. Es ist ein\n w\u00fcrdiger Sch\u00fcler Jussieu \u2019s, Defontaine \u2019s u und besonders des alten wunderlichen Richard \u2019s (der wohl der beste Botanist in Paris ist) . Er\n ist \u00fcberaus th\u00e4tig, arbeitsam, sich leicht in Sitten u und Menschen findend, spricht sehr gut spanisch, ist sehr muthvoll u und uner schrokken. Er hat\n vortrefliche Eigenschaften eines reisenden Naturalisten. Die Pflanzen mit\n doubletten \u00fcber 12000 hat er allein getroknet, die Beschrei bungen sind etwa zur H\u00e4lfte sein Werk. Oft haben wir jeder\n besonders dieselben Pflanzen beschrieben, um gewisser zu sein. In der Guayana wo man wegen der Mosquiten die die Luft verfinstern, Kopf u und H\u00e4n de stets verdekt halten mu\u00df,\n ist es fast unm\u00f6glich am Tageslicht zu schreiben. Man kann die Feder nicht\n ruhig halten, so w\u00fcthig schmerzt das Gift dieser Insekten. Alle unsre\n Arbeit geschah beim Lichte Feuer in einem Theile der Indianischen H\u00fctten, wo d kein Sonnenstrahl eindringt u und in die man auf dem Bauch kriecht. Dort erstikt man fast vor Rauch , aber leidet weniger von den\n Mosquitos. In Maypure retteten wir uns mit den Indianern mitten in die Catarakte, wo der Strohm rasend tobt u und wo der Schaum die Insekten vertreibt. In Mi Higuerote gr\u00e4bt man sich Nachts in den Sand, so da\u00df blo\u00df der Kopf hervor ragt u und der ganze Leib mit 3\u20134\n Zoll Erde bedekt bleibt. Man h\u00e4lt es f\u00fcr Fabel wenn man es\n nicht sieht. Sonderbar da\u00df wo die schwarzen Wasser , eigentlich die kaffeebraunen Fl\u00fcsse ( Atabapo , Guainia \u2026 ) anfangen weder Mosquitos noch Crocodille gefunden werden. Und Du, mein Guter, wie f\u00fchrst f\u00fchrst Du im h\u00e4uslichen stil len Gl\u00fckke\n Dein arbeitsames Leben fort? Wie gl\u00fcklich bist Du diese undurchdringlichen\n W\u00e4lder am R\u00edo Negro ; diese Palmenwelt nicht zu sehen \u2013 es w\u00fcrde Dir unm\u00f6glich\n scheinen Dich nochmals an einen Kienenwald zu gew\u00f6hnen. Nur hier, hier u und selbst nicht mehr hier, in der Guayana in S\u00fcdAmerika ist\n die Welt recht eigentlich gr\u00fcn. Der Artocarpus\n incisus , den man in der Guayana kultivirt, gedeiht vortreflich. Ich kenne Plantagen\n welche 4\u2013500 St\u00e4mme besizen. Vierj\u00e4hrige B\u00e4ume geben unz\u00e4hlige Fr\u00fcchte , sind 30 Fu\u00df hoch u und haben 3 Fu\u00df lange u und 18 Zoll breite Bl\u00e4tter! Aber Epoche in der Geschichte des Akkerbaus\n macht das Zukkerrohr von Ota heiti , das man in ganz Westindien baut, das 3fach dikker als das alte hier sonst\n gew\u00f6hnliche ist u und wenigstens \u2153 mehr Zukker giebt. Diese Pflanze allein k\u00f6nnte Cooks Namen verewigen. Wie sehnlich harre ich auf die Fortsezung Deiner Spec. Species plant. plantarum ! Verge bens habe ich\n sie in Philadelphia suchen lassen. Im\n Kriege gedeiht nichts. H\u00e4ttest Du nicht Gelegenheit mir 2 Exemplare zu kommenzulassen zukommen zu lassen , eines nach dem Cap de bonne esp\u00e9rance durch Holland und das andere nach Mexico . Sende das\n Exem plar durch den Franz. Franz\u00f6sischen Gesandten in Berlin an den Franz\u00f6s. Franz\u00f6sischen Gesandten in Madrid od. oder an D n Don Raphael Clavijo , Bri gadier de los Reales Exercitos en la\n Coru\u00f1a . Auch durch S. Sankt Thomas od. oder Charleston an mich nach Havana addressirt (Casa del S r Se\u00f1or D n Don Luis de la Cuesta ) w\u00e4re es leicht. Auf allen diesen Wegen kom\u0305t kommt mir das Exemplar zu. Ich erhielt hier z. zum B. Beispiel meines Bruders Aesthetische Versuche . Von meiner\n Dankbarkeit gegen Dich sag ich nichts. Ich wiederhole , da\u00df mein ganzes Herbarium , so bald ich publicirt, Dein\n sein soll. Hier in Amerika sind ungeheure\n Pflanzensch\u00e4ze, ab vortrefliche Zeichnungen, Beschreibungen , alles ist\n fertig, aber wie ist an Publica tion in\n einem Lande zu gedenken, wo die Buchh\u00e4ndler 20000 Reichsthaler fordern, um ein Buch drukken zu lassen, in einem Lande wo man noch 10\n Jahr lang mit Ruiz Flora besch\u00e4ftigt sein wird. D n Don Celestino Mutis in St Santa F\u00e9 hat gewi\u00df \u00fcber 1500 bis 2000 neue species. Die\n Flora Novae Ger Grenad. Grenadae ist fertig . Haenke ist noch in Chili , nachdem\n er mit Malaspina die ganze Welt bereist. Reicher an Pflanzen ist niemand ist in der Welt. Sesse ein sehr , sehr guter Botanist, hat 7 Jahre\n lang ganz Mexiko u und Californien bereist. Er hat 2000 Zeichnungen. Tafala arbeitet noch in Peru wie Cervantes in Mexiko . Hier in der Insel Cuba ist eine eigene Botan. Botanische Comission, deren Haupt D. r Doctor Boldo am gelben Fieber gestorben ist. Der junge Estevez , Sesse \u2019s Sch\u00fcler, hat ist hat ihn substituirt. Mit ihm arbeitet ein Mexikanischer Mahler Echeveria , dessen Talent im Pflanzenzeichnen ich mit nichts\n vergleichen kann. Alle Bauer Die beiden botanischen Zeichner und Maler Ferdinand Lucas und Franz Andreas Bauer . u und Pariser K\u00fcnstler verschwinden gegen den Mexikaner. Broussonet hat sich wegen der Pest von Mogador nach S. Santa Cruz de Teneriffa gefl\u00fcchtet, wo er jezt Consul\n ist. Ich habe das Ministerium gebeten, einen jungen Franciscaner M\u00f6nch\n durch Cavanilles unterrichten zu lassen, um den R\u00edo Negro zu bereisen. Nur in dem\n Frok, od. oder in Beglei tung eines M\u00f6nchs kann\n man dort reisen ohne sich vor den Indianern zu f\u00fcrchten. Der jezige Padre Guardian der Missionen Fray Juaquin Marquez ein wakkerer M\u00f6nch\n mit dem ich in genauer Freundschaft gelebt, hat das Projekt sehr\n unterst\u00fczt. Ich habe an manchen Orten Instrumente gelassen u und wir d\u00fcrfen hoffen bald \u00fcber diesen finstern, unbekannten Theil\n der Welt, \u00fcber den alle Karten erlogen sind, einiges Licht zu erhalten. Wenn ich an die Zeit zur\u00fckdenke, wo ich Dir Hordeum\n murinum zu bestim\u0305en bestimmen brachte, wenn ich mich erinnere, da\u00df das botanische Stu dium mehr als meine Reise mit Forster , den Trieb in mir rege machte, die\n Tropenwelt zu besuchen \u2013 wenn ich an in meiner Phantasie die Rehberge , die Panke , und\n die Katarakte von Atures , ein Haus\n von China ( Cinchone Cinchona alba ) in dem ich lange gewohnt , verei nige \u2013 so kom\u0305t kommt mir das alles oft wie ein Traum vor!\n Wie viele Schwierigkeit habe ich \u00fcberwunden! Vergeblich auf Baudins Reise um die Welt gewar t et, dann Egypten und Algier um einen Schritt nahe, dann in S\u00fcdAmerika u und nun wieder in der Hofnung Baudin u und Michaux in der S\u00fcdsee zu finden \u2013 Wie wunderbar ist ein\n Menschenleben verkettet. Tr\u00e4ume ich mir dann bisweilen ein gl\u00fckliches Ende\n dieser gefahrvollen Irrfahrt, tr\u00e4ume ich mich an die Ekke der Friedrichsstra\u00dfe in Dein altes Zimmer, Deinem Herzen immer gleich nahe, mache ich mir diese Bilder recht lebhaft, o\n dann w\u00e4re ich im Stande das Ende dieser Reise fr\u00fcher heranzu r\u00fckken, u und zu vergessen, da\u00df in gro\u00dfen Unternehmungen die kalte Vernunft u und nicht die Neigung den Entschlu\u00df leiten soll. Eine innere Stim\u0305e Stimme sagt mir, da\u00df wir uns wieder sehen. Gr\u00fc\u00dfe Dein liebes Weib , die Schwiegermutter herzlich, umarme die Klei nen Willdenows S\u00f6hne Carl\n Wilhelm und Johann\n Carl . u und vor allem den Freund Hermes , der\n mich wohl nicht ganz ver gessen hat. Von Jacquin u und van der Schott , den ich so sehr liebe,\n habe ich nie eine Antwort erhalten k\u00f6nnen. Wann wird dieser entsezliche\n Krieg enden, der alles alle Verbindung hindert. Seit Merz 1800 hat hier niemand Briefe aus Spanien . Lebe wohl, mein theuer\n Willdenow u und rufe mein Andenken in der Versamlung unserer vortreflichen\n Freunde, bei Klaproth , Karsten , Z\u00f6llner , Hermbstedt , Bode , Herz \u2026 zur\u00fck. Mit br\u00fcderlicher Liebe Dein alter Sch\u00fcler Alex. Humboldt meine sicheren Adressen in Spanien sind: Mr. Monsieur de H. \u00e0 Madrid chez Mr. Monsieur le Baron de Forell Casa de Saxonia. Tausend Empfehlungen an Herrn Kunth , den Du wohl aufsuchst , wenn Du diesen Brief erh\u00e4lst. Sage diesem alten Freunde,\n da\u00df ich meinem Entschlusse getreu, jeder Gelegenheit nur 1 Brief\n anzuvertrauen ihm heute mit einem anderen Schiffe ebenfalls geschrie ben. Hast Du im Okt Oktober 1800 Saamen erhalten, die ich an Vahl in Copenhagen addressirt. Wir haben zu ver schiedenem\n Male z eine gro\u00dfe Menge Saamen nach Paris an Jussieu , an Sir Joseph Banks nach London u und an Ortega nach Madrid gesandt. Ich hoffe da\u00df sie gedeihen, den denn sie waren sehr frisch u und gewi\u00df selten, da wir uns h\u00f6chstens mit Aublet Aublet 1775 . hier u und da begegnet sind. Existirt mein alter Freund Persoon noch in Europa , so bitte ihn mir Empfehlungen an seine Familie gradehin nach dem Cap zu senden.","11":"Liebster Freund, In meinem lezten Briefe versprach ich Dir eine Samlung aus erlesener Pflanzen (250 Spec Species ) welche ich Dir zum Geschenk bestim\u0305t bestimmt habe. Heute gehen Sie sie ab, mein Lieber u und die Eil mit der ich Sie sie einpakke hindert mich die Be schreibungen zu copiren. Bewahre die n o Nummern wenn Du die Pflanzen in Dein Herbarium legst. Sie werden einst sehr n\u00fczlich sein. Die Melastomae , Befariae , Paulliniae , Pariana \u2026 sind Dir gewi\u00df angenehm. 1700 Spec. Species ebenfalls Fr\u00fcchte unsrer Reise am Orinoco , R\u00edo Negro u und der Parime , 1700 Spec Species (die doubletten abgerechnet) sind Dir ebenfalls zum Geschenk bestim\u0305t bestimmt , wie alle , alle Pflanzen welche\n ich samle. Mr. Mister John Fraser den Du aus Walters Flora kennst, bringt sie nach Eng land .\n Diese 1700 Spec. Species bitte ich Dich, da ich meine Pflanzen selbst zu ediren gedenke,\n vor meiner R\u00fckkunft noch nicht in Dein Herbarium einzurangiren,\n da mit mir die Arbeit leichter ist. Fraser wird Dir schreiben, so bald er mit dem Pflanzenschaz ankom\u0305t ankommt . Du siehst , da\u00df ich mein Versprechen halte u und da\u00df wir auf einer Reise, die nicht eigent lich\n botanische Zwekke hat, nicht faul sind. Ich reise morgen von hier nach Carthagena , Panam\u00e1 , Guajaquil u und Quito ab, von da nach Lima , dann Acapulco , Mexico u und Phi lippinen . So ist mein\n Plan. Meine Gesundheit ist eisern fest. Ich umarme Dich herzlich. Mein Begleiter Bonpland , ein sehr wakkerer\n Botanist, gr\u00fc\u00dft Dich unbekannter Weise. Tausend Empfehlungen an Dein\n liebes Weib . A Humboldt. Havana den 4 . Merz 1801. \u00c0 Monsieur Mr. Monsieur le Professeur Willdenow Membre de l\u2019Acad\u00e9mie Berlin en Allemagne Germany avec une Caisse sign\u00e9e Prus s ia contenant des plantes s\u00e8ches.","12":"Mexiko, den 29. April 1803 Wenige Tage nach meiner Ankunft in dieser gro\u00dfen und sch\u00f6nen Hauptstadt Neuspaniens , erhielt ich Deinen lieben\n Brief vom I Oktober 1802. Die Freude dar\u00fcber war um so gr\u00f6\u00dfer, da, seitdem ich Europa verlassen habe, dies das erste- und einzigemal ist da\u00df ich etwas von Dir lese, obgleich ich\n \u00fcberzeugt bin da\u00df du mir oft geschrieben hast. Auch von meinem Bruder habe ich, seit meiner Abreise aus Corunna , h\u00f6chstens 5 bis 6 Briefe\n innerhalb vier Jahre bekommen. Es scheint als wenn ein feindlicher Unstern, mehr\n in Absicht der Briefe, als der Schiffe, hier \u00fcber uns waltet. Doch ich will\n nicht klagen, da mir nun bald die Freude bevorsteht, Euch alle wieder zu\n umarmen. \u2013 \u2013 Wir haben schon \u00fcber zehn- oder zw\u00f6lfmal gro\u00dfe Sendungen frischer S\u00e4mereien von\n hier abgeschickt: an den Botanischen Garten in Madrid , wo Cavanilles , wie ich\n sehe, in den Anales de Historia natural Cavanilles\n 1800 . bereits einige neue Spezies aus diesen Samen\n beschrieben hat; an den Garten in Paris ; und, \u00fcber Trinidad , an Sir Josef\n Banks in London . Allein, denke\n darum nicht, da\u00df mein Reichthum ersch\u00f6pft sei, oder da\u00df ich Berlin vergessen werde. Ich besitze eine\n ausgezeichnete Sammlung, die ich zu Quito ,\n zu Loxa , am Amazonenflu\u00dfe bei Jaen , auf den Anden von Peru , und auf dem Wege von Akapulko nach Chilpensingo und Mexiko , zusammengebracht habe. Diesen\n Schatz will ich nicht dem Zufall der Posten, die unglaublich nachl\u00e4\u00dfig sind,\n anvertrauen; sondern, da ich nun im Begrif stehe selbst nach Havanah und Europa abzureisen, Dir selber \u00fcberbringen. Ich habe Alles h\u00f6chst\n sorgf\u00e4ltig getrocknet. Was ich Dir bringe, sind viele Samen von Melastoma,\n Psychotria, Kassia, Bignonia, Mimosa (ohne Zahl!), Solanum, Jacquinia,\n Embothrium, Ruellia, Gyrokarpus Jacq. Jaquinii ,\n Bornadesia,\n Achras, Lukuma, Bugainvillea, Lobelia, und ein halbes Hundert Pakete unbekannter\n Arten aus den Andes , aus dem Amazonenlande ,\n u.\n s. w. .... Ferner werden meine Freunde in Amerika immer bereit sein, Dir auf mein Ersuchen recht\n h\u00e4ufig ganz frische Samen zu schicken. Ich nenne Dir itzt nur gleich als die\n th\u00e4tigsten M\u00e4nner: Tafalla zu Guayaquil ; Olivedo zu Loxa , Matis , der erste Pflanzenmaler in der Welt und ein\n treflicher Botaniker, zu Santa Fe , ein\n Sch\u00fcler von Mutis ; imgleichen einige\n Kapuziner in Neuandalusien und Guayana . Auch ist ein vortreflicher und eifriger\n Naturforscher Hr Caldas zu Popayan . Es freut mich sehr, da\u00df meine Pflanzen durch Hrn Fraser endlich bei Dir angekommen\n sind. Du wirst aus meinen \u00e4lteren Briefen wissen, da\u00df, nachdem wir ein halbes Jahr in\n den Volkanen zu Quito zugebracht, und fast die Spitze des Tschimborasso erstiegen haben, wir\n zu Kuenka und Loxa gewesen sind, um dort die Cinchona-Arten zu\n studieren. Von Loxa gingen wir, \u00fcber\n f\u00fcrchterliche Wege, nach der Provinz Jaen\n de Bracamoros , und nach dem Amazonenflu\u00df ; von da, \u00fcber die Kordillere, durch die gro\u00dfen Bergwerke\n von Chota , nach Truxillo , und l\u00e4ngs der K\u00fcste des S\u00fcdmeers nach Lima : wo ich den Durchgang des Merkurs\n beobachtet habe. Von Lima machten\n wir die Reise nach Guayaquil zur\n See, blieben dort einen Monat, und schiften nach Akapulko , auf welcher letzten Fahrt wir 35 Tage\n zubrachten, und einen grausamen Sturm dem Golf von Nicoya gegen\u00fcber auszustehn hatten. Da\u00df ich seit lange die Reise nach den Philippinen aufgegeben habe, wei\u00dft Du. Ich w\u00fcrde einen ungeheuren\n Seeweg machen, blo\u00df um eine einzige Inselgruppe zu sehen. Auch erlaubt der\n gegenw\u00e4rtige Zustand meiner Instrumente mir nicht die Reise zu verl\u00e4ngern, die\n schon vier Jahre dauert; und es ist mir unm\u00f6glich gewesen, mir neue Instrumente\n aus England zu verschaffen. Man ist\n hier fast ganz abgeschnitten von der \u00fcbrigen Welt, wie im Monde. Ich w\u00fcnschte gegen Ende dieses Jahres in Europa zu sein. Allein, das schwarze\n Erbrechen, welches schon zu Vera Cruz und in Havanah herrscht, und die\n Furcht vor der \u00fcblen Schiffahrt im Oktober, m\u00fcssen mich zur\u00fcckhalten. Ich will\n nicht mit einer Trag\u00f6die endigen. Weil ich nun aber den sicherern Weg w\u00e4hle, so\n werde ich wahrscheinlich erst im April oder Mai 1804 in Europa anlangen. Ich wei\u00df nicht, ob ich heute Zeit haben werde meinem Bruder zu schreiben. Sei so gut, ihm diesen\n Brief mitzutheilen, und ihm zu sagen, da\u00df ich vollkommen gesund bin, und da\u00df mir\n nichts fehlt, als seine Briefe. \u2013","13":"So gross auch der Wirrwarr meiner eigenen Gesch\u00e4fte ist, so werde ich doch Zeit\n finden, Deine Auftr\u00e4ge zu besorgen. Zu Dupetit-Thouard , der ein gar h\u00f6lzerner Mensch ist, gehe ich\n heute selbst. Es ist unendlich schade, dass Dein guter Genius Dich nicht dieses\n Jahr statt nach Triest nach Paris gef\u00fchrt hat. Du h\u00e4ttest hier mein und Bonpland \u2019s grosses Herbarium, La Marque \u2019s und Jussieu \u2019s zu Gebote gehabt. Du h\u00e4ttest selbst ausgelesen, was\n Dir n\u00fctzlich ist. So hat es Vahl gemacht,\n denn durch Correspondenz ist von den hiesigen Menschen nichts zu erlangen. Mit diesem Briefe, guter Willdenow, geht ein Kistchen unserer s\u00fcdamerikanischen\n und mexicanischen Samen ab. In Malmaison haben viele davon gekeimt, und ich hoffe, sie sollen es in Berlin ebenfalls. Ich lasse jetzt hier drucken: 1) \u201eTableau physique des r\u00e9gions\n \u00e9quinoxiales\u201c; Der Essai sur la G\u00e9ographie des Plantes\n accompagn\u00e9 d\u2019un tableau physique des r\u00e9gions \u00e9quinoxiales ( Humboldt 1805 ). 2) das erste Fascikel der \u201ePlantae\n aequinoctiales\u201c mit pr\u00e4chtigen Kupfern; 3) \u201eObservations de Zoologie et d\u2019Anatomie\n compar\u00e9e\u201c ; 4) \u201eObservations\n astronomiques et Mesures ex\u00e9cut\u00e9es dans un voyage aux Tropiques.\u201c Alle erscheinen deutsch zugleich.","14":"Rom, d den 10. Sept. September 1805. Ich eile, mein theurer Freund, Ihren liebevollen Brief vom 17 Aug. August , der gestern hier\n eingetroffen ist, sogleich zu beantworten und Ihnen f\u00fcr die Herzlichkeit u und G\u00fcte zu danken, welche aus jeder Zeile desselben hervorblikt. Da\n ich in etwa 6\u20137 Tagen meine R\u00fckreise nach dem Vaterlande , zu Ihnen, antrete u und ich \u00fcber das Einpakken so vieler Ma nuscripte u und Zeichnungen etwas unruhig bin, so schreibe ich Ihnen nicht so\n ausf\u00fchrlich als ich es sollte. Aber von Ihrer Gewogenheit darf ich Nach sicht erwarten. Ich bin ganz besch\u00e4mt\n dar\u00fcber , da\u00df ein\n Paar\n Colibrifedern u und Andes -Gesteine so gro\u00dfe Bewegungen\n veranla\u00dft haben. Ich m\u00fc\u00dfte bei ernsthafterem Nachdenken aber auch sehr\n undankbar sein, wenn ich nicht ehrfurchtsvoll ger\u00fchrt sein sollte, \u00fcber die\n mannichfaltigen Bewei se des\n Interesses , welches des K\u00f6n. K\u00f6nigs Maj. Majest\u00e4t f\u00fcr meine Erhaltung u und f\u00fcr mei ne Arbeiten\n ununterbrochen seit einem Jahr bezeigt hat, Beweise , die f\u00fcr einen Abwesenden, der sich eher f\u00fcr vergessen\n halten sollte, doppelt schmeichelhaft sind. Wenn Sie\n meine\n geognostisch en Karten u und Messungen, die gezeichneten\n Physionomien\n der Berge u und die Beschreibungen selbst sehen werden, so\n darf ich hoffen, da\u00df Ihnen die \u00fcbersandten Suiten vielfacher wichtig\n scheinen werden. Dazu hat wenigstens kein Kabinett etwas \u00e4hnliches\n aufzuweisen. Da\u00df ich nicht mehr mitgebracht, wie oft gefragt wird, davon,\n theurer Freund, sehen Sie die Gr\u00fcnde leicht ein. Ich bin nie von irgend einem F\u00fcrsten unterst\u00fczt worden. Man klagt in Deutschland , wenn man gezwungen ist , mit 3 Koffern zu reisen, ich hatte , da\n Pflanzen so volumi n\u00f6s sind, Papier,\n Speisevorrath, oft Kohlen und Wasser mitgeschleppt werden m\u00fcss mu\u00dfte , auf Strekken von 7 \u2013 800 Meilen 35 bis 40 Kisten bei mir!\n Von dem Gesam leten b\u00fc\u00dft man meist \u2153 od. oder mehr ein und ob ich gleich gewisse Kisten ununterbrochen 4 Jahr\n lang mit mir gehabt, so wird man doch am Ende noch gezwungen , der Kosten wegen einen Gro\u00dfen gro\u00dfen Theil des l\u00e4ngst gesamleten wegzuwerfen. So habe ich wegen des\n theuren Transports von Mexiko nach Veracruz sehr viel Mineralien im bei Del Rio im dor tigen Bergseminario gelassen.\n Eine andere H\u00e4lfte alles zu sam mit gebrachten hat nat\u00fcrlich Herr Bonpland erhalten, so da\u00df nach allen diesen Umst\u00e4nden u und unter der Voraussezung , da\u00df Sammeln von Naturprodukten gar nicht Zwek meiner Expedition sein\n konnte, man sich nicht wundern darf, da\u00df ich so wenig besize. Ich habe gern\n und gewissenhaft gege ben , alles , was ich besa\u00df ; ich habe sogar allen Anfechtungen widerstanden, Freunden\n wie Blumenbach , Werner , Faujas irgend etwas zu geben. Da\u00df mein Vaterland nicht mehr von mir besizt, liegt nicht an mir,\n sondern an meiner wenig gl\u00e4nzenden \u00e4u\u00dferen Lage. Meine Pflanzen werden nun auch bald aus Paris ankommen und\n diese sind unserem edeln Willdenow als\n Geschenk bestim\u0305t, damit ich ohne Eigenthum \u00e4cht nomadisch meinen Blik um so freier nach dem\n Inneren Asien wenden\n kann. Hat der K\u00f6nig so liebevoll und g\u00fctig meine \u00fcbersandten Kleinigkeiten gelobt, so\n kenne ich Sie, edler Mann , zu gut , um nicht zu wissen, wie sehr Sie mein\n Verdienst herausgetrichen haben werden. F\u00fcr die Wissenschaften ist es immer\n sch\u00f6n und ehrenvoll, wenn F\u00fcrsten solche \u00f6ffentlichen Beweise Ihres Interesses f\u00fcr die Erweiterung menschl. menschlicher Kenntnisse geben. Aber noch 2 Worte \u00fcber die Kisten hier. Ich habe mit Buch pr\u00e4chtige Sachen f\u00fcr Sie vom Vesuv , Ischia , Neapel , Rom gesammelt. Thompson hat mir viel geschenkt, was ich f\u00fcr\n Sie auch bestim\u0305e. Dazu die antiken Steine. Das Gewicht der 3 Kisten ist 1600 Pfund u und 100\u2114 Landtransport kosten von Rom bis Leipzig 20 \u2013 25\n Piaster .\n Der Wassertransport ist nat\u00fcrlich wohlfeiler, wie viel , erfahren Sie dort leichter, obgleich Assecuranz f\u00fcr 25 p.\n C Prozent ist und f\u00fcr Algierer\n nicht hilft. Ich wage nichts zu enscheiden. Ich wei\u00df , da\u00df ich geduldig 1000\n Piaster bezahlt habe, um meine Pflanzen und Steine von der\n S\u00fcd see nach dem Nordmeer zu\n Lande\n zu schaffen. Aber Sie hangen von Kassen ab. Schr ie be Schreiben Sie bald an meinen Bruder , was er thun\n soll , ob Land od. oder Wasser. Ich umarme Sie herzlich, bald mehr. Buch gr\u00fc\u00dft. Alexander Humboldt Mein\n Werk w\u00e4chst an. 40 Kupfer sind in wenig en Monathen fertig .","15":"Mein theurer Willdenow! Es ist vor wenigen Wochen hier ein junger Mensch angekommen, Namens Sellow , der in dem bot. botanischen Gar ten gearbeitet u und der mir eine Empfehlung von meinem Bruder Wil helm gebracht. Er sieht freundlich,\n munter u und lehrbegierig aus. So elend auch Pflanzenzucht bekanntlich auch in Paris bestellt ist, so kann ihm\n sein Aufenthalt doch in mancher R\u00fcksicht n\u00fczlich werden. Da er in Malmaison keine Collegia h\u00f6ren kann, so\n ha be ich es f\u00fcr besser gehalten, ihn im Jardin des plantes an zustellen. Bei\n dem Zuflu\u00df junger Leute hat man ihm nicht einmal die gew\u00f6hnlichen 34 Soli\n t\u00e4glich schaffen k\u00f6nnen. Ich wer de das erste Jahr gern f\u00fcr sein\n Auskommen sorgen, das hei\u00dft ich werde von meiner Arbeit mit ihm theilen.\n Ich kann mir 1200 livres abm\u00fcssigen, f\u00fcr das n\u00e4chste Jahr mu\u00df man ihm von Ber lin aus etwas\n verschaffen. Es hat mich tief geschmerzt da\u00df Du ihn an Andere u und nicht an mich empfohlen hast. Der Zwek dieser Zeilen ist eine Bitte, theurer Willdenow, aber eine der\n ernsthaftesten Angelegenheiten meines Lebens. Ich rede mit derselben\n Offenheit u und treuen Liebe zu Dir, als vor 19 Jahren, da ich zuerst Dir Hordeum murinum zur Bestimung brachte . Die Bitte ist selbsts\u00fcchtig, aber vielleicht lassen sich mehrerlei Interessen dabei vereinigen . Mein Werk ist\n seiner Vollendung nahe. Sechs Quartb\u00e4nde sind fertig Phys Physique G\u00e9n\u00e9rale od. oder G\u00e9ogr. G\u00e9ographie des plan tes \u2013 Astronomie 2 B. B\u00e4nde Humboldt 1808\u20131811 . \u2013 Zoologie Humboldt 1811\u20131833 . \u2013 Mexico 2 B. B\u00e4nde Humboldt 1811 . . Dazu 3 folio B\u00e4nde Plantes \u00e9quinox \u00e9quinoxiales Humboldt 1808\u20131813 . \u2013 Melast. Melastomac\u00e9es Humboldt\/Bonpland 1816\u20131823 . \u2013 Monumensens Monumens Humboldt\n 1813 . . Man drukt jezt an den 4 B\u00e4nden histor. historische Reise Der Reisebericht (Relation historique \u2013 Humboldt 1814\u20131825 ) erschien\n in drei B\u00e4nden, ein geplanter vierter Band ist nicht erschienen. . Sch\u00f6ll hat sich mit einem \u00fcberaus reichen u und liberalen Buchh\u00e4ndler Stone vereinigt, es fehlt we der an Geld, noch an Vorschu\u00df. Man\n verkauft j\u00e4hrlich f\u00fcr mehr als 140.000 livres von meinen Werken. Die\n Botanik bleibt ganz zur\u00fck. Seit 11 Monathen ist 1 Heft plantes \u00e9quin \u00e9quinoxiales Humboldt\/Bonpland 1808\u20131813 . u und 1 Heft Melast. Melastomac\u00e9es Humboldt\/Bonpland 1816\u20131823 . erschienen. Die Ursachen brauche ich Dir nicht zu enth\u00fcllen. Zu dem\n alten Uebel sind neue dazugekommen. Die Kaiserin\n Josephine h\u00e4lt sich jezt bald in Malmaison bald in Navarre auf, Bonpland hat sich ganz in die\n administration ge worfen, er hat 12000 livres Gehalt u und verspricht wissenschaft liche Arbeiten die er nicht\n leisten kann, selbst bei gutem Willen nicht leisten k\u00f6nnte. Es w\u00e4re unn\u00fcz \u00fcber verlorene Zeit zu klagen, es kom\u0305t kommt darauf an, bessere Maa\u00dfregeln f\u00fcr die Zukunft zu neh men. Bonpl. Bonpland hat die vortreflichsten Eigenschaften des Herzens,\n ich lebe auf dem freundschaftlichsten Fu\u00dfe mit ihm, aber weder ich, noch er\n selbst hat Ein flu\u00df auf ihn. Mir liegt wenig an den Plantes \u00e9quinox. \u00e9quinoxiales Humboldt\/Bonpland 1808\u20131813 u und Melast. Melastomac\u00e9es Humboldt\/Bonpland 1816\u20131823 . M\u00f6gen diese langsam hinschl\u00e4ndern\n \u2013 aber ich will nicht Europa verlassen ehe ich nicht unsere Species habe erscheinen sehen, es sind gewi\u00df\n 12\u20131600 neue Spec Species nach denen zu urtheilen die Du schon beschrieben. Ich habe von B. Bonpland verlangt, da\u00df er mir die Manuscripte 4 Quart- und\n 3 fol. folio B\u00e4nde herausgiebt, da\u00df er mir die Herausgabe der Spec. Species \u00fcber l\u00e4\u00dft. W\u00e4rst Du barmherzig\n genug dieses Werk zu \u00fcbernehmen. Hier meine Vorschl\u00e4ge, ganz frei u und zuthulich: Du k\u00e4mest mit Frau u und Kind hieher. Ich gebe Dir ein h\u00fcpsches\n Quartier, das mir geh\u00f6rt da\u00df , das ich aber nicht bewohne nahe am Panth\u00e9on u und am Jardin des plan tes . In Malmaison findest\n Du auch Wohnung f\u00fcr Dich u und Deine Familie . Ich kenne Deine Art zu\n arbeiten . In wenigen Monathen gehst Du\n das Herbarium u und die MSS Manuscripte durch. Du machst Dir hier Ausz\u00fcge, Du nim\u0305st nimmst entweder die MSS Manuscripte mit nach Berlin od. oder was mir besser scheint, ich lasse abschreiben was Du willst. Eben\n so nimmst Du die Pflanzen mit nach Berlin , die Du noch n\u00e4her studiren mu\u00dft. Ich w\u00fcnsche eine\n Beschreibung ganz wie in Deinen Species . Zu allem was in unseren MSS Manuscripten u und im Herbarium steht, wird Bonpl . od. oder Humb . gesezt, zu allem was Du selbst beschreibst u und discu tirst Willd . So geschieht\n jedem sein Recht. Ein Quart Band, linn\u00e4isch geordnet, entweder blo\u00df neue Spec. Species 12\u20131600 od. oder ich alle von uns gesammelte Pflanzen 5\u20136000. Ersteres h\u00e4tte ich lieber, zu\n jeder beinah haben wir etwas anzumerken z. zum B. Beispiel Standort und H\u00f6he wo die Pflanze w\u00e4chst, wenig od. oder gar keine Synonima blo\u00df Deine Species citirend. Das ganze Werk\n lateinisch. Klein folio wie la Billardi\u00e8re Labillardi\u00e8re\n 1804\u20131806 . , mit linear Zeichnungen, wo von schon ein 50 gestochen sind von Sellier . Man kann 5\u20136\u2013800 u und mehr stechen, das Werk tr\u00e4gt Kosten . Turpin zeichnet schnell u und w\u00fcnscht aus Armuth Arbeit. Du bezeichnetest hier, was Du\n gezeichnet haben willst. Von jedem neuen genus l\u00e4\u00dft man eine Spec. Species vollst\u00e4ndig sch\u00f6n zeich nen u und stechen. W\u00e4re man der neuen genera gewi\u00df, so finge man damit an,\n wo nicht , giebt man diese Zeichnungen (ich\n meine die schattirten) in den plantes\n \u00e9quinoxiales . In einer Vorrede werde ich selbst aufs deutlichste\n sagen was wir Dir verdanken: Titel Nov. Nova gener. genera et Spec Species plantar. plantarum quas in itin. itinere colleg. collegerunt H Humboldt et B. Bonpland , in ord. ordinem dig. digessit et not. notas luc. luculentas instr. instruxit W Willdenow . Da mit die Herausgabe des Textes,\n welcher die Hauptsache ist, unabh\u00e4ngig bliebe von den Kupfern au trait Dessin bzw. Gravure au trait: Umrisszeichnung\n bzw. -stich. , hielt ich es f\u00fcr rathsam, die Kupfer im Texte gar nicht zu citiren u und die Kupfer im gleichen formate ordnungslos Heftwei se folgen zu lassen: Dann finge man mit Spec. Species seltener generum an und hielt es das Publikum aus so lie\u00dfe man den\n Bettel der Salvien, Heliotropen u und Solan. Solanen folgen! Das alles, versteht sich, ganz wie Du es willst. Liegt es\n in Deiner Lage den Vorschlag anzunehmen, so wei\u00df ich was Dich bewegt, Liebe\n zu mir, Gewi\u00dfheit ein n\u00fczliches Werk in die Welt zu bringen u und der Wissen schaft, die Du neu begr\u00fcndet hast, einen\n neuen Dienst zu erweisen. Ich mu\u00df noch einen Nebenpunkt ber\u00fchren. Wir\n d\u00fcrfen uns nicht mit Deinem Schwei\u00dfe bereichern. So bald Du die Reise\n antreten kannst, zahlt Dir Friedl\u00e4nder 3000 francs , es ist ein geringer Zuschu\u00df zu den Reisekosten u und so bald wir den Contract mit den Buchh\u00e4ndlern geschlossen haben, schmeichle ich mir mehr anbieten zu k\u00f6nnen \u2013 u und zwar unter dem strengsten Siegel der Verschwiegenheit. Es w\u00e4re\n nicht recht von mir, Dich zu bereden. Ich k\u00f6nnte hinzuf\u00fcgen, Du m\u00fc\u00dftest doch einmal das Dir so innigst verha\u00dfte Paris sehen, die Herbaria werden Dich interessiren, der Garten w\u00fcrde ge winnen wenn Du im Herbste August\u2013 Nov. November hier w\u00e4 rest, Du k\u00f6nntest eigene wissenschaftl. wissenschaftliche Plane anspinnen . Ich verspreche, dazu mit Deiner theuren guten\n Frau alle Schusterbuden von ganz Paris zu durchwandern!!\n Willst Du schlechterdings nicht kommen, so m\u00fc\u00dfte ich die MSS Manuscripte u und das Herbar. Herbarium nach Berlin reisen lassen.\n Lezteres kostet an transport dann auf s neue hin u und her 70\u201380 Louis d\u2019or , ich kann dazu eigentlich nicht \u00fcber das herbar. herbarium des Mus\u00e9e disponieren. Es ist\n selbst hart W Bonpland die MSS Manuscripte zu nehmen, er kann auch gewi\u00df manche m\u00fcndliche Aufkl\u00e4rung geben.\n Dazu ist Deine Anwesenheit n\u00f6thig, um Turpin \u00fcber die Zeichnungen zu instruiren.\n Was Du theurer guter Willdenow, auch bestim\u0305st bestimmst , werde ich in stiller R\u00fchrung gut hei\u00dfen. Schreibe mir bald einige freundliche Worte. Ich umarme den Kleinen . Meine sch\u00f6nsten Gr\u00fc\u00dfe Deiner theuren\n Gattin . AHumboldt Rue\n de la vieille Estrapa de n num\u00e9ro 11. ce 17 Mai 1810. Willst Du aber Paris recht genie\u00dfen, so denke aber ja nicht auf Umwege nach Holland , Montpellier od. oder Turin . Das erlaubt Dir Deine Zeit\n nicht und jede Woche die Du nicht in den hiesigen Sammlungen lebst,\n wird Dich gereuen. Mein Arm ist immer lahm u und sehr krank.","16":"Lies die Einlagen, mein Lieber, u und betreibe die Bitte von Cuvier . Mein theurer\n Willdenow! Mit unendlichem Schmerze habe ich erfahren, da\u00df Du von einer\n schweren Krankheit erstanden bist. Vielleicht hat das Ger\u00fccht die Gefahr\n verschlimmert, doch sind alle die Dich lieben, unendlich bek\u00fcmmert um Dich u und die theuren Deinen. Es ist unm\u00f6glich Euch lange nahe gewesen zu\n sein, ohne mit Z\u00e4rtlichkeit an die Tage des Zusammenlebens zu denken. Ich\n darf wohl Desfontaines , Corea , Bonpland , Dupetit Thouars , Turpin , Gay , Lamarck , Jussieu , Berthollet , Malus .. ....nennen. Nie hat ein Reisender solche Theilnahme zu r\u00fckgelassen, nie hat er sie aber auch so verdient. Mit Wehmut, theurer\n Willdenow, denke ich an die Lage Deiner guten, lieben Gattin u und des treflichen Wilhelms . Doch Du bist genesen u und wir k\u00f6nnen uns alle Gl\u00fckw\u00fcnschen. Ich lebe mein altes, treibendes\n Wesen fort, viel Be wegung u und guter Wille und wenig Genu\u00df. Der Arm ist gar schlimm u und stumpf. Ich bewohne jezt oft die vieille Estrapade, die kleine\n Wohnung unten. Das Zimmer, die Treppe \u2013 alles erinnert an Euch. Ich reise diese Nacht nach Wien ; eine Reise von\n 6 Wochen. Die Buchh\u00e4ndler sind des Teufels \u00fcber meine Abwesenheiten aber ich habe in 6 Jahren meinen Bruder nicht gesehen , ich bin Anfang Dezember wieder hier. Auch f\u00fcrchte ich die bald\n eintretende K\u00e4lte. Deine Comissionen von B\u00fcchern habe ich auf zwei Wegen\n gemacht, aber harre noch immer. Aber, \u00fcberb\u00f6ser, der Du den Brown Nov Nova Holl Hollandia entf\u00fchrt hast, ohne es mir zu sagen. Es w\u00e4re ja besser\n gewesen, ich h\u00e4tte Bonpland vorbereiten\n k\u00f6nnen. Ich habe alles auf Zufall geschoben. Schikke uns ja bald den Brown Brown 1810a . zur\u00fck: ich habe hier keinen erhaschen k\u00f6nnen. Deine Krankheit wird\n Deine Arbeiten unterbro chen haben. Ich eile nie, aber dankbar\n wer de ich im Winter etwas von Dir empfangen . Schreibe nur hieher u und nicht nach Wien , denn kein\n Brief trift mich dort. Innigen Dank f\u00fcr die sch\u00f6ne Baumzucht . Die Vignette ist gar\n h\u00fcpsch, das Buch bedarf meines Lobes nicht. Der Mann zu Pferde , der Kaiser , Hayne ? Frau von\n Berg , die reitende Mutter, h\u00e4tte sich besser ausgenommen.\n Die Dedication \u201eDem Herrn Freiherrn F. A. von Humboldt. Ritter\n des grossen rothen Adler-Ordens dritter Klasse, K\u00f6nigl. Preussischem\n Kammerherrn, mehrerer Akademien und Societ\u00e4ten Mitglied, zum Beweise\n seiner unbegrenzten Hochachtung zugeignet.\u201c macht mir immer neue Freude. Gay u und seine Frau gr\u00fc\u00dfen Euch innigst. Wir sind immer schwanger u und haben wieder ein M\u00e4dchen gehabt. Jezt f\u00fchlen wir nichts. Mit\n alter, dankbarster, innigster Liebe . Dein Dich br\u00fcderlich lie bender Alex Humboldt Paris den 10 . Okt Oktober 1811. Innige Umarmungen (so ist es erlaubt) an die\n theure Gattin u und Alexan Wilhelm u und Schlechtenthal . J\u2019ai appris avec une peine extr\u00eame que vous avez fait une maladie dangereuse. Maintenant que vous \u00eates retabli soignez, aussi bien, votre\n sant\u00e9 que vos plantes. Vous seriez bien aimable de m\u2019envoyer le Bocconia Cordata promis depuis si long-tems; d\u2019y joindre des bulbes des\n nymph\u00e6 que vous cultivez ainsi que d\u2019autres plantes que vous savez ne pas exister existent \u00e0 Malmaison . L\u2019 Imp\u00e9ratrice qui voit souvent votre nom sur les listes de ceux \u00e0 qui elle donne la\n Malmaison et les liliac\u00e9es seraient serait bien ais\u00e9, j\u2019en suis s\u00fbre, de voir que vous cherchez \u00e0 augmenter\n ses richesses. Si vous envoyez quelque chose faites une caisse qui ne surpasse trois pas deux pieds en logneur longeur et qui ait une largeur et une hauteur proportion\u00e9e et envoyez-la\n par la poste \u2013 au Directeur des postes de Strasbourg . Vous Mettrez sur l\u2019adresse \u00c0 Monsieur le Comte de la Valette Directeur g\u00e9n\u00e9ral des postes de l\u2019 Empereur\n fran\u00e7ais \u00e0 Paris Plantes vivantes pour S. Sa M. Majest\u00e9 L\u2019Imp. L\u2019Imp\u00e9ratrice Jos\u00e9p hine Si parmi les plantes que vous avez vues \u00e0 Malmaison il en est quelques unes que vous deseriez marquez-les\n moi et je verrai \u00e0 vous en faire l\u2019envoi. Ass\u00e9 Assez parl\u00e9 de plantes , rapellez-moi au souvenir\n de Madame Willdenow et du grand William ainsi qu\u2019\u00e0 celui de M.Mess. Messieurs Schlechtendalia et \u00e0 l\u2019aimable M r. Monsieur qui cultive si bien vos plantes. tout \u00e0 vous Bonpland j\u2019attends avec impatience la fin de votre travail pour avoir mes manuscripts.","17":"\u00e0 Monsieur Monsieur Charles Kunth chez MM Messieurs de Turckheim Bernard-Fr\u00e9d\u00e9ric de\n Turckheim und Jean-Fr\u00e9d\u00e9ric de Turckheim . a \u00e0 Strasbourg lors de son passage pour Paris . Rue d\u2019Enfer n num\u00e9ro 67. Ich schikk Ihnen, liebster Kunth zu Ihrer Beruhigung das Anschreiben des Conseiller d\u2019 Etat \u00c9tat Comte R\u00e9al aus dem Sie sehen da\u00df nichts Ihrer Reise entgegen steht. Ich wiederhole den Rath den Beh\u00f6r den,\n wenn Sie befragt werden, alle Umst\u00e4nde Ihrer Reise aufs offenherzigste\n zu sagen. Ich habe dem Polizei Minister selbst gemel det da\u00df Sie wahrscheinlich Berlin , nach Ankunft der Russen, ver lassen\n haben u und man hat mit vieler Liberalit\u00e4t doch alles accor dirt. Herr Turckheim hat Order Ihnen,\n wenn Sie es brauchen, 500\n livres selbst 1000 . zu zahlen. Brauchen Sie\n mehr so fordern Sie es von Herrn Levrault , od oder dem Auditeur Lafon . Der Prefect ist auch mein Freund u und ein treflicher Botaniker. Kommen Sie ja bald, mein Guter u und heben Sie die Einlage auf . AlHumboldt Paris den 27 . April 1813","18":"Londres Morins Morin\u2019s In Inn Dukes Street Manchester Square le 11 Nov. Novembre 1817. Ayez la bont\u00e9 de prier Steuben de renvoyer \u00e0 Mad Madame Arago le portrait du mari . Elle le desire d\u00e9sire beaucoup. Je n\u2019ai voulu vous ecrire \u00e9crire , mon cher ami, que lorsque j\u2019aurais vu Mr Monsieur Banks qui a ete \u00e9t\u00e9 \u00e0 la campagne, jusqu\u2019\u00e0 l\u2019ouverture de la Societ\u00e9 Soci\u00e9t\u00e9 Royale . Enfin cette ouverture a eu lieu, nous avons\n din\u00e9 (assez mal) avec toute l\u2019illustre compagnie et je puis Vous\n transmettre les expressions les plus amicales de Mrs Messieurs Lambert , Salisbury et Brown . Le\n dernier surtout est tou jours de la plus\n grande amabilit\u00e9 pour Vous et pour moi. Mr Monsieur Banks devant une soci\u00e9t\u00e9 nombreuse a\n lou\u00e9 Vos Species et leur redaction r\u00e9daction comme une de des plus belles et des plus grandes entreprises botaniques. Voil\u00e0 la\n seule chose importante que je puis Vous \u00e9crire: pour le reste Vous\n connoissez ma vie ou plutot plut\u00f4t Vous la devinez. Le matin nous allons avec Biot a \u00e0 Greenwich et Woolwich pour la pendule, a \u00e0 7 ou 8 h heures je suis mon frere fr\u00e8re dans le dedale d\u00e9dale de la grande societ\u00e9 soci\u00e9t\u00e9 . Partout j\u2019ai \u00e0 me louer de la plus grande pr\u00e9venance. Tous les hommes puissans sont favorables \u00e0 mes projets, le\n Prince Regent en a parl\u00e9 avec beaucoup de bont\u00e9 \u00e0 mon frere fr\u00e8re . Le tems est beau et doux, ma sant\u00e9 excellente. Quand \u00e0 l\u2019amusement il\n y a plus de jouiss mouvement que de jouissance. Il me tarde infiniment de revenir. Le retard que Biot a mis pour d\u2019 arriver forcera Arago de prolonger son sejour s\u00e9jour de 10\u201311 jours. Je l\u2019aime trop pour l\u2019abandonner , c\u2019est un sacrifice de tems peu considerable consid\u00e9rable , nous comptions etre \u00eatre a \u00e0 Paris le 20, je crains que nous ne\n partirons d\u2019ici que les derniers jours du mois. Je ne prevois pr\u00e9vois pas que le delai d\u00e9lai pourroit etre \u00eatre plus grand, car les experiences exp\u00e9riences de pendule ne demanderent pas plus de tems. J\u2019ai ecrit \u00e9crit plusieurs fois a \u00e0 Mr Monsieur de Steuben . Vous savez\n combien je lui suis attach\u00e9. Veuillez bien je Vous prie passer chez lui,\n pour le saluer et lui donner de mes nouvelles. Il sera pein\u00e9 du retard de\n mon retour, il peut se vanter de l\u2019avoir prevu pr\u00e9vu , mais la cause n\u2019est autre que celle de ne pas laisser Arago seul en ce pays. Il ne me blamera pas.\n Je Vous renouvelle \u00e0 Vous et \u00e0 lui l\u2019 expression de ma tendre\n amiti\u00e9. Helas! au lieu des gravures du 2 d second cah cahier des Species , on avoit\n plac\u00e9 dans la caisse les gra- vures de la Zoologie . C\u2019est un petit mal. Je desire d\u00e9sire pouvoir Vous embrasser entre le 30 et Nov. novembre et le 2 Dec. d\u00e9cembre . Ceci est pour Vous, mon\n cher K. Kunth et pour Steuben seuls, quand au\n public il ne faut jamais l\u2019accoutumer \u00e0 compter des jours. C\u2019est une depen dance d\u00e9pendance qu\u2019il faut eviter \u00e9viter . J\u2019ai eu la bonheur de trouver mon frere fr\u00e8re en beaucoup meilleure sant\u00e9 qu\u2019\u00e0 Paris . Mon arriv\u00e9e lui a fait un grand plaisir et j\u2019ai\n rempli par l\u00e0 le but de ce voyage . Il reste ici et n\u2019acceptera certainement rien de ce q\u2019\u00e0 present on\n voudroit lui offrir a \u00e0 Berlin . J\u2019ai et\u00e9 \u00e9t\u00e9 on ne peut plus content de la societ\u00e9 soci\u00e9t\u00e9 d\u2019 Arago . En botanique rien de neuf\n ici. Je desire d\u00e9sire que les Composees Compos\u00e9es Humboldt\/Bonpland\/Kunth 1815\u20131825, IV war der Familie der\n Korbbl\u00fctler (Compositae) gewidmet. soyent commencees commenc\u00e9es . A humboldt Monsieur Monsieur Kunth Professeur de Botanique a \u00e0 Paris Quai de l\u2019 Ecole \u00c9cole n num\u00e9ro 26. France","19":"Ich bin nicht im Stande Ew. Euer Wohlgeboren innigst genug zu danken f\u00fcr den schmeichelhaften Beweis\n Ihres Vertrauens, den Sie, u und Herr Doktor Hemprichs , mir in Ihrem Briefe vom 25sten v. vorigen M. Monats gegeben haben . Ich h\u00e4tte verdient,\n dass Sie auf mich z\u00fcrnten. Ich hatte Ihre fr\u00fchere, f\u00fcr mich so ehrenvolle und,\n in so classischer Latinit\u00e4t abgefa\u00dfte Zuschrift Ehrenberg 1818 un beantwortet gelassen; ich hatte so\n lange gez\u00f6gert Ihnen f\u00fcr Ihre reichhaltige Schrift zu danken . Ich ahnde, dass ein gemeinschaftlicher Freund, Herr Prof Professor Lichtenstein , mich bei Ihnen entschuldigt u und Ihnen die Gr\u00fcnde meiner z\u00f6gernden Antwort aus einander ge sezt hat. Wie k\u00f6nnte ich tadeln,\n dass Sie einem \u00e4lteren Freunde, Herrn General Menu , Ihren Beistand nicht entziehen wollen . Ich sch\u00e4ze ihn gl\u00fcklich sich so begleitet zu sehen und freue mich, dass der edle Staats Kanzler , auch von Seiten des Staats, Ihnen u und Herrn Dr. Doktor Hemprich einigen Beistand angeboten hat. Egypten ist jezt sehr zug\u00e4nglich, offen\n bis zum oberen\n Cata racte, fast bis zur Grenze des alten Meroe\u2019s (dem fr\u00fchesten Siege\n menschlicher u und Priester Kultur hin) wie Sie aus Burkardt Burkhardt\n 1819 sehen. Wir haben hier Lady Belmore die mit allen Kindern u und einem\n ameri kanischen Papagey bis\n jenseits Ibrahim vorger\u00fckt ist. Mit n\u00e4chster Post wer de ich Ihnen die Egyptischen Briefe schikken . Ich werde Sie selbst Herrn Salt empfehlen. Die beiliegenden 12 Briefe sind vom hiesigen franz\u00f6sischen Consuls an die\n dortigen Freunde. Sie sind gemeinschaftlich f\u00fcr General Menu Sie u und Herrn D. Doktor Hemprichs , denen ich Ew. Euer Wohlgeboren bitte mich gehorsamst zu empfehlen . Ich w\u00fcnsche sehr, der General m\u00f6ge genau untersuchen die so\n vernach l\u00e4ssigten Ziegel-Pyramiden von Sakarah welche etagenweise gebaut u und wie ich glaube \u00e4lter als die Gruppe von Gize sind. Solche Etagen-Pyramiden sind das alt asiatische Urbild des\n Baaltempels u und aller mexikan mexikanischen Denkm\u00e4hler. Mit der innigsten Hochachtung u und Anh\u00e4nglichkeit Ew. Euer Wohlgeboren gehorsamster AHumboldt Paris d den 15 April 1820 Darf ich Sie bitten zu fragen, ob s\u00fcd lich v. von Syene Crocodile od oder andere Thiere in der D\u00fcrre Sommer schlaf\n kennen? Sr. Seiner Wohlgeboren Herrn Doktor Ehrenberg in","20":"Ab. Nepaul. G\u00e9ogr. G\u00e9ographie des plantes Himalaya . Une Campanula avec des graines m\u00fbres dans\n le Himalaya 16800 pi\u00e9s angl anglais o\u00f9 th. thermom\u00e8tre en Octobre \u00e0 milieu 27\u00b0 F Fahrenheit . Arbustes plus\n haut encore. Colebrook Journ Journal de Roy. Royal Inst Institution n num\u00e9ro 20 472 . Nepaul Wallich MS Manuscript Purple coned Cedar or Pinus Webbii ( Pinus excelsa Wallich ) gleich P. Pinus strobus ( fol. foliis quinis triquetris margine scabris, strobilis cylin draceis squarrosis demum pen dulis\n foliisque longioribus, antherarum crista ovato- crenata-fimbriata, obtusa. Strobili 6 pollic pollicares \u20131 pedal pedali s MS affin. affinis Pin Pinui Massoniano Massonianae Vall\u00e9e de Nepaul , extrem. extr\u00e9mit\u00e9 orientale nom Deola-thonri) . Pinus\n Webbii ehemals auch genannt P. Pinus tinctoria et ou P. Pinus porphyricar pa . Wall Wallich fol. foliis solitariis planis subtus argenteo-glaucis strobi lis ovatis. Nepaul . nom: Oomur, Khaittasee et Tassee Doop.\n affinis P. Pinui piceae et balsameae. MS Pinus laevis Wallich fol. foliis tetragonis strobilis erectis oblongis nitidis affin. affinis P. Pinui abies abieti . nom Raga. Nepaul . Taxus macrophylla Lignum\n Emanum Rumph hort hortus Amb. Amboinensis III 47. tab tabula 26 Wall Wallich (sonst Myrica\n nerii folia . ) nom Goonsee. Goonsee. fruit mangea ble! Quercus Dundwa Singhali sur l\u2019himalaya dit Wallich , des Primula ,\n An\u00e9 mones, Gerania , Rhodo dendrons, Val\u00e9rianes . 26. Lower Grosvenor Street London Nov r November 14. 14th, 1820. My Dear\n Sir It is impossible to express the gratification \u2013 which your highly interesting & learned Letter Vgl. Humboldt an Lambert, Paris, 17. August 1820\n (Royal Botanic Gardens, Kew, A. B. Lambert Correspondence). afforded me; as their there is no man I am so proud of hearing from as yourself and when ever\n you will do me the honour of writing to me, it will prove the highest\n gratification I can experience. I should have wrote you long before this, but having been at my Country\n Residence till within these few weeks, and having since my arrival in Town\n experienced a severe attack of fever, occassioned occasioned by catching cold, has prevented me from having that pleasure. Many thanks for your observation on the Aracacha , but it came to too late for insertion in my paper Lambert\n 1821 . published in the last number of the journal of Arts & Sciences of the Royal Institution . you You will see by that, I have ventured to give some account of the Native Country of the Potatoe Potato , Solanum tuberosum . whether Whether the materials from which I have drawn my conclusions from be sufficiently decisive I leave you to judge. And I trust I have not erred in making mention of your name on the\n authority of Don Zea \u201c Don Francisco\n Zea , companion and friend of the celebrated Mutis , who long resided in South America , assured me, when he was in\n this country, that he had often found [Solanum tuberosum] wild in the\n forests of Santa F\u00e9 de Bogota ,\n observing at the same time, that the reason why Baron de Humboldt had\n not found it when he was in that country, was, because, he had not time\n to examine those places where it grew.\u201c ( Lambert 1821 , 26). who I see very often, and who dined with me with a large party last\n week, among whom was our Friend Professor Buckland , just arrived from the\n Country and whose company was rendered particularly aggreable agreeable as he gave us a great deal of information about you. We all hope\n that you will never think of leaving Europe again, as your life is too precious to Science for to run the risk of losing it. Sir Humphrey Davy , has just been sitting with me: who tells me he is just about writing to you. I am happy to say he is to\n be our New President of the Royal Society , and shall most heartily next\n week go to give him my vote. I am very sorry that any misunderstanding\n should take place between my Friend, Sir Stamford Raffles and the Illustrious Cuvier , respecting the zoological collections sent home by my Friend from whom I had a letter\n last week, and I trust that every thing will be adjusted to the\n satisfaction of both parties in a short time. He writes me word that they\n have found plenty of the large, singular flower, and that he is soon to\n send me a drawing of it. We are to have a highly interesting paper Brown\n 1821 . on it from Mr. Mister R. Robert Brown in the next vol. volume of Linnean Transactions , with 8. 8 plates which are already finished. I am\n endeavouring to learn all I can from Mr Mister Zea , about the Cinchonae; I have got your two\n papers on the bark Forests translated into English, and which I am about to print soon Lambert\n 1821a . Vgl. Humboldt\n 1807 . . now Now posses s ing very fine Specimens of all the\n species figured in Flora Peruviana , with many entirely new species; from these resources I shall be enabled to clear up innumerable doubts & errors which still pervade the history of this very interesting Genus. Cinchona rosea of Fl. Flora Peruv. Peruviana is perfectly distinct from every other species: your C. Cinchona condaminea and C. Cinchona angustifolia non , C. Cinchona angustifol angustifolia est C. Cinchona lanci fol. lancifolia Mutis . figured in the Suppl. Supplement of Ruiz Quinologia are the same. I posses possess many specimens of your plant in its various stages of\n growth. Kunth a remis C. Cinchona ovalifolia Bonpl. Bonpland \u00e0 C. Cinchona ovalif. ovalifolia de Linn\u00e9 qui diff\u00e8rent p 2 M\u00e9xique p. page 22 . My drawings of the Pines from the Himalaya Mountains , Nepal , are nearly finished and I will publish them as soon as possible of\n the 3 species from Nepal . The 1. first belongs to the section Abies , and must be\n placed near Pinus picea & balsamea , Although although perfectly distinct from either. The second belongs to the section Larix a very distinct\n species from the Neighbourhood of Almora . The 3rd third belongs to the section Pinus , named by me & Dr Doctor Wallich , Pinus excelsa , akin\n to Pinus strobus but with characters widely\n different as you will hereafter see. The Species mentioned by Thunberg in Flora Japonica , I have no doubt will all prove\n very different from those of Europe & N. North America . his His P. Pinus strobus . may possibly be the same with my P. Pinus excelsa , and his P. Pinus Larix , the same with mine from Almora , as their there are many plants common to both countries in Nepal . I have here sent you some of Dr. Doctor Wallichs Letters to me relating to Nepal , which I hope will afford some pleasure, and which I will be obliged by returning to me at your\n leisure when an opportunity offers. When are we to see your Map of New Granada Humboldts \u201eCarte g\u00e9n\u00e9rale de Colombia\u201c erschien\n 1825 mit der f\u00fcnften Lieferung als Planche 22 von Humboldt 1814\u20131834 (vgl. Fiedler\/Leitner 2000 ,\n 162). . I am anxiously waiting for the 5. fifth volume of your Personal Narrative Der f\u00fcnfte Band von Humboldt 1814\u20131829 erschien\n 1821. Vgl. Fiedler\/Leitner\n 2000 , 104. , which I understand from Messrs. Longman & Co. is to be\n published here about christmas Christmas . Poor Mr Mister Pursh Author of the Flora Americae Septentr . Septentrionalis is no more. His widow has just arrived from Canada , with a very\n extensive collection of specimens of plants from that Country which is now\n in my possession. had Had he lived it was his intention to publish a Flora of Canada , for which he had collected ample\n materials. I beg you will present my kindest respects to Mr Mister Kunth . Is their there any hopes of of seeing you & him in this Country soon. since Since writing the above I have just received a very long and\n interesting Letter from my friend Professor DeCandolle who mentions that the 2 d second vol. volume of his Systema Veget. Vegetabilium will be out in a Month from the date of his Letter, 26 oct October . Yours very Sincerely Alymer Bourke Lambert. P. S. I was extremely sorry, at not having the pleasure of seeing your\n Friend Dr. Doctor Caspar , who I beg you will give my compliments to.\n I have just had a very splendid Mexican plant which has flowered in my Hothouse, it is nearly allied to Bromelia paniculigera of Swartz , at least of the same genus with it, very different\n from Bromelia . the The flowers are white edged with crimson in large panicles. The floral stem leaves from 2 to 3 feet long of a beautiful crimson.","21":"L Edinburgh, 7 S t . John Street 14 March\n 1822 Sir, When about to set off from Paris ,\n you wished me to give you some notes on what species of mosses were common to Nothen Northern and Tropical countries: this I was for a long time prevented from doing, indeed it caused me\n to look over very narrowly my whole Herbarium of Mosses, as well as those\n of another friend in Edinburgh . Yet my list is very small: I have also joined\n in it some others which are remarkable & have been generally sup posed as confined to Europe , but have really been found in\n other continents. As I have not a copy of Brown\u2019s paper containing the list of Mosses com mon to New Holland , which I\n believe is con tained in his \u201eGeneral\n remarks on the flora of N. New Holland \u201c, I have not referred to it. This list must therefore be understood only as supplementary. I hope it may be\n of service to you I am, yours sincerely G A Walker Arnott Sphagnum Acutifolium ( Schwaegr. Schwaegrichen ) Per ommem Europam , etiamque in America Boreali et in Mexico Phascum Cuspidatum ( Schw. Schwaegrichen ) In Europa et America\n boreali , ut in Persia . Ph. Phascum Subulatum ( Hedw. Hedwig ) Per ommem Europam et in Nova\n Hollandia apud sinum \u201e King George\u2019s Sound\u201c dictum Ph. Phascum alternifolium ( Dicks. Dickson ) Hic et illuc, haud frequenter, per ommen Europam et in insula Franciae Gymnostomum Truncatulum ( Hoffm. Hoffmann ) per omn. omnem Europ am etiamque in Persia prope Babylon . \u2014 Curvirostrum ( Hook. Hooker ) in montosis Europae\n borealis et merid. s meridionalis , et in Nepaul . octoblepharum Albidum ( Schwag. Schwaegrichen )\n in Italia australi , Jamaica , ore occidentali America borealis , Nepaul , et Nova Hollandia Orthodon Serratum ( Bory ) in insula Bourboniae , et in Nepaul Polytrichum Aloides ( Hedw. Hedwig ) Per omnem Europam , et in America boreali , et in Nepaul \u2014 Contortum (menzies et Schw Schwaegrichen ) idem ac (ut credo) \u2014 Convolutum ( Schwag. Schwaegrichen )}\n in ore occidentali America borealis insula Bourbonia , freto Magellan , m M exico , Nepaul , Nova\n Hollandia . Tortula Rigida ( Swartz ). Europa boreali , et in monte\n Teneriffa . \u2014 Linearis ( Schw. Schwaegrichen ) In Pensylania Pennsylvania , Buenos\n Ayres , Hispaniola. \u2014 Stellata (Smith) In Britannia , et Jamaica \u2014 Muralis ( Hedw. Hedwig ) In ommi Europa , et apud Buenos\n Ayros in Am. America aust. australis \u2014 Revoluta ( Brid. Bridel ) iisdem locis. Weissia Templetoni ( Hooker ) In Hibernia et in Egypto (Planta Egyptiaca, est Funaria Minor, Delile ab hac non differt) Pterogonium Fulgens ( Schw. Schwaegrichen ) Jamaica , Mexico . Dicranum Bryoides ( Hook. Hooker ) In tota Europa , in America\n boreali , et australi apud Buenos Ayres , in Africa prope fluvium Niger dictum, et in Nepaul . \u2014 Scoparium \u2014 Glaucum }\n in toto orbe terrarum \u2014 Megalophylum ( Brid. Bridel ) in insula\n Bourbonia , Nepaul , et insulis asiaticis, ut Java &c. Didymodon purpureum ( Hooker ) per omnem Europam praecipue borealem , etiam que in insulis australibus sub nominibus\n diversis. \u2014 Sqarroseum ( Hook Hooker ), insula\n Bourbonia , et Nepaul . Trichostomum Polyphyllum ( Hook Hooker ) Per ommem Europam borealem , capite B. Bonae Spei, insula\n Bourbonia , Mexico , Jamaica , &c. \u2014 Pallidum ( Schw. Schwaegrichen ) Germania , Gallia , et Pensylvania Pennsylvania Zygodon Conoideum ( Hooker ) Germannia , Britannia , Gallia , Italia , et on occidentali Americae Borealis . orthotricum Diaphonum ( Hedw. Hedwig ) in Europa , et apud Buenos Ayres \u2014 Lyellii ( Hook Hooker ), Britannia , Germannia , Gallia , et in ore occidentali america borealis \u2014 Hutchinsia ( Hook. Hooker ) in iisdem locis. Funaria Calvescens ( Schw. Schwaegrichen ) Nepaul , S to Santo Domingo , Mexico , Nova\n Hollandia \u2014 Flavicans ( Schw. Schwaegrichen ) Carolina, et Buenos Ayres . \u2014 Muhlenbergii ( Schw Schwaegrichen ) Britannia , America boreali , et Buenos\n Ayres \u2014 Hygrometrica ( Hedw. Hedwig ) In tota orbe terrarum. Bartramia Fontana ( Hedw. Hedwig ) vel ejus varietates in toto orbre terrarum boreali et australi. Neckera Seductrix ( Schw. Schwaegrichen ) Pensylvania Pennsylvania , Mexico . Hookeria Lucens ( Hooker ) per omnem Europam et in ore occidentalis america borealis . Leskea Involvens ( Hedw. Hedwig ) Jamaica, Mexico . Hypnum Proliferum ( Hook. Hooker ) per omnem Europam et americam ,\n ut in Jamaica , Nova Hollandia , Nepaul &c. \u2014 Gratum ( P. Palisot de Beauv. Beauvois ) Italia , Africa apud oware, Mexico , Nova Hollandia , Nepaul . \u2014 Silesiacum ( Hook Hooker ) Silesia , Britannia , Pensylvania Pennsylvania . \u2014 Serpens ( Hedw. Hedwig ) in toto orbe terrarum, occidentali et\n orentali. \u2014 Ruscifolium ( Hook Hooker ) per omnem Europam , in monte\n Teneriffa , Africa boreali, et America\n boreali . Bryum carneum ( Schw. Schwaegrichen ) Europa et America boreali \u2014 caespititum caespiticium ( Schw. Schwaegrichen ) ex Europa ad Nepaul et in America boreali \u2014 argenteum ( Schw. Schwaegrichen ) Passim ut in Europa , America boreali , Mexico Nepaul &c. \u2014 Nutans ( Hedw. Hedwig ) iisdem locis \u2014 Turbinatum ( Hedw. Hedwig ) iisdem Locis \u2014 Julaceum ( Hedw. Hedwig ) per omnem Europam , et in Mexico . \u00e0 Mons. Monsieur Mons. Monsieur le Baron Humboldt","22":"Sir, In consequence of the desire you expressed to me that I should give you a\n few notes relative to the Geographical destribution distribution of mosses, I take the liberty to hand you the f enclosed sketch. I The order I follow is the same I adopt in a Dispositio Muscorum I lately transmitted to the Natural History Society of\n Paris . Walker-Arnott trug seine Nouvelle Disposition\n m\u00e9thodique des esp\u00e8ces de mousses am 18. M\u00e4rz 1825 in der Soci\u00e9t\u00e9 d\u2019Histoire naturelle de Paris vor\n (vgl. Walker-Arnott 1825 ).\n Walker-Arnott war korrespondierendes Mitglied der Gesellschaft. Should much be omitted I hope you will excuse me, as the greater part\n is done from memory, being very far distant from my own herbarium, and\n there not being any extensive one in Paris so arranged that I could at one view perceive the\n different localities of for the same species. I have farther to beg of you to excuse my not copying it over again for you, as my\n time is short in Paris , and as I have\n much yet to do. Believe me Sir your s Sincer ely e & very Humble Serv. Servant G. Walker Arnott Paris, 15 March 1825}","23":"Sonnabends Meine Einbildungskraft, mein Verehrtester,\n ist noch ganz erf\u00fcllt mit den \u00fcppigen Formen der Tropen welt, wel che Ihre geistreichen Zeich nungen so herrlich und wahr darstellen. Ich stehe auf dem Punkt mit\n Herrn Prof Professor Kunth , in gross folio, eine neue Auflage meiner G\u00e9ographie des Plantes mit 20 Kupfern heraus zugeben. F\u00fcr das Kapitel Physiognomik der Gew\u00e4chse, welches Sie vielleicht schon aus meinen Ansichten der Natur kennen, w\u00fcnschten wir wenn auch nur drei Platten, eine Palme, ein\n baumartiges Farrenkraut , eine Banane, geben zu k\u00f6nnen. Sie allein scheinen mir, der ich 6 Jahr unter diesen Formen gelebt, den\n wahren Character meisterhaft aufge fasst zu haben. Ich denke dass bei der F\u00fclle der Sachen die Sie\n besizen Ihr neues Werk in dem Sie Pflanzen zusammengruppiren, nicht leiden kann, wenn Sie uns vorher 2\u20133 isolirte B\u00e4ume f\u00fcr unser\n Prachtwerk cedirten. Ihren Namen wird es mir eine Freude sein zu ver herrlichen; das Publikum wird aufmerksam auf Sie und Ihre bald zu publicirenden gr\u00f6sseren Arbeiten. Ich w\u00fcnsche nicht unbescheiden Wald od oder Landschaft , bloss einzelne Formen von einer Palme, einem Farrenkraut, einer Mimose . Die Zeich nungen , \u00fcber deren Gr\u00f6sse wir hier\n \u00fcbereink\u00e4men, sendeten Sie uns vergr\u00f6ssert von M\u00fcnchen aus durch unseren\n verehrten Freund Graf Bray . Der Stich au burin wird hier von den ersten\n K\u00fcnstlern besorgt, alles so dass Ihre Arbeit auf ehrenvolle Weise in das englische und fran z\u00f6sische\n Publikum kommt . Ich denke dass dies alles da meine Werke viel ge kauft werden, Ihren zu publicirenden Arbeiten n\u00fczlich sein wird. Ich w\u00fcrde den Titel dieser Ihrer Arbeit welche Sie in Rom vollenden wollen, in einer\n Note ank\u00fcndigen. Mein Buchh\u00e4ndler wird Ihnen jede der\n Zeichnungen die Sie uns liefern auf eine sehr an st\u00e4ndige Weise von Ihnen Selbst zu bestimmende Weise\n verg\u00fcten. Dies kann , sollte vorschussweise jezt geschehen. Prof Professor Kunth wird von Ihren W\u00fcnschen mich unterrichten. Ich f\u00fcrchte , Sie sind Ihrer Abreise nahe . Wollten Sie uns noch heute Ihre gr\u00f6sseren Landschaften senden und\n k\u00f6nnten wir die Freude haben Sie morgen Sonntags um 9 Uhr fr\u00fch bei uns zu sehen mit dem ganzen portefeuille zur Auswahl. Mein Vorschlag kann Ihnen unbescheiden erscheinen. Als americanischer\n Reisender behandle ich Sie, mein Verehrtester, wie einen Collegen. Ich\n bitte Sie meine Bitte recht offen abzulehnen wenn Sie glauben dass sie\n im geringsten Ihren weiteren und f\u00fcr Sie wichtigeren Pl\u00e4nen hinderlich sein k\u00f6nnte. Ihr gehorsamster Humboldt","24":"Hochwohlgebohrener Herr! Herr\n Baron Einiger Aufenthalt den ich auf meiner Rei\u00dfe \u2013 u. und in M\u00fcnchen fand und endlich\n durch Climaver\u00e4nderung erregte Unp\u00e4sslichkeit, ver sp\u00e4tete das Begin\u0305en Beginnen der von Ew. Ewro Hochwohlgeboren mir gef\u00e4lligst \u00fcber tragenen Zeichnungen, dergestallt da\u00df ich die zwey gro\u00dfe n Palmen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 und 5 . erste vorige Woche beendigen kon\u0305te konnte \u2013 ich habe sie den 10ten die\u00df an unsern Correspondenten Tessari et . Comp. Compagnie abgesendet, der sie ihnen Ihnen sogleich \u00fcberliefern wird u. und w\u00fcnsche da\u00df sie zu Ihrer Zufriedenheit vollendet seyn m\u00f6gen. Am a SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . , \u2013 die ich wie das Orginal Original in Bleystift copirte, habe ich nach Ihrem Auftrage die araucaria,\n 3 mal kleiner gezeichnet , glaube aber da\u00df das\n Blatt in malerischer Hinsicht dadurch zu sehr verlohren u. und m\u00f6chte w\u00fcnschen da\u00df im Stiche diese B\u00e4ume gg gegebenenfalls wegblieben, da Sie ohnedie\u00df der araucaria \u2013 von welcher ich mit\n den jetzt zu begin\u0305enden beginnenden Baum st\u00e4m\u0305en Baumst\u00e4mmen u. und Farrenkr\u00e4utern\n \u2013 Tafel 1 u. und 6; welche bi\u00df Mitte Januar vollendet seyn d\u00fcrften, so wie von den\n Raqueten Cactus ,\n und Bambusen \u2013 gro\u00dfe Scizzen\n einsenden werde, ein eigenes Blatt zu schenken gedencken, wor\u00fcber ich den\u0305 denn Ihre weitern schmeichel haften Auftr\u00e4ge erwarte. Vielleicht w\u00fcrde ich das Vergn\u00fcgen haben, diese unter Ihrer Aufsicht\n auszeichnen zu k\u00f6n\u0305en k\u00f6nnen , da ich mit dem Begin\u0305en Beginnen des k\u00fcnftigen Fr\u00fchjahres nach Paris kom\u0305en kommen werde, um dort l\u00e4nger zu verweilen. D\u00fcrfte ich bitten, mich Herrn von Kunz wohl Carl Sigismund\n Kunth . zu empfehlen? Mit Hochachtung verharret Euer Hochwohlgebohren ergebenster Moriz Rugendas . Augsburg . d. den 12ten Dec. December 1825. Monsieur Monsieur le Baron . de Humbold. Chambellain de S. Sa Maj. Majest\u00e9 le Roi de\n Prusse Chevalier des plus. plusieurs ordres. etc. etc. etc. Paris","25":"Augsburg . d. den 20. J\u00e4nner 1826. Hochwohlgebohrner Herr! Herr\n Baron! Nachdem ich mir die Freyheit genom\u0305en genommen unter dem 17ten die\u00dfes Monats 4 Zeichnungen Rugendas hatte wohl unter anderem die\n Zeichnungen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 2 und 3 gesandt. Die beiden anderen Zeichnungen konnten bislang\n nicht ermittelt werden. f\u00fcr Euer Hochwohlgebohren durch die Kunsthandlung Thessari \u2013 allhier u. und in Paris \u2013 zu addressiren \u2013 so\n mache ich hiervon die Anzeige \u2013 u. und verbinde die Bitte damit mir deren Empfang gef\u00e4lligst anzeigen zu\n lassen, da ich schon wegen den 2, fr\u00fcher \u2014 unter dem 10 . Dec. December \u2013 laut Postschein \u2013 abgesendeten Bl\u00e4tter\u2019n SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 und 5 . in Sorge \u00fcber ihre richtige Ankunft in Sorge bin. Es ist mein lebhafter Wunsch da\u00df meine Zeichnungen \u2013 an welchen ich\n mit Flei\u00df u und Liebe arbeitete \u2013 Ihren Erwartungen entsprechen, u. und da\u00df ich in der Art der Zusam\u0305enstellung Zusammenstellung an de m n Farrenkrautb\u00e4umen \u2013 dem Waldblatte \u2013 auch in dero Ideen\n eingegangen seyn m\u00f6ge. Sollte eines der Bl\u00e4tter Ihren Beyfall nicht erhalten \u2013 so bin ich zur Umzeichnung desselben oder Einsendung der Originale im Austausch bereit. Wa\u00df die Entw\u00fcrfe zu den Raqueten Cactus \u2013, Araucarien , Bambusen u und Mangle betrifft \u2013 welche Ew Euer Hochwohlgeboren noch zu\n haben w\u00fcnschen \u2013 so werden Sie solche \u2013 mit stellenweiser Ausf\u00fchrung zu\n Beurtheilung ihrer Behandlungsart \u2013 durch daselbe Hau\u00df \u2013 Tessari empfangen. Sehr w\u00fcrde es mich freuen \u2013 Ihre fernern ehrenvollen Auftr\u00e4ge zu empfangen u. und unter dero Schutze ins Publicum g\u00e4b meine Arbeiten gebracht zu sehen. Schon in diesem Fr\u00fchjahre hoffe ich wieder da\u00df das Gl\u00fcck zu genie\u00dfen Euer Hochwohlgebohren pers\u00f6hnlich meine\n Hochachtung u und Ergebenheit zu bezeugen, da ich die Ausarbeitung meiner Scizzen\n in Paris vor nehmen werde \u2013 u. und wen\u0305 wenn ich auch die Bitte nicht wage \u2013 Ihnen mit der Durchsicht meiner\n Aufs\u00e4tze beschwerlich zu fallen \u2013 so giebt mir Ihre zuvorkommende G\u00fcte \u2013\n von welcher ich Beweise empfing, die Hoffnung da\u00df dieselben mir Ihren\n g\u00fctigen Rath nicht vorent halten\n w\u00fcrden. Mit der tiefsten Hochachtung verharrt Euer Hochwohlgebohren ergebenster Diener Moriz Rugendas. N. B. Nota Bene Wen\u0305 es Euer Hochwohlgeboren beliebe, den Rest der Zahlung an das Hau\u00df Tessari\n durch den Buchh\u00e4ndler stellen zu lassen \u2013 so w\u00fcrde ich sehr\n verbunden seyn . Monsieur Monsieur le Baron de Humboldt Chambellain de Sa Majet. Majest. Majest\u00e9 le Roi de\n Prusse Chevalier des plusieurs ordres. etc. etc. quai d\u2019\u00c9cole N. Num\u00e9ro 26. \u00e0 Paris","26":"Ich bin sehr in Ihrer Schuld, mein theurer Herr Rugendas : zwei Ihrer Briefe vom 12ten December und 20 . Jan. Januar liegen vor mir und ich antworte auf beide zugleich. Grenzenlose\n St\u00f6hrungen des hiesigen Lebens und ein kleines Schnupfenfieber, welches mich, w\u00e4hrend der kamtschadalischen K\u00e4lte, sogar bettl\u00e4grig gehalten, haben mich allein abhalten k\u00f6nnen,\n Ihnen fr\u00fcher meinen herzlichsten Dank f\u00fcr die zwei treflichen, geistreichen Zeichnun gen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 und Bl. 5 . abzustatten, die ich durch Herrn Tessari richtig empfangen. Sie haben, mein Lieber, meine W\u00fcnsche \u00fcbertroffen;\n das ist mein Gest\u00e4ndniss und das des Herrn G\u00e9rard , der bei jeder Gelegenheit Ihrer Arbeiten mit Ruhm\n erw\u00e4hnt. Die Arau carien haben wir\n weggelassen und das Blatt SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . ist zum Stich schon in den H\u00e4nden des Kupferstechers, der hier f\u00fcr\n grosse Landschaften den ausgezeichnetsten Ruf hat, Herr Fortier . Ihr ges triges Schreiben k\u00fcndigt mir die, am 17ten Jan Januar abgegangenen 4 Zeichnungen an. Diese sind noch nicht in meinen H\u00e4nden;\n das muss Sie aber nicht besorgt machen; die ersten 2, im December, habe ich auch eine Woche sp\u00e4ter, als Ihren Brief erhalten. So bald H. Herr Tessari mir die 4 Zeichnungen bringt , werde ich dankbarst ihm, f\u00fcr Sie, den Rest (1000 francs)\n zahlen. Nun aber, mein Lieber , muss ich Sie dringend bitten uns recht bald einzusenden: Von\n jedem Blatte besonders von den Palmen die Notiz: 1) den portugiesischen Namen 2) wo m\u00f6glich die bot. botanische Bestimmung der Palmen von Martius , aber recht sicher. Sie k\u00f6nnten ihm ja schreiben; der portugiesische Name wird ihn schon leiten 3) der Ort wo Sie etwa das Original in Brasilien gezeichnet Damit wir uns verstehen, sagen sie Sie ja: die Palme mit dem Neger od. oder die Palme neben den Araucarien . Skizzen\n von Araucarien , und Bambusen , allenfalls auch von Cactus und Manglegruppen werden uns\n sehr, sehr willkommen sein. Lassen Sie ja in Ihrer Correspondenz alle\n Titulaturen weg; unter Reisenden muss ein freierer Ton her r schen; es wird mich sehr freuen, wenn Sie im\n Fr\u00fchjahr hieher zur\u00fckkommen. Rechnen Sie auf meine Freundschaft und\n die Aufnahme die Ihr sch\u00f6nes Talent und Ihre Bescheidenheit Ihnen\n zusichern. Den Prospectus meines Werkes drukt man jezt. Ich hoffe ihn\n Ihnen bald zu senden: ich hoffe auch Sie\n werden mit der Art zufrieden sein wie Ihres Namens darin erw\u00e4hnt ist . Al Humboldt Paris quai de l\u2019\u00e9cole n num\u00e9ro 26 den 1 . Febr. Februar 1826. Haben Sie die G\u00fcte uns von a SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . und b SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 . (dem Bl\u00fcthenstande) eine etwas deutlichere im\n Umrisse festere Zeichnung zu senden, damit der Kupfer stecher sicherer\n verfahre und nicht ins vague verf falle . beantwortet den 20ten\n Maerz. \u2013 auch erst den 3ten M\u00e4rz empfangen. \u00e0 Monsieur Monsieur Maurice\n Rugendas , \u00e0 Augsbourg Allemagne chez Mr Monsieur J. Jean L. Laurence Rugendas fr. franco Professeur de l\u2019Acad\u00e9mie de peinture.","27":"Mr Monsieur Gide me doit\n 40 # pour 20 e de M\u00e9lastomes 16 Avril 1826 Herr Baron! Ich erwiedere Ihr g\u00fctiges Schreiben vom ersten Februar, welches aber erst\n den 4ten Maerz hier eintraf , etwas\n spaet , da ich , um Ihrem Auftrage wegen der botanischen Benennung der Palmen SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 3 , Bl. 4 und 5 . zu entsprechen, nachdem ich auf 2 Anfragen bey Martius keine gen\u00fc gende Auskunft erhielt, u. und sich in hiesiger Bibliotheke Bibliothek sein Werk nicht befindet, mich nach M\u00fcnchen begeben mu\u00dfte , um\n selber nach zu schlagen. Demnach fand ich , da\u00df die Palme mit dem Neger u. und der Tamarinde SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 4 . in Bahia , wo ich sie \u2013 im Juny 1825 \u2013 gezeichnet , D.End\u00e9 \u2013 Dendezeiro genan\u0305t genannt , von Martius als Elaeis guineensis , \u2013 jene in der Provinz Rio\n Janeiro gezeichnete schlancke Palme neben der\n Araucarie SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 5 . von den Portugiesen Ricury oder mit dem allgemeinen Namen Coquero\n bezeichnet, als Cocos coronata , \u2013 ferner die in Minas Geraes am Rio das Velhas im Nov. November 1824. entworfene Palmgruppe der Macauba, Macaiba oder Catar\u00f3 SBB-PK, Handschriftenabteilung, Autogr. I\/1292, Bl. 3 . \u2013 von Martius als A c rocomia scelerocarpa sclerocarpa angef\u00fchrt ist. Auf dem Farrnbaumblatte ist der zur rechten des Beschauers mit dem liegenden\n Neger Cyathea rigida , der ganz zur linken u. und hinterste, mit den spyralf\u00f6rmig laufenden Einschnitten, Polypodium corcovadensis corcovadense , der h\u00f6chste auf dem Blatte unter welchem der J\u00e4ger steht cynthea arborea \u2013\n deren unentwickelte Bl\u00e4tter u. und Mark, von den Wilden gleich dem der Palmita genossen wird. \u2013 Der\n Name der Mittleren etwas niedereren ist mir nicht bekan\u0305t bekannt . Inliegend folgen genauere Conturen der Fr\u00fcchte, u. und wahrscheinlich zugleich mit diesem Briefe werden der Herr Baron,\n die unter dem 18 ten versendeten Araucarien,\n ausgef\u00fchrte Federzeichnung u. und Scizzen zu Mangle, Cactus, u und Bambusen erhalten, \u00fcber deren Ausf\u00fchrung ich sodan\u0305 sodann Ihre weitere Bestim\u0305ung Bestimmung erwarte \u2013 Die Araucarie habe ich gleich ganz vollendet, da mich gerade einige tr\u00fcbe\n Tage am malen hinderten, sollte sie sich so nicht zu Ihrem Gebrauche\n eignen, so bitte ich sie einstweilen zur\u00fcckzulegen und mir gef\u00e4lligst Ihre\n Meinung mitzutheilen. Mit dieser Gele genheit hoffe ich zu h\u00f6ren, ob sich die sp\u00e4tere Zeichnungssendung ebenfalls Ihres g\u00fctigen Beyfalles, welcher mir \u00e4usserst werth war, zu erfreuen hatten. Gegenw\u00e4rtig beschaeftigt mich hier ein gr\u00f6sseres \u00d6hlgem\u00e4lde , eine Scene in einem bras. brasilianischen Urwalde vorstellend, nach dessen Beendigung ich meine Rei\u00dfe nach Paris wieder anzutretten gedencke. Hier nehme ich mir die Freyheit Ihnen verehrtester Herr Baron mitzutheilen,\n da\u00df ich von dem Hau\u00dfe Engelman Comp. Compagnie Einladungen u. und Aufforderungen zur Herausgabe meiner Scizzen erhalten habe, Rugendas\u2019 Malerische Reise in Brasilien erschien zwischen 1827\n und 1835 mit einem Text von Victor Aim\u00e9\n Huber parallel auf deutsch und franz\u00f6sisch\n ( Rugendas 1827\u20131835 , Rugendas 1835 ). Humboldt\n hatte Rugendas bei der Suche nach einem Verlag unterst\u00fctzt und half wohl\n auch bei der Auswahl der Motive ( Achenbach 2009 , 65\u201367). denen ich keineswegs abgeneigt w\u00e4re, nur scheint mir da\u00df sich f\u00fcr dieses lithographische Unternehmen \u2013 ein Theil meiner Studien, die Palmen - u. und Baumstudien, nicht eignen, u. und sie von dieser Voyage pittoresque abgesondert erscheinen sollten\n \u2013 Hier w\u00fcrde ich, sowie \u00fcberhaupt \u00fcber die zweckm\u00e4sigste Eintheilung des\n Ganzen, be vor ich mit dem genan\u0305ten genannten Hau\u00dfe den Verkauf schlie\u00dfe \u2013 Herr\n Baron \u2013 Sie um Ihren g\u00fctigen Rath bitten, dem ich nachzukom\u0305en nachzukommen dan\u0305 dann gewi\u00df nicht fehlen w\u00fcrde. Herr Baron, sehr verbunden f\u00fcr die h\u00f6chstsch\u00e4tzbare Erin\u0305erung Erinnerung meiner bey Herrn Baron G\u00e9rard , danke ich im voraus f\u00fcr die g\u00fctige Erw\u00e4hnung\n in Ihrem Program\u0305e Programme Humboldt 1826a , Humboldt\n 1826b . \u2013 u. und Ausbezahlung der 1000 fr. franc \u2013 empfehle ich mich Ihrer Gewogenheit u und verharre Herr Baron \u2013 Hochachtungsvollst ergebenster Moriz Rugendas . Augsburg , den 20sten Maerz 1826.","28":"Ein Hauptzwek meines Aufenthalts in Francfurth , ich m\u00f6chte sagen der einzige, ist der Wunsch, Ihnen Verehrungswerther Freund, einmal wider wieder pers\u00f6nlich den Ausdruk meiner Be wunderung und Anh\u00e4nglichkeit dar zubringen.\n Erlauben Sie mir dass ich um zw\u00f6lf Uhr ( od. oder zwi schen 12\u20131 Uhr) Sie auf einige Stunden besuche\n und bei Ihnen fern von allem Eisen, im Garten od. oder Felde, die Magnet. Magnetische Inclination bestimme. Ich stelle Ihnen dann auch meinen braven\n jungen Freund, Valenciennes , Aide naturaliste au Jardin des Plantes vor, der mit Cuvier ein grosses Fischwerk herausgiebt und sehr angenehm\n und bescheiden ist. Werden Sie mich noch widerkennen? Al. Humboldt Ich reise in der Nacht. Sr Seiner Hochwohlgeboren Dem Herrn Geh. Geheim Rath von S\u00f6mmering.","29":"Ich finde immer noch Zeit, theurester Rugen das , um Ihnen und Ihrem\n braven Herrn Verleger meinen herzlichsten Dank u und meine Bewunderung auszudr\u00fckken Ab 1827 ver\u00f6ffentlichte Rugendas Ansichten Brasiliens im Verlag des Lithographen Godefroy Engelmann ( Rugendas 1827\u20131835 , Rugendas 1835 ). Vgl. Rugendas an Humboldt. Augsburg , 20. M\u00e4rz 1827 . ; ja Bewunderung , tiefgef\u00fchlte, ungeschmeichelte, ist das wahre Wort. Ich bin so\n gl\u00fcklich gewesen hier in Paris zuerst\n das gro\u00dfe Talent zu r\u00fchmen das Sie in Auffassung des physionomischen Theils der Landschaft besizen. Ihr liebens w\u00fcrdiges Wesen, Ihre geistige Bildung , Ihr reiner k\u00fcnstlerischer Geschmak erh\u00f6hen solch ein Talent. Die\n Ausf\u00fchrung dieses Werks macht\n es zum ersten das je \u00fcber Tropen -Natur erschienen ist. Der Text ist vortreflich Die einleitenden Bemerkungen zur Landeskunde Brasilien s in Rugendas 1827\u20131835 verfasste Victor Aim\u00e9 Huber nach Notizen\n und Angaben Rugendas \u2019. , voll richtiger geognostischer Ansichten. Denken Sie da\u00df, gemartert seit 5 Tagen, habe ich Zeit gehabt habe, ihn diese Nacht bis 3 Uhr ganz zu\n lesen . Diese Freuden u und Gef\u00fchle mu\u00dfte ich Ihnen ausdr\u00fckken, mein\n Theurer. Er halten Sie mir Ihre Freundschaft; ich werde noch\n Ihre G\u00fcte f\u00fcr meine Werke in Anspruch nehmen. Kommen Sie g\u00fctigst zu\n mir morgen (Donnerstags) um 8 Uhr m M orgens. Ich reise wegen Ankunft eines Verwandten erst Freitags Humboldt verlies Paris , wo er seit 1807 mit kurzen Unterbrechungen\n gelebt hatte, am Sonnabend,14. April 1827, um sich dauerhaft in Berlin niederzulassen.\n Zun\u00e4chst reiste er jedoch in Begleitung Heinrich von B\u00fclow s, Gatte seiner Nichte Gabriele , nach London . B\u00fclow trat\n dort das Amt des preu\u00dfischen Gesandten an. Vgl. Alexander von\n Humboldt-Chronologie, edition humboldt digital, https:\/\/edition-humboldt.de\/H0004730 . . Mit unver\u00e4nderlicher Anh\u00e4nglichkeit, Ihr AlHumboldt Mittwochs","30":"Indem ich Sie, theurer Freund, um die Besor gung\n dreier Pariser Briefe bitte, ersuche ich Sie zugleich den Brief an Herrn Gergonne postfrei nach Mont peiller zu besorgen . Sezen Sie mir ja f\u00fcr alle meine Briefe eine runde Summe porto in Rechnung . Ich werde sonst auf horen aufh\u00f6ren mussen m\u00fcssen , Ihre G\u00fcte in Anspruch zu nehmen . AHumboldt Berlin , den 17 . Jul Julius 1827","31":"Herrn D. Doktor Ehrenberg Wohlgeboren Ich m\u00f6chte mir gern morgen da ich einmal nicht lese, einen\n frohen Tag machen . Wollen Sie, theurer Freund, morgen gegen 10 h etwas im Thiergarten mit mir spaziren gehen, so hole ich Sie bei\n Sich ab . Zu D\u00fcrer 's Fest mu\u00df ich zu r\u00fck sein um 12 h . Kann ich Nitsch bei Ihnen sehen? AHumboldt Donnerstags","32":"Sonnabend. d. der 19 April 28. Herr Baron In meinen Notaten aus fr\u00fcherer Zeit finde ich da\u00df Lichen subterraneus Willdenow in dessen Herba rium, welches ich nach dem Ankauf selbst geordnet habe, als\n Synonym zu Rhizomorpha\n subterranea Persoon geh\u00f6rt, deren Synonymon wieder nach Persoon Ihr Lichen radiciformis ist\n (Flora friberg. fribergensis subterr. subterranea ) Diese dunkelfarbigen Rhizomorphen (welcher Nahme in Roths Catalectis botan. botanica Roth 1797\u20131806 zuerst als Gattungs Nahme gebraucht und jezt allgemein angenommen ist)\n sind eine mala crux Mycologica und w\u00e4hrend die Byssi der \u00e4lteren Zeit fast s\u00e4mtlich nach den neuern Ansichten gut untergebracht sind, theils als Rhizopodia ( Stolonen ) der\n hohen Pilze ( Agarici , Merulii , Lycoperda )\n theils als Sporotridae und andere kleine gut characterisirte Pilzgattungen ist noch immer das\n Urtheil der Mycologen ge theilt. Vielleicht\n werfen Sie einen Blick auf die bezeichneten Stellen von Fries 1825. der jezt als Princeps Mycologus gilt. Ich selbst habe mich auch an mehreren Orten in\n kleinen Abhandlungen dar\u00fcber ausgesprochen und kann diese Formen nicht\n analysieren. Sie sind so gro\u00df und aus gebildet\n und haben keine deutliche Fructification. Was daf\u00fcr beschrieben ist sind mir\n wohlbekannte Warzen , die das\n Dunkel nicht erhellen. In den Herbarien auch bey Willdenow sind offenbar Pflanzenwurzeln (Phanerogamen) besonders,\n wie ich wohl zuerst gezeigt habe 1820 Nov Nova Acta Leopod. Leopoldina X. p. pagina 168-171. , . Ich hoffe immer noch da\u00df\n man auch die noch nicht nachgewiesenen auf diese Art wird ins Klare bringen, halte deshalb f\u00fcr sehr n\u00fctzlich da\u00df sie immer noch als Pflanzen\n aber mit m\u00f6glichst vielen Fragezeichen fortgenannt werden. Da dieser K\u00f6rper\n Ihnen wichtig ist, so ist Ihnen vielleicht dieser kurze Excurs angenehm. Nees von Esenbeck und Bischoff haben meines Wissens zulezt umst\u00e4ndlich\n dar\u00fcber gehandelt (Nova act acta Leopold. Leopoldina XI. pag. pagina 654. 1823. ) und Nees scheint vom selbstst\u00e4ndigen Pflan zencharacter \u00fcberzeugt zu seyn. Sie finden da\n auch eine sch\u00f6ne Abbildung einer Variet\u00e4t. Wegen der Contractionsf\u00e4higkeit als thierischer Character Lichen subterraneus erster Organisation Ehrenberg (Raumverminderungsf\u00e4higkeit) werfen Sie vielleicht einen Blick auf die\n bezeichnete Stelle in Rudolphis Physiologie\n wo wie ich sehe alles Bedeutende gesammelt ist. In dankbarer Verehrung Ihr","33":"S. Seiner Wohlgeboren Herrn Professor D. Doktor Ehrenberg Dorotheenstra\u00dfe n numero 11 Reitbahnen Leider ist mein Thiergarten hier schon aus gestorben. Die Flasche roch\n stark nach hydrog\u00e8ne sulfureux. Doch habe ich nach dem ich alles toten\n still gefunden, die Fl\u00fcssig keit wieder mit genommen. Nun aber noch eine Bitte um Belehrung, mein theurer Freund. Ich sehe wenn man 1 od. oder 3 allein anwendet aber so ist es wohl nicht gemeint. Die unterste\n Lupe (Objectiv viel mehr) von 4 ist die einzige welche verengt endigt. Mu\u00df man die Combination so nehmen da\u00df 1 mit 4 od. oder 1. 2 u und 4 verbunden werden? Mu\u00df 4 immer dabei sein? Finden Sie Plaz zum\n Spiegel wenn Sie 1 2 3 4 zusammenlassen. Ich nicht . Die zu gro\u00dfe N\u00e4he des Spiegels scheint mir \u00fcberhaupt seiner Bewegung\n sch\u00e4dlich . Schreiben Sie mir, mein Theurer, bald ein Wort nach Tepliz u und verzeihen Sie meine indiscrete Bitte . Ihr dankbarer AHumboldt Montags Ich reise morgen um 12 Uhr fr\u00fch .","34":"envoyer le pi\u00e9 de lunette zur\n See . Ecrivez \u00c9crivez si quelqu\u2019un a vu a \u00e0 Paris le les Molecules Mol\u00e9cules de Brown et ce que\n l\u2019on en dit Je Vous supplie cher ami, de commander chez Chevalier un microscope semblable aux derniers qu\u2019il a envoy\u00e9 envoy\u00e9s ici, mais par la poste adress\u00e9 a \u00e0 Mr Monsieur Link . Link Faites le payer a \u00e0 Leo mais recommander recommandez qu\u2019on se presse et que la construction mecanique m\u00e9canique et l\u2019emballage des pieces pi\u00e8ces soyent moins mauvaisses. Observez l\u2019effet de ma lettre sur Legendre . Je Vous embrasse tendrement . Ht","35":"Wollen Sie, mein Ver ehrtester, mir die Freu de schenken und morgen Mittwochs, um 9 Uhr mit Prof. Professor Ledebour bei mir fr\u00fchst\u00fckken? Ihr Al Humboldt Dienstags. Bringen Sie wenn Sie k\u00f6nnen Ihr Microscop u und etwas infusoria mit!","36":"Eine der gr\u00f6\u00dften Freuden meines Lebens w\u00fcrde sein einmal ein 5-6 Monathe\n mit Ihnen, an Ihrer Seite, unter Ihrer Belehrung reisen zu k\u00f6nnen.\n S\u00fc\u00dfwassermuscheln Fische, Bergpflanzen Ru\u00df lands sind wenig bekannt . Erst seit gestern hat das Ru\u00df Ru\u00dfische Gouvernement meine Reise freilich nur nach dem Ural u und Tobolsk am Irtysch auf das gro\u00dfartigste\n genehmigt. Ich bin abwesend vom 1 Mai bis October . W\u00e4re es m\u00f6glich theurer Professor, da\u00df Sie diese Zeit Ihre\n wichtigen Arbeiten unterbr\u00e4chen, mit anderen wichtigen\n vertausch ten u und mich mit Ihrer Begleitung begl\u00fckken. Wir w\u00e4ren Deutsche drei, Sie, Gustav Rose u und ich. Denken Sie dar\u00fcber nach. Ich komme heute morgen zu Ihnen. Die Reise wird Ihren Verm\u00f6genszustand nur in so fern afficiren, als\n Sie w\u00e4hrend der ganzen Abwesenheit nichts von dem Ihrigen auszugeben\n haben. Ich hoffe da\u00df das Russ. Russische Gouvernement darein willigt u und w\u00fcrde morgen deshalb Schritte thun. Sie w\u00fcrden dabei das\n terrain sondiren, da man Ihnen ja selbst schon Aner bietungen gemacht, die ich billigte. Ihr Sie herzl herzlich achtender u und verehrender AHumboldt Freitags K\u00f6nigsberg , Dorpat , Petersburg (Ladogasee) Perm , Casan Ekatherinburg (Gebirgsfische, des Ural ) vielleicht zur\u00fck \u00fcber Orenburg , Moskau u und wieder Petersburg ... \u00dcberall\n die gr\u00f6\u00dfte Be quemlichkeit auf Kosten der Krone.","37":"Hochgeehrtester Herr\n Baron! Herr Baron von Arnim\u0305 welchen ich das Gl\u00fcck hatte in Neapel ken\u0305en zu lernen , wird die G\u00fcte haben Ihnen diesen Brief u. und einige Zeichnungen zu besorgen , welche Sie mir im Mai 1827 in Paris aufgetragen, als Sie eben im Begriffe waren nach England abzugehen. Nachdem ich im Nov. November selben Jahres von einer Rei\u00dfe nach Deutschland in Paris wieder zur\u00fcck war, wollte ich mir die Freiheit nehmen Ihnen zu schreiben um\n mich \u00fcber die Verz\u00f6gerung der noch von Ihnen selbst ausgew\u00e4hlten Scizzen zu\n entschuldigen, Herr von Kunth meinte jedoch da\u00df diese noch nicht so dringend erwartet w\u00fcrden u. und so diese in folge geh\u00e4ufter Arbeiten u. und der Rei\u00dfest\u00f6rungen erst in Italien ausgef\u00fchrt worden. Ich wollte diese Zeichnungen erst directe an Herrn v von Kunth versenden , da ich aber an der franzsch. franz\u00f6sischen Ambassade niemanden niemandem praesentirt bin , so war die Besorgung\n nicht zu erhalten u. und ich ben\u00fctze darum die Gef\u00e4lligkeit Herrn Bar. Baron v. von Arnim\u0305s , damit Sie auch zugleich die gef\u00e4llige\n Einsicht davon nehmen m\u00f6gen. An De n m dem ficus americanus schien mir auf der Zeichnung selbst\n die gew\u00fcnschte Verbesserung nicht m\u00f6glich, daher habe ich sie ganz neu\n gezeichnet u. und hoffe nun dem Charakter weit n\u00e4her gekom\u0305en zu seyn. Von der Araucaria was es schwer eine von den fr\u00fchern\n sehr abweichende Zeichnung zu machen, da wenn ich die Zeichnung in derselben Gr\u00f6\u00dfe ausf\u00fchre, Proportion u. und Manier im\u0305er Reminiscenzen hervorrufen. Doch bin ich \u00fcberzeugt\n da\u00df dieses Blatt nun mit der von Herrn v. von Martius ohne mein Wissen copirten Zeichnung nichts\n als die Art der Ausf\u00fchrung u. und den Charakter gemein habe, von dem ich jedoch nicht abweichen\n kann \u2013 Sie hievon zu \u00fcberzeugen, lege ich die in Bras. Brasilien verfertigte Studie welche Martius vor Augen hatte den \u00fcbrigen bei. Bei\n der Mangle staude u. und den Bambusen bin ich den\n kleinen Studien ganz getreu geblieben u. und glaube da\u00df sie f\u00fcr den Kupferstecher gut verst\u00e4ndlich seyn werden, bedaure \u00fcbrigens immer da\u00df ich von diesen Gew\u00e4chsen keine gr\u00f6\u00dferen\n vollkom\u0305enen Studien besa\u00df u. und w\u00fcnsche nur Gelegenheit Ihnen Herr Baron eine w\u00fcrdigere Idee von\n meinen gegenw\u00e4rtigen Arbeiten geben zu k\u00f6nnen. Vielleicht da\u00df Sie Pignien , Cipressen u. und andere im S\u00fcden Europa\u2019s heimische B\u00e4ume oder Pflanzen f\u00fcr Ihr denkw\u00fcrdiges umfassendes Werk\n bed\u00fcrfen, u. und wenn die\u00df der Fall w\u00e4re \u2013 so w\u00fcrde ich Sie um Ihre ehrenden\n Auftr\u00e4ge ersuchen u. und mich gewi\u00df bestreben, recht getreue u. und m\u00f6glichst geschmakvolle Zeichnungen zu fertigen oder aus schon\n vollendeten Studien aus meinen Portefeuilles auszuw\u00e4hlen, da sich diese auf\n einer Fu\u00dfreise durch die Abruzzen nach Neapel u. und durch das herrliche Calabrien nach Sicilien schon ziemlich gemehrt haben. \u2013 Hier in Rom hoffe ich einige Bilder zu vollenden u. und als Maler zu studiren u. und mich in Colorit zu \u00fcben. Darum w\u00fcnschte ich dieses Jahr u. und wenn es meine pecuni\u00e4ren Verh\u00e4ltnisse erlauben auch das n\u00e4chste\n Jahr in Italien zu verleben, doch hege ich\n noch im\u0305er dieselbe Sehnsucht einst nach den Tropen L\u00e4ndern zur\u00fcckzukehren u. und wo m\u00f6glich Indien zu\n besuchen. Ich schmeichle mir da\u00df ich dann etwas vollendeteres, solideres liefern k\u00f6n\u0305te als die brasilianischen Scizzen \u2013 ein\n bloser jugendlicher unvorbereiteter Versuch. So\n schwer mein Wunsch in Erf\u00fcllung zu bringen seyn wird, so hege ich doch die\n Hoffnung auf einige M\u00f6glichkeit wenn Sie hochverehrter Herr Baron, der\n schon so viel G\u00fcte u. und unverdientes Wohlwollen mir schenkten, denselben beg\u00fcnstigten u. und wenn irgend eine Expedition nach s\u00fcdlicheren L\u00e4ndern ausginge , mich derselben als\n Rei\u00dfezeichner empfehlen \u2013 oder Privaten , die Lust h\u00e4tten eine eigene Unternehmung zu unterst\u00fctzen: Man w\u00fcrde mich fast zu allen Unternehmungen bereit finden, da mir alles willkom\u0305en seyn muss muss , was mich in der einmal gew\u00e4hlten Karriere vorw\u00e4rts bringt, u. und ich keine Hoffnung habe in weder in dieser noch in anderer Hinsicht in meinem Vaterlande mich gef\u00f6rdert zu sehen, darum ersuche ich Sie recht sehr meiner Bitte bei\n Gelegenheit zu gedenken oder mir mit Ihrem g\u00fctigen Rathe beizustehen. An H. Herrn v. von Kunth habe ich vor meiner Abrei\u00dfe von Paris einen Abdruck von einer selbst auf Stein von mir ausgef\u00fchrten Waldplatte \u00fcbergeben, welchen ich ich\n mir die Freiheit nehme Ihnen zu bestim\u0305en; ich w\u00fcnsche da\u00df wenn dieses\n Blatt schon vor Ihre Augen kam, es auch Ihren Beifall erhielt den ich \u00fcber\n alles hochsch\u00e4tze. Von meiner \u201e Malerischen Rei\u00dfe \u201c werden Sie wird die die Fortsezung im\u0305er bei Herrn v. von Kunth abgegeben worden seyn, es geht ungemein langsam mit der Herausgabe weil meine sehr biedern Verleger seit den\n vorj\u00e4hrigen M\u00fchlhauser - Collmarer Geschaeftsunterbrechungen etwas genirt waren, doch hoff\u2019 ich soll es bald wieder mit dem Erscheinen der Hefte seinen alten Gang gehen . Nun Herr Baron bitte ich den langen Brief nach langem Stillschweigen zu\n entschuldigen und mir Ihre Gewogenheit ferner zu erhalten und verharre mit aller Verehrung Herr Baron dero ergebenster Moriz Rugendas Rom , den 20 . sten Febr. Februar 1829. N. S. Nachschrift S W ollten Sie die G\u00fcte haben mir zu schreiben \u2013 so bitte ich\n den Brief ins Caf\u00e9 greco zu adressiren. \u00c0 Monsieur Monsieur le Baron Alexandre de Humbold \u00e0 Berlin","38":"Da gestern Sontag war habe ich nicht an Minister Cancrin geschrieben. Es ist auch kein Ungl\u00fck da\u00df ich bis\n Mittwoch od oder Donnerstag (doch nicht l\u00e4nger) warte. Ich w\u00fcrde gern selbst Alt. Altenstein zuerst davon reden, aber Sie kennen Ihren Lage gegen die sogenannte Zeichnungs u und Kupferstecher Kommission besser, als ich. Sie werden also bessere Gr\u00fcnde angeben. Wenn Sie durch dringen k\u00f6nnte u und Alt Altenstein heute Ab Abend od oder morgen sprechen (an der Th\u00fcre sa gend, Sie k\u00e4men um ihm von mir etwas zu bestellen) so w\u00e4re es gewi\u00df k\u00fcrzer: es\n ist so schwer eine Antwort von ihm zu er pressen. M\u00fcssen Sie schreiben, so schikke ich Ihnen ein billet zur Einlage . Er schl\u00e4gt uns nichts ab! Aber der Schritt mu\u00df geschehen . Ich schikke Ihnen heute Abend vor 7 h ein billet an Alt Altenstein . Aber sehen Sie zu m\u00fcndlich die Sache abzumachen. Herr Frost u und seine Societ\u00e4t sind in London gar nicht geachtet. Leider kann ich schnell nur Briefe f\u00fcr Sie,\n mein lieber nach London besorgen . AHt","39":"Ich bedaure unendlich, Verherungswertester Herr Professor, Ihren\n g\u00fctigen Antrag den so kenntni\u00dfreichen und th\u00e4tigen Herrn Braun zum Begleiter auf einer, \u00fcbrigens ziemlich unwichtigen Sommerreise nach dem Ural und Irtysch (nicht nach dem Caucasus ) zu haben \u2013 nicht annehmen zu k\u00f6nnen. Seit mehr als einem Jahre Humboldt \u00fcbertreibt hier wohl aus H\u00f6flichkeit\n deutlich. Erst am 20.\n Februar desselben\n Jahres hatte er Ehrenberg gebeten, ihn auf der\n Reise zu begleiten. Humboldts Bitte, neben Gustav Rose einen zweiten Wissenschaftler\n mitnehmen zu d\u00fcrfen, ging am 25. Februar an den russischen\n Finanzminister Georg von Cancrin ,\n der Humboldts Gesuch dem Zaren Nikolaj\n I. vorlegte und dessen Zustimmung am 13. M\u00e4rz best\u00e4tigte\n (vgl. die Briefe 16 und 17 in Humboldt 2009 , 97\u201399). ist es bestimmt, da\u00df von Deutschland aus, mich nur Gustav Rose und Ehrenberg begleiten. Ich mu\u00df daher leider! bei so vielen ehrenvollen Antr\u00e4gen , die ich aus allen Theilen Europa\u2019s (seit 4 Monathen) erhal te , Am 6. April desselben Jahres bedankt sich\n Humboldt bei Cancrin f\u00fcr dessen\n Zustimmung, Ehrenberg als Begleiter\n der Russland-Reise zu akzeptieren und erg\u00e4nzt: Viele Personen,\n aus allen Theilen von Ru\u00dfland haben an mich geschrieben, mit dem Wunsche mich zu begleiten. Ich\n habe allen diesen mir v\u00f6llig unbekannten, aber gewi\u00df sehr achtbaren\n Personen geantwortet, Ew Excellenz allein h\u00e4tten \u00fcber diese Reise zu\n bestimmen und alles, was Sie bef\u00f6hlen, w\u00fcrde mir angenehm\n sein. ( Humboldt\n 2009 , 101). Auch gegen\u00fcber Franz Julius Ferdinand Meyen sieht sich Humboldt wenige Tage nach\n dem Schreiben an Gmelin gezwungen, dessen Anfrage freundlich aber\n bestimmt ablehnen zu m\u00fcssen. Vgl. Alexander von\n Humboldt an Franz Julius Ferdinand Meyen. Berlin, 11. M\u00e4rz\n 1829 . immer unfreundlich erscheinen . Mit der ausgezeichnetsten Hochachtung Ew Euer Wohlgeboren gehorsamster AHumboldt Berlin den 3 Merz 1829 Von Alexander von Humboldt Kommentar von unbekannter Hand, in dem noch von\n drei Forschern die Rede ist, f\u00fcr die Gmelin sich Humboldt gegen\u00fcber offenbar einsetzte.\n Humboldt selbst erw\u00e4hnt im vorliegenden Brief lediglich Alexander Braun . an Prof. Gmelin in Karlsruhe , welcher angefragt hatte, ob Humboldt nicht die\n 3 jungen Naturforscher Braun , Agassiz u. und Schimper nach dem Ural mit nehmen wolle","40":"Sie w\u00fcrden mir nicht blo\u00df ein th\u00e4tiger u und kenntni\u00dfreicher, sondern auch ein angenehmer Begleiter Meyen hatte sich offensichtlich als Begleiter f\u00fcr\n Humboldts Russlandreise beworben. Wie Humboldt acht Tage zuvor an Karl\n Christian Gmelin schrieb, wurde er mit vielen ehrenvollen\n Antr\u00e4gen [\u2026] aus allen Theilen Europa \u2019s (seit 4 Monathen) bedr\u00e4ngt und war\n sich dar\u00fcber klar, unfreundlich zu erscheinen. So war ihm u. a.\n Alexander Braun empfohlen worden,\n der gerade in Heidelberg sein\n Studium der Medizin und Naturwissenschaften mit Schwerpunkt Botanik\n abgeschlossen hatte. Bemerkenswert ist, dass Humboldt die von ihm so\n erw\u00fcnschte und ersehnte Russlandreise gegen\u00fcber Gmelin als \u00fcbrigens ziemlich unwichtige [\u2026] Sommerreise nach dem Ural und Irtysch (nicht nach dem Caucasus ) bezeichnete. Vgl. Alexander von Humboldt an Karl\n Christian Gmelin. Berlin, 3. M\u00e4rz 1829 . sein; aber wie k\u00f6nnen Sie glau ben, theurester Herr\n Doc tor, da\u00df zu einer schon seit 2 Jahren beschlos senen Reise nicht schon alles besezt sei? Ich kann nur 2 Personen mitnehmen , Prof Professor Rose und D Doktor Eh renberg . Es wird mich freuen wenn ich Gelegenheit\n f\u00e4nde, auf andere Weise Ihre lobenswerthen Zwekke zu unterst\u00fczen.\n Sie wissen wie sehr ich Sie hochsch\u00e4ze. AlHumboldt B Berlin 11 Merz 1829","41":"Ihr Brief, mein theurer Rugendas , erfreut mich an einem sonst recht tr\u00fcben Tage. Meine Schw\u00e4gerin , die an dem furchtbarsten aller weiblichen Uebel\n leidet, ist seit 8 Stunden, (gl\u00fcklicher Weise, schmerzlos) im\n Verscheiden. Sie ist die sen Abend zu sich\n selbst gekommen, aber eine solche Lebensfrische kann nicht von langer\n Dauer sein! Sie ist eine der edelsten, geistreichsten, liebensw\u00fcrdigsten Frauen ihres Zeitalters, voll\n wahrem u und reinem Kunstgef\u00fchl. Ich gehe keinesweges nach dem Caucasus , sondern wegen\n der Platina Minen nach dem unmahlerischsten aller n\u00f6rdlichen\n Gebirge , nach dem Ural u und Irtyisch u und Tobolsk , eine blo\u00dfe Sommerexcursion bis Novem ber, von der die\n Zeitungen\n einen\n un seligen Lermen schlagen. Ich hatte\n aller dings den Ararat vorgeschlagen, aber der Kaiser h\u00e4lt f\u00fcr jezt das Land f\u00fcr zu unruhig\n zu einer gro\u00dfen Expedition. Ich reise in wenigen Tagen (vielleicht 12 . \u201314 . April) nach Petersburg ab. Es begleiten mich blo\u00df Prof Professor Rose u und Dr Doktor Ehrenberg , ein Mineraloge u und Zoologe. Wen man von Pet Petersburg aus mitschikt, liegt au\u00dfer meinem Einflu\u00df. Sie k\u00f6nnen denken, wie sehr mir ein Mann von Ihrer Liebensw\u00fcrdigkeit u und Ihrem einzigen Talente, die Natur gro\u00df, lebendig u und treu aufzufassen unter anderen Umst\u00e4nden theuer als Begleiter gewesen w\u00e4re. Aber w\u00fcnschen Sie Sich Gl\u00fck, mein theurer Rugendas , da\u00df Sie nicht diese H\u00fcgel mit Kiefern u und \u00e4rmlichen Birken bedekt, zu bereisen haben . Ihr Andenken u und die Versicherung Ihrer freundschaftlichen Gesinnungen sind\n mir sehr theuer . Ihre gewi\u00df sehr sch\u00f6nen , mir bestim\u0305ten Zeichnungen sind noch nicht in meinen H\u00e4nden. Die Traurigkeit hindert mich heute mehr zu schreiben. Versichern\n Sie Herrn Minister Bunsen meine innigste Hochachtung. Ich werde keine Gelegenheit vorbeigehen lassen, Ihren mir so theuren Namen zu nennen, wenn ich auf eine Expedition Einflu\u00df haben kann, die Ihren Zwekken u und Ihrem Talente entspricht. Sollten die Platanen von Griechenland u und Klein Asien Sie nicht reizen? Ihr AlHumboldt Berlin den 23 . Merz 1829 \u00e0 Monsieur Monsieur Maurice Rugendas peintre de paysage \u00e0 R\u00f4me au Caff\u00e8 Greco","42":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg. 25 M\u00e4rz.\n 1829 Ich habe die sehr freund liche Antwort von Min Minister Cancrin erhalten \u201eich habe dem Kaiser ihren Brief gezeigt u und es wird genehmigt, dass ein so w\u00fcrdiger Mann, als Prof Professor Ehrenberg Sie auch begleite.\u201c Ich r\u00fcste mich noch immer zum 12\u201314 April obgleich dumpfe Ger\u00fcchte gehen der Kaiser bleibe l\u00e4nger (bis\n 14\n ten Mai?) in Petersburg . Ich gehe auf 2 Tage\n mit dem K\u00f6nig nach Pots dam . Sehen Sie Sich doch ja, mein\n Verehrter Freund, im Museum an 1\u00b0\n die Sibirischen Pelz thiere die man schon besizt u und welche fehlen 2\u00b0 die Fische die Pallas geschikt hat aus Sibirien , blo\u00df die gr\u00f6\u00dferen, damit Sie allenfalls die\n Facies der Fische wiedererkennen die man vom Irtysch u und Obi hat . Ihr AlHumboldt Mittwochs Ich habe die ganze Nacht bis 4 Uhr beobachtet .","43":"Berlin 3ter Apr. April 1829 Sie haben gewi\u00df, mein guter Rugendas , schon meinen lezten Brief von hier , den ich vor Herrn v von Arnims Ankunft schrieb , erhalten . Diese Zeilen sollen Ihnen blo\u00df meinen innigsten Dank u und meine Bewunderung f\u00fcr die neuen u und umge\u00e4nderten Zeichnungen aus dr\u00fckken. Sie sind\n herrlich, besonders Bambusen u und Mangle meisterhaft! Ich werde\n sp\u00e4ter von Ihren Anerbietungen Gebrauch machen . Ich werde immer Ihr Interesse wahrnehmen u und nehme Ihre Brasiliana theilweise nach Petersburg mit, blo\u00df\n um von Ihrem Talen te zu sprechen und zu sehen ob sich dort\n Aussichten f\u00fcr eine Welt Umseglung, und f\u00fcr Caucasus und Ararat unter\n nicht mesquinen\n Bedingungen er\u00f6fnen. Lieber sehe ich Sie mit den Franzosen in Griechenland Zwischen 1828 und 1833 f\u00fchrte Frankreich auf der Peloponnes (Morea)\n Milit\u00e4roperationen gegen das Osmanische\n Reich durch. Die franz\u00f6sische Regierung bildete 1829 im\n Zuge dessen eine aus Gelehrten und K\u00fcnstlern bestehende \u201eExp\u00e9dition\n scientifique de Mor\u00e9e\u201c, die auf der Halbinsel wissenschaftliche Arbeiten\n durchf\u00fchrte. , was Sie so nahe haben. F\u00fcr transatlant transatlantische Reisen m\u00fcssen Sie nach Paris zur\u00fckkeh ren . Wie , wenn Sie an G\u00e9rard dringend schrieben , Sie vorzuschlagen. Er hat gro\u00dfen Einflu\u00df und man wirkt nur in der\n Welt , wenn man an Ort und Stelle ist . Wie , wenn Sie Sich anb\u00f6ten bei dem Ministre de l\u2019Int\u00e9r. l\u2019Int\u00e9rieur gerade zu , um im\n Innern von Mexico , Quito , Colombia zu reisen , um f\u00fcr den Jardin des Plantes eine Samlung charakteristischer Zeichnungen von Gew\u00e4chsen anzufertigen! Sie\n bewiesen in dem Antrage , da\u00df die\n Botaniker , welche nur einzelne Theile\n abbilden , l\u00e4ngst dergleichen gew\u00fcnscht haben. Beziehen Sie Sich auf mein Urtheil\n und G\u00e9rard . Lassen Sie sich so einen Aufsaz von einem geistreichen\n Franzosen machen, lassen Sie ihn durch G\u00e9rard od oder Cuvier \u00fcbergeben . Sie versprechen einen jungen franz\u00f6s. franz\u00f6sischen Bota niker mitzunehmen. Vielleicht reizt die Neuheit des Vorschlages . Es ist ja\n kein Ungl\u00fck es zu probiren. Legen Sie einige Ihrer Skizzen bei pour exprimer le port, la physionomie des plantes . Ich reise in wenigen Tagen u und bin wie gekocht . Ihr AlHumboldt Ihren Urwald habe ich leider noch nicht. Schik ken Sie ja etwas zur hiesigen\n Aus stellung, Pflanzen formen. Man kauft gern . Der Kron prinz bewundert sehr Ihr Talent! Man m\u00fc\u00dfte Sie auf einige Jahre reisen lassen ins Senegal od oder Bourbon . Se \u00c0 Monsieur Monsieur Rugendas par les bont\u00e9s de Mr Monsieur le B n Baron de Arnim Conseiller intime de L\u00e9gation","44":"Sr Seiner Wohlgeboren dem Herrn D. Doktor Ehrenberg Herzlichen Dank, mein Verehrtester f\u00fcr Ihre wichtige Abhandlung \u00fcber die geogr. geographische Vertheilung der Scorpione Ehrenberg 1829c . Hat denn R\u00fcppel od. oder Cordier nicht den Sinai barometrisch gemessen. Aus den besten Arbeiten folgt 1\u00b0 cent = ~~ Tropen aus meiner eigenen 187 m\u00e8tres ~~ Beob. Beobachtung 1\u00b0 R R\u00e9aumur = 700 Fu\u00df ~~ temperirte Zone auch Saussure , Ramond , D\u2019 Aubuisson 1\u00b0 C Celsius =172 m en \u00e9t\u00e9 1\u00b0 R R\u00e9aumur = 520 Par Pariser Fu\u00df im Sommer 1\u00b0 C. Celsius = 230 m en hiver aber 707 Fu\u00df im Winter Ich rathe Ihnen 1\u00b0 R. R\u00e9aumur = 600 F. Fu\u00df zu nehmen Ihr AHumboldt Donnerstags","45":"Monsieur le Comte! Vous m\u2019avez donn\u00e9 des marques si aimables\n d\u2019int\u00e9r\u00eat et de bienveillance \u00e0 St Saint - Germain , \u00e0 Paris , \u00e0 Berlin (\u00e0 Votre passage avec Madame la Comtesse ), j\u2019ajoute de P\u00e9tersbourg m\u00eame, que je me fais une f\u00eate de Vous donner\n ce signe de vie, de me rapeller \u00e0 Votre amiti\u00e9 et de Vous mander que sous peu de jours (le 26 ou le 27 de ce mois) j\u2019aurai le\n plaisir de Vous revoir et de jouir d\u2019une soci\u00e9t\u00e9 dans laquelle Votre\n talent et la noble simplicit\u00e9 de Votre caract\u00e8re r\u00e9pandoit tant de\n char me. Vous voyez que j\u2019aime \u00e0 faire revivre des souvenirs d\u2019un tems qui nous \u00e9toit si cher. Les neiges, les inondations Die Memel war infolge der Schneeschmelze zwischen Tilsit und ihrer M\u00fcndung ins Kurische Haff \u00fcber die Ufer getreten und hatte die\n Stra\u00dfe von K\u00f6nigsberg \u00fcber Tilsit nach Petersburg unpassierbar gemacht. Auch die\n alternative Route \u00fcber die Kurische\n Nehrung war noch schlechter zu befahren\n als erwartet ( Rose\n 1837\/1842 , I, 9 f.). Bereits auf der Fahrt nach K\u00f6nigsberg hatte Humboldt\n die Gegend jenseits von Marienburg und Elbing zu beiden Seiten der Stra\u00dfe so \u00fcberschwemmt [vorgefunden], dass\n diese nur wenig aus der alles bedeckenden Wassermasse\n hervorragte ( Rose\n 1837\/1842 , I, 2 ). , tout ce qui pourroit faire peur \u00e0 d\u2019autres voyageurs qu\u2019\u00e0 ceux de l\u2019 Or\u00e9noque , me retiennent dans les sables de la N\u00e4hrung Auf dem Weg von K\u00f6nigsberg nach Memel \u00fcber die Kurische\n Nehrung waren die R\u00e4der eines Reisewagens bis\n \u00fcber die Axen in den erweichten Boden eingesunken, als einer\n der Postillons versucht hatte, auf dem Lande neben der Strasse zu\n fahren , weil die Schneedecke und das Eis auf der Stra\u00dfe von\n Schmelzwasser untersp\u00fclt worden waren und die R\u00e4der dort immer wieder\n einbrachen. Erst nach mehrere[n] Stunden Aufenthalt konnte die Reise dank der H\u00fclfe vieler Menschen, die aus einem\n benachbarten Dorfe [...] mit Hebeb\u00e4umen und Brettern\n herbeieilten , fortgesetzt werden ( Rose 1837\/1842 , I, 10 ). [,] incertain si dans 2 jours, je pourrai atteindre Polangen Humboldt erreichte den russischen Grenzposten Polangen erst vier Tage\n sp\u00e4ter, am 22. April\n 1829 . Er traf zwar bereits am Abend des 19. April auf der Memel gegen\u00fcber liegenden\n Spitze der Kurischen Nehrung ein,\n musste aber im dortigen Gasthaus \u201e Sandkrug \u201c Quartier nehmen, da die Meerenge zwischen Haff und Ostsee wegen Eisganges unpassierbar war\n (vgl. Rose 1837\/1842 , I, 11 ). Humboldt wartete zwei volle Tage vergeblich auf\n die Ueberfahrt , ehe diese am Morgen des 22. April bewerkstelligt werden konnte ( Rose 1837\/1842 , I, 15 ). , je profite de ce tems pour Vous offrir, mon cher Comte , l\u2019expression de ma haute et affectueuse consid\u00e9ration . Daignez offrir mes respectueux hommages \u00e0 Madame la Comtesse de Polier et soyez assez habile\n pour d\u00e9chiffrer cet affreux bar bouillage. Al. Humboldt Sarkau \u00e0 7 miles de K\u00f6nigsberg Humboldt war am Morgen des 18. April von K\u00f6nigsberg abgereist, auf der\n infolge von Schnee, Eis und Schmelzwasser unwegsamen Stra\u00dfe bis zum\n Abend desselben Tages aber nicht weiter als bis Sarkau, dem\n ersten Dorfe auf der Nehrung und der zweiten Station von\n K\u00f6nigsberg gekommen ( Rose 1837\/1842 , I, 10 ). ce 18 Avril 1829 . 110 \u0413. \u0413\u0440\u0430\u0444\u0443 \u0410\u0434\u043e\u043b\u044c. \u0410\u0434\u043e\u043b\u044c\u0444\u0443 \u041f\u043e\u043b\u043b\u0456\u0435 \u0421\u043f\u0440\u043e\u0441\u0438\u0442\u044c \u0443 \u0413\u0440\u0430\u0444\u0430 \u041f\u043e\u043b\u043b\u0456\u0435 \u0443 \u0418\u0441\u0430\u043f\u0456\u044f \u0432\u044a \u0443. \u0443\u043b\u0438\u0446\u0435 \u041f\u0443\u0442\u044f\u0442\u0438\u043d\u0430 Sarkau den 18 7 . April 29. Monsieur Ad. Adolphe de Polier \u00e0 St Saint - P\u00e9tersbourg \/75 franco bis Memel .","46":"Miask le 2 \/ 14 Sept Septembre 1829 Je saisis la premi\u00e8re occasion que se pr\u00e9sente , mon cher Comte , pour Vous offrir ce petit signe de vie,\n pour Vous t\u00e9moigner ma vive reconnoissance de Votre aimable souvenir et pour Vous\n f\u00e9liciter, en mon nom et au nom de mes deux amis Christian Gottfried Ehrenberg und Gustav Rose . (le troi si\u00e8me n\u2019est pas dans le secret !) de Vos brillantes d\u00e9couvertes Auf den Besitzungen der Poliers waren im Juni 1829 Diamanten\n entdeckt worden. \u00e0 Adolphski Die Goldw\u00e4sche war seit dem Tod ihres ersten Ehemannes, Pawel Andrejewitsch Graf Schuwalow , im Jahr 1823 im Besitz von Varvara Petrovna Gr\u00e4fin Polier , der Gattin des Grafen Adolphe von Polier . Vgl. Rose 1837\/1842 , II, 457 . . Jugez de ma joye, je ne dis pas de ma surprise, lorsque le bon Mr Schmidt a ouvert la boite du secret Friedrich\n Schmidt hatte Humboldt am 3. September 1829 in Miass im Auftrag von Polier einen Diamanten \u00fcberbracht. : c\u2019\u00e9toit chez moi , depuis deux ans, une sorte de\n certitude que de trouver les terrains aurifers aurif\u00e8res et platinifers platinif\u00e8res de l\u2019 Ural et de Matto grosso semblables dans tous les rapports de coexistence des fossiles. Je\n le disais en partant \u00e0 S. Sa M. Majest\u00e9 l\u2019Imp\u00e9ratrice et quoique je n\u2019 ai aye contribu\u00e9 en rien au succ\u00e8s, je trouve pour tant un plaisir de penser que la\n d\u00e9couverte co\u00efncide avec l\u2019\u00e9poque de mon voyage, qu\u2019elle appartient \u00e0 celui qui m\u2019honore de son amiti\u00e9 et qui par son talent , par l\u2019am\u00e9nit\u00e9 de son caract\u00e8re et la noblesse de ses sentimens m\u00e9rite plus encore que\n le sort lui a accord\u00e9! J\u2019esp\u00e8re que la propri\u00e9 t\u00e9 du nouveau\n produit ne souffrira aucune difficult\u00e9: dans l\u2019Oblast de Omsk le Gouverne ment a accord\u00e9 r\u00e9cemment \u00e0 Mr Monsieur Popow de Tomsk et Semipalatinsk la propri\u00e9t\u00e9 de nouvelles mines\n d\u2019argent, qui (Vous le savez) d\u2019apr\u00e8s la loi ne peuvent en Sib\u00e9rie qu\u2019\u00eatre exploit\u00e9 es que par la Couronne. Les topazes, corindons qu\u2019 on trouveroit dans les alluvions d\u2019or ne\n feroient certainement pas perdre la propri\u00e9t\u00e9 des alluvions . Je brule de d\u00e9sir de voir annoncer annonc\u00e9 Votre d\u00e9couverte dans les Journaux, lorsque Vous aurez pr\u00e9sent\u00e9 le produit\n d\u2019Adolphski \u00e0 S. Sa M. Majest\u00e9 L\u2019Empe reur . Faites aussi\n ins\u00e9rer une petite note dans les Journaux fran\u00e7ais. H\u00e9las! cette excellente amie, Mad Madame de Duras , que ne peut - elle jouir de cette nouvelle gloire que s\u2019attachera \u00e0 Votre nom. Mr Schmidt nous a confi\u00e9 le tr\u00e9sor que nous Vous rapportons. L\u2019id\u00e9e que, pour se rendre agr\u00e9able\n au nouveau ma\u00eetre, on se soit mis trois fois en fraix pour se pro curer trois fois le produit, ne peut se pr\u00e9senter:\n elle est absurde parce que, dans ce cas l\u2019Intendant auroit annonc\u00e9 la chose lui - m\u00eame et se seroit fait le m\u00e9rite de la d\u00e9couverte. Faites venir bien des Schlich et examinez avec la loupe, si l\u2019on ne trouve pas de \u201ela pe tite graine.\u201c Rose et Ehrenberg me char gent de mille hommages\n affectueux. Votre bonheur fait le n\u00f4tre: nous ne parlons que de Votre d\u00e9couverte entre\n nous trois. Rose a d\u00e9couvert hier de la\n mine d\u2019\u00e9tain ( Zinnstein ) qu\u2019on\n prenoit pour des cristaux de rutile Vgl. dazu Humboldts Brief an Georg von\n Cancrin vom 15. September\n 1829 : Das Fossil, welches in gro\u00dfen Kristallen vorige Woche im Ilmen Gebirge hier, bei Miask entdekt ward und f\u00fcr Rutil gehalten wurde, ist (nach der\n chemischen Untersuchung des Prof. Rose )\n Zinnstein ( Humboldt 2009 , 185, Nr.\n 58). . On n\u2019en connoissoit pas jusqu\u2019\u00e0 Nertschinsk . Son gisement est dans le granite de\n l\u2019 Ilmensee pr\u00e8s de Miask : peut - \u00eatre d\u00e9couvrira - t-on l\u00e0 minerais en abondance Vgl. Humboldts Brief an Cancrin vom 15. September 1829 : Vielleicht findet man den Zinnstein bald in gr\u00f6\u00dferer Menge [...] ( Humboldt 2009 , 185, Nr. 58). . Nous avons \u00e9t\u00e9 par un tems affreux au Taganay Seit dem Aufstieg zum Taganaj am 8. September hatte es geregnet. Bereits\n am Morgen der Exkursion war es Rose zufolge tr\u00fcb und neblig gewesen; dann\n begann es zu regnen, und h\u00f6rte damit, kleine Unterbrechungen abgerechnet, auch den\n ganzen Tag nicht wieder auf ( Rose\n 1837\/1842 , II, 108 ). Das\n Regenwetter dauerte auch die folgenden Tage an. Rose vermerkte, dass es am 10. September best\u00e4ndig regnete , und notierte auch tags darauf , dass der Regen nicht aufh\u00f6rte ( Rose 1837\/1842 , II, 144 , 146 ). : j\u2019ai bris\u00e9 en tombant mon dernier barom\u00e8tre. Heu reusement Mrs Messieurs Hofmann et Helmersen , deux jeunes voyageurs tr\u00e8s aimables que Mr Cancrin a envoy\u00e9 visiter le Sud de l\u2019 Oural Hofmann und Helmersen hatten 1828\/1829 im Auftrag Cancrins den S\u00fcdlichen Ural bereist\n und geologisch untersucht. Basch kire et dont le premier a fait le tour du monde avec Kotzebue Hofmann hatte von 1823 bis 1826\n auf Empfehlung Moritz von Engelhardts als Geologe an der\n von Otto von Kotzebue geleiteten Weltumsegelung\n teilgenommen. , nous fourniront un de leurs barom\u00e8tres. Hofmann , der Humboldt vom 3. bis zum 27. September 1829 begleitete, hatte diesem ein Barometer\n \u00fcberlassen, nachdem dessen eigenes am 8. September 1829\n beim Aufstieg auf den Taganay zerbrochen war. Am 27. Oktober 1829 , dem Tag vor der Ankunft\n in Vorone\u017e ,\n ging auch das von Hofmann erhaltene Instrument zu Bruch. Ils nous accompagnent \u00e0 Orenbourg ; nous partons apr\u00e8s - demain Die Abreise von Miask war f\u00fcr\n den 16. September 1829 vorgesehen.\n Urspr\u00fcnglich hatte Humboldt auf der Fahrt nach Orenburg die Gesteine im Umfeld des Berges Au\u0161kul\u2019 untersuchen wollen. Da die k\u00fcrzeste Route dorthin infolge von\n tagelangen Regenf\u00e4llen jedoch nicht passierbar war, schlug Humboldt den direkten Weg nach Orsk und Orenburg ein und \u00fcberlie\u00df den Abstecher zum Auschkul \u00fcber Pol\u00e4kowsk Rose und Hofmann .\n Diese brachen bereits in der Nacht zum 16.\n September um 2 Uhr auf; Humboldt und Ehrenberg verlie\u00dfen Miask morgens um halb neun (vgl. Rose 1837\/1842 , II, 161 f.; ERST Bl. 53v ). . Le beau tems nous a singuli\u00e8rement favoris\u00e9 s en Sib\u00e9rie o\u00f9 nous avons intercal\u00e9 4000 W Werst pour voir les mines de Koliwan , le Schlan genberg , Barnaul et Sirianofski, pour jouir de l\u2019aspect majestueux de quelques sommets neig\u00e9s de l\u2019 Alta\u00ef , pour visiter le Vorpost\n chinois de la Songarie chinoise \u00e0 Bati , pour descendre la ligne de l\u2019 Irtisch depuis Narim , Ust Kameno gorsk jusqu\u2019\u00e0 Omsk et Troitzk . \u00c0 Semipalatinsk j\u2019ai enfin trouv\u00e9 des hommes de Taschkend qui ont \u00e9t\u00e9 par Kashgar et Kotan indubitablement \u00e0 Kaschmyr . Ce voyage de la Songarie et de l\u2019 Altai assez fatigant\n sans doute et accompagn\u00e9 pendant un mois 1)\n d\u2019un Aide de Camp du G\u00e9n G\u00e9n\u00e9ral Veliaminof Der russische Offizier und Zivilbeamte Dmitrij Nikolaevi\u010d Ermolov , Adjutant des Generalgouverneurs von Westsibirien Ivan Aleksandrovi\u010d Vel'jaminov , hatte Humboldt vom 24. Juli bis zum 31. August 1829 , von Tobolsk bis nach Zverinogolovskoe an der Grenze zum Gouvernement Omsk , begleitet. , 2) du G\u00e9n\u00e9ral Litvinof Aleksandr Narkizovi\u010d Litvinov ,\n Kommandeur der Grenzttruppen an der Irty\u0161 -Linie, hatte\n Humboldt auf Befehl des Generalgouverneurs Vel'jaminov zwischen dem 4. und dem 28. August von Barnaul bis nach Omsk begleitet. de Tomsk Litvinov war in Tomsk stationiert. 3) de force s d\u2019officiers de Cosaques de l\u2019 Irtisch Auf Befehl des Generalgouverneurs Vel'jaminov wurde Humboldts Reisegesellschaft entlang der Irty\u0161 -Linie von Tobolsk an stets von einer ganzen Abtheilung Kosaken begleitet, die theils unserm Wagenzuge\n vorausritt, theils ihm nachfolgt ( Rose\n 1837\/1842 , II, 4 ). et de piquets de 12 Cosaques\u2026 a \u00e9t\u00e9 des plus int\u00e9ressant s et des plus fructueux: il auroit \u00e9t\u00e9 tout \u00e0 fait agr\u00e9able\n sans le mal moral que Vous connoissez et que nous trainons avec nous. J\u2019ai caus\u00e9\n s\u00e9rieusement avec Mr Monsieur S. Schmidt sur les constructions halurgiques et les lavages . J\u2019ap p rouve ces id\u00e9es qui me paroissent tr\u00e8s\n saines, il faut surtout marcher et ne pas t\u00e2tonner. d\u2019abord Daignez , cher et excellent ami, faire agr\u00e9er l\u2019 expression de mon d\u00e9vouement et\n de mon respect \u00e0 l\u2019aimable Comtesse Polier et pour me rendre heureux \u00e9crivez - moi quelques lignes \u00e0 Moscou o\u00f9 nous se rons le 27 Sept Septembre (?) Humboldt traf erst am 3. November 1829 in Moskau ein, wo er sich\n bis zum Morgen des 9. November aufhielt. Am 27. September erreichte er von Orenburg kommend Ural'sk . Mille tendres amiti\u00e9s. N\u2019oubliez pas le Docteur qui est d\u2019un commerce si doux. Al Humboldt J\u2019ai c\u00e9l\u00e9br\u00e9 aujourd\u2019hui mon jour de naissance le 60 me (n\u00e9 en\n 1769) . Quelle folie \u00e0 mon \u00e2ge de se trainer sur les grands chemins. Veuillez bien offrir aussi mes hommages au digne et spirituel Mr Monsieur de Spreranski qui m\u2019a honor\u00e9 de tant de\n bienveillance . H\u00e9las! je ne suis avanc\u00e9 en rien dans la langue russe, le pr\u00e9cepteur ne\n m\u2019encourage gu\u00e8re. Rose et Ehrenberg (le premier souf f le le\n chalumeau, le second fait des contes d\u2019Arabie) Vous pr\u00e9sentent leur respects . Dites au bon Mr Monsieur M qu\u2019il m\u2019envoye son voyage . Mes salutations \u00e0 mon t ami intime Mr Wlase , notre providence\n nourri ci\u00e8re. Je suis assez ais\u00e9 d\u2019avoir quitt\u00e9 cette partie de\n la Sib\u00e9rie qui est l\u2019 Or\u00e9noque moins les palmiers et plus les \u00e9paulettes et les d\u00e9corations .","47":"Je suis , on ne peut pas plus , attrist\u00e9 des nouvelles que j\u2019ai recueillies ici d\u00e8s mon arriv\u00e9e, sur l\u2019\u00e9tat\n de Votre sant\u00e9. H\u00e9las! mon cher Comte, dois-je me livrer \u00e0 la pens\u00e9e que\n notre voyage Vous a trop fatigu\u00e9, que Votre poitrine a souffer te souffert en remontant du fond des mines? Encore quelques jours et je serai\n assez heureux pour Vous embrasser, pour Vous r\u00e9it\u00e9rer l\u2019expression de mon\n d\u00e9vouement sans bornes, de la tendre sollicitude, que mes 2 amis Mrs Messieurs Ehrenberg et Rose , partagent avec moi pour celui,\n dont l\u2019amabilit\u00e9 de caract\u00e8re ne se d\u00e9ment pas un instant. Depuis que nous nous sommes quitt\u00e9s, nous avons fait un beau voyage de 8 - 9000 werstes de plus \u00e0 l\u2019 Altai et aux\n confins de la Songarie chinoise. C\u2019est l\u00e0 premi\u00e8rement que le pays commence \u00e0 avoir de la\n physionomie, un aspect individuel. Aussi , le contact avec les peuples asiatiques depuis Buchtarma Vermutlich ist hier nicht der Fluss Buchtarma , sondern der\n gleichnamige, auch als Buchtarminsk oder Ust'-Buchtarma bezeichnete Ort gemeint, in dem Humboldt\n sich am 15. und dem\n 18.\/19. August 1829 aufgehalten hatte (vgl. Rose 1837\/1842 , I, 580 - 608 ). \u00e0 la Mer Caspienne (o\u00f9 m\u00eame\n nous avons vu un Faquir nud nu jett\u00e9 dans la cour d\u2019un petite temple de\n Bramah) est d\u2019un vif int\u00e9r\u00eat Humboldt und seine Begleiter waren am 18. (oder 19.)\n Oktober 1829 im Anschluss an den Besuch eines hinduistischen\n Gottesdienstes in Astrachan einem indischen b\u00fc\u00dfenden Faquir begegnet, der in einem\n Holzverschlag im Hofe des Indischen Tempels nackend (blos mit\n einer Schafdecke) bekleidet, hauste (Brief an Wilhelm vom 21. Oktober 1829 , vgl. Humboldt 2009a , 199, Nr. 64; Rose 1837\/1842 , II, 303 f.; ERST, Bl. 64v ). . Tout le monde demande s\u2019il y a des diamans dans l\u2019 Ural : nous r\u00e9pondons toujours \u201eque nous\n sommes s\u00fbrs que sous peu elles ils seront connus . \u201c Vous ne nous\n avez pas d\u00e9gag\u00e9 s de notre parole encore. Ce pendant je vois, et avec peine, que cette grande nouvelle qui , \u00e7a me semble , auroit d\u00fb \u00eatre annonc\u00e9 e par\n les jour naux et de la mani\u00e8re la plus positive, est r\u00e9pandue ici comme un bruit vague. On dit, en fait \u201e que le C te Comte P. Polier a trouv\u00e9 3\n diamans\n ou plut\u00f4t seulement quel que chose qui en approche.\u201c\n D\u2019autres ajoutent, \u201eil paroit qu\u2019il a \u00e9t\u00e9 tromp\u00e9, et qu\u2019il n\u2019y croit plus\n lui - m\u00eame ...\u201c J\u2019ai \u00e9t\u00e9 tr\u00e8s impatient\u00e9 de ces doutes et cependant je n\u2019ai pu\n parler des circonstances qui ont accompagnent accompagn\u00e9 la d\u00e9couverte et qui excluent toute tout espace d\u2019in certitude. Ce n\u2019est qu'\u00e0 Mr Monsieur de Cancrin que j\u2019ai \u00e9crit\n d\u2019ici combien la chose \u00e9toit moralement s\u00fbre, j\u2019ai d\u00fb le faire, parce qu'il\n m\u2019en parle le premier sans doute dans le ton de la bien veillance qu\u2019il a pour\n Vous, mon cher Comte, mais malheureusement aussi plein de doute s sur la sinc\u00e9rit\u00e9 des precashiki Humboldt verwendet hier m\u00f6glicherweise das\n Wort Prokazniki (\u043f\u0440\u043e\u043a\u0430\u0437\u043d\u0438\u043a\u0438 \u2013 Schelme, B\u00f6sewichter) als ironische\n Bezeichnung f\u00fcr sich und seine Reisebegleiter. ... Une annonce fran che et positive dans les journaux \u201e Mr Monsieur le C te Comte P. Polier vient de d\u00e9couvrir ... \u201c auroit\n emp\u00each\u00e9 tout cela et je me tourmente l\u2019esprit pour deviner ce qui a pu\n Vous engager \u00e0 attendre et \u00e0 courir la chance de\n voir\n \u00e9bruiter la d\u00e9couverte d\u2019une mani\u00e8re d\u00e9savantageuse.\n Vous voyez combien je tiens \u00e0 Vos int\u00e9r\u00eats et comment , depuis Votre d\u00e9part de Nishney , j\u2019ai feuill\u00e9 feuillet\u00e9 toutes\n les gazettes avec la plus vive impatience. Combl\u00e9s des\n politesses des habitans d\u2019ici nous partons demain lundi dans la soir\u00e9e Im Brief an Graf\n Ferdinand von Galen nannte Humboldt als Zeitpunkt der\n Abreise aus Moskau den 9. November 1829 um 8\n Uhr morgens ( Humboldt\n 2009a , 207, Nr. 70); vgl. ERST, Bl. 71v . 28 Oct Octobre \/ 9 Nov. Novembre . Daignez offrir l\u2019hommage de\n mon admiration \u00e0 l\u2019aimable Comtesse , et\n saluez bien cordialement l\u2019excellent Mr Monsieur G\u00f6the . A l. de Humboldt Moscou ce 27 Oct Octobre \/ 8 Nov Novembre 1829 \u00e0 Monsieur, Monsieur le Comte de\n Polier , Chambellan de S. Sa M . Majest\u00e9 l\u2019 Empereur ect ect \u00e0 St Saint - P\u00e9tersbourg","48":"Eine Vereinigung von Menschen , die nicht\n verstehen was man ihnen sagt u und unversch\u00e4mt drukken lassen, ehe man es durchsieht verdient keine Schonung. Ich h\u00fcte mich des halb vor einer solchen Ge sellschaft . Auch mir war heu te morgen der Aufsaz unangenehm gewesen \u201evon brennender\n Liebe\u201c u und Eichen des Urals !! Ich bin daher sehr daf\u00fcr, dass Sie die Beilage drukken lassen . Das liest man in russischen u und franz\u00f6sischen Bl\u00e4ttern dann widerholt. Das erste was \u00fcber unsere\n Reise von einem von uns bekannt wird, mu\u00df etwas ernstes wissenschaftliches\n enthalten, botanisch u und zoologisch spe cifische Namen der Naturprodukte od oder Fami lien enthalten u und nicht auf m\u00fcndlicher Mitthei lung beruhen. Sonst wird man glauben wir h\u00e4tten eine blos fl\u00fcchtige Spa zierreise\n gemacht. Die berliner Geographen wollen am\u00fcsiert sein aber Sie mein Theurer, sind zu etwas besserem geschaffen, als zum\n ersten Male nach Ihrer R\u00fcckkunft so aufzutreten. Ich theile ganz Ihre\n Entr\u00fcstung u und Sie m\u00fcssen au\u00dfer der Anzeige dem Pr\u00e4sidenten der Gesell schaft Ihre Klage vor bringen. Der Felis Zerbis ist sehr merkw\u00fcrdig u und da er ausgestopft werden kann, so lobe ich die\n Abbildung des ganzen Thieres. F\u00fcr den Tiger und die nicht auszustopfen den Thiere, z\u00f6ge\n ich um die b\u00f6se Nachre de zu vermeiden, die Abbildung des blo \u00dfen Felles vor. Wenn doch B\u00fcrde sich ge w\u00f6hnen wollte, die Thiere ohne Wald u und Landschaft gegen die Luft zu projiciren. Der theatralische Hase ist schlecht gestellt, kann aber\n zum Ma\u00dfe die nen . Herzlich Ihr AHumboldt Montags","49":"Comment laisser partir Votre excellent fr\u00e8re , mon cher Comte, sans Vous\n offrir , \u00e0 Vous et \u00e0 l\u2019aimable Comtesse , l\u2019hommage de mon respectueux d\u00e9vouement et de ma tendre amiti\u00e9. Je ne veux pas que dans Votre convalescence Vous Vous\n tourmen tiez \u00e0 m\u2019\u00e9crire, dictez quelques lignes \u00e0 Mr Monsieur Votre fr\u00e8re et ajoutez - y quelques mots de Votre main, afin que j\u2019aye la consolation de voir de\n l\u2019\u00e9criture d\u2019une personne \u00e0 laquelle je suis atta ch\u00e9 pour la vie. Les derni\u00e8res nouvelles que Mr Monsieur de Cancrin a bien voulu me donner de Votre \u00e9tat,\n Vous d\u00e9peignoit d\u00e9peignaient encore comme\n bien\n souffrant: mais voil\u00e0 le printems qui approche et heureusement le froid ne s\u2019est fait bien sentir que dans les pays du midi . Nous voudrions souffrir pour Vous , quand on a\n eu le bonheur de Vous voir de si pr\u00e8s, de comprendre que Vous avez , mieux que de l\u2019esprit et des talens, une chaleur d\u2019\u00e2me, une \u00e9l\u00e9vation\n de caract\u00e8re, une bienveillance qui ne se absent s\u2019absent jamais d\u2019un instant, lors qu\u2019on\n Vous a vu Vous retirer de Vous pr\u00e9cipiter dans la Wolga pour sauver \u2026 W\u00e4hrend der Schiffspassage von Ni\u017enij Novgorod nach Kazan st\u00fcrzten Ehrenbergs Aufzeichnungen vom 2. Juni 1829 zufolge\n drei der Begleiter des Grafen in die Wolga , wurden aber gerettet\n (vgl. ERST, Bl. 17r ). on Vous consid\u00e8re comme un \u00eatre privil\u00e9gi\u00e9, que la Providence aura soin de conserver: on vou droit pouvoir souffrir pour\n Vous all\u00e9ger le poids de la vie. De tous les souvenirs que nous con servons, Rose , Ehrenberg (le conteur \u00e9gyptien) et\n moi , de ce voyage de 18000 W Werst , le plus doux c\u2019est d\u2019 avoir \u00e9t\u00e9 avec Vous de Nischn\u00e9 \u00e0 Belaja Gora Polier hatte\n sich Humboldts Reisegesellschaft am 31. Mai 1829 in Ni\u017eneij Novogorod angeschlossen (vgl. Rose 1837\/1842 , I, 87 ; ERST Bl. 15v ) und diese bis nach Ku\u0161va am 1. Juli 1829 begleitet (vgl. ERST, Bl. 33v ; vgl. Alexanders Brief an Wilhelm vom 21. November 1829 in: Humboldt 2009a , 219, Nr.\n 79). . On voudroit pouvoir all\u00e9ger Votre existence, en Vous exprimant\n bien vivement ce que Vous savez laisser de sou venirs dans\n l\u2019\u00e2me. J\u2019ai presque honte de Vous dire que ma sant\u00e9 a singuli\u00e8rement gagn\u00e9 par ce voyage Meine Gesundheit ist ununterbrochen\n besser als in Berlin gewesen , hatte Humboldt bereits im\n Brief an Wilhelm vom 21. Juni 1829 erkl\u00e4rt\n ( Humboldt 2009a , 138,\n Nr. 38). Am 18. Juli\n 1829 hatte er dies pr\u00e4zisiert: Je souffre beaucoup\n encore de l\u2019estomac, cependant en masse je me porte mieux qu'\u00e0\n Berlin ( Humboldt\n 2009a , 151, Nr. 44). Am 5. November 1829 teilte er seinem Bruder\n mit: Ma sant\u00e9 a beaucoup gagn\u00e9 pendant le voyage ( Humboldt 2009a , 206, Nr. 69).\n Die Besserung seines Befindes f\u00fchrte er im Brief an Cancrin vom selben Tag auf die\n Reise und den Aufenthalt in freier Luft zur\u00fcck ( Humboldt 2009a , 138, Nr. 38:\n 204, Nr. 68), in den Briefen an Wilhelm vom 15. Oktober 1829 und an Arago vom 6. April und vom 10. Juli 1830 auf die vielen Ersch\u00fctterungen des Wagens w\u00e4hrend der Reise ( Humboldt 2009a 196, Nr. 63; Humboldt\/Arago 1907 ,\n 82f., Nr. XXII; 88, Nr. XXIII). que j\u2019accuse toujours , de Vous avoir fait du mal, mon cher Comte . Je dis \u00e0 tout le monde que j\u2019ai c\u00e9l\u00e9br\u00e9 ma 60 me ann\u00e9e sur le penchement asiatique de l\u2019 Oural , \u00e0 Miask . Ce mot , asiatique , sonne si bien et puis l\u2019 on me dit \u201eque j\u2019ai l\u2019air plus jeune.\u201c J\u2019ai la candeur de\n dire que cela me pla\u00eet, car je voudrois encore une fois\n aller Vous voir dans Votre Eldorado et voir Constantinople par la Crimm\u00e9e , Tiflis , Tebriz, T\u00e9h\u00e9 ran et Erzerum . Je voudrois mourir sur un grand\n chemin et aller partout o\u00f9 je n\u2019ai pas encore \u00e9t\u00e9. Je mourrai avant\n que tous mes r\u00eaves s\u2019accomplissent. Vouz avez s\u00e7u que Ehrenberg et\n moi , nous avons manqu\u00e9 en versant de nous casser le corps sur un\n pont \u00e0 quelques stations avant Riga An einem der letzten Tage der Reise war der\n Wagen, in dem Humboldt, Ehrenberg und Seifert sa\u00dfen, auf einer Br\u00fccke\n bei Engelhardtshof , zwei Stationen\n bzw. rund 40 Werst nord\u00f6stlich von Riga , auf eisglatter Stra\u00dfe umgest\u00fcrzt, ohne dass\n jemand zu Schaden gekommen w\u00e4re (vgl. Humboldts Brief an Cancrin vom 24. Dezember 1829 , ( Humboldt 2009a , 257, Nr.\n 96). . Je voudrois cependant Vous voir\n d\u00e9j\u00e0 sur ce pont. De gr\u00e2ce profiter du trai nage pour Vous\n transporter le plut\u00f4t possible dans le Sud. Je ne Vous verrai\n malheureusement pas ici mais , je l\u2019esp\u00e8re , \u00e0 Paris ; d\u2019ailleurs il n\u2019y a pas de voyage que je ne\n ferois tout expr\u00e8s pour me rapprocher de Vous. Si le Roi m\u2019engage \u00e0 le suivre \u00e0 T\u00f6plitz Humboldt reiste am 10. Juli 1830 im Gefolge Friedrich Wilhelms III. nach Teplitz . Am 3. August 1830 traf er wieder in Berlin ein. je serai avant le mois d'Ao\u00fbt en France pour 3 et 4 mois Humboldt brach erst am 28. September 1830 nach Paris auf, wo er am 3. Oktober eintraf.\n Er hielt sich bis zum 17.\n Januar 1831 in der franz\u00f6sischen Hauptstadt auf, stattete auf\n der R\u00fcckreise Goethe letztmals einen\n Besuch in Weimar ab und traf Ende Januar 1831 wieder in Berlin ein. . H\u00e9las! mon excellent ami Mr Monsieur Arago a perdu une des femmes les\n plus aimables et des plus spirituelles Aragos Ehefrau Marie-Suzanne-Lucie , geb.\n Carrier Besombes, war am 10. August 1829 gestorben. Offenbar hatte Humboldt von einer\n Erkrankung Marie Aragos gewusst. In Unkenntnis von deren Ableben zehn\n Tage zuvor, hatte er dem Freund am 20. August 1829 geschrieben: Je me flatte de l\u2019espoir que l\u2019excellente et spirituelle\n Mad[ame] Arago est avec toi et libre de ses maux ( Humboldt 2009a , 167, Nr. 50).\n Von ihrem Tod hatte Humboldt erst am Tag seiner R\u00fcckkehr von der\n Russisch-Sibirischen Reise nach Berlin aus einem nicht \u00fcberlieferten\n Brief Aragos erfahren (vgl. den Brief an Arago vom 15. Januar 1830; Humboldt\/Arago 1907 ,\n 77-82, N. XXI). de son tems. Il est d\u2019une m\u00e9lancolie d\u00e9sesp\u00e9rante . Je veux finir cette lettre, \u00e9crite \u00e0 la h\u00e2te, en Vous parlant d\u2019 argent et de diamans: c\u2019est ainsi que des pauvres comme moi parlent\n aux riches. Vous payerez 120 roubles de papier, cher ami, \u00e0 Mr Monsieur de Sch\u00f6ler en lui disant que c\u2019est pour moi . C\u2019est le prix de la lunette de Reichenbach Utz Frauenhofer que Vous avez voulu garder. 120 roubles d\u2019assignats. Vous voyez que cela n\u2019est pas cher. J\u2019 ai ordonn\u00e9 Votre\n Chronom\u00e8tre de 3000 francs d\u2019apr\u00e8s Vos Ordres. Pour me ruin\u00e9 ruiner , Gambey \u00e0 Paris , depuis la mort de Reichenbach et de Frauenhofer \u00e0 Munich sans contredit le premier m\u00e9cha nicien m\u00e9canicien (Ing\u00e9nieur d\u2019Instrumens) d\u2019Europe m\u2019a envoy\u00e9 deux Th\u00e9odolites au lieu d\u2019un. C\u2019 est un superbe Instrument \u00e0 peu pr\u00e8s de 6 \u2013 8 pouces de diam\u00e8tre avec lequel on\n fait toutes les op\u00e9rations g\u00e9od\u00e9siques (m\u00eame des nivellements) et\n toutes les op\u00e9ra tions astronomiques . Quan t d Vous se rez dans Vos terres Vous voudrez peut - \u00eatre Vous amuser \u00e0 chercher le tems vrai par les hauteurs de soleils pour r\u00e9gler Votre Chro nom\u00e8tre, rectifier un cadran solai re, d\u00e9terminer\n les distances ou mesurer des hauteurs g\u00e9od\u00e9siquement. Je n\u2019ai pas\n d\u00e9ball\u00e9 la caisse de l\u2019instrument pour pouvoir l\u2019 embarquer.\n Le prix a \u00e9t\u00e9 de 2200 francs, mais de gr\u00e2ce ne prenez que si Vous en\n avez quelque d\u00e9sir. Mille trendres respects \u00e0 l\u2019aimable Comtesse Polier , mes amiti\u00e9s bien tendres au bon Dr Docteur G\u00f6 the . Berlin, ce 26 F\u00e9vr F\u00e9vrier 1830 Al. Humboldt","50":"Sie sind zu sehr, mein theurer Rugendas , von meiner Anh\u00e4nglichkeit zu Ihnen u und meiner durch jede Ihrer Arbeiten immer steigenden Bewunderung Ihres Talents \u00fcberzeugt, als da\u00df ich durch meinen Rath im\n geringsten f\u00fcrchten k\u00f6nnte misverstanden zu werden. I ch freue mich Ihres Entschlusses nach Amerika zu gehen u und glaube da\u00df durch Sie nach lebendig aufgefa\u00dften neuen\n Typen eine neue Epoche der Landschaftsmahlerei beginnen wird Zu den folgenden Ratschl\u00e4gen Humboldts\n hinsichlich zu bereisender Regionen sowie lohnenswerter Landschafts- und\n Pflanzenmotive Amerika s vgl. auch\n sein Schreiben an Karl Friedrich Schinkel , Potsdam , 12. Juli 1830 , das\n weitere pr\u00e4zise Hinweise f\u00fcr Rugendas zur Darstellung von Pflanzenformen und\n Vegetationsgruppen enth\u00e4lt. , aber Ihr Amerika mu\u00df nicht Brasilien , nicht Cuman\u00e1 , Caracas od. oder der Magdalenen Strohm , od. oder gar die westindischen\n Inseln sein; Sie m\u00fcssen gerade dahin gehen, wo Palmen Welt, baumartige Farrenkr\u00e4uter , Bambus , Schneeberge u und Vulkane zusammen sind, also die Andeskette selbst von 10\u00b0 n\u00f6rdl. n\u00f6rdlicher bis 15\u00b0 s\u00fcdl s\u00fcdlicher Breite, also Quind\u00edu u und Tolima auf dem Wege von S. Santa F\u00e9 nach Popay\u00e1n ,\n oder Quito od. oder nach Mexico am Fu\u00df des Orizaba , doch hat Mexico wegen der leidigen Eichen schon einen zu n\u00f6rdlichen\n Charak ter. Quito od oder das Obere P\u00e9rou , die Abh\u00e4nge des Chimborazo gegen Guayaquil , hin, der ganze Weg , der ge w\u00f6hnliche von Carthagena , Tur baco nach Bogot\u00e1 , Passo de Quind\u00edu , Popay\u00e1n ,\n Vulcane von Sotar\u00e1 , Purac\u00e9 , Pasto bis Quito und Guayaquil ist am er reichbarsten, od. oder von Peru aus der See von Titicaca und die von Pentland gemessenen Berge. H\u00fcten Sie sich vor\n der ge m\u00e4\u00dfigten Zone, vor Buenos- ayres und Chili od. oder vor Schnee- u und Vulcan-losen L\u00e4ndern vom Orinoco und Amazonen Strohm od. oder gar vor den klei nen Inseln. Ein gro\u00dfer K\u00fcnstler wie Sie mu\u00df das gro\u00dfe suchen . H\u00fcten Sie Sich vor allem, was von diesem Zwekke abf\u00fchrt; Herr v von Arnim ist ist ein tref licher Mann, der aber dieses Land wenig kennt.\n Hier ist nichts anzukn\u00fcpfen, vielleicht ein Bild gut zu verkaufen,\n besonders wenn Sie es zur Ausstellung schikken, aber nichts durch\n pers\u00f6nliche Gegenwart zu gewinnen. Es wird mich eben so\n herzlich freuen Sie hier als in Paris zu sehen, wo ich gewi\u00df Ende dieses Sommers od oder fr\u00fcher sein werde. Da meine Rei sen jezt gar nicht von\n mir abh\u00e4ngen, so mu\u00df keiner Ihrer Plane sich danach\n modificiren. Wahr scheinlich verlasse ich Berlin dieses Fr\u00fchjahr nicht, es sei denn\n da\u00df des Kaiser s Reise nach Ru\u00dfland Wohl vielmehr: ins K\u00f6nigreich Polen . mich veranla\u00dfte nach Warschau zu gehen Am 21. Mai 1830 reiste Humboldt im Gefolge des\n preu\u00dfischen Kronprinzen Friedrich\n Wilhelm nach Warschau und von dort nach Fischbach in Niederschlesien (vgl. Alexander von\n Humboldt-Chronologie, edition humboldt digital, https:\/\/edition-humboldt.de\/H0004715 sowie den folgenden Brief Humboldts, Fischbach, 15. Juni\n 1830 ). . Ihr eigentliches Project d\u00e4chte ich, m\u00fc\u00dfte sein , zu versuchen, ob nicht in Paris unmittel bar bei dem Ministerium der\n Plan gel tend zu machen w\u00e4re, da\u00df Sie auf\n 3\u20134 Jahre 5\u20136000 francs j\u00e4hrlich bek\u00e4men , um f\u00fcr den Jardin des Plantes oder die Acad\u00e9mie des Beaux - Arts eine Samlung von Naturstudium Naturstudien einzelner Pflanzen-Gruppen nach Familien geordnet, mit der Feder\n gezeichnet an zufertigen. Da Sie doch \u00fcber Paris gehen werden, so werden Sie dort durch\n unsere gemeinschaftlichen Freunde , besonders durch Herrn G\u00e9rard erfahren, wie die Menschen hei\u00dfen , bei denen ich unmittelbar wirken k\u00f6nnte, nicht Cuvier , nicht Forbin , sondern der Minister des Inneren od. oder eine m\u00e4chtige Person unter diesem . Ich werde Ihnen jede Empfehlung schikken, die Sie\n w\u00fcnschen und eine kr\u00e4ftige, in der ich den Nuzen einer solchen Reise\n aus einanderseze. Man mu\u00df zeigen, da\u00df botanische\n Zeichnungen nicht die Natur des Pflanzenwuchses geben, da\u00df etwas zu\n thun \u00fcbrig ist, was nie geschehen ist, da\u00df mit solchen Zwekken auch andere Nebenzwekke zu vereinigen sind\u2026 Hoffentlich hat sich bis dahin das Ministerium ganz od oder theilweise in Frankreich ge\u00e4ndert: aber auch bei diesem w\u00fcrde ich Schritte thun, wenn Sie von Paris aus (denn fr\u00fcher k\u00f6nnen Sie\n nichts bestimtes erfahren) mir sagen k\u00f6nnen, wer ich solchen F\u00e4llen\n m\u00e4chtig ist. Von dem Jardin des plantes wird nichts ausgehen, aber man mu\u00df sich auf ihn berufen k\u00f6n nen, wenn er befragt wird. Da\u00df ich Ihnen auf jeden Fall Empfehlungen nach Amerika gebe , versteht sich von selbst, aber\n leider ! fast nur an anonyme stets wechselnde\n Beh\u00f6rden, denn au\u00dfer Bol\u00edvar und Lucas Alam\u00e1n ist keiner meiner\n Be kannten mehr am Leben od. oder im Lande. Rechnen Sie ganz auf meine Theilnahme in\n Bewunderung Ihres sch\u00f6nen Talents. Ihr AlHumboldt Berlin den 2 8 ten Merz 1830. Verzeihen Sie die gro\u00dfe Eile mit der ich schreibe .","51":"Ich bin auf meiner Abreise Am 21. Mai 1830 reiste Humboldt im Gefolge des\n nachmaligen K\u00f6nigs Friedrich Wilhelm\n IV. , von Berlin nach Warschau (Er\u00f6ffnung des\n polnischen Reichstages). Am 3. Juni nahm Humboldt an einer Sitzung der Warszawskie Towarzystwo Przyjaci\u00f3\u0142\n Nauk teil, bei der er eine lange Rede zum Anlass seiner\n feierlichen Aufnahme als Ehrenmitglied der Gesellschaft hielt (vgl. Zielnica 2004 , 55\u201358).\n Nach weiteren Stationen kehrte er am 23. Juni nach Berlin\n zur\u00fcck. begriffen, habe aber weitl\u00e4ufigst mit Hr Herrn Rother Christian\n Rother war seit 1820 Chef der preu\u00dfischen Seehandlung , 1835\u20131837 preu\u00dfischer\n Handelsminister. Humboldt korrespondierte mit ihm zwischen 1818\u20131846.\n Der Forschung sind derzeit 12 Briefe bekannt, davon 5 von Humboldt an\n Rother. f\u00fcr Sie gesprochen. Er ist ganz von der N\u00fcz lichkeit\n Ihrer Reise \u00fcber zeugt und harrt nur auf eine Antwort von\n Minister Altenst Altenstein . Um diese zu beeilen, habe ich an diesen geschrieben, u und nichts ver s\u00e4umt um Ihnen Beweise meiner\n freundschaftlichsten Hochachtung zu geben. AlHumboldt B. Berlin den 14 . Mai 1830 Sr Seiner Wohlgeboren Herrn D. Doktor Meyen","52":"Es hat mich innigst geschmerzt, mein\n theurer Rugendas , da\u00df eine Ihnen vor\n Monathen ge\u00e4u\u00dferte Besorgni\u00df, Sie in Berlin nicht begr\u00fc\u00dfen zu k\u00f6nnen, nicht erf\u00fcllt worden ist. In dem hiesigen Wirrwar des Lebens ist es mir\n nicht m\u00f6glich gewesen , Ihnen die Empfehlungsbriefe nach Paris , London u und dem Spanischen America schreiben zu k\u00f6nnen. D Es wird mir nicht gl\u00fckken Sie noch in Berlin zu sehen; (denn wenn ich auch nicht nach Warschau zur\u00fckgehe, so gehe ich doch wahrscheinlich vor Tepliz nach Ober Schlesien ) , aber ich werde Ihnen p\u00fcnkt lichst alle u und die herz lichsten\n Empfehlungsbriefe wohin Sie wollen nach schikken. Ich werde sie an den G. Geheimen O. B. Rath Oberbaurath Schinkel nach Berlin adressiren: Sie haben mir leider ! keine Adresse\n ge schikt; da Sie aber Herrn Schinkel gewi\u00df kennen, so\n werden Sie wohl mit diesem das Nachsenden nach London od oder Paris verab reden . Ich vermuthe, mein theurer, da\u00df Sie Privat Gr\u00fcnde haben, das ungesunde, oft besuchte, Schnee u und Vul kan lose, etwas gemeine Haiti besuchen zu wollen. Von England verspreche ich mir eben falls leider ! wenig\n f\u00fcr Sie und w\u00e4ren Sie meinem Rathe gefolgt, von M\u00fcnchen di recte nach Paris zu reisen und mir von dort zu mel den an wen in der dermaligen Lage\n der Dinge ich mich h\u00e4tte wenden k\u00f6n nen, so w\u00e4re alles leichter gewesen. Doch dies ist bei Ihrem edelen\n Eifer kein Vorwurf. Mit inngister Anh\u00e4nglichkeit Ihr AlHumboldt Fischbach , den 15 . Jun Junius 1830.","53":"Es ist mir eine sehr unerwar tete Freude , Sie, liebster Rugendas , noch hier zu wissen . Wenn ich Sie jezt (ich bringe diesen Brief selbst) nicht finde,\n so komme ich heute Nachmittag (von Charlottenburg zur\u00fckkehrend) zu Ihnen zwischen 4\u00bd bis\n 6 Uhr. Ich war gestern in Potsdam . AlHumboldt Montags Se Seiner Wohlgeboren Herrn Moritz\n Rugendas Charlottenstra\u00dfe n numero 27","54":"An Herrn Geh. B R ath Geheimrath Schinckel Hochwohlgeboren (Ich lasse den Brief offen) Potsdam , Montag fr\u00fch in\n gro\u00dfer\n Eile. Darf ich Sie bitten, theurester Geheimer Rath, von meinem vielj\u00e4hrigen\n Freunde Herrn Ban quier M. Moses Friedl\u00e4nder , (Burgstra\u00dfe) die Summe von 50 St. St\u00fcck Fr. Friedrich d\u2019or zu em pfangen und sie Herrn Rugen das mit vielen Gr\u00fc\u00dfen von mir, zu geben u und ihn zu bitten, mir nach Tepliz 2\n Quittungen zu senden: \u201eEmpfangen von Herrn G. R Geheimrat von Humboldt f\u00fcr ein Bild, in\n Besiz Sr Seiner Ma jest\u00e4t des\n K\u00f6nigs 30 St. St\u00fcck Fr. Friedrich d \u2019 or. Rugendas \u201c und \u201e Empf. Empfangen von Herrn G R Geheimrat v. von H Humboldt f\u00fcr ein Bild im Besiz Sr Ihrer K. K\u00f6niglichen Hoheit der Prinzes sin Carl von Preu\u00dfen 20 St. St\u00fcck Fr. Friedrich d\u2019or Rug. Rugendas \u201c Sie werden leicht Rugendas \u2019 Wohnung (unfern der Stadt Rom , der\n neuen Caserne gegen\u00fcber) erfahren. Er hat also jezt nichts auf\n der Pfauen Insel abzuholen u und sich auch nicht um das firnissen des Bildes ( hochst\u00e4mmige Farrenkr\u00e4uter ) der Prinzes sin Carl zu\n bek\u00fcmern . Sie wird das selbst be sorgen lassen u und nicht zu fr\u00fch. Verzeihen Sie diese viele M\u00fche mein\n theurer, u und sagen Sie Rugendas er solle ja die baumartigen Farrenkr\u00e4uter noch einmal malen, ich habe gestern wieder erfahren wie sehr solche gemahlte Studien einzelner Fami lien gefallen: er solle ja auf seiner Reise, neben wirklichen Landschaften reizen der Gegenden, Schneeberge u und contrastirtere Gruppen, (Zusammenwachsen in W\u00e4ldern) einzelne Gruppen einer und derselben Pflanzenart mahlen , verschiedenen Alters; filices; F\u00e4cher palmen ; Palmen mit gefiederten Bl\u00e4ttern; Bam busen ; cylindrische Cactus ; rothbl\u00fchende Mimosen , Inga (die Abtheilung mit gro\u00dfen Bl\u00e4t tern); ganz feinbl\u00e4ttrige; baumartige Malvaceen , beson ders den \u00e1rbol de las Manitas ( Cheirantoden dron Chiranthodendron ) in Toluca ; die den ber\u00fchmten Ahchuete von Xalisco Atlisco (ein tausendj\u00e4hriger Cupressus disticha )\n bei Mexico ; das Wachsen der sch\u00f6nbl\u00fchenden Orchisarten auf Baumst\u00e4mmen, wenn sie wie runde Nester im In neren mit\n Moos, bilden, um welche moosigte Scheiben die Wurzel-Zwiebeln des Dendrobium umherstehen Schematische Zeichnung einer Orchideenbl\u00fcte. ; einen umgefallenen Feige n - od oder Cahoba - ( Mahagony ) Stamm ) ganz mit Orchideen , Bannis terien und Bauhinien (Schling pflanzen) besezt Schematische Zeichnung der Pflanzenform der Lianen. Vgl. Humboldt 1826 , I,\n 38. ; andere 20 \u2013 30 Fu\u00df hohe Gr\u00e4ser, von Bambusa , Nastus verschieden Schematische Zeichnung der Pflanzenform der Gr\u00e4ser (Grasform). Vgl. Humboldt 1826 , I,\n 39f. foliis distichis. Studien von Pothos und Dracontium ; ein Stamm von Crescentia\n Cujete mit Fr\u00fcchten beladen, die aus dem Stamm hervorbrechen; ein bl\u00fchender Theobroma\n Cacao , der Bl\u00fc then aus den Wurzeln\n treibt; die Pfahl - u und bretterartigen 4 Fu\u00df hohen Wurzelausw\u00fcchse des Cupressus disticha ; Stu dien von Felsen\n mit Seetang ( fucus ) bewachsen; blaue Nymphaen im Wasser; Gustavia ( Pi riga ra ) u und Lecythis bl\u00fchend; Aussicht von oben (von einem Berge herab) auf einen\n Tropen Wald so da\u00df man blo\u00df die Gipfel der bl\u00fchenden Laubb\u00e4ume sieht,\n \u00fcber welche sich die nakten Palmen st\u00e4mme wie ein S\u00e4ulengang erheben, ein Wald \u00fcber dem Walde Darstellung von Palmen, die sich \u00fcber dem Laubdach eines Waldes\n erheben. Humboldt beschrieb diesen Landschaftseindruck insbesondere am\n Beispiel der Quindio-Wachspalme ( Ceroxylon\n quindiuense ). Vgl. Humboldt 1826 , I, 103. ; Unterschiede der Physionomien von Pisang - und Heliconien -Gew\u00e4chsen \u2013 lauter pittoreske Gegenst\u00e4nde, die aber erst rechte Wichtigkeit erlangen wenn man sie absichtlich isolirt\n darstellt . AlHumboldt","55":"Meinen innigsten Dank f\u00fcr Ihre sch\u00f6nen Hefte . Meine durch die wilden Begebenheiten an der Weichsel Humboldt bezieht sich hier auf den Verlauf des\n Novemberaufstands in Polen. Am 29. November 1830 hatten Aufst\u00e4ndische in\n Warschau versucht, den Bruder des\n Zaren zu t\u00f6ten. Am 3. Dezember bildeten sie eine\n provisorische Regierung; der Oberbefehlshaber der Armee J\u00f3zef Ch\u0142opicki erkl\u00e4rte sich am 5.\n Dezember zum Diktator. beschleunigte Abreise und der Zeitfressende ungl\u00fckliche Proze\u00df Vier ehemalige Minister Karls X. mussten sich ab dem 15. Dezember 1830 vor der\n Pairskammer f\u00fcr die Unterzeichnung der Juliordonanzen verantworten.\n Dieses am 26. Juli 1830 ver\u00f6ffentlichte Dokument, in dem die\n Pressezensur eingef\u00fchrt und das geltende Wahlrecht eingeschr\u00e4nkt wurde,\n gilt als unmittelbarer Ausl\u00f6ser der am folgenden Tag ausgebrochenen\n Julirevolution. zwingen mich , Sie zu bitten, mich schon morgen Donnerstags 11\u00bd Uhr g\u00fctigst zu\n empfangen . AlHumboldt Mittwoch \u00e0 Monsieur Monsieur Rugendas Quai Malaquai n num\u00e9ro 15.","56":"Mit dem besten Willen mein\n theurer Rugendas, ist es mir leider ! troz zwei maligen Versuchs nicht ge gl\u00fckt, das\n bewu\u00dfte Gesch\u00e4ft im Palais Royal\n zu Stande zu bringen, ja auch nur Neugierde zu erre gen. Man ist noch immer von anderen Interessen bedr\u00e4ngt u und ich glaube Sie m\u00fcssen Sich durch diese Aussichten nicht von\n anderen Planen abhalten lassen. Ihr AlHumboldt Donnerstags \u00e0 Monsieur Mr Monsieur Rugendas Quai Malaquai n num\u00e9ro 15","57":"Ich freue mich, mein theurester Herr Rugendas , Ihnen nun noch bestim\u0305ter sagen zu\n k\u00f6nnen, was Sie vielleicht schon durch Herrn Maler Schulz wissen, da\u00df es mir endlich ge gl\u00fckt ist, durch Schinkel , Ihre sch\u00f6nen 4 Landschaften dem K\u00f6nig selbst f\u00fcr die Summe von\n 70 St\u00fck Friedrichs d\u2019or kaufen zu lassen. Bei der maligen\n Geldverh\u00e4ltnissen war nicht mehr zu erhalten u und Ihr Gesch\u00e4ftstr\u00e4ger Schulz hat darin gewilligt. Ich kann\n Ihnen sogleich den Werth der 70 St St\u00fcck Fr Friedrichs d\u2019or bei Herrn Leo auszahlen\n lassen , bitte Sie aber mir selbst ein Paar Zeilen des Dankes an Geh Geheim Rath Schinckel zu schreiben, u und mir beiligen de Quittung ganz von Ihrer Hand geschrieben mit dem Briefe recht bald zu \u00fcbermachen Ihr AlHumboldt R. Rue Colombier H\u00f4t. H\u00f4tel d\u2019Angleterre den 30 . Merz auf einem Quartblatt Dass ich von dem Wirklichen Herrn Geheimen Rath von Humboldt 70 St. St\u00fcck Fr. Friedrichs d\u2019or f\u00fcr vier Land schaften, welche Se. Seine Maj Majest\u00e4t der K\u00f6nig von Preussen allergn\u00e4digst zu kaufen geruht haben, (Namens des k\u00f6n. k\u00f6niglichen Herrn Geheimen Kamerier Kienast ) sieben zig\n St\u00fcck Friedrichs- d\u2019or richtig empfangen , bescheinige ich hiermit . Rugendas Paris den 30 . M\u00e4rz 1831.","58":"J\u2019ai din\u00e9 hier avec le G l G\u00e9n\u00e9ral Athalin . Il se souvient tr\u00e8s bien\n de Votre beau travail: il m\u2019a dit que la chose ne peut \u00eatre\n propos\u00e9e au Roi que par Mr Monsieur d\u2019Argout , qu\u2019il a \u00e9crit \u00e0 ce Ministre en\n Votre faveur: Il m\u2019a engag\u00e9 de le faire aussi. Voi l\u00e0,\n mon cher Mr Monsieur Ru gendas , ce que j\u2019ai fait ce matin de la ma ni\u00e8re la plus\n expressive en nommant Mr. Monsieur Cuvier et G\u00e9rard . J\u2019ai le meilleur espoir\n et je n\u2019 ai rien n\u00e9glig\u00e9 . A.Humboldt Samedi \u00e0 Monsieur Monsieur Rugendas quai Malaquai 15.","59":"Leider ! ist mein Brief schon\n abgegangen, aber um nicht den Minister u und General Athalin Erfolglose Schritte thun zu lassen, mu\u00df ich morgen fr\u00fch wieder an Gr. Graf d\u2019Argout schreiben u und ich bitte Sie mir bis morgen Mit tag recht bestim\u0305t zu schreiben ob ich die Sache nun hintertrei ben soll. In der\n Unbe stimmtheit kann ich sie nicht lassen. Ihr AlHumboldt Sonnabend. \u00e0 Monsieur Monsieur Rugendas peintre quai Malaquai n num\u00e9ro 15","60":"Erlauben Sie, theurester Freund und Gef\u00e4hrte dass ich Ihnen und unserem Gustav Rose den treflichen Zoologen Herr Gaimard , dessen Weltumsegelungen dem hiesigen Museum so unendlich n\u00fczlich gewesen ist,\n dringend empfehle . Es ist ein einfacher, beschei dener, sehr braver Mann den die Cholera vom Institute aus gew\u00e4hlt, nach Russland zieht. Empfangen Sie guter\n Ehrenberg meinen herzlichsten Gl\u00fcckwunsch zu ihrer Verbindung die gewiss bei einem so edlen, gef\u00fchl vollen Abyssinier als Sie sind (nach unseres guten Gustavs Bei spiel) Ihr h\u00e4ussliches Gl\u00fck vermehren wird. Mit alter Anh\u00e4nglichkeit Ihr Al Humboldt Paris den 10 Juni 1831 Danken Sie innigst Gustav f\u00fcr seinen interessanten goldenen Brief und dem Bruder f\u00fcr sein sch\u00f6nes analytisches Werk.\n Bitten Sie unseren Gustav doch ja bald sein \u2609 drukken zu lassen u und mir gedrukt zu senden .","61":"\u00e0 Monsieur, Monsier le Professeur Ehrenberg membre de l\u2019 Acad\u00e8mie de Berlin, Corresp Correspondant de l\u2019 Institute de France et cet cetera Universit\u00e4tsgeb\u00e4ude \u00e0 Berlin Paris R Rue Colobier h\u00f4t. h\u00f4tel d\u2019Angleterre Montags 19 Dez Dezember 1831 Wenn alles nach meinen W\u00fcnschen gegangen ist, theurer Ehrenberg, so muss der\n officielle Brief Ihrer Ernennung als correspondir. correspondirendes Mitglieds des Instituts schon seit einem Tage in Ihren H\u00e4nden sein . Arago hat sich so freundlich dabei benommen\n dass er (troz seiner po litischen W\u00e4rme) dem\n Oppositions Kampfe wegen Lyon heute in der\n Deputierten Kammer nicht\n bei gewohnt und mir vor einer\n halben Stunde schon die heute erfolgte Ernennung samt dem Ernennungs briefe gebracht hat. Da die Postcomptiore um 5 U. Uhr schliessen so habe ich jenen Brief nur schnell k\u00f6nnen auf die Post tragen\n lassen und habe darauf Verzicht thun m\u00fcssen, Ihnen zugleich meinen Gl\u00fcckwunsch abstatten zu k\u00f6nnen. Empfangen Sie diesen jezt aus vollem\n Herzen. Sie m\u00fcssen an M Monsieur le Pr\u00e8sident de l\u2019 Academie des Sciences eine recht kurze Danksagung franz\u00f6sisch od oder lateinisch schreiben . Das erste ist gebr\u00e4uchli cher aber nicht notwendig . Sie wissen, mein theurer Ehrenberg, wie ich Ihnen\n anh\u00e4nglich und dank barst ergeben bin. Es war\n gleich als Dutrochet vom Correspondenten Mi wirkliches Mitglied wurde meine Verabredung beider Cuvier\u2019s und mir,\n Ihnen die nun vacante Corresp. Correspondenten Stelle der Zoologie zu verschaffen . Ihr Name und Ihre\n Arbeiten Wollten Sie nicht, theurer Ehrenberg, durch\n baldige Buchh\u00e4ndlergelegenheit an die Bibliothek des Instituts Ihre Symbolae Ehrenberg 1828 od oder das \u00e4ltere Werk chen Observ. Observationes Mycologicae Ehrenberg 1818 ? und das Convolut noch nicht erschienener Kupfer senden. Ein\n solches Con volut gerollt k\u00f6nnte selbst ein Courier bringen,\n denn ich glaube dass der K\u00f6nig der polit politischen holl\u00e4nd. holl\u00e4ndischen Conjuncturen wegen mich vor Winter nicht zu r\u00fckkehren l\u00e4sst. AlHumboldt stehen hier so hoch, dass\n diese Ernennung leicht schien, aber (horrendum dictu!) der jezige Pr\u00e4sident des Instituts Dum\u00e9ril sezte sich in den Kopf seinen Neffen Lesson der die Welt umsegelt hat,\n ernennen zu lassen. Sie begreifen wie solche Unthat in einer Akademie von\n 70\u201380 Mitgl. Mitgliedern m\u00f6glich ist, da der grosse Cuvier bekanntlich herz u und w\u00e4rmelos keinen Einfluss aus\u00fcbt, leicht in Schlachten nachgiebt und da so\n viele Stimmge benden keinen deutlichen Begriff von einem \u201e Zoologue du Nord\u201c haben k\u00f6nnen. Dazu kam noch\n eine \u00fcberaus alberne erste Praesentation von 22 Candidaten in zwei Cohorten als pour l\u2019Anatomie et la Zoologie, in der ersten au premier rang Carus , in der zweiten au pre mier rang Mr Monsieur Ehrenberg , au second Mr Monsieur Lesson .. Diese Praesentation wurde\n umgestossen, die Section d\u2019Ana tomie et de Zoologie sei eine u und dieselbe, die Section muss sich entscheiden, wer \u00fcberhaupt der erste in Vor schlag sei, ob Sie od oder Carus , ob man einen Anatomen od oder Zoologen wolle.. Die Section mismuthig versammelte sich wieder und die\n Stimmenmehrheit der Section entschied que Mrs Messieurs Ehrenberg et Lesson seroient port\u00e9s en premi\u00e8re ligne, pour la m\u00eame ligne.. So\n geschah der zweite Vorschlag in pleno, \u00fcberall h\u00f6rte man sagen, M Monsieur Lesson est un b\u00eate, comment peut on placer M Monsieur Ehrenberg et M Monsieur Lesson sur une m\u00eame ligne, aber der Dum\u00e9rilsche Einfluss zu Gunsten des anwesenden Neffen lie\u00df alles besorgen. Ergrimmt habe\n ich dann in den lezten Tagen alle meine K\u00fcnste des alten Einflus ses aufgeboten u und es ist uns gl\u00e4nzend gegl\u00fckt . Sie haben 37 Stimmen gez\u00e4ht gez\u00e4hlt , Lesson 8\u201310 die anderen verloren. N 37. Die zweite Liste war Zoologen Ehrenberg mit Lesson de la Acaja Gaymard. Ich habe\n eine Liste Ihrer Arbeiten von den Pilzen Ehrenberg 1818 bis zu der grossen Entdekkung der Infusorien durch Geoffroy St Saint Hilaire verlesen lassen, ich habe (da eine Weltumseglung\n noch auf Schwache wirkt) gezeigt da\u00df Sie unter allen jezt lebenden Zoologen\n derjenige sind der die Thierwelt aller Classen von 14\u00b0-60\u00b0 Br. Breite in den gr\u00f6ssten Landreisen erforscht hat der tiefe anatomische und zool. zoologische Kenntnisse mit einem sch\u00f6nen k\u00fcnstlerischen Talente verbindet. Arago hat durch Jameson\u2019s Journal Jameson 1826-1864 gezeigt dass Ihre Entdekkung der Organisation der Infusorien zu den\n \u201eEpo che machenden\u201c Entdekkungen geh\u00f6rt, er hat daran erinnert wie Sie als Physiker n\u00fczlich gewesen sind... Fr\u00e9d\u00e9ric Cuvier , Arago u und Geoffroy sind uns am n\u00fczlichsten ge wesen. George Cuvier hat auch \u00f6ffentlich mit gerechtem Lobe \u00fcber Ihre Arbeiten gesprochen aber ich wiederhole, sein\n Einfluss ist seiner n\u00e4t\u00fcrlichen K\u00e4lte wegen, gering. Seit Sonnabend Abend\n bis gestern Sontag habe ich um alles zu sichern in den variirtesten Formen\n des Lobes \u00fcber Sie, 34 Briefe , durch die kleine Post\n geschrieben und h\u00f6ren Sie wohl, Briefe wie gemahlt die man lesen konnte. So ist der Hergang der Sache gewesen, der\n ich darf es hoffen, Ihnen gewiss Freude macht. Indem Die jezigen 10 Corresp. Correspondants der Section der Zoologen\n sind:\n ausw\u00e4rtige Sir Everard Home , Huber (in Genf), Tiedemann , Ru dolphi , Ehrenberg ; die\n inl\u00e4ndischen Provenzal (nicht meine S\u00fcnde,\n sondern Berthollet\u2019s ) Bory St Saint Vinc Vincent , Desmarest , Quoy , L\u00e9on Dufour . Es entscheidet leider! kein Gesez, wie viel einheimische Corresp. Correspondants eine Section haben soll, da nun nie ein ein heimischer gew\u00e4hlt\n werden w\u00fcrde, wenn er allen grossen Zoologen im \u00fcbrigen Europa die Wage\n halten sollte, so entsteht daraus ein Uebel wie das vorliegende, dass ein Mann\n wie Sie, mit Lesson au pair vorgeschlagen\n wird . Es heisst bloss ein Fremder und ein Einheimischer. Sie werden\n die Weitschweifigkeit meines Briefes fast l\u00e4cherlich finden, mein guter Ehrenberg, aber eine Wahl im Institute (und es ist eine gute Seite der Nation) sezt alles in Bewegung und in den lezten\n 12 Tagen waren Sie mein einziger und lieber Gedanke. Ich hoffe dass meine asiat. asiatischen Fragmente in Ihren und unseres lieben Rose H\u00e4nden sind. Die schwierige Versendung durch Couriere die nur bis Saarbr\u00fck gehen ist Schuld an der Versp\u00e4tung\n gewesen . Gr\u00fcssen Sie Gustav Rose herzlich und\n versichern Sie ihm dass ich wenn die Gelegenheit sich darbietet, eben so lebendig an Seiner Wahl und der seines treflichen Bruders arbeiten werde . Denken Sie dass ich seine geistreiche Arbeit \u00fcber den Uralit u und Augit erst heute empfangen habe. Nur der Brief mit den Mineralen\n kam mir \u00fcber England vor 3 Wochen\n zu . Herzliche\n Gr\u00fcsse an unsere Freunde! Meine innige Verehrung Ihrer Gattin die mich gewiss als einen Ihrer w\u00e4rmsten Freunde, einst\n wohlwollend aufnehmen wird. Verzeihen Sie und unser Rose es meiner \u00e4usseren Lage, Versprechungen die ich vor unserer\n Abreise nach Russland habe eingehen m\u00fcssen, Fr\u00fcchte der gemeinschaftlichen Unter nehmung\n \u00f6ffentlich bekannt zu machen, wenn ich eine unbescheidene dringende Bitte\n hinzuf\u00fcge . Ich weiss durch eigene Correspondenz u. und durch die der hiesigen Russ. Russischen Gesandschaft dass man in Petersburg unzufrieden damit ist, dass \u00fcber die Reise nichts erscheine . Bei der Freundlichkeit mit der\n wir fortdauernd von Cancrin und der russ. russischen Regierung behandelt worden sind kann uns allen diese Stimmung nicht\n gleichg\u00fcltig sein . Es liegt uns eine Verbindlichkeit ob die wir alle durch die Reise\n eingegangen sind und die n\u00e4chtlich oft der Gegenstand unseres Gespr\u00e4chs geworden\n ist. Verz\u00f6gerung in litterarischen Unternehmungen l\u00e4sst sich stets durch Ueber h\u00e4ufung mit anderen Arbeiten, Wunsch etwas\n gr\u00fcndlicheres zu liefern Cholera ... entschuldigen aber (und das ist der wichtige Punkt) wir m\u00fcssen der schon in Petersburg verbrei teten Sage \u201ewir h\u00e4tten nur\n Sammlungen haben wollen, es werde nichts Ganzes \u00fcber die Fr\u00fcchte erscheinen\u201c,\n entgegen arbei ten. Das ist die Veranlassung meines Fragmens d\u2019Asie der Dedication und der Vorrede gewesen (die 3 Titel sind w\u00f6rtliche\n \u00dcbersezung en von denen in denen\n wir gegenseitig \u00fcberein gekommen waren.). Ich erwarte einen guten Effect von den Frag mens asiatiques die ich\n ihrer sonstigen Ma gerkeit wegen gern zur\u00fckgehalten h\u00e4tte . Von dem gr\u00f6ssten Theile meiner Manuscripte hier getrennt, war es mir\n unm\u00f6glich mehr zu liefern. Es w\u00fcrde mich sehr sehr betr\u00fcben wenn Sie und\n unser Gustav den ich von fr\u00fcher Jugend an so\n innigst liebe , und dessen Arbeiten so gediegen sind, in dieser Auseinandersezung meiner Lage einen Keim des Vorwurfs finden\n k\u00f6nnten. Wie k\u00f6nnte ich der ich mein Amerikan. Amerikanisches Werk so hingeschleppt mir einen Vorwurf gegen Sie beide erlauben!!\n Nein meine Bitte ist, Hilfe und diese Hilfe kann uns der gute Rose am freihesten und leichtesten gew\u00e4hren. Alle Aufmerksam keit von Cancrin ist auf \u03c4\u1f78\u03bd \u03c7\u03c1\u03c5\u03c2\u1f78\u03bd \u03c4\u1f78\u03bd \u1f31\u03c1\u1f78\u03bd Herodot , Historiae IV, 7, 1 wie Herodot ja selbst das Skytische\n Uralsche Gold nennt gerichtet. Bitten Sie Rose daher recht inst\u00e4ndigst bald seine goldenen Spr\u00fcche\n druk ken zu lassen, je weitl\u00e4ufiger desto besser . Wie aber wenn er gar den Muth fasste jene\n Abhandlungen zuerst in seinem eigenen Werke: Reise nach dem n\u00f6rdlichen\n Asien; Minera logischer, geognostischer und\n bergm\u00e4nnischer Theil von Gustav Rose ,\n erscheinen zu lassen. Ein solches Werk k\u00f6nnte ja lieferungsweise zu 12 und\n 12 Bogen od. oder weniger erscheinen. Er k\u00f6nnte mit einzelnen Abhandl. Abhandlungen \u00fcber das Gold Uralit, Silber anfangen, gleichsam den Grundlagen\n der nachfolgenden Beschreibung des Urals . Ein Titel, eine kleine Vorrede und die goldenen Spr\u00fcche .. geben gleich die erste\n Lieferung . Zum Schwimmen muss man sich ins Wasser st\u00fcrzen . Nichts w\u00fcrde ja nachher Poggendorf hindern Ausz\u00fcge aus diesen Abhandlungen zu liefern und wir k\u00e4men so auf\n einmal dem Zwekke n\u00e4her . Ich wage es nicht meine Idee\n auf zu dr\u00e4ngen. Ich wer de mit allem zu frieden sein was Sie ud und unser Freund bestimmen. Aber eine grosse Freude w\u00fcrde es mir\n sein wenn statt des Einr\u00fckkens einzelner Abhandl. Abhandlungen in Zeitschrif ten Sie sich beide entschliessen k\u00f6nnten eigene Werke anzufangen.","62":"Mein langer Brief \u00fcber Ihre Ernennung im Institute, theurer Freund, ist gewiss l\u00e4ngst in Ihren H\u00e4nden . Hier einige unn\u00fcze Briefe des plagenden Ferrusac . Sollte ich heute nicht Zeit haben an unseren Rose zu schreiben, so haben Sie wohl die G\u00fcte ihm zu sagen wie sehr seine treflichen Arbeiten \u00fcber Goldmischungen in \u2609 und \u263e Cristal lisationen hier\n allge meines Interesse erregt haben , und wie ich aus seinem Briefe sehe, dass er wohlwollend alle meine fr\u00fcher gegen Sie ausgesprochenen W\u00fcnsche\n erf\u00fcllt hat . Ich hoffe er hat diese Ab handlungen einzeln abgezogen\n an Cancrin gesandt . Gr\u00fcssen Sie ihn herzlichst wie auch Prof Professor Weiss dem ich zu sagen bitte dass\n ich die fos sile Muschel sammlung sehr gern f\u00fcr mich behalten werde. Ihr Humboldt Paris 2 Jan Januar 1832.","63":"Berlin am 5 April 1832. Innig verehrter Herr Baron. Nur mit einigen Worten geleite ich die seit mehreren Tagen fertig gewordene Schrift Ehrenberg 1831 , welche ich fr\u00fcher Ihnen schon angezeigt habe und \u00fcbersende sie mit\n der Bitte um g\u00fctige freundliche Aufnahme. Ob Herrn Dutrochets merkw\u00fcrdige Beobachtungen sich mit den meinigen\n vereinigen lassen mu\u00df ich noch unentschieden dahinstellen. Mir will es scheinen als w\u00e4ren die Resultate entgegengesezt. Es handelt sich wohl um\n die Existenz der structurlosen organischen Materie, deren\n M\u00f6glichkeit schwerlich zu l\u00e4ugnen ist. H\u00e4tten nun meine Infusorien keine\n Z\u00e4hne, so d\u00fcrften Andere leicht geneigt seyn die \u00fcbrigen Organe f\u00fcr ideal,\n rudimentair u und s. so w. weiter zu halten. Es war eine Lehre f\u00fcr die allgemeine physiologische Saage\n \u00fcber die Existenz einer selbstst\u00e4ndigen, also lebendigen, organischen Materie eine recht wichtige Sache, da\u00df ich neulich Z\u00e4hne bey der Kolpoda fand. Ich habe pag. pagina 150. diese Beobachtung noch im Nachtrage mitgetheilt. Um nicht der\n Gesandschaft l\u00e4stig zu werden schicke ich nur 1 Exemplar werde aber noch\n einige nachbesorgen. Solche Fre\u00dfwerk zeuge f\u00fcr rudimentair zu halten w\u00fcrde l\u00e4cherlich seyn und die Magenthiere\n bilden nun offenbar nicht mehr eine niedere oder einfachere Bildungs stufe, sondern nur eine andere als die R\u00e4der thiere. Herr von Cuvier zeigt mir an, da\u00df die Akademie das erste Heft der Insecten meiner Symbolae physicae Ehrenberg 1828 nicht erhalten habe, was wenn es verloren gegangen w\u00e4re mir sehr leid\n thun sollte, da nur einige wenige Exemplare des gr\u00f6\u00dferen Formats gedruckt sind und es nicht zu restituiren w\u00e4re. Da ich Ihnen, mein innig\n verehrter Herr Baron, zu Weynacht die neuesten Hefte im gleichen Format auf\n gleichem Weg zusandte, so hoffe ich, da\u00df durch ein Versehen jenes erste\n Insectenheft zu den Ihrigen gelegt worden seyn mag. Die fr\u00fcheren Hefte habe\n ich mir erlaubt Ihnen in Berlin zu \u00fcberreichen und nur das 2 te Insectenheft und das\n erste Heft der Evertebrata exclusis insectis Ehrenberg 1828 sandte ich Ihnen nach Paris . Im\n Falle nicht der Defect durch die unrichtige Adresse erzeugt w\u00e4re, m\u00fc\u00dfte das Heft in der Buchhandlung von Heidelof und Campe in Paris , durch welche die Besorgung gesche hen liegen geblieben seyn. Die Mittlersche Buch handlung in Berlin versichert das vollst\u00e4ndige Exem plar eingepakt\n zu haben. Ob Herr v. von Cuvier und Herr Valenciennes die zu Weynacht an Sie abgeschickten Exemplare des gew\u00f6hnlichen Formats erhalten haben wei\u00df ich\n noch nicht. In ausgezeichneter Verehrung und Liebe Ihr treu ergebenster Dr CG Ehrenberg","64":"Ich bin gluklich gl\u00fcklich wieder gekommen, mein theurer und freue mich Ihnen sagen zu konnen k\u00f6nnen , dass es mir gelungen ist 800 Thaler auf einmal fur f\u00fcr Lessing in Sibirien Vgl. Buchholtz 1909 , II, 376. zu erhalten . Dagegen will schlechter dings der Konig K\u00f6nig leider dem jungen Beyrich fur f\u00fcr Amerika nichts mehr als die Pension des Gartens accediren! Valenciennes ist Prof. Professeur au Jardin des Plantes an die Stelle von Blainville (troz Brognart Brongniart und Cordier ) f\u00fcr die Mollusken\n geworden . Ihr Ht Freitags.","65":"Sie sehen, mein Theurer, wie in diesem Lande die elendesten\n Kleinig keiten Weitl\u00e4uftigkeiten erregen . Hier ein Theil der Correspondenz! Wir haben es\n aber durchgesezt . Geben Sie bei Spiker eine Carte ab: er verdient es. Uebrigens hat mir Schulze heute morgen gesagt, die Sache w\u00fcrde wohl schon an den K\u00f6nig abgegangen sein . Ht Dienstag. Vom Herbeirufen von Nees soll keine\n Rede sein .","66":"Mein verehrter G\u00f6nner, Ich habe leider Beechey \u2019s Reise nicht, Sie machten mich aber vor geraumer Zeit darauf aufmerksam und\n schrieben mir: \u201eIch gebe so eben Arnott s Bearbeitung der Reise von Cap. Captain Beechey der Bibliothek zur\u00fcck.\u201c Dieses Briefchen ist bis jetzt zur Erinnerung\n auf meinem Tisch liegen geblieben, weil ich mir das Werk kommen lassen wollte, was aber unter blieben ist. F\u00fcr den\n neusten\n Band der Leopoldinischen Schriften statte ich\n meinen ergebensten Dank ab. Mit inniger Verehrung und Dankbarkeit Ihr ergebenster CKunth. Berlin, d. den 26 . M\u00e4rz 1833","67":"Wie soll ich Ihnen, mein theurer Freund, genugsam danken\n f\u00fcr die \u00fcberaus sch\u00f6nen Pflanzen. Prachtigerer Pr\u00e4chtigerer goldener Lak hat mein Auge nie erfreut. Ich bin in Verlegenheit uber \u00fcber Hoockers Botany of Cap. Captain Beecheys Reise um die Welt die mir die Bibl. Bibliothek ab fordert. H\u00e4tte ich das Buch nicht\n Ihnen geliehen? Dankbarst Ihr AlHumboldt Dienstags Hier die ziemlich leere Leopold Leopoldina B Band 8. Ein elender Aufsaz Wohl Dumortier 1832. sehr unfranzosisch unfranz\u00f6sisch ( motilit\u00e9 ) von Dumor tier . Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit einem Buche","68":"Berlin, am 26 M\u00e4rz 1833 Innig verehrter Herr\n Baron Endlich habe ich die Freude ein Amicisches Mikroscop unter H\u00e4nden zu haben und finde allerdings, da\u00df seine Vergr\u00f6\u00dferung alle\n \u00fcbertrifft, die ich bisher pr\u00fcfen konnte. Es ist nehmlich das Mikroscop des Herzogs von Toscana , welches Hoffmann als Geschenk erhalten hat. Die Vergr\u00f6\u00dferung betr\u00e4gt 2400 mal\n im Durchmesser. Andrerseits ist es mir lieb da\u00df die Bestellung der Akademie von ihm\n unber\u00fccksichtigt geblieben ist, da es doch nicht besonders wichtige Resultate\n verspricht und das Geld nun anders verwendet werden kann. Es hat wenig Licht und sehr\n kleines Gesichtsfeld bey starker Vergr\u00f6\u00dferung. Riesenhaft sind freylich die Bilder,\n doch verschwimmend, fast wie im Sonnenmikroscope. Die Hauptwirkung ist durch kleine\n Okulare hervorgebracht, also keine Erfindung und da Schiek\u2019s gro\u00dfe Fertigkeit im Linsenschleifen seinen Mikroscopen gerade\n den Vorzug verschafft, die Amicischen Linsen aber\n nicht sehr rein geschliffen sind, so wird Herr Schiek durch eben so kleine Okulare wohl eine bessere Wirkung erreichen. Die st\u00e4rkste\n Vergr\u00f6\u00dferung mit Herrn Blochmanns Mikroscop ist\n diametral gegen 200 mal. Die Verh\u00e4ltnisse der Vergr\u00f6\u00dferung eines und desselben\n Gegenstandes so wie er in Blochmanns Chevalliers und Pistor und Schieks Mikroscopen gesehen wird\n sind aus beiliegenden Zeichnungen wahrnehmbar. Die st\u00e4rkste Vergr\u00f6\u00dferung des Blochmannschen Mikroscops giebt von einem 1\/12\n linie gro\u00dfen Sch\u00fcppchen des Zuckerfischchens das Bild Nr. 1. Dasselbe Object giebt in Chevalliers Mikroscop bey dreyfacher Objectlinse (\n ohne den Auszug) das Bild Nr. 2. und Pistor - Schieks Verbesserung mit dem Auszuge Bild Nr. 3. Im\n letzteren Falle betr\u00e4gt der Abstand des Auges vom Objecte 1\u2032 3\u2033. Pistor - Schieks Verbesserung erlaubt dasselbe (1\/12 Linie lange) Object 9 Zoll gro\u00df zu sehen, also\n doppelt so gro\u00df als die Zeichnung Nr. 3. Diese letztere Vergr\u00f6\u00dferung betr\u00e4gt\n fast das 300 fache des Durchmessers, reducirt man sie also auf 8 Zoll Abstand vom\n Auge, so ist sie noch nicht tausendfach. All meine Infusorienbeobachtungen und\n mikroscopischen Zeichnungen mache ich mit der Vergr\u00f6\u00dferung welche das Bild Nr. 2\n giebt weil sie die bequemste ist und bey deutlicher Gr\u00f6\u00dfe noch nicht allzu\n riesenhafte Bilder giebt. Ich finde da\u00df es sehr Schade ist da\u00df Blochmanns Mikroscop seine seitliche Objectbewegung\n durch die Mikrometerschraube erh\u00e4lt und da\u00df man ohne vieles Drehen an derselben es\n nicht in feinre Rasten stellen kann, was der so feinen Schraube nothwendig sehr\n schaden mu\u00df. Ehrenberg","69":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg. Ich lasse heute in meinem Zimmer den Knaben des braven Seyffert taufen und bin in grosser Angst da mir der Zufall zur Taufhandlung den Hofpre diger Strauss zuf\u00fchrt, was man giebt u und wie man giebt . Schreiben Sie, theurer Freund mir g\u00fctigst auf einen\n Zettel: was\n Sie bei Ihrem Kn\u00e4bchen dem Prediger gegeben? Haustaufe. und wie man dem Struthio Camelus die Gabe aplicirt, durch den K\u00fcster od. oder ganz menschlich in seine hole Hand? Dankbarst Ihr AlHumboldt Freitags.","70":"Ich w\u00fcnsche recht sehnlicht mein Lieber, dass Sie Guillemins Journal Antoine Guillemin gab 1833 zwei B\u00e4nde \u201eArchives\n de Botanique ou Recueil mensuel de M\u00e9moires originaux, d\u2019extraits et\n analyses bibliographiques, d\u2019annonces et d\u2019avis divers concernant cette\n science\u201c heraus. (das mir so eben der alte Del. Delessert schenkt) noch nicht besizen, damit Ihnen mein Geschenk\n einige Freude mache . Die Kupfer sind prachtig pr\u00e4chtig aber zu selten. Sie werden St St\u00fcck II curiosa von Bonpland und seinen\n 400 Kuhen K\u00fchen ! lesen . Die Notiz ueber Delesserts Herb Herbarium ist sehr interessant . Konnen K\u00f6nnen Sie aber glauben St St\u00fcck 5 p pagina 465 468 dass der zu Linn\u00e9\u2019s Zeiten lebende Burmann 29000 Spec Species ! zusammenge bracht . Soll es nicht echantillons \u00e9chantillons heissen. Ich mochte m\u00f6chte vor meiner Abreise nach Teplitz (17 ten ) doch endlich an Schott u und Benj Benjamin Deless. Delessert schreiben. Kommen Sie gutigst g\u00fctigst zu mir so fr\u00fch Sie wollen 7 h \u201310 h um Sie zu consultiren und leihen Sie mir\n auf einige Stunden die Meletemata von Schott wieder . Dankbarst Ihr AlHumboldt Montags Denken Sie dass bei allen Erniedrigung en denen ich mich fur f\u00fcr Meyen ausge sezt z. zum B. Beispiel bei Amelangk ich ihm keinen Buchh\u00e4n dler schaffen kann!! Sr Seiner Wohlgeboren Herrn Professor Kunth. mit 6 Heften.","71":"Sie wissen, mein theurer Herr Doctor, wie sehr ich Ihre Talente\n und Ihre bisherigen Leistungen in den verschieden sten\n F\u00e4chern hochsch\u00e4ze und dass niemand sehnlicher als ich Ihre An stellung als Prof. Professeur extr. extraordinaire bei der Universit\u00e4t Meyen erhielt mit Wirkung vom 22 August 1834 eine\n ao. Professur f\u00fcr Botanik. Vgl. Asen 1855 , 129. w\u00fcnschen kann, als ich. Bei dem Herbar Herbarium wird alles zersplittert und die Reise bei den Geldmitteln , die dazu aufgetrieben werden m\u00fcssen , scheint mir ein nebeliger Wunsch. Ich werde morgen fr\u00fch noch ehe ich mit dem K\u00f6nig nach Potsdam gehe, ein ostensibles Blatt f\u00fcr den Minister v von Altenstein an Herrn Geh R. Geheimrat Schulze schikken, aber mein Einfluss ist \u00fcberaus geringe. Der Hr Herr Minister pflegt in naturh. naturhistorischen beson ders bot. botanischen Dingen niemand zu befragen. Ich glaube indess zu errathen\n dass eine Empfehlung von Nees von\n Esenbeck , mit dem der Minister in genauer Ber\u00fchrung steht , unserem Plane sehr f\u00f6rderlich sein w\u00fcrde. Rechnen Sie auf meinen besten Willen . Ueber den Vulcan v von Arequipa und v. von Pentland habe ich nichts mehr als ich\n Ihnen mittheilte . Die H\u00f6he 2873 t. toises f\u00fcr den Vulcan und 1219 t toises f\u00fcr die Stadt Arequipa sind Pentlands Behauptungen in dem langen Aufsaze, Annuaire du Bureau des longitudes 1830 , p page 325 Humboldt meint sehr wahrscheinlich den Eintrag\n zur H\u00f6he von Arequipa und die zahlreichen Erw\u00e4hnungen von Pentlands Arbeit in Arago 1829 , 229ff., hier\n 235. \u00fcber seine peruanischen Mes sungen den Sie doch benuzt haben. Die fr\u00fcheren engl englischen Annahmen schienen mir unter sicht sich sehr abweichend . Curson Vgl. Curson\n 1823 , 352. gab der Stadt 7775 engl englische Fuss , Haencke 1216 t. toises ( Pentland 1219 t. toises ). Mr Mister Dolley Pers\u00f6nliche\n Mitteilung an Humboldt , die er von Alphonse de Moges in Paris erhielt. hat Vulcan 11235 engl englischen Fuss \u00fcber der Stadt gefunden . 11235 + 7775 = 19010 engl englische Fuss = 2971 t. toises Haencke fand gar 3180 t. toises Humboldt erkl\u00e4rte alle Einzelheiten zur Arbeit\n der genannten Personen ausf\u00fchrlich im 4. Band seines Kosmos . Hier\n versuchte er auch, die unterschiedlichen Messergebnisse zu\n interpretieren. Er konnte die gravierenden Unterschiede nicht erkl\u00e4ren\n und meinte nur Ein trauriger Zustand der Hypsometrie! Vgl. Humboldt 1845\u20131862 ,\n IV, 528\u2013529. . Ich glaube an Pentlands Messung 5600 m\u00e8tres = 2873. t. toises . Ich habe nicht Zeit nachzu sehen wo ich die 17780 engl englische Fuss in der Hertha Vgl. Humboldt 1829 , 1\u201329. Hier kommentierte Humboldt ausf\u00fchrlich\n Messergebnisse, die ihm Pentland als\n Manuskript brieflich mitgeteilt hatte (vgl. ebenda, 16). her hatte . Die 18373 engl englischen Fuss , Ed Edinburgh Journal p page 351 sind fast Pentlands Messung! Ihre Abhandl. Abhandlung , die gedrukte, werde ich mit\n Interesse lesen so wie ich f\u00fcr den Penguin Meyen schrieb: Pinguine in kleinen Haufen\n zeigten sich in der N\u00e4he des Schiffes und verschwanden wieder mit\n Blitzesschnelle, zwischen ihnen zuweilen der Spheniscus Humboldti,\n eine neue Art, die welche wir im 3ten Theile dieses Buches\n beschrieben und Tab. XXXI. (sic!) abgebildet haben. Meyen 1834\u20131835 , II,\n 53. gehorsamst danke. Sie haben doch noch die folio-Bl\u00e4tter meines Journals ? Ich habe Chap Chapitre 29 meiner Reise Vol Volume III p page 557 ( ed edition 4 to ) die Beob. Beobachtungen von Callao von 1826 aus\n H\u00f6flichkeit Rivero u und Pentland zugeschrieben. Pent land behauptet er habe sie allein gemacht. Wer kann von hier aus entscheiden. Wenn auch die Beob. Beobachtungen von Callao Lima nicht gleich zeitig sind so w\u00fcrde eine genaue Reduction der Temperat Temperaturen doch zur Vergleichung der H\u00f6he von Lima die wir auf anderen Wegen kennen dienen . Wollen Sie mir A u und B. zur\u00fcksenden , so soll H. Herr Oltmanns f\u00fcr Sie die etwas weitl\u00e4ufige Rechnung \u00fcbernehmen . Mit innigster Hochachtung Ihr AlHumboldt Sonnabends Ich rathe Ihnen sehr gleich selbst noch ein mal an den Minister zu schreiben und zu sagen , dass Ihnen Schlecht. Schlechtendals Schlechtendal war ao. Professor f\u00fcr Botanik an der Berliner\n Universit\u00e4t . Er schied am 3. Juli 1833 aus dem Berliner\n Lehrk\u00f6rper aus und wechselte nach Halle , wo er 1866 verstarb. Vgl. Asen 1855 , 171. Abgang Muth\n mache , da die Stellen am Herbar. Herbarium getrennt w\u00fcrden. Etwas Muth schadet nicht in solchen\n Sachen. Sie k\u00f6nnten sich auf Nees Meyen hatte guten Kontakt zu Nees von Esenbeck , der sich bereits f\u00fcr\n die Publikation seines Reisewerkes eingesetzt hatte. und mich beziehen.","72":"Copie Auf Ew. Eure Excellenz Ihrem verehrtesten Schreiben wegen des Professor Ideler bygef\u00fcgte freundschaftliche Zeilen wegen des\n Herrn Ehrenberg , habe ich mit solchem eine ausf\u00fchrliche Unterredung gehabt in welcher ich mich aufs Neue von der so\n h\u00f6chst achtbaren Gesinnung desselben und der Lebhaftigkeit seiner W\u00fcnsche f\u00fcr\n die F\u00f6rderung seines Amtes \u00fcberzeugt habe. Sein Schmerz \u00fcber verschiedenes\n ihm nach seiner Ansicht zugef\u00fcgtes Unrecht hat mich tief ergriffen, u und ich habe alles versucht ihn zu beruhigen und der Sache eine\n freundliche Gestalt zu geben. Das abschriftlich vorliegende Schreiben an Herrn Ehrenberg ist das Resultat unserer Abrede gewesen durch solches und in Folge\n derselben getroffene Einleitungen hoffe ich, den als Mensch u und als Gelehrten gleich achtbaren Mann zu befriedigen und zugleich seine\n Wirksamkeit zu f\u00f6rdern ohne andere zu verletzen oder Unm\u00f6gliches von dem so\n beschr\u00e4nkten Fond zu verlangen . Innigst werde ich mich freuen wenn Ew. Eure Excellenz meiner Einleitung Ihren Byfall sche schenken u und benutze diese Veranlassung mich weiterhin Ihrem freundschaftlichen\n geneigten Andenken mit treuer Verehrung bestens zu empfehlen. Berlin d den 5 August 1833 Altenstein An des K\u00f6nigl K\u00f6niglichen Wirklichen Geheimen Rathes Herrn Freiherrn von Humboldt Excellenz zu Teplitz","73":"15. Aug. August 1833 Ihre \u00e4chte lateinische, classische Gelegen heitsschrift Ehrenberg 1833 , XXIV zu Huf. Hufelands Jubil. Jubil\u00e4um hat mir viel Freude gemacht, theurer Freund. Eine wichtige\n Entdekkung ist dadurch dem gr\u00f6sseren Publikum zug\u00e4nglich geworden . In dem ich Ihnen meinen innigsten Dank f\u00fcr diese Mittheilung sage und\n Ihnen melde, wie empf\u00e4nglich ich in Dresden und hier alle geistrei chen Menschen (den\n F\u00fcrsten Metternich der sich lebhaft f\u00fcr alles anato misch-medicinische interessirt nicht ausgeschlossen) f\u00fcr jene Beo bachtungen gefunden, sende ich Ihnen einige sehr freundliche Worte von Hr Herrn v. von Altenstein . Ich sehe dass er das mir\n gegebene Ver sprechen erf\u00fcllt hat. Ich denke dass auch Sie,\n verehrter Freund mit seiner Antwort an Sie vom 31 Jul. Juli zufrieden sein werden.\n Ungewiss ob diese Zeilen Sie noch in Berlin finden, f\u00fcge ich nur die Versicherung meiner freundschaftlichen Anh\u00e4nglichkeit und Verehrung hinzu. AlHumboldt Tepliz den 15. Aug August 1833. F\u00fcrst Metternich hat mir diesen Morgen\n Ihre Abhandl. Abhandlung Ehrenberg 1833a , XXVIII,\n 449\u2014473 in Poggend. Poggendorff entrissen um die Kupfertafeln in Wien zu zeigen.","74":"Ew Euer Wohlgeboren \u00fcbersende ich auf Ihr an H. Herrn G. Geheimen O Ober Reg. Regierungs Rath Diederici gerichtetes u und von demselben mir vorgelegtes Schreiben v vom 15 v vorigen Mts Monats eine Abschrift der Ihnen und H Herrn D. Doktor Hemprich unter 30 Juni 1820 f\u00fcr Ihre Reise nach d. dem Orient ertheilten allgemeinen Instruction nebst deren sechs besondere Gegenst\u00e4nde betreffende Bylagen . Berlin 20 Aug August 18 33 Altenstein","75":"Es schmerzt mich die Naturreise nach Breslau nella citt\u00e0 dolente nell\u2019 eterna noja (Leicht abgewandeltes) Zitat aus Dantes Divina commedia , Inferno, Canto III; vgl. z.B. Alighieri 1825 , 25. antreten zu m\u00fcssen, ohne Sie Verehrter Freund, haben umarmen zu\n k\u00f6nnen! Noch mehr bedauert es Robert Brown , der Ihnen rothen Schnee hierl\u00e4sst. Johannes M\u00fcller war\n bei mir und ist, da ihn der Minister noch m\u00fcndlich bepredigt u. und auch die Order der Herausgabe an ihn gelangt ist, zu allem\n willf\u00e4hrig . Er w\u00fcnscht dass Sie das Vergangene vergessen. Darum bitte auch ich\n Sie, so wie Sie gewiss (ausser den Doubletten, die Sie alle fordern m\u00fcssen) die bereits einrangirten Sachen nur gruppenweise nehmen werden . Dankbarst Ihr Al Humboldt Sonnabend 14 Sept September 1833 Gehen Sie ja wieder mit frischem Muthe u und Heiterkeit an Ihre Herausgabe und an die Folge Ihrer sch\u00f6nen Entdekkungen .","76":"Mein theurester Ehrenberg! Die Herzogin von Dessau die immer noch mit microscopischen Untersuchungen leb haft besch\u00e4ftigt ist, vertraut mir (w\u00e4hrend Ihres jezigen\n hiesigen Aufenthalts) wieder eine herzog liche Entdekkung eine\n neue Oscillatoria f 2. von 6. muralis verschieden, die sie an einem Lindenstamm gefunden! Wollen Sie g\u00fctigst und Nachsichtsvoll, mein\n Verehrter Freund, das Wesen wieder aufweichen u und sehen ob H r Herr Schwabe richtig gesehen hat. Ich hoffe dass die kleine Familie ihr vegeta tives, oscillirendes Leben fr\u00f6hlich fortwebt. Dankbarst Ihr AHumboldt Dienstag","77":"Sie finden, mein Lieber, die neueren Versuche von dem Genfer Chemiker Macaire in Decand Decandolle p pagina 248\u2013251 Candolle\n 1832 , I, 248\u2013251. und 1474\u20131476 Candolle\n 1832 , II, 1474\u20131476. . Lesen Sie doch auch p pagina 152\u2013166 Candolle\n 1832 , I, 152\u2013166. gegen La Hire u und Du Petit Thouars (fibres descendantes ) .\n Mich macht es nicht irre. Ich glaube was Sie glauben . Wenn Sie vielleicht diese Physiologie nicht besizen u. und Sie auf der Reise durch darin laufen lesen wollen, So nehmen Sie sie mit nach Dresden . AHt Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit 3 B\u00fcchern u und noch einem Briefe.","78":"Vielen Dank mein theurer Freund. Da Sie gewiss den Oberpr\u00e4s Oberpr\u00e4sidenten v. von Sch\u00f6n lobend anf\u00fchren, so glaube ich nicht dass Sie seine Erlaubniss abwarten m\u00fcssen. Ich finde die L\u00f6sung immer schon merkw\u00fcrdig: es ist\n ein schriftlicher Beweis dass ein Vogel von Preussen nach Damaskus geflogen ist in welcher heimlichen Absicht wissen wir\n nicht. Da man \u00fcbermorgen Gustav\u2019s Rose Wahl versuchen will, wenn wir zahlreich genug sind, so bitte ich Sie\n ja zum kommen und auf unsere Freunde deshalb zu wirken. Ihr Al Humboldt Sonnabend","79":"Sr Seiner Wohlgeboren Herrn Professor D. Doktor Ehrenberg Ich sehe aus Ihrem geistreichen Briefe mein theurer Freund, wie viel ich\n verloren habe, Ihre lezte philosophische Vorlesung Ehrenberg 1836a \u00fcber die sogenannten Organisations-Stufen nicht geh\u00f6rt zu haben.\n Lassen Sie ja bald einen Auszug davon drukken und machen Sie mir damit eine\n Freude in Teplitz . Sie haben gerade den Gesichtspunkt herausgehoben, nach dem Ihre Entdekkungen der Organisation in den niederen? Thierklassen mir am wichtigsten zu sein schienen. Wie Sie gebe ich auf , was ich selbst lange glaubte, Subordination der Thier Klassen nach\n Verschwinden ganzer Syste me. Die Unterschiede scheinen mehr in Entwikkelung von Gliedmassen (Fische und Vierf\u00fcsser) von Absonderung des\n Kopfes, in Formen als in Mangel von Systemen (Gef\u00e4ssen, Nerven) zu ligen und doch sind vielf\u00fcssig, vielarmig, gleich sam Maul-fingrig gerade Insecten und mit Cehen versehene Polygastren . In den \u00e4ltesten\n Schichten finden wir Trilobiten , Ogygien , welche sch\u00f6ne Augen, wie\n viel F\u00fcsse, welche zusammengesezte Organisation . Ich hebe Ihren sch\u00f6nen Brief auf. Ich muss Herrn von Altenst. Altenstein noch vor meiner Abreise (30 Juni) noch sehen u und werde ihn f\u00fcr Sie beeilen . Ich komme 23 Juli von Tepliz zur\u00fck gehe nicht nach Kalisch und mache\n meine Reise nach Paris wohl erst im\n September. Wie freue ich mich Ihres h\u00e4uslichen Gl\u00fckkes. Ich hoffe Sie noch\n vor meiner Abreise zu umarmen. Behalten Sie Hei terkeit des\n Geistes, alles andere ist Ihnen reichlich gespendet . Seien Sie versichert, das Umfassende Ihrer Entdekkungen im organischen Weltall wird mit der Zeit allgemein bewundert werden. Man dringt nur\n allm\u00e4lig durch und der Frucht der Arbeit folgt erst sp\u00e4ter der Ruhm . Ihr A Humboldt Donnerstags.","80":"Sr Seiner Wohlgeboren dem Herrn Professor Ehrenberg in Berlin Friedrichsstra\u00dfe n numero 94 Ich erhalte erst heute, mein theurester Freund und College Ihr freundliches\n Lebenszeichen vom 12 ten Aug. August mit einigen Exemplaren Ihrer philosophischen Uebersicht der organi schen Natur Ehrenberg 1836a . Solcher Schematismus wird von grosser Wichtigkeit wenn die Anordnung von\n einem Manne ausgeht der mehr, als ein jezt Lebender, von der Natur gesehen und gedacht hat. Die\n Festsezung des Typus , so bestimmt u. und geistreich hat mir sehr gefallen da er wirklich in der ganzen Tabelle\n durchgef\u00fchrt ist . Am wichtigsten ist aber freilich das Reich der Gef\u00e4ssthiere den Herzthieren entgegensezt entgegengesezt und der \u00fcbersehene Character nicht pulsirender Gef\u00e4sse. Ein Buch\n k\u00f6nnte man Ihnen dar\u00fcber schreiben od. oder viel mehr von Ihnen dar\u00fcber erwarten. Wenn Sie doch bald es \u00fcber sich gewinnen k\u00f6nnten einen kleinen Comentar Commentar zu geben. Ich werde alles zur Verbreitung beitragen, beim Institut,\n bei Edward , und Brogniart Brongniart . Ich habe f\u00fcr Valenciennes einen Theil\n \u00fcbersezt. Das Ganze wird es gewiss bald werden. Verzeihen Sie es meiner\n bedr\u00e4ngten hiesigen Lage, theurer liebensw\u00fcrdiger Freund, dass ich so fl\u00fcchtig\n schreibe . Die etwas lange Seereise hat mir\n sehr wohl gethan. Ich habe ein kleines Zimmer auf der Bibliothek des Instituts wo ich mich vor dem Andrange sch\u00fcze und von 8 h an morgens einschliesse. Im Ganzen (im Vergleich mit 1829) ist viel\n wissenschaftliche Stagnation hier. Eine matte Politik und Oppositions\n Geschw\u00e4zigkeit hindern viel . Die neuen\n Treibh\u00e4user im J. Jardin des Plantes sind pr\u00e4chtig, aber die Dampfheizung ist schlecht gelungen. Die neue Galerie des Museums ist ein plumpes Festungswerk. Berzelius war lange hier, fast immer\n unfreundlich, Carus hat sehr gefallen. Wie wohlth\u00e4tig w\u00fcrden Sie den hiesigen Sumpf aufregen bei der\n hohen Achtung die man allgemein f\u00fcr Sie hat, wenn Sie sich endlich einmal\n entschliessen k\u00f6nnten wenn auch nur auf 3 Wochen nach Paris zu gehen. Im Sommer ist die Reise \u00fcber Havre so\n schnell und wohl feil . Empfehlen Sie\n mich Ihrer liebensw\u00fcrdigen Gattin unserem Gustav , dem theuren Encke .. Mit alter Freundschaft Ihr AlHumboldt Paris h\u00f4tel de Londres Rue des Petites Augustins den 17 Sept September 1835 Sonderbar dass Carus in den Hildb. Hildburghausener Fusstritten doch einen Saurier, Riesen- Salamander sehen will. Er gr\u00fcndet sich auf den fl\u00e4chigen Daumen der Fr\u00f6sche die\n Ungleichheit ihrer Vorder und Hinterf\u00fcsse, aber Saurier sezen die Beine\n ja mehr nach aussen. Der Gang des r\u00e4thselhaften Thieres fast wie\n ein kreuzender Papaguey (den Daumen immer vom Wege abw\u00e4rts gerichtet) ist doch sehr sonderbar. Ich glaube immer, es\n ist ein S\u00e4ugthier. Es ist sehr zu w\u00fcnschen dass unser gemein schaftlicher Freund, Prof Professor Weiss recht bald die ganze bespurte Steinplatte beschreibe.","81":"Ich habe an dem heutigen, etwas besch\u00e4ftigten Tage nur die\n wenige Musse, Ihnen zu sagen, mein theurer H Herr Professor, wie innigst es mich freut, dass Sie, der Sie als\n Botaniker, Weltumsegler und mit den meteorologischen Erscheinungen bes vertraut, eine Pflanzengeographie geschrie ben\n haben. Der Plan Ihres Werckchens hat mich um so mehr angesprochen, als\n neuer lichst man die Verbindung zwischen Bot. Botanik und Meteorologie ganz missverstanden u. und unter Schouw \u2019s H\u00e4nden die\n Pflan zengeographie in eine rein meteorol. meteorologische Abhandlung ausgeartet ist. Ihre Abh. Abhandlung \u00fcber Zanichellia Sumpfteichfaden wird aller dings in Brog. Brogniards An. Annalen erscheinen . Sie war, als ich abging , in Mirbel \u2019s H\u00e4nden dem sie sehr gefiel weil er sich m\u00fcnd lich einiges daraus hatte begreiflich machen lassen . Ich verstand aus Ih rem damaligen Briefe, ich sollte sie dort zur Uebersezung lassen, da\n von deutschen Arbeiten, bei der ehe eher zu als abnehmenden v\u00f6lligen Unkenntniss der deutschen Sprache (an Geschriebenes ungedrucktes, wagt sich vollends niemand) nur die Zeichnungen begafft werden. Ich schreibe bald an Mirbel , dass er sobald die Uebersezung gemacht ist,\n das Original zur\u00fcksende. Mit freundschaft licher Anh\u00e4nglichkeit, Ihr AlHumboldt B. Berlin den 24 Jan Januar 1836 M\u00f6gen Sie bald Zeit gewinnen, die grosse Masse von Materialien\n \u00fcber Pflanzengeographie , die man jezt besonders in englischen Werken \u00fcber Himala ya Meyen hatte eine Arbeit zum Vergleich der\n Verbreitung der Vegetation in den gr\u00f6\u00dften H\u00f6hen des Himalaya und in Hoch-Peru verfasst, ein\n Thema, das Humboldt sehr interessierte. Vgl. Meyen 1836a , 313\u2013327. besizt und zu deren Sammlung Ihnen eine Reise nach Paris , wegen Delesserts Mit den Br\u00fcdern Delessert stand Humboldt im\n Briefkontakt. Es handelte sich um die Bankiers und Fabrikanten Benjamin Baron Delessert , 7 Briefe; Fran\u00e7ois Marie Delessert (1\n Brief) sowie den Politiker Gabriel\n Delessert (2 Briefe). grosser u. und vollst\u00e4n diger Bibliothek nothwendig w\u00e4re, in mehreren B\u00e4nden ausf\u00fchrlich zusammen zu tragen. z. B. Forbes Royle Illustration of Botany of Himalaya and Cashmere 1834\u20131835 Humboldt beruft sich vermutlich auf die 1835 im Journal of\n the Royal Geographical Society of London angek\u00fcndigten\n Lieferungen . Die beiden B\u00e4nde der Illustrations of the\n botany and other branches of the natural history of the Himalayan\n Mountains and of the flora of Cashmere sollten erst vier Jahre\n sp\u00e4ter erscheinen ( Forbes\n Royle 1839 ). .","82":"Ich habe an dem heutigen sehr hofbesch\u00e4ftigten Tage (es ist Pr Prinz Wilhelm\u2019s Geburtstag) gerade nur so viel Zeit,\n theurer Freund, um Ihnen herzlich f\u00fcr Ihr Seelen- Organ Ehrenberg 1836 , 665-722 und Ihre merkw\u00fcrdige ana tomische Schrift zu danken . Sie wird W\u00fcrdigung finden f\u00fcrchten Sie nicht und die Hofprediger werden Ihnen weniger schaden, als unsere\n anatomischen oft unbequemen Mitbr\u00fcder . Hier der Tems Gemeint ist wohl die franz\u00f6sische Tageszeitung \u201eLe\n Temps. Journal des progr\u00e8s politiques, scientifiques, litt\u00e9raires et\n industriels\u201c, die von 1829 bis 1842 erschien. den ich mir zur\u00fck erbitte. Sie sehen dass Sie gerecht ( od. oder gerochen?) sind, publice, wie ich es w\u00fcnschte . Ihr AHt Dienstags","83":"Herrn Prof. Professor Ehrenberg Wohlgeboren Ich hielt es am bequemsten f\u00fcr Sie, theurer Freund, Ihre sch\u00f6nen Geschenke\n selbst der Herzogin zu \u00fcbermachen. Sie ist ganz\n ger\u00fchrt \u00fcber Ihre G\u00fcte und Zeitaufopferung, und Sie sagte mir so eben, beim K\u00f6nig , wo ich mit ihr heute aass,\n Sie habe Ihnen selbst geschrieben. Ich bin Ihrer grossen Liebensw\u00fcrdigkeit noch mehr Dank schuldig als die Herzogin . . Ich habe in dem allen und in den niedlichen Zeichnungen die Sie entworfen, Ihre Freundlichkeit f\u00fcr mich (die altsibirische)\n erkannt. Die Anhaldtia hat besonders grosse Aufmerk samkeit erregt. N\u00e4chst Scepter und Krone h\u00e4ngt die\n F\u00fcrstliche Person auch an einem schmierigen Pilz! Ihr AlHumboldt Dienstags Die 2 Hefte Ihres sch\u00f6nen Werks habe ich der Herzogin gesandt.","84":"Innigen Dank, mein theurer Freund f\u00fcr die interessanten Mit theilungen. Sie sehen daraus, wie sehr Ihre Entdekkungen fruchten. Die franz\u00f6sischen Naturforscher sind von je her Raubthiere\n gewesen, sich durch Unkunde fremder Sprachen und Mangel an B\u00fcchern entschuldigend u und alles f\u00fcr neu haltend, was sie gesehen. Cuvier war eben so. Sie w\u00fcrden der Herzogin , die ich Ihnen bestimmt morgen Freitags zuf\u00fchre (11\n Uhr) unrecht thun, wenn Sie glaubten sie sei in das Interesse des Nostoc od. oder der Anhaldtia versunken. Sie weiss glaube ich nicht einmal dass man den\n Namen bestreite. nein! was Sie zu Ihnen f\u00fchrt sind Sie selbst und Ihre\n Entdekkungen \u00fcber die kleine Welt . Zeigen Sie was Ihnen am anmuthigsten scheint . besonders das Thier mit Augen vorn und hinten . Ueber die Geschlechts theile wollen wir, der Hofdame wegen schweigen und die Eyerst\u00f6kke, Eier nennen. Dankbarst, Ihr AlHumboldt Donnerstags. Die jezt alle avancirten Hofprediger werden Sie mit Ihrem Seelenorgan Ehrenberg 1836 verbrennen .","85":"Herrn Prof. Professor Ehrenberg Die Herzogin wird kommen, liebster Ehr. Ehrenberg aber schon um halb eilf Uhr. Ihr Ht","86":"Sie m\u00fcssen mir, theurer Ehrenberg, \u00fcbermorgen Freitags um eilf Uhr schon einige Augenblikke schenken. Die durch Herrn Schwab e astronomisch und botanisch sehr gebildete sehr einfache, und sehr lie bensw\u00fcrdige Herzogin von Dessau will schlechterdings, dass ich sie\n \u00fcbermorgen um 11 Uhr zu Ihnen f\u00fchren soll. Sie\n m\u00f6chte Berlin nicht verlassen, ohne Sie\n und einige Ihrer Infusionswunder unter dem Microscop gesehen zu haben.\n Ich habe vergebens ihr vorgeschlagen Sie, theurer Freund, auf das Schloss zu der Herzogin zu f\u00fchren . Sie hat die vern\u00fcnftige Meinung \u201eber\u00fchmte M\u00e4nner m\u00fcsse man in ihrer\n H\u00e4us lichkeit sehen\u201c . Zeigen Sie ihr Ihre Zeichnungen und z\u00fcrnen Sie mir nicht. Ihrem AlHumboldt Mittwochs. Die Herzogin w\u00fcnscht sehr dass Sie ihr ein St\u00fcck Ihrer Tremella Nostoc schenken . Vielleicht interessirt Sie die Flustra .","87":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Sie werden, theurer Freund, schon im Fr\u00fchjahr neue Medusen haben und dann die Nervenf\u00e4 den neuen Ber\u00fchrungen\n aussezen . Die Hauptsache ist nie unmittelbar, sondern durch Zuleitung zu galvanisiren . Ich schiebe Zink a und Silber b an den Theil\n den ich versuchen will, warte ab bis das Thier ruhig ist und ber\u00fchre\n dann mit der silbernen Zange nicht das Thier sondern die Metalle a und\n b. Erfolgt dann jedesmal eine Zuk kung so\n bleibt kein Zweifel \u00fcbrig. So habe ich auf dem Schiffe an Dagysa notata und Medusen gethan. Dankbarst Ihr AHumboldt Sonnabend Ich bedaure gar nicht dass unsere M\u00e9moirs von Ihnen eine lange Abhandl Abhandlung erhalten . Die\n Nachrichten \u00fcber des treflichen H Heinrich Roses Auge machen mich sehr gl\u00fcklich. Sprechen Sie ihm von meiner innigsten Theilnahme. Auch Ihre Amphicora die so geschikt vorn u und hinten sieht, hat mich sehr erfreut .","88":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg, Mitglied der k\u00f6n. k\u00f6niglichen Akademie der Wissenschaften zu Berlin Friedrichstra\u00dfe unfern der Dorotheenstra\u00dfe mit zwei P\u00e4ckchen gleicher Adresse cito Theurer Freund, Ich habe gerade nur so viel Zeit, um Ihnen zu sagen, dass ich Ihnen mit heutiger Post zwei Pakete \u00fcbersende, eines mit Teplitzer Wasser an den Seitenr\u00e4ndern zu 20\u00b0 wohl nicht sehr\n reich an Infu sorien; ein zweites mit vielen\n Proben von Polirschiefern. Die Proben, die Sie mir mit gaben, theurer\n Freund, waren unbezweifelt nach D r Doktor Stolz von dem Kritschelberge bei Bilin . Dort\n ist das Lager des eigentlichen Polirschiefers (der nicht mehr bebaut wird\n und sich seitw\u00e4rts an Basalt anlegt) 12\u201314 Fuss dik. Nach unten geht es\n deutlich in Halb Opal \u00fcber in dem sich dieselben versteinten Fische wie im Polirschiefer finden. Es w\u00e4re sehr gl\u00fcklich wenn Sie in diesen\n Ueberg\u00e4ngen auch Ihre Infusions Panzer f\u00e4nden. Sie finden diese Ueberg\u00e4nge u und andere Vari t\u00e4ten, von D r Doktor Stolz etiquettirt, im P\u00e4kchen. Zu jeder\n weiteren Auskunft stehe ich bereit. Corda war einige Tage hier: er ist bescheidener, stiller und angenehmer geworden\n und versichert Ihnen seine Verehrung . Dankbarst Ihr AHumboldt Teplitz den 28 Juli 1836 Die Entdekkung die Mateucci gemacht (electrische Funken der\n Torpille) Recherches physiques, chimiques et\n physiologiques sur la torpille. C. R. Acad. Sci. 1837 ; 5 :\n 788-792 best\u00e4tigen Ihre sch\u00f6nen von mir vertheidig ten ( s. siehe mein gedrukter Brief an Poggendorf ) Beobachtungen \u00fcber elektr. elektrisches Leuchten der See-In fusorien!","89":"Ich bin wegen meiner heutigen Abreise nach Paretz und der drohenden Abreise nach Teplitz (1 Juli) mit meinen eigenen Druksachen in sol cher Verlegenheit, dass ich nicht einmal\n Zeit gehabt habe, Sie, edler Freund, zu besuchen und Ihnen meinen Dank f\u00fcr\n Ihr leztes interessantes Schreiben darzubringen. Heute eine neue Bitte!!\n Sie wissen dass Carus auf seine eigenen Sachen einen grossen Werth\n legt. Wollten Sie wohl\n die Anlage Carus 1837 , 91\u201392 der Akademie vorlegen. Im b\u00fclletin kann wohl nur Titel und\n allenfalls ein kleiner Auszug des Inhalts stehen. Das\n Drukken in den Schriften ist viel zu sp\u00e4t, wenn man es auch concedirt. Also bleibt wohl nur M\u00fcller u und sein Archiv Ehrenberg 1834 \u00fcbrig; an diesen bitte ich also gleich nach dem Vorlegen in der\n Akademie den\n Aufsaz sammt Brief zu senden . Dieser wird dann wohl gleich an Carus \u00fcber den ganzen Hergang berichten. Mit alter dankbarer Freundschaft AlHumboldt Donnerstags","90":"Da ich leider! seit 16 Jahren nicht in Italien war, so kenne ich auch nicht einmal dem Namen nach jemand in Genua . Ich freue mich dieser sehr wichtigen Reise in 2 wenig besuchte Inseln. In Sardinien ist alles\n neu, die V\u00f6gel , die S\u00fcsswasser-Fische die Trachyte und ganz vulkan. vulkanische Produkte , \u00fcber die Marmora eine grosse trigonometrische Carte Vgl. Marmora 1824 . \u00c4hnliche Karten publizierte Marmora auch 1839 und 1845. Die\n Ver\u00f6ffentlichung aus dem Jahre 1845 ( Marmora 1845 ) schien Humboldt\n besonders zu sch\u00e4tzen. Auf sein privates Exemplar notierte er \u201eSehr\n wichtig\u201c (vgl. Stevens\n 1967 , Nr. 6339\u20136341). entworfen. Wenn Sie die Ausgabe nicht scheuen so w\u00fcrde Gesenius Gesenius\u2019 eben erschienene Monum. Monumenta Punica Vgl. Gesenius 1836 . Humboldt erw\u00e4hnte die Arbeiten dieses Autors,\n die den Handel und die Kultur der Ph\u00f6nizier betreffen, ausf\u00fchrlich im Kosmos . Vgl. u. a. Humboldt\n 1845\u20131862 , II, 167, 409. in dem punischen Sardinien grosses Interesse erregen . M\u00f6gen Sie so gl\u00fcklich reisen als Sie es verdienen. In Eile Ht Da ich die Briefe offen lasse, so k\u00f6nnen Sie Ihnen auch bei\n anderen Personen u und Beh\u00f6rden zur Empfehlung dienen.","91":"Sonnabend , 9 . Sept. September 1837 Sie w\u00fcnschen mein Urtheil \u00fcber einen schwierigen Gegenstand, mit dem ich selbst nicht ganz im Klaren bin mich aber doch viel besch\u00e4ftigt habe . Die neuere Besch\u00e4ftigung mit dem\n Gegen stand hat sich auf Kosten der Wissen schaftlichkeit von der dazu n\u00f6thigen Gelehrsamkeit oder Benutzung der Geschichte dispensiert, und was in Paris verlautet wiederhallt aus alter Gewohnheit durch unser Deutschland. Die schon Leuwenhoek bekannten und von\n ihm vortrefflich abgehandelten G\u00e4h rungs-Schimmel scheinen mir, wie die von Gruithuisen erw\u00e4hnten G\u00e4h rungs-Infusorien, mit der\n G\u00e4hrung selbst in gar keiner Verbindung zu stehen, denn ihr\n Verh\u00e4ltni\u00df ist ungef\u00e4hr wie das der Dammerde und der Wiesenkr\u00e4uter, wo das\n eine ist , findet sich das andere ein und\n gedeiht, hier zu Heu, dort zu Hefe. Schon Persoon nannte den G\u00e4hrungspilz Mycoderma und Desmazi\u00e8res teilte ihn in Mycoderma Cerevisiae , Malti- Juniperini und Vini , welchen lezteren Persoon Mycoderma Lagenae genannt hatte. Anstatt da\u00df nun die Bedingungen der G\u00e4hrung und ihrer reinen\n Erscheinungen verfolgt werden sollten , verlieren sich die neuesten Beobachter immer\n wieder in\n der\n dabey vorkommenden und reciprok mit wirkenden Schimmelbildung. Das von Ihnen\n gemeinte Schriftchen hat eben diesen Fehler und der Ver fasser ist nicht umsichtig genug gewesen. Auch sind die\n Einwirkungen der Gifte nicht richtig erkannt. Ich habe selbst schon drucken lassen, da\u00df die Infusorien Arsenik und Calomel und Sublimat fressen und nur sehr langsam oder gar nicht davon afficirt werden, da\u00df aber Strychnin sie sogleich\n paralysirt. Abh. Abhandlungen d. der Akad. Akademie 1831. p. pagina 34. Ich finde das er stere\n nicht gleich, es steht aber in Poggendorff oder den Abhandl. Abhandlungen der Akademie. und p pagina ? Wenn man nur wenig Versuche in dieser Art macht , so erh\u00e4lt man leicht falsche Resultate, weil oft Ne benumst\u00e4nde mitwirken, die nur bey \u00f6fte rer\n Wiederholung hervortreten. So versteht es sich, da\u00df\n alle leicht aufl\u00f6slichen oder schon aufgel\u00f6sten Stoffe nicht als solche die Infuso rien t\u00f6dten, sondern das Ele ment, das Wasser, ihnen rauben, in dem sie es ver\u00e4n dern. Menschen sterben unter Wasser, aber Wasser ist kein Gift f\u00fcr Men schen. Gut ist , da\u00df\n wenigstens das allgemeine Resultat der Abhandlung sich so stellt, da\u00df nicht\n eine generatio aequivoca heraus kommt, denn von dieser bin ich durch gar zu und lange Reihen von\n Beobachtungen ganz entfremdet. Die\u00df ist es etwa , was ich Ihnen in K\u00fcrze und aus dem Stegreif \u00fcber die\n G\u00e4hrungspilze mitzutheilen w\u00fc\u00dfte. Ein ganzer Chemiker\n wird die G\u00e4hrung schon einmal genauer vornehmen und die Hefe, als nicht\n dazu geh\u00f6rig, ganz bei Seite liegen lassen m\u00fcssen. Vielleicht w\u00e4re es\n gut , einen solchen Fingerzeig f\u00fcr die zu nehmende Richtung in der\n Bearbeitung dieser Fragen in Poggendorff s\n Journal zu geben. Auch die Amylum Angelegenheit ist in trauriger Verwirrung und aus ihrem unhaltbaren Boden\n erheben sich Schl\u00f6sser und Pal\u00e4ste, aber \u2013 ich bin selbst auch noch\n nicht im Klaren damit und habe viele Freunde die nur auf einen Dienst\n lauern und ein Infusorien werk im Drucke, das\n mich fast zu einer Maschine macht. Doch das soll und muss zu Ende kommen.\n Der Himmel wird weiter sorgen. In herzlicher Verehrung Ihr undankbarer aber treu ergebenster Ehrenberg","92":"25 Febr. Februar 1838. Die Stelle \u00fcber den rothen Schnee bei Aristoteles hei\u00dft: \u03a0\u03b5\u03c1\u1f76 \u03c4\u1f70 \u03b6\u1ff7\u03b1 \u1f31\u03c3\u03c4\u03bf\u03c1 \u1f77\u03b1 . \u0395. 19. Historia animalum, 552 b 5-7 \u039a\u03b1\u1f76 \u03b3\u1f70\u03c1 \u1f10\u03bd \u03c4\u03bf\u1fd6\u03c2 \u03b4\u03bf\u03ba\u03bf\u1fe6\u03c3\u03b9\u03bd \u1f00\u03c3\u03b7\u03c0\u03c4\u03bf\u03c4\u1f71\u03c4\u03bf\u03b9\u03c2 \u03b5\u1f36\u03bd\u03b1\u03b9 \u1f10\u03b3\u03b3\u1f77\u03b3\u03bd\u03bf\u03bd\u03c4\u03b1\u03b9 \u03b6\u1ff7\u03b1, \u03bf\u1f37\u03bf\u03bd \u1f10\u03bd \u03c7\u03b9\u1f79\u03bd\u03b9 \u03c4\u1fc7 \u03c0\u03b1\u03bb\u03b1\u03b9\u1fb7 \u03c3\u03ba\u1f7d\u03bb\u03b7\u03ba\u03b5\u03c2. \u0393\u1f77\u03b3\u03bd\u03b5\u03c4\u03b1\u03b9 \u03b4\u2019\u1f21 \u03c0\u03b1\u03bb\u03b1\u03b9\u1f70 \u1f10\u03c1\u03c5\u03b8\u03c1\u03bf\u03c4\u1f73\u03c1,\u2013\u2013 \u00dcbertragung: \u201eDenn auch in dem, was am wenigsten zu\n faulen scheint, entstehen Lebewesen, wie in altem Schnee W\u00fcrmer. Der alte wird\n r\u00f6ter, \u2026\u201c Eine kurze \u00dcbersicht der gewaltigen Literatur \u00fcber die F\u00e4rbungen der Gew\u00e4sser, so weit sie mir bekannt geworden, habe ich in beiligender Stelle des In fusorien-Werkes Ehrenberg 1838 versucht. Nur\n Schneew\u00fcrmer? Aristoteles hielt, wie man aus dem Ganzen sieht, die rothe F\u00e4rbung nicht selbst f\u00fcr Thiere, sondern glaubte, da\u00df\n daraus, wie aus einer F\u00e4ulni\u00df, sich Thiere durch generatio primaria entwickelten und diese Thiere sind die gro\u00dfen farbigen Schneew\u00fcrmer ( \u03c3\u03ba\u1f7d\u03bb\u03b7\u03ba\u03b5\u03c2 ) Telephorus\n fuscus ( Cantha ris\n Linn\u00e9 ). In herzlicher Verehrung Ihr Ehrenberg Die von uns im Eise des Eiskeller Eiskellers beobachteten kleinen wei\u00dfen nackten Maden waren Larven eines Dipteri wahrscheinlich des Genus Musca . Rother Schnee Aristot Aristoteles","93":"\u00dcber den alten Sitz der Laguna Parime oder Laguna del\n Dorado. Ausz\u00fcge von Briefen des Herrn Robert\n Schomburgk Dieser verdienstvolle junge Reisende,\n geboren 1804, ist der Sohn des Pfarrers Schomburgk in Voigtst\u00e4dt , bei Artern ( preu\u00df . Provinz Sachsen); \u00fcber seine fr\u00fcheren\n Lebensverh\u00e4ltnisse habe ich im Almanach auf 1839, S. 237 Berghaus 1839 , 237. einige Bemerkungen eingeschaltet. an Herrn Alexander von\n Humboldt. ( Erster Brief .) Macusi-Dorf Pirarara am Ufer des Sees Amucu , den\n 13. Juni 1838 Es ist mit der gr\u00f6\u00dften Freude, da\u00df ich die Feder ergreife, und mir die\n Freiheit nehme, Ihnen f\u00fcr die g\u00fctige Nachsicht zu danken, mit der Sie meine\n geringe Arbeit in Guiana , in Ihrer Ausarbeitung: Sur quelques points\n importans de la G\u00e9ogra phie de la\n Guyane S. Eyri\u00e8s nouvelles Annales des Voyages 2e serie und\n die deutsche \u00dcbersetzung Humboldt 1837b . in Berghaus\u2019 Annalen 3. Reihe, Band IV. ,\n beurtheilt\n haben. Krank und nieder geschlagen lag ich\n in Pirarara , einem Dorf, das sich am Ufer des\n Sees erhebt, welcher der Gegenstand Ihrer Bemerkungen ist, als das verloren\n gegebene Canoa, nach einer dreimonatlichen Abwesenheit, endlich an der\n K\u00fcste anlangte, und die seit meiner Abreise von Georgetown im September 1837 f\u00fcr mich einge laufenen Briefe mitbrachte. Unter denselben befand sich\n ein Brief des\n Secretairs\n der geographischen Gesellschaft in London , mit einem Exemplar Ihrer genannten\n Ausarbeitung. Alle ausgestandenen M\u00fchseligkeiten waren nach Durchlesung derselben\n vergessen; ich fand, da\u00df Sie mich Ihrer Aufmerksam keit w\u00fcrdig hielten, und dieser Umstand hat mir neue Kr\u00e4fte gegeben; \u2014 ich bin fest entschlossen, alles M\u00f6gliche zu versuchen, um\n von der Festung S\u00e2o Joaquim den Orenoco zu erreichen, und um meine\n Beobachtungen mit den Ihrigen in Esmeralda zu verkn\u00fcpfen. Ich bitte t\u00e4glich den Allm\u00e4chtigen, mir Gesund heit zur Ausf\u00fchrung dieses Planes zu\n schenken, und alle andern Aufopferungen und Schwierigkeiten werden zu\n vergessen und zu \u00fcbersteigen sein. M\u00f6gen Sie es mir nicht als Zudringlichkeit und hohe An ma\u00dfung auslegen, wenn ich mich auf einige Punkte in Ihrer Aus arbeitung beziehe, und sie mit meinen\n eigenen Beobachtungen vergleiche. Die Wichtigkeit, welche der Umstand\n besitzt, da\u00df der See Amucu des\n Chirurgen Hortsmann , des Spaniers Don An tonio\n Santos und des Colonels D. Francisco\n Jose Rodriguez Baraba Barata wirklich existirt, zieht meine ganze Aufmerksamkeit auf dieses Terrain, und die Fr\u00fcchte meiner angestellten Beobachtun gen haben die \u00dcberzeugung hervorgebracht,\n da\u00df der jetzige See Amucu der\n \u00dcberrest des gro\u00dfen und wei\u00dfen Meeres, das El Dorado des Raleigh ist. Die geologische Formation der Sa vannen, welche die Sierra Pacaraina Pacaraima nach Westen, das Conocon- Gebirge und seine Auszweigungen,\n und die mehr s\u00fcdlich gelege nen Caraweimi-Berge nach Osten begr\u00e4nzen,\n zeugen unwider ruflich von einer\n ungeheuren Wassermasse, welche diese uralten Berge einst einschlossen, und\n die bei einer Revolution der Natur, von welcher jeder Schritt im Britischen Guiana , zwischen der zweiten und\n f\u00fcnften Parallele n\u00f6rdlicher Breite, die Beweise giebt, sich gewaltsam\n einen Ausweg zwischen dem Makarapan - Gebirge ( Hortsmann \u2019s Montagnes de Macarana ) und den Ber gen des Essequibo , zwischen der dritten und vierten Parallele, bahnte. Diese Savannen sind mit abgerundeten und eckigten Fragmenten\n von Quarz und andern Felsarten bedeckt, welche von den n\u00e4chsten Felsmassen\n herzustammen scheinen, und bei Reibung ihre meist runde Form erhalten\n haben, und daher die Vermuthung verursachen, da\u00df sie einst das Spiel einer\n str\u00f6men den Wassermasse waren; und weil\n die von den nahen Bergen sich st\u00fcrzenden Str\u00f6me die schwereren Fragmente,\n welche sie als Detritus mit sich f\u00fchrten, da wo sich die Gew\u00e4sser in den See ergossen, niederschlugen, so f\u00fchrte die Str\u00f6mung die kleinern Fragmente, welche sich bei Attrition mehr oder weniger abrun deten, mehr nach der Mitte des Bassins\n und bedeckten eine gr\u00f6 \u00dfere Fl\u00e4che, als die\n schweren eckigen Tr\u00fcmmer. Ich habe daher auch das Ger\u00f6lle, welches sich\n au\u00dferdem durch einen \u00dcberzug von schwarzem Maganerz Manganerz auszeichnet, stets mehr in der Mitte des Terrains gefunden,\n w\u00e4hrend die eckigen und schwereren Tr\u00fcmmer in der N\u00e4he der Berge lagen. In\n den Waldungen, zwischen den Fl\u00fcssen Essequibo , Berbice , Corentyn , fand ich brown Hematite , oder vielmehr Morast-Erz; bedarf es\n mehr um von einer Str\u00f6mung nach NO. zu zeugen? \u00c4hnliches Ger\u00f6ll, als jenes, welches die Savannen bedeckt, fand ich\n gleichzeitig mit dem Morast-Erz, und sp\u00e4ter selbst auf Parish\u2019s Peak , auf einer H\u00f6he von 910 Fu\u00df (englisch) \u00fcber dem Niveau\n des Meeres, oder 775 Fu\u00df \u00fcber dem des Flusses Berbice . Der letztere\n Umstand bewirkt die Fragen: sollte das Ge r\u00f6lle auf Parish\u2019s Peak von der gro\u00dfen,\n allgemeinen Fluth her r\u00fchren? Wenn man\n annimmt, da\u00df einst ein Landsee diesen Berg bedeckt habe, so w\u00fcrde derselbe\n eine Durchschnittstiefe von 830 bis 840 Fu\u00df gehabt haben, und obgleich die Gebirgsr\u00fccken, welche die Savannen jetzt\n begr\u00e4nzen, eine H\u00f6he von 1500 bis 2000 Fu\u00df besitzen, so\n w\u00e4re diese doch kaum hinreichend, dem See von ihren Gipfeln die n\u00f6thigen\n Gew\u00e4sser zuzuf\u00fchren. Es ist vielmehr meine Meinung, da\u00df der See Parime , welcher nur noch in der Tradition zu\n leben scheint, durch das hier zur\u00fcck gebliebene Gew\u00e4sser der gro\u00dfen Fluth gebildet war In der geographischen Untersuchung \u00fcber den\n Ursprung der Mythe vom Binnen-See Dorado oder Parime ist zu unterscheiden, wie der Zu stand des Oberfl\u00e4chenansehns vor\n vier oder f\u00fcnf Jahrhunderten, oder wie er in vorhistorischen Zeiten\n mag gewesen sein. Die letztern, der Urwelt angeh\u00f6rig, sind g\u00e4nzlich\n auszuschlie\u00dfen. Schon Hr. von\n Humboldt sagt: Ce sont les\n roches micac\u00e9es de l\u2019 Ucucuamo , le nom de Rio\n Parime (Rivi\u00e8re \u2013 Lac), les inondations des rivi\u00e8res Urariapara , Parime et Xu ruma , et\n surtout l\u2019existence du Lac\n Amucu , qui ont donn\u00e9 lieu \u00e0 la fable de la\n Mer\n Blanche et du Dorado de la Parime. ( Rel. hist. , Chap. 24, T. II. p. 684.) Die \u00dcberschwemmungen k\u00f6nnen auch\n im 16. Jahrhundert gr\u00f6\u00dfer als jetzt gewesen sein. B . . Der Durchbruch dieser ungeheuren Masse Wasser mag durch ein vulkanisches\n Naturereigni\u00df herbeigef\u00fchrt worden sein, und da\u00df diese Regionen einst der\n Schauplatz eines solchen Ereignisses waren, davon findet der Forscher\n manchfaltige\n Beweise. So war vor nicht gar langer Zeit, wenn wir die Aera be trachten, welche seit der Zeit der allgemeinen Fluth verflossen, der See Parime das \u00dcberbleibsel\n dieses Weltereignisses, von dem die von der fernsten Vorzeit herkommenden\n \u00dcberlieferungen beider Hemisph\u00e4ren sprechen, w\u00e4hrend der noch sich\n vorfindende See Amucu das einstige\n Vorhandensein eines gr\u00f6\u00dfern Sees bekr\u00e4ftigt. Die Conocon- oder Connucku-Berge (Connucku bedeutet Holz,\n bewaldet, in der Sprache der Wapeschana Indianer) be stehen auf ihrer n\u00f6rdlichen Seite aus steilen Felsenw\u00e4nden, die zerkl\u00fcftet sind, als ob die Wellen eines vorigen Meeres einst an\n denselben angeschlagen h\u00e4tten. Die Pacaraina sind an ihrer s\u00fcdlichen Seite nackt und\n zerkl\u00fcftet. Wenn ich nun den jetzigen See Amucu als eine der niedrigsten Stellen des Gebirgskessels annehme, so bemerke ich von der \u00f6stlichen, n\u00f6rdlichen und s\u00fcd lichen Seite, da\u00df sich der Grund\n terrassenf\u00f6rmig erhebt und Kl\u00fcfte bildet, die in verschiedenen Richtungen\n ablaufen; dies ist am merklichsten l\u00e4ngs der Wasserscheide des Rupununy , und der Fl\u00fcsse, welche in den Maou ( Mahu , genannt Ireng bei\n den Macusis) und T\u00e1 koto ( Takutu ) sich ausleeren; allein es ist nicht\n weniger bemerkbar in der unmittelbaren N\u00e4he des jetzigen kleinen Sees Amucu . Das Dorf Pirarara , welches sich s\u00fcdlich vom See\n befindet, ist auf einer dieser Anh\u00f6hen erbaut, und das Missions-Haus steht 81 Fu\u00df \u00fcber dem Niveau des Sees Amucu , oder, meinen\n barometrischen Messungen zufolge, Die Zahl fehlt in Schomburgk\u2019s\n Briefe. B . Fu\u00df \u00fcber dem Spiegel des Atlantischen Meeres . Von da hebt sich der Grund, jemehr man s\u00fcdlich vordringt, und ich sch\u00e4tze den er habensten Punkt des Bassins, zwischen dem\n See Amucu und dem kleinen Connucku-Gebirge , ungef\u00e4hr 150 bis 160 Fu\u00df . Diese Erh\u00f6hungen zeigen h\u00e4ufig Schichtungen eines Conglo merats, in welchem Fragmente von Quarz, Syenit, Granit \ua75bc. vorkommen, und die durch einen eisenhaltigen Teig verbunden sind\n (Urfels-Tr\u00fcmmer-Gestein?). Deren Richtungen ist N.O., die Lagerung\n horizontal, terrassenf\u00f6rmig sich erhebend. Diese For mation besitzt zuweilen drusenf\u00f6rmige Aush\u00f6hlungen, welche Kn\u00f6tchen von Agat enthalten. Von dem, was ich bereits oben bemerkt habe, lie\u00df sich das Dasein einer solchen\n Bildung vermuthen; jetzt bekr\u00e4ftigt es noch mehr die Vermuthung, da\u00df es die\n Formation einer bewegten Wassermasse war. Weder M\u00e4chtigkeit der Schichten\n ist mir erkennbar, noch ist es mir gelungen, organische \u00dcberreste zu ent decken; allein das terrassenf\u00f6rmige\n Absetzen zeugt wol von dem langen anhaltenden Stande des Niveaus des\n vormaligen Sees, und dessen Verminderung in aufeinander folgenden\n Perioden. W\u00e4hrend meines Aufenthalts habe ich die Umgegend, un gef\u00e4hr drei englische\n Meilen im Umfang, trigonometrisch auf genommen, und auch die zwei Gebirgsketten n\u00e4her bestimmt, allein \u00fcber den westlichen Theil des Terrains, n\u00e4mlich \u00fcber den Maou in der Gegend seiner\n M\u00fcndung, und \u00fcber den T\u00e1 kutu bis zu seiner Vereinigung mit dem Urariquera , fehlen mir noch die genaueren Data. Ich hoffe,\n diesem Mangel in Kurzem abzu helfen, da ich\n t\u00e4glich der Ankunft eines Canoas vom S\u00e2o Joa quim entgegen sehe, um\n dort das Ende der Regenzeit abzuwar ten.\n Nachdem ich mir die geh\u00f6rigen Beobachtungen verschafft habe, werde ich mir\n die Freiheit nehmen, Ihnen den Plan die ses\n merkw\u00fcrdigen Bassins zuzusenden. Es ist ein Punkt von gro\u00dfer Wichtigkeit, die Zeit von Pirarara nach S\u00e2o\n Joaquim zu tragen; die Entfernung ist den Kr\u00fcmmungen der\n Fl\u00fcsse folgend 2\u00bd Tagereise Tagereisen . Ich kann nicht genug bedauern, da\u00df w\u00e4hrend der Zeit meines\n Aufenthalts in Pirarara die Witterung\n so ung\u00fcnstig gewesen ist, da\u00df ich nur sehr wenige astronomische\n Beobachtungen anstellen konnte. Da zu kommt\n noch der ungl\u00fcckliche Umstand, da\u00df das einzige Chro nometer, welches ich besa\u00df, und welches ich gen\u00f6thigt war, w\u00e4h rend meiner Fu\u00dfreise nach den Sierra Acaray und den Quellen des Essequibo , in einem G\u00fcrtel zu tragen,\n seit meiner Zur\u00fcck kunft stehen geblieben\n ist; ich war sogar seit den letzten zwei Monaten ohne eine gute Taschenuhr,\n allein seit mein Canoa von der K\u00fcste zur\u00fcckgekommen ist, ist dieser\n Mangel ersetzt, und ich bedarf nur g\u00fcnstiges Wetter, um astronomische\n Beobachtun gen anzustellen, und den\n Lauf des Fl\u00fc\u00dfchen Fl\u00fc\u00dfchens Pirarara und der Fl\u00fcsse Maou und T\u00e1\n kutu n\u00e4her zu bestimmen. Mit Hinsicht Ihrer Bemerkung: \u201e La position du Lac Amucu et ses rapports avec le Mahu ( Maou ) et le Tacutu ( Takato )\n sont enti\u00e8rement conformes \u00e0 ma carte de Colombia , de 1825, et quoique selon les extraits de Manuscrite des manuscrits de M. Schomburgk , dans\n l\u2019indication des fondemens de sa carte, la mienne ne se trouve pas\n nomm\u00e9e, la plus l\u00e9g\u00e8re comparaison prouve, que tout ce qui n\u2019a pas\n \u00e9t\u00e9 parcouru par ce voyageur, et ce qui est trac\u00e9 en lignes ponc tu\u00e9es dans la nouvelle carte,\n jusqu\u2019au Rio Xuruma (Zuruma) et \u00e0 San Joaquim de Rio\n Branco est copi\u00e9 de celle de 1825\u201c ( Sur quelques points importans etc. p. 34 Vielmehr Humboldt 1837a , 170.\n Schomburgk zitiert wahrscheinlich nach einem Separatdruck des\n Zeitschriftenaufsatzes. .) gestehe ich, da\u00df es mir die gr\u00f6\u00dfte Freude\n gemacht haben w\u00fcrde, wenn ich Ihren so herrlichen Atlas g\u00e9ographique in allen\n meinen Unternehmungen h\u00e4tte zu Rathe ziehen k\u00f6nnen; allein nachdem ich die\n gr\u00f6\u00dften pers\u00f6nlichen Aufopferungen habe machen m\u00fcssen, um diese Rei sen mit der geh\u00f6rigen Energie\n fortzusetzen, so ist es mir nicht m\u00f6glich gewesen, meinen gr\u00f6\u00dften und\n innigsten Wunsch auszu f\u00fchren, mir Ihre so\n manchfaltigen und pr\u00e4chtigen Werke \u00fcber die Geologie, Geographie und\n Naturgeschichte der westlichen Halbkugel anzuschaffen. Selbst den\n historischen Bericht \u00fcber Ihre Reise kenne ich nur aus der abgek\u00fcrzten und\n auf einen Band reducirten \u00dcbersetzung des Herrn Macgillioray MacGillivray . Ich konnte da her\n nicht Ihre Karte von Colombia zu Rathe ziehen, und der punktirte Lauf das Maou , T\u00e1\n kutu \ua75bc. beruht auf der Aussage Die\n \u00dcbereinstimmung mit der Carte g\u00e9n\u00e9rale de Colombie dress\u00e9e d\u2019apr\u00e8s l\u2019ensemble des\n observations astronomiques et des renseignemens topographiques de Mr. de\n Humboldt Humboldt 1814\u20131834 , Tafel 22. (Janvier 1825) spricht also um so mehr f\u00fcr die\n Richtigkeit der Kombinationen und der neuern Manuscript karten der Portugiesen, deren sich Herr von Humboldt bedient hatte. B . meines\n damaligen Reisegef\u00e4hrten Brotherson , welcher San Joa quim besuchte. Die geographische L\u00e4nge der Festung ist nach Dr. Hancock , allein ich halte diese Lage\n f\u00fcr zu weit westlich, und es bedarf noch sehr der Best\u00e4tigung, ob sie\n richtig sei. Der See Amucu hat sowol einen Ausflu\u00df nach\n Osten, als wie nach Norden Nach der interessanten\n Karte, welche Herr Schomburgk von dieser Gegend geliefert hat ( British Guiana 1836 , zweite Auflage von 1837 ) ist der n\u00f6rdliche Ausflu\u00df eigentlich ein westlicher, da er sich erst gegen Norden, dann gegen Westen und endlich gegen S\u00fcdwesten wendet, um, wie es Herrn von Humboldt \u2019s Karte\n angiebt, den Pirara , oder Pirarara , einen Zustrom\n ( affluent ) des Mahu ( Maou ) zu\n bilden. Der Mahu flie\u00dft in den T\u00e1 kutu , der mit dem Uraricuera ( Valle de la\n Inundacion , \u00dcberschwemmungsthal des Santos ) s\u00fcdlicher Rio\n Branco oder Rio de Aguas\n blancas hei\u00dft. B . ; mit dem Dasein des \u00f6stlichen\n Ausflusses bin ich erst seit meiner trigonometrischen Aufnahme der Umge gend bekannt geworden. Mehrere Zweige\n vereinigen sich, bevor der Pirarara in den Maou f\u00e4llt. (S. Sur quelques points etc. S. 35.) Hortsmann \u2019s Aussage, da\u00df sich\n zwei Tagereisen von der M\u00fcndung des Maou ein Berg bef\u00e4nde, auf dessen Gipfel ein See mit\n schwarzem Wasser sei ( ebendaselbst S. 36.), werde ich in kurzer Zeit wahrscheinlich bekr\u00e4ftigen k\u00f6nnen. Die\n Macusi- Indianer haben mir viel von einem Berge erz\u00e4hlt, den\n sie Ro reima oder Oro-rei-ma nennen, von dessen Gipfel sich ein Wasser herabst\u00fcrzt. Allein die Entfernung stimmt nicht \u00fcber ein; nach ihrer Berechnung ist der Berg\n f\u00fcnfzehn Tage von Pirarara . Ich war\n bereit, dorthin Anfangs April d. J. abzu reisen, als ich, von Pleuritis angegriffen, meinen Plan auf schieben mu\u00dfte. Ich lege durchaus kein Gewicht auf meine Beobachtungen in Annay ( ebend. S. 37.); das Instrument,\n welches ich zum Messen der Mondabst\u00e4nde besa\u00df, war nicht von der Art, da\u00df ich mit Gewi\u00dfheit auf das Resultat rechnen k\u00f6nnte, und bevor ich diese\n Beobachtungen nicht durch eine Reihe anderer Beob achtungen mit Troughton \u2019s\n Kreis bekr\u00e4ftigen kann, wage ich es nicht, auf deren Richtigkeit zu\n dringen. Einer Basis gem\u00e4\u00df, welche ich in Pirarara ma\u00df, und von deren Enden ich die Ent fernung des Berges Makarapan bestimmte, finde ich dieselbe mit meiner Karte \u00fcbereinstimmend; es bedarf daher nur der Zurechtsetzung der westlichen L\u00e4nge der M\u00fcndung des Flusses Rupununy , der Lage des Dorfes Pirarara und der Festung S\u00e2o Joaquim , um eine Kette astronomischer\n Beobachtungen zu er halten, welche als Ende\n die Verkn\u00fcpfung mit den Ihrigen in Esmeralda bezwecken. Die hieroglyphischen Figuren haben eine viel gr\u00f6\u00dfere Aus breitung, als Sie vielleicht vermuthet haben. W\u00e4hrend meiner Expedition, welche die Untersuchung des Flusses Corentyn \u2019s zum Zweck hatte, bemerkte\n ich einige gigantische Figuren nicht nur am Felsen Tim\u00e8ri (Lat. 4\u00bd\u00b0 N., Long. 57\u00bd\u00b0 W. Grw. ), sondern ich entdeckte auch \u00e4hnliche\n in der N\u00e4he der gro\u00dfen Kataracte des Corentyn \u2019s in 4\u00b0 21\u2032 30\u2033 N. Breite und 57\u00b0 55\u2032 30\u2033 W. L\u00e4nge von Greenwich . Diese Figuren\n sind mit viel gr\u00f6\u00dferem Flei\u00df ausgef\u00fchrt, als irgend welche, die ich in Guiana entdeckt habe. Deren Gr\u00f6\u00dfe\n ist ungef\u00e4hr 10 Fu\u00df und sie\n scheinen mensch liche Figuren vorzustellen.\n Der Kopfputz ist \u00e4u\u00dferst merkw\u00fcrdig, er umgiebt den Kopf und breitet sich\n betr\u00e4chtlich aus, und ist einem Heiligenschein nicht un\u00e4hnlich. Ich habe\n meine Zeich nung dieser Figuren in der\n Kolonie gelassen, und werde wahr scheinlich\n im Stande sein, sie in einer gesammelten Form dem Publikum vorzulegen. Ich\n habe weniger ausgebildete Figuren gleichfalls am Cuyuwini gesehen, welcher Flu\u00df sich im 2\u00b0 16\u2032 n\u00f6rdl.\n Breite von N.W. in den Essequibo ergie\u00dft,\n und sp\u00e4ter \u00e4hnliche Figuren am Essequibo selbst, im 1\u00b0 40\u2032 n\u00f6rdl. Breite vorgefunden.\n Diese Figuren erstrecken sich daher, wirklichen Beobachtungen zufolge, von\n 7\u00b0 10\u2032 bis 1\u00b0 40\u2032 n\u00f6rdl. Breite, und vom 57\u00b0 30\u2032 bis 66\u00b0 30\u2032 westl. L\u00e4nge\n von Greenwich . Auf meine Frage, wer\n diese Figuren gemacht habe, gaben mir die Taruma-Indianer zur Antwort, da\u00df\n Weiber sie vor gar langer, langer Zeit in den Felsen gegraben h\u00e4tten. Die\n Zone der Bilderfelsen, so weit sie bis jetzt untersucht worden ist, brei tet sich daher \u00fcber eine Fl\u00e4che von 12000\n Quadratmeilen aus ( 15\n L\u00e4ngen-Meilen auf 1 Grad) und begreift die Bassins des Corentyn , Essequibo und Orinoco in sich, ein Umstand, von dem man auf die vorige\n Bev\u00f6lkerung dieses Theils des Fest landes\n schlie\u00dfen kann. Welch\u2019 ein Unterschied mit der jetzigen Zeit, wo man Monate\n reisen kann, ohne eine menschliche Woh nung\n anzutreffen. Was ist aus den Tausenden geworden, die einst hier lebten und\n liebten? Der W\u00fcrgengel scheint den Un tergang der Indianischen Geschlechter beschlossen zu haben, und es wird\n wahrscheinlich keines Jahrhunderts bed\u00fcrfen, um die St\u00e4mme der Cariben und\n Atoroyas in Guiana den Atures des Orinoco beizugesellen. Es ist merkw\u00fcrdig, da\u00df ich jene Felsen, von denen Horts mann schreibt,\n als bedeckt: \u201e de varias letras \u201c ( Sur quelques points etc. S. 41.), nicht habe auffinden k\u00f6nnen. Der Flu\u00df Rupununy schl\u00e4ngelt sich nicht durch die Macarapan -Gebirge, er\n windet sich ihrer s\u00fcdlichen Seite entlang, und was ist aus der Stelle\n geworden \u201eou le fleuve, rempli de petits cascades, serpente entre les montagnes de Macarana \u201c ( ebendas. S. 41.)? Mit der Ausnahme einer einzigen kleinen\n Cascade, ist der Ru pununy jetzt in der Gegend jenes Gebirges ohne\n Wasserf\u00e4lle und Cascaden. Eine gro\u00dfe Ver\u00e4nderung hat daher seit 1749 Statt gefunden, und jene Felsen, welche die kleinen Cascaden verur sachten, sind von der Wassermasse\n hinweggesp\u00fclt worden \u2013 sollte dies auch der Fall mit jenen mit Figuren\n bedeckten Felsen der Fall gewesen sein? Die\n Beobachtungen, welche ich an der M\u00fcndung des Ru pununy , im Dorfe Pirarara und in S\u00e2o Joaquim anzustellen gedenke, werden\n ferner von Wichtigkeit f\u00fcr den Zweck einer Gr\u00e4nzbestimmung sein, welche\n fr\u00fcher oder sp\u00e4ter zwischen Eng land , Columbia und Brasilien Statt finden mu\u00df. Gro\u00dfe Freude gew\u00e4hrt es mir, Ihre Aufmerksamkeit auf den Umstand lenken zu\n k\u00f6nnen, da\u00df sich seit Kurzem die Mis sions-Gesellschaft der anglikanischen Kirche entschlossen hat, einen Missionair zur Bekehrung der Indianer-St\u00e4mme in das Innere Guiana \u2019s abzusenden, und der Revd. M. Youd ist f\u00fcr diesen Zweck, seit meiner\n Anwesenheit, in Pirarara angelangt. M\u00f6gen Sie es mir nicht als unn\u00fctze Prahlerei auslegen, wenn ich bemerke, da\u00df\n ich an der Vermittlung dieser so w\u00fcn schenswerthen Maa\u00dfregel einen kleinen Antheil habe. In einer Unterredung,\n die ich nach meiner Zur\u00fcckkunft von der ersten Expedition in 1836 mit dem Lord-Bischof von Barbados hatte, zog ich seine ganze\n Aufmerksamkeit auf den Umstand, da\u00df, w\u00e4h rend die britischen und andere Missions-Anstalten Missionen unter allen\n Heidenst\u00e4mmen der Alten und dem n\u00f6rdlichen Theil der Neuen Welt\n unterhielten, die Indianer Guiana \u2019s allein\n ohne Lehrer und Unterricht blieben. Ich gab dem Bischof jede nur m\u00f6gliche Auskunft, die\n ich \u00fcber den Charakter und die Anzahl der Indianer besa\u00df, welche ich im\n Laufe meiner Expedition be sucht hatte, und\n zog seine Aufmerksamkeit auf Pirarara ,\n welches mir besonders f\u00fcr eine Missions-Anstalt geeignet schien. Bevor sich die Gesellschaft in London entschlossen hatte, einen Missionair\n nach dem Lande der Macusi-Indianer zu senden, bauten die Bewohner von Pirarara , ihren Kr\u00e4ften gem\u00e4\u00df, nicht nur ein Geb\u00e4ude f\u00fcr den Zweck eines Bethauses, sondern er richteten auch ein Wohnhaus f\u00fcr den\n Missionair, und als sie Gewi\u00dfheit erhielten, da\u00df der Revd. M. Youd als Lehrer nach Pirarara berufen sei, so begaben sich neunundzwanzig der\n st\u00e4rk sten M\u00e4nner des Dorfes in ihren\n Canoas nach der K\u00fcste, um ihn von der Missions-Anstalt in Barteka-Point abzuholen, ob sie gleich drei\n Monate zur Vollbringung dieser Reise n\u00f6thig hatten. Ein solcher Eifer, mit\n der Bibel und der christlichen Religion bekannt zu werden, steht\n wahrscheinlich f\u00fcr sich allein in der Geschichte der Missionen. Die ununterbrochenen Bem\u00fchungen des Missionairs in sei nem\n heiligen Unternehmen rufen bereits Fr\u00fcchte hervor; eine Schule f\u00fcr Kinder\n und eine Sonntags-Schule f\u00fcr Erwachsene ist errichtet, und die Indianer von\n den nahen Gebirgen treffen hier des Sonnabends ein, um am folgenden Tage\n dem Gottesdienste beizuwohnen, der in der Macusi-Sprache gehalten wird.\n Doch verursacht der Umstand, da\u00df Pirarara zum brasilianischen Gui ana geh\u00f6ren k\u00f6nne, gro\u00dfe Sorge, denn in diesem Falle w\u00fcrde die Intoleranz der Brasilianer und Portugiesen das Bestehen dieser\n Anstalt sehr gef\u00e4hrden. Wenn ich schon lebhaften Antheil an dieser so frommen und w\u00fcnschenswerthen\n Anstalt nahm, bevor ihr Entstehen gewi\u00df war, um wie gr\u00f6\u00dfer mu\u00df dieser\n Antheil jetzt sein, nachdem ich ihr heilsames Wirken mit eigenen Augen\n wahrgenommen habe, und in dem Missionair einen Mann finde, dem das geistige und weltliche\n Wohl seiner Heerde, die so eben dem Heidenthum ent rissen ist, tief am Herzen liegt. Ihr Schicksal bek\u00fcmmert mich daher sehr, und ich bin h\u00f6chst begierig, die Dokumente zu lesen, welche \u00fcber die Gr\u00e4nzlinie zwischen den sonst holl\u00e4ndischen und jetzt englischen Provinzen, und Colombia , Brasilien , Surinam , Cayenne handeln, \u2013 und wenn ich es kaum gewagt\n haben w\u00fcrde, Sie um eine Antwort zu bitten, so geschieht es nur f\u00fcr das Wohl jener Anstalt. Ihre Erfahrung mit R\u00fccksicht auf die Traktate Keine Vertr\u00e4ge haben in diesen westlichen Theilen der Guiana die Gr\u00e4nzen bestimmt.\n Die \u201edivision de limites\u201c ist nicht einmal im\n Westen vom Orinoco und Rio Negro zu Stande gekommen. Das\n portugiesische Gouvernement hat immer behauptet, sein Territorium bis\n zum s\u00fcdlichen Abfalle der Gebirgskette Pacaraina Pacaraima ausdehnen zu d\u00fcrfen. B. , welche Bezug auf diese Gr\u00e4nzscheide haben, wird Sie ohne\n Zweifel mit solchen authentischen Werken bekannt ge macht haben, aus denen ich sch\u00f6pfen k\u00f6nnte, um etwas Ge wisses zu erfahren, ob sich die\n Besitzungen der Portugiesen \u00f6st lich von S\u00e2o Joaquim de Rio Branco erstreckt\n haben; und ich wage es daher, Sie um gef\u00e4llige Mittheilung der Titel jener Quellen unterth\u00e4nigst zu ersuchen. In der Hoffnung, da\u00df Sie mir meine Freiheit verzeihen wer den, Sie mit einem Briefe bel\u00e4stigt zu haben, den\n Dankbarkeit dictirte, werde ich die Ehre haben, Ihnen vor meiner Abreise von Fort S\u00e2o Joaquim noch einmal zu\n schreiben, und die Pl\u00e4ne des Sees Amucu und des so merkw\u00fcrdigen Bassins beizulegen. Ich verbleibe u. s. w. Robert H.\n Schomburgk .","94":"an H Herrn Prof. Professor Ehrenberg. Sollte dieser Brief nach Herrn Prof. Professor Ehrenbergs Ab reise ankommen, so bitte ich\n gehorsamst ihn nach Paris nachzusenden z. zum B. Beispiel unter Adresse der\n Preussi schen\n Gesandschaft. Sie haben, als der Vielgereiste, theurer Freund, freilich sehr auf die\n Schnelligkeit der\n Verbin dungen gerechnet: leider! habe ich Ihren\n lieben Brief vom 15 t ten erst gestern Abend, von Milischauer zur\u00fckkehrend, bekommen. Ich freue mich Ihres Entschlusses, Frankreich u und England zu besuchen und schikke Ihnen\n gern die 6 Einlagen, die ich unter tausend Zerstreuungen (die Kaiserin kam gestern) geschrieben. In England habe ich Faraday gew\u00e4hlt, weil es der ist, welcher London am seltensten verl\u00e4sst. An die Zoologen in London werden Sie Delessert Brongniart , Magendie empfeh len. Machen Sie\n die Briefe wenn Sie sie \u00fcbergeben, aber ja nicht fr\u00fcher, mit einer\n Oblate zu, weil die Briefe sie manches B\u00f6se \u00fcber Sie enthalten. Meine Gesundheit ist gut,\n obgleich Kissinger u. und Bad, die ich die Schwach heit habe zu gebrauchen, mich\n oft schl\u00e4frig machen . Mit alter Anh\u00e4nglichkeit und dankbarer Freundschaft Ihr AlHumboldt Teplitz , den 20 Jul Juli 1838 Wenn\n Sie schreiben, theurer Ehrenberg, so sei es ja durch\n die Gesandschaften, es ist aber sehr ungewiss ob ich den August und Sept September in Berlin sein werde .","95":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg. Ich freue mich mit Ihnen, f\u00fcr Sie und die Naturwissenschaft die nach Cuviers Tode Sie der Einzige in Ihrem ganzen (und weit\n gr\u00f6sserem Umfang als er) beherrschen, dass ich Ihr grosses Infusorien Werk Ehrenberg 1838 erscheine. Es wird Epoche machen und neben Ihren Reisefor schungen monumental sein. Gl\u00fcklich sch\u00e4ze ich Sie, dass Sie eine unabh\u00e4ngige Region dort entdekt haben. Die Entdekkung der\n Aufbewah rung der Infusorien wird von grossen Folgen sein. Was w\u00e4re Botanik wenn\n man alles nur an frischen Pflanzen sehen k\u00f6nne. Ich hoffe dass mich nichts\n hindern soll, Sie und unseren Heinrich Rose Donnerstag zu h\u00f6ren. Da ich suche mich von meinem tiefen Schmerze zu\n heilen (Sie, als Vater ken nen diesen pathologischen Zustand) so\n werde ich meine ganze Th\u00e4 tigkeit und List\n aufbieten, dem vortrefflichen Manne f\u00fcr den das \u00fcbrige Europa w\u00e4rmer als ein hiesiges Ministerium ist und der die edelsten\n Eigenschaf ten des Characters mit einem entschie den\n grossen chemischen Talente ver bindet, ein seiner w\u00fcrdiges Laborato rium zu verschaffen. Auf den Gr. Graf Lambsdorf (also wohl Graf?) in Curland kann\n ich mich schlechterdings nicht besinnen, ich werde aber suchen bei der Russ. Russischen Gesandschaft Nachricht einzuholen. M\u00f6chten Sie doch neben Ihrer\n grossen Arbeit \u00fcber die Infusorien Musse haben einen Theil Ihrer hist. historischen Reise zu geben . Ich weiss von Laborde dass man weit\n mehr Werth da rauf legt, als Sie in Ihrer \u00fcbergrossen\n Bescheidenheit ahnden . Mit herzlicher Anh\u00e4nglichkeit . Ihr AlHumboldt Sonntags. Ich\n erfahre so eben dass Graf Lambsdorf Russ. Russischer General der ehemali ge Erzieher des Grossf. Grossf\u00fcrsten Michael ist. Ich habe ihn in Paris u und Petersb Petersburg gesehen . AHt","96":"(Zweiter Brief.) Ar\u00e9kuna-Dorf Uruparu , 4\u00b0\n 35\u2032 30\u2033 N. Br. 61\u00b0 28\u2032 W. L\u00e4nge v. Greenw ., den 17. Nov. 1838. Ich hatte die Ehre, Ihnen\n von Pirarara und Fort S\u00e2o Joa quim zu\n schreiben Den Brief aus S\u00e2o\n Joaquim hat Hr. von\n Humboldt nicht em pfangen. B. , und nehme mir die\n Freiheit, Ihnen von Neuem den Erfolg meiner Reise mitzutheilen. Wir verlie\u00dfen Pirarara am 8. Oktober; eine\n ungew\u00f6hnlich lange Regenzeit hatte unsere Abreise von Fort S\u00e2o Joaquim mehrere Wochen verz\u00f6gert. Wir folgten am ersten Tage dem Flu\u00df Mahu , welcher Ireng von den Indianern\n genannt wird, aufw\u00e4rts, und setzten am zweiten Tage auf sein rechtes Ufer \u00fcber, von wo wir nun dem Vorsprung des Pacarayma-Gebirges in N.W. Richtung folgten. Unser Pfad f\u00fchrte durch die s\u00fcd lichen L\u00e4ngenth\u00e4ler der Gebirgskette,\n welche sp\u00e4rlich von Macusi- Indianern bewohnt sind. Der Flu\u00df Coting , der Cristaes der Portugiesen, kreuzte unsern Pfad am 15. Oktober, und ich er richtete mein Zelt an seinem rechten\n Ufer, um astronomische Beobachtungen zu nehmen, denen gem\u00e4\u00df wir in 4\u00b0 10\u2032\n 48\u2033 n\u00f6rdl. Breite und 68,2 geogr. Meilen (60 auf 1 Grad) westlich von Pirarara waren. Ich sch\u00e4tzte die\n Breite des Flusses 280 Fu\u00df , und seine Tiefe betrug 5 bis 10 Fu\u00df . Die Indianer nennen ihn Coting oder Cotinga, von\n seiner Quelle bis zu seinem Zu sammenflu\u00df\n mit dem T\u00e1 kutu , und betrachten den Zurung (Xu ruma) als einen Affluenten des Coting . Die Vereinigung bei der Fl\u00fcsse war ungef\u00e4hr 15 geogr. Meilen\n von unserm Lager in S.S.O. Richtung, also in ungef\u00e4hr 4\u00b0 25\u2032 n\u00f6rdl. Breite und 45 Meilen n\u00f6rdlicher, als in Arrowsmith \u2019s\n Karte von Co lombia angedeutet ist, der gem\u00e4\u00df wir in 4\u00b0\n 10\u2032 n\u00f6rdl. Breite bereits an den Quellen des Cristaes gestanden haben sollten. Nachdem wir den Berg Meirari passirt\n hatten, welcher sich zu einer H\u00f6he von 2817 Fu\u00df \u00fcber die Savanne und ungef\u00e4hr 3400 Fu\u00df \u00fcber die See erhebt, wendeten\n wir uns nach Norden, und \u00fcberstiegen die Berge, welche mit geringer\n Abweichung von W. nach O. zogen. Wir sahen am 19. Oktober einen Gebirgs r\u00fccken vor uns, der in seiner Formation\n sehr von denen abwich, welche wir bisher gesehen hatten. Es waren\n Sandstein-Gebirge, von derselben Richtung als die Granitgebirge; unsere\n Breite war diesen Abend 4\u00b0 28\u2032 52\u2033. Wir hatten am n\u00e4chsten Tage diesen\n Gebirgsr\u00fccken zu \u00fcbersteigen; er bestand aus rothem und wei\u00dfem Sandsteine,\n in welchem viele runde und eckige Fragmente von Quarz gebettet waren. Ich\n sch\u00e4tzte unsere H\u00f6he \u00fcber dem Meere 3000 Fu\u00df . Die Vegetation nahm einen ganz andern Karakter an, und ich hatte viel Sch\u00f6nes und Neues zu bewun dern, doch den Preis trug eine Orchidea davon, die sich zu einer H\u00f6he von 10 bis 12 Fu\u00df erhebend, sch\u00f6ne wei\u00dfe Blumen, gleich denen einer Lilie , trug. Doch da ich von dieser\n Pflanze weiter zu reden habe, verschiebe ich die n\u00e4here Beschreibung, die\n Ihnen in einer andern Form vorgelegt werden wird. Am Abend des 20.\n Oktobers sahen wir Roreima vor uns,\n jene steilen Felsen w\u00e4nde, die das Wunder\n des Landes sind. Doch erreichten wir Roreima erst am 2. November, weil sich mehrere Hindernisse in den Weg legten, die mich zur\u00fcckhielten. Ich war jedoch auf seine betr\u00e4chtliche H\u00f6he bereits aufmerksam gemacht worden, da er sich in\n einer Entfernung von 38,5 G. Meilen (60 = 1\u00b0) unter einem Winkel von 1\u00b0 19\u2032\n 30\u2033 zeigte, w\u00e4hrend seine steilen Felsenw\u00e4nde selbst in dieser Entfernung\n mit dem Auge einen Winkel von 28\u2032 bildeten. Wir erreichten diese\n senkrechten W\u00e4nde am 2. November; \u2013 ihre Ersteigung ohne\n Fittige\n war unm\u00f6glich. Diese merkw\u00fcrdige Gebirgs-Gruppe, der Culminations- Punkt der Sierra-Pacarayma ( Pacareima ?) und wovon Ro reima der h\u00f6chste ist, zieht sich von S.O. nach N.W., und ist ohngef\u00e4hr 45 geogr. Meilen lang. Die Berge Roreima , Icu ckenam , Ajangcatsibang und Marima bilden ein l\u00e4ngliches Vier eck, wovon Roreima die nord\u00f6stlichste Seite ist. Einer\n Grundlinie gem\u00e4\u00df, welche ich in der N\u00e4he des Dorfes Awarayambott\u00e9 ma\u00df, und die Winkel mit\n dem Sextanten bestimmte, erhebt sich das \u00f6stlichste Ende desselben 5100 Fu\u00df (englisch) \u00fcber jenes Dorf, w\u00e4hrend seine Wand eine senkrechte H\u00f6he von 14- bis 1600\n Fu\u00df hat. Die benachbarten Berge sind von derselben Bildung, und die\n Felsenwand Icuckenam ist h\u00f6her,\n allein nicht in Hinsicht der absoluten H\u00f6he; es ist nur die senkrechte\n Wand, welche be deutender als jene von Roreima ist. Sie bemerken, da\u00df man in den Schweizer-Alpen vergebens nach einer Felsenwand\n von 1600 Fu\u00df senkrechter\n H\u00f6he suchen w\u00fcrde ( Condensed narrative etc. by Macgcllieray MacGillivray ) Humboldt remarks\n that a precipice of 6000 or 7000\n feet is a phenomenon much rarer than is usually\n believed, and that a rock of 1600 feet of perpendicular height has\n in vain been sought for among the Swiss Alps . Humboldt\/MacGillivray\n 1832 . , und ich glaube nicht, da\u00df Guiana ein zweites Beispiel dieser Art darbietet; dennoch\n ist dies nicht der merkw\u00fcrdigste Umstand, der mit Ro reima verkn\u00fcpft ist. Es sind die Gew\u00e4sser, welche sich in\n rei cher F\u00fclle von diesen Felsenw\u00e4nden\n st\u00fcrzen, und, so fremdartig es erscheinen mag, den drei m\u00e4chtigsten Fl\u00fcssen\n des n\u00f6rdlichen Halbtheils S\u00fcdamerika \u2019s zuflie\u00dfen. Die Entstehung dieser Was serf\u00fclle kann ich mir nur durch den\n Umstand erkl\u00e4ren, da\u00df der atmosph\u00e4rische Niederschlag der Wasserd\u00e4mpfe\n durch die kalten und j\u00e4hen Felsenw\u00e4nde sehr bef\u00f6rdert wird. Locale\n Umst\u00e4nde, und unter denselben in erster Instanz die dichten Waldungen, welche sich gegen Norden von seinem Fu\u00dfe bis zur K\u00fcste des Atlantischen Meeres ziehen, w\u00e4hrend sich\n nach S\u00fcden unabseh bare Savannen\n erstrecken, m\u00f6gen zur Vervielf\u00e4ltigung dieser fl\u00fcssigen Niederschl\u00e4ge\n beitragen. Der Gipfel ist an manchen Stellen abgerundet, und mit Str\u00e4uchern\n und B\u00e4umen be wachsen; allein diese\n Abrundungen erheben sich kaum 56\n Fu\u00df \u00fcber die j\u00e4he Felsenwand, da der h\u00f6chste Strauch in einer Ent fernung von drei Meilen nur einen Winkel\n von 8\u2032 mit dersel ben bildete. Roreima bildet daher im Gro\u00dfen das, was die Brocken quelle im Kleinen ist. Von\n seiner Ostseite ergie\u00dft sich der Coting , den wir fr\u00fcher in 4\u00b0 10\u2032 48\u2033 n\u00f6rdl. Br. \u00fcber schritten hatten, wo er 280 Fu\u00df breit war. Seine Quellen sind in 5\u00b0 10\u2032 n\u00f6rdl. Breite, und er sendet seine Gew\u00e4sser durch den T\u00e1 kutu , Rio\n Branco und Rio Negro dem Amazonen strome zu. Etwas n\u00f6rdlicher st\u00fcrzt sich der Cuya von seiner H\u00f6he, und flie\u00dft durch\n den Cacko und Mazuruni (die Indianer nennen ihn Mazuring)\n dem Essequibo zu. Von der s\u00fcdwestlichen\n Seite st\u00fcrzen sich mehrere B\u00e4che, welche in den Cuckenam flie\u00dfen, der seine Quellen\n auf der nord\u00f6stlichen Seite des benachbar ten Icuckenam hat, und durch den Yuruani und Carony in den Orinoco f\u00e4llt. Der Yuruani , welchen die Indianer die Quelle des Carony nennen (Caroni Yam\u00e9e, d.\n i. Caroni-Kopf), flie\u00dft von der nordwestlichen Seite des Icuckenam . Vom Berge Ma rima , etwas nord\u00f6stlich von Roreima , ergie\u00dfen sich mehrere B\u00e4che, die sich in dem Aruparu vereinigen, welcher in\n den Cacko f\u00e4llt, der seine Quellen auf dem nordwestlichsten dieser Gruppe, dem Irutebuh hat. Der Cacko ist einer der Hauptzweige des obern Mazuring . Von der s\u00fcdwestlichen Seite Irutebuh \u2019s flie\u00dft der Cama , welcher durch den Pau wang in den Carony flie\u00dft. Das Dasein der fernen s\u00fcd\u00f6stlichen Verzweigung des Carony ist in letzterer Zeit sehr bezweifelt\n worden; es freut mich daher, da\u00df ich auch in dieser Hinsicht zur Aufkl\u00e4rung\n der Geographie dieses Theils habe beitragen k\u00f6nnen. Von der Verbindung des Cuckenam s mit dem Yuruani an nennen die\n Indianer den Flu\u00df Carony . Hier vereinigen sich daher die nat\u00fcrlichen Gr\u00e4nzen der briti schen Guiana mit\n denen von Colombia und Brasilien ; und dieser Punkt wird nicht\n allein in geographischer, sondern auch in poli tischer Hinsicht wichtig, seine physische Beschaffenheit ganz\n aus dem Auge gesetzt, welche nicht minder merkw\u00fcrdig ist. Diese Gebirgsgruppe ist gew\u00f6hnlich mit Wolken bedeckt; w\u00e4hrend der vier\n Wochen, die ich in ihrer N\u00e4he gewesen bin, war Roreima zwei Mal, und nur f\u00fcr kurze Zeit,\n wolkenleer. Meine astronomischen Beobachtungen sind unter diesen Umst\u00e4n den sehr k\u00e4rglich; dazu kommt noch, da\u00df\n mein H\u00f6hen-Barometer so in Unordnung gerathen war, als ich Pirarara verlie\u00df, da\u00df es mir nicht gelang,\n dasselbe zurecht zu setzen, und ich es de\u00dfhalb zur\u00fccklassen mu\u00dfte; zudem\n zerbrach wenige Tage vor meiner An kunft\n allhier mein bestes Thermometer, so da\u00df ich gegenw\u00e4rtig auf ein einziges\n beschr\u00e4nkt bin. Einer Anzahl Versuchen gem\u00e4\u00df hat siedendes Wasser eine\n Temperatur von 199\u00b0,95 F. im Dorfe Awarayambott\u00e9 ; die damit korrespondirende H\u00f6he mu\u00df daher jenen angegebenen zugef\u00fcgt werden, um die H\u00f6he \u00fcber der See zu\n erhalten. W\u00e4hrend der Nacht, die wir auf Roreima zubrachten, stand Fahrenheit \u2019s Thermometer um 12 Uhr p. m. 6 Uhr a. m. 7 Uhr a. m. 57\u00b0 57\u00b0,5 60\u00b0 13\u00b0,9 14\u00b0,1 15\u00b0,5\n R\u00e9aumur und w\u00e4hrend eines Gewitters, welches \u00fcber den Berg zog, fiel es um 11 Uhr a. m. auf 57\u00b0 ( 13\u00b0,9 R. ).\n Die Wolke, welche diesen niedrigen Stand verursachte, war so dicht, da\u00df uns\n v\u00f6llige D\u00e4mmerung umgab. Kaum habe ich Worte, die interessante Flora dieser Gegend zu beschreiben;\n eine solche F\u00fclle habe ich nie vorher gesehen. Je der Schritt zeigte mir etwas Neues. Unter Melastomaceae , Andromedae , und\n B\u00fcschen mit lederartigen Bl\u00e4ttern und rosen \u00e4hnlichen Blumen fand ich auch jene Orchidea , die ich bereits im Eingange\n dieses Briefes erw\u00e4hnte. Da ich nicht die litera rischen Quellen mit mir f\u00fchre, welche n\u00f6thig sind, um mit Ge wi\u00dfheit zu untersuchen, ob diese Pflanze\n fr\u00fcher schon beschrieben sei, \u2013 was ich alle Ursache habe, zu bezweifeln, \u2013\n so habe ich es f\u00fcr besser gehalten, die Beschreibung, Zeichnungen und\n getrock neten Exemplare zur\n Untersuchung an Hrn. Bentham in London zu senden. Ich gedenke morgen meine Untersuchungen weiter nach Westen fortzusetzen;\n alle Anstalten zur Abreise sind getroffen; meinen n\u00e4chsten Brief hoffe ich\n aus Esmeralda datiren und Ihnen von dort aus die Entdeckung der Quellen des Orinoco melden zu k\u00f6nnen. Ich habe die Ehre, u. s. w. Robert H.\n Schomburgk .","97":"Mittwoch , den 20 . Febr. 1839 Innig veehrter Herr\n Baron Ein in der Akademie am vorigen Montag zu haltender Vortrag f\u00fchrte mich zur er neuten Untersuchung des Meeressandes den ich schon oft untersucht hatte, gab aber die\u00dfmal ein \u00fcberaus gl\u00fcckliches\n Resultat. Es gelang mir an den von Rudolphi auf seiner itali enischen Reise wahrscheinlich\n aus dem Meere selbst genommenen Sande von Rimini zu erkennen, da\u00df die\n Hauptmasse der Formen noch jetzt dort lebende Thiere sind und so habe ich\n denn die Thierchen ohne ihre Schaale ziemlich wohl erhalten getrocknet vor mir und aller Zweyfel \u00fcber die Stellung dieser Formen im Thierreich ist\n gehoben. Man sieht ihre Eier und die von ihnen zulezt\n verzehrten Infusorien (Kiesel panzer) in ihrem\n Inneren liegen. Bis her hatte ich das nur bey einem Thierchen des rothen Meeres gesehen und es war eine Form welche den Felsen bauenden Kalkthierchen der Kreide fremd ist. Jezt habe ich die gleichen Gattungen in ihrer Organisation gesehen. Ich habe mit schwacher S\u00e4ure die Kalk schaalen\n der vorher im warmen Wasser aufgeweichten Thierchen rein abgel\u00f6st und den\n kleinen frey gewordenen K\u00f6rper nachdem er langsam angetrocknet mit\n Terpentin wieder durchsichtig gemacht. Es gelang bey Rotalia Bec carii ( Nautilus\n Beccarii Linn\u00e9 ) und Nodosaria (Marginulina) Raphanus von Rimini, ferner bey Peneroplis pla natus ( Nautilus pl. planatus Fichtel\n &\n Moll) aus dem rothen Meere und von Rimini, endlich mit Abiculina numismalis von St. Sankt Do mingo, die ich aus Schw\u00e4mmen nahm, welche mein Bruder mir geschickt hat und worin auch noch eine Pavonina oder Peneroplis\n flabelliformis mit vor trefflichen\n Structur Details erhalten war. All diese in zahlreicher Menge bey sammen lebenden und meist\n \u00fcberaus verbreiteten Formen geh\u00f6ren\n der Jeztwelt und allerdings den Bryozoen an. Zeichnungen und Pr\u00e4parate habe ich vorgestern in der Akademie und gestern in der Naturforschenden Gesell schaft vorgelegt. Rotalien bilden die Hauptmasse der Kreide mit Textularien . Die Thiere der lezteren werden sich nun auch schon\n finden, doch sind die fraglichen Formen viel kleiner und geh\u00f6ren anderen Arten an. H\u00e4tte mein Ungl\u00fccksfall bei Brigh ton in England\n mich nicht unf\u00e4hig ge macht dort noch etwas zu\n thun, so h\u00e4tte ich wohl die lebenden Thiere schon damals gefunden. Es ist schade , da\u00df d\u2019Orbigny welcher mitten unter den g\u00fcnstigsten Verh\u00e4ltnissen des Lebens sa\u00df nur die Schaalen\n classifi ciert hat, wodurch dann\n seine Anordnung der 600 Arten wieder umzuarbeiten ist. Verzeihen Sie mir die lange Gewohn heit Sie immer von meinen\n Besch\u00e4fti gungen zu unterhalten. Ich denke wenn andere wichtige Dinge Sie lange in Spannung erhalten haben, da\u00df dann ein Blick in die Welt des Kleinen Sie doch vergn\u00fcgt. Specieller mag ich Sie sorglich damit nicht in Anspruch nehmen. In herzlicher Verehrung Ihr dankbarster Ehrenberg","98":"le 20 avr. avril 39 Mille graces gr\u00e2ces pour cette folie Die folgenden Ausf\u00fchrungen nehmen Bezug auf eine\n von Fr\u00e9d\u00e9ric Fayot f\u00fcr den\n \u201eDictionnaire de la Conversation et de la Lecture\u201c verfasste\n biographische Notiz \u00fcber den Maler Carl von\n Steuben ( Fayot\n 1839 ). qui ne peut pas faire du bien a \u00e0 celui qu\u2019elle vante dans tous ces\n tableaux.Quel salmi de noms! Mad Madame de Stael Sta\u00ebl et Schiller qui recommandent Steuben \u00e0 Gerard G\u00e9rard ! Et mon age \u00e2ge de 47 ans, ami de Steuben quand \u00e0 peine il etoit \u00e9toit n\u00e9. Voil\u00e0 le vrai Steuben d\u2019une ancienne famille noble est n\u00e9 en Franconie dans une campagne de Mad. Madame de Wollzogen belle soeur s\u0153ur de Schiller et qui vit encore \u00e0 Jena . C\u2019est l\u2019auteur de la belle\n biographie de Schiller . Celui ci Celui-ci avoit ete \u00e9t\u00e9 elev\u00e9 \u00e9lev\u00e9 avec le pere p\u00e8re de Steuben qui etoit \u00e9toit Colonel au service de Russie . La mere m\u00e8re refusa \u00e0 la Grande Duchesse de Weimar Princesse de Russie de lui donner le fils pour l\u2019accompagner comme page a \u00e0 Weimar . Il etu dia \u00e9tudia la peinture, le pere p\u00e8re etant \u00e9tant pauvre, jusqu\u2019 a jusqu\u2019\u00e0 l\u2019age l\u2019\u00e2ge de 15 ans a \u00e0 l\u2019Academie l\u2019Acad\u00e9mie des beaux arts Beaux-Arts de Petersbourg P\u00e9tersbourg . Comme il montra beaucoup de talent on hazarda de l\u2019envoyer a \u00e0 Paris d\u2019abord dans la pension de Mr Taillefer aujourd\u2019hui Inspecteur d\u2019Universite d\u2019Universit\u00e9 puis \u00e0 l\u2019attelier de Rober Robert Lefebre et Prud\u2019homme . Les liaisons avec Gerard G\u00e9rard commencerent commenc\u00e8rent par Madame G. G\u00e9rard de pudique memoire m\u00e9moire et j\u2019appris \u00e0 le connoitre conno\u00eetre dans les attelier atteliers de Gerard G\u00e9rard je crois en 1810. Le mot sur \u201ela constitution de Prusse et ce beau grand jeune homme le Prince Royal de Prusse \u201c est delicieux d\u00e9licieux et je con\u00e7ois par ce mot qui dit dans un attelier sera\n un mensonge, pour quoi notre Roi l\u2019autre jour \u00e0 Potsdam est revenu plusieurs fois \u201csur un article bien detaill\u00e9 dans\n lequel j\u2019etois j\u2019\u00e9tois souvent nomm\u00e9 .\u201c Il lit depuis 20 ans le meme m\u00eame Journal de Paris et s\u2019appercoit s\u2019apper\u00e7oit a \u00e0 peine ( a \u00e0 ce qui paroit paro\u00eet ) des changemens de couleur qu\u2019 \u00e0 a ce\n triste\n Jour nal depuis qu\u2019il n\u2019 est plus la propriete propri\u00e9t\u00e9 du Duc poudr\u00e9 ( Duc de\n Bassano ) . Pardon du volume historique que je Vous adresse . AHt","99":"Ich komme erst seit einer Stunde, theurer Freund, von Paretz zur\u00fck wo ich fast 5 volle Tage war . Es wird mich sehr freuen Sie mor gen\n Mittwoch, um 12 Uhr (nicht sp\u00e4ter) zu empfangen mit Herrn Dr. Doktor Petzold . Ich lege Ihnen einen freundlichen\n Brief von Alt. Altenstein bei. Sie werden mich nicht der Indiscretion zeihen. Ich wollte den Minister bange machen warf ihm vor \u201eSie\n seit 4 Jahren nicht gesehen zu haben, Ihnen nicht selbst gesagt zu\n haben, welche herrliche Schrift Sie ihm geschikt; Sie m\u00fcssten zulezt glauben, dass er weniger freundlich f\u00fcr Sie gesinnt sei und das\n schmerze mich tief\u201c. Darauf bezieht sich ein Theil der Antwort . Ihr AHumboldt Dienstag","100":"Sr Seiner Wohlgeboren Herrn Professor Dr Doktor Ehrenberg Ritter des Rothen Adler Ordens Mitgl. Mitglied der K\u00f6n. K\u00f6niglichen Akademie der Wissenschaften Berlin Franz\u00f6sische Str. Stra\u00dfe n numero 34 od. oder 35 hinter der Katholischen Kirche gegen\u00fcber dem Hause der Gesellschaft Naturforschender Freunde bald zu besorgen AlHumboldt Die Kronprinzessin hat ihrer Ihrer Mutter, der K\u00f6nigin von Bayern , so\n viel von Ihrer Liebensw\u00fcrdigkeit und dem Reichthum Ihrer Entdekkungen gesagt,\n dass der Kronprinz mich auffordert, Sie\n theurester Freund, auf morgen Dienstag Mittwoch zu Sich nach Sanssouci einzuladen. Er\n befiehlt dass ich hinzusezen soll, \u201eseine Bitte sei unbescheiden und\n selbsts\u00fcchtig, denn er w\u00fcnsche zugleich, dass Sie Ihr Microscop, und die\n Kreidethierchen, Trippel und, wenn thunlich, ein Paar lebendige Bestien mit br\u00e4chten.\u201c Ich f\u00fcrchte, dass dies alles Ihnen etwas unbequem f\u00e4llt, aber wie sollte ich den Kronprinzen abhalten? Kommen Sie, theurer Freund, mit der Eisenbahn um 7 Uhr fr\u00fch (Dienstag morgen) Mittwochs so begeben Sie Sich gleich zu mir nach Charlottenhof wo ich im Schl\u00f6sschen wohne und wo wir den Morgen zusammen zubringen\n k\u00f6nnen; denn das zeigen unter dem Microscope findet erst statt etwa um 1\n Uhr. Wir essen in Sanssouci um 3 Uhr und\n Sie fahren den Abend, wann Sie wollen zur\u00fck. Ziehen Sie vor, erst mit der\n Eisenbahn um halb eilf zu fahren, so kommen Sie unmittel bar und zuerst nach Sanssouci , wo ich Sie erwarten werde. Fragen Sie nach dem Zimmer des Hofmarschalls v. von Meyring in den Neuen Kammern (Sanssouci) : da werde ich Sie dann, wenn Sie nicht ganz fr\u00fch kommen, von halb zw\u00f6lf Uhr an erwarten. So\n scheint es mir am bequemsten. Also debarquiren Sie morgen Mittwochs vor der Eisenbahn, in Potsdam , in einer Troschke entweder um 8 U. Uhr bei mir in Charlottenhof , oder um halb zw\u00f6lf (auch viel sp\u00e4ter, ganz wie Sie wollen) in den Neuen Kammern bei Hofmarschall Meyrink . Es wird mir eine grosse grosse Freude\n sein, einen Tag in dieser jezt reich mit Blumen geschm\u00fckten Gegend\n zuzubringen. AlHumboldt Charlottenhof Dienstag fr\u00fch. Bringen Sie ja auch von Ihren troknen Pr\u00e4paraten und eine Rolle\n Zeichnungen und Kupfer mit. Runder Hut, Stiefeln ganz gew\u00f6hnlicher Anzug. Versichern Sie Sich ja der Stunden der Eisenbahn . Vielleicht sch\u00f6pfen Sie bei Potsdam einige Infusorien od. oder im Graben bei Charlottenhof .","101":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg sehr schnell zu besorgen. Charlottenhof Dienstag fr\u00fch Da dem Kronprinzen so unendlich daran liegt,\n Sie, theurer Freund, morgen Mittwochs bei Sich in Sanssouci zum Essen (3 Uhr) zu besizen und ich dem Briefe, den ich (ohne Numer Nummer Ihres Hauses) unmittelbar an Sie richte, nicht\n ganz traue , so schreibe ich dies Duplicatum . Ich erwarte Sie morgen Mittwochs , wenn Sie die Eisenbahn um 7 Uhr w\u00e4hlen, um 8 oder 9 Uhr in Charlottenhof (im\n Schl\u00f6sschen) wo ich wohne; wenn Sie aber erst um halb eilf Uhr fahren,\n in Sanssouci selbst (Neue Kammern) beim Hofmarschall Meyrink . Versichern Sie Sich ja der Stunden der Eisenbahn . Der Kronprinz bittet flehentlich dass Sie mitbringen,\n Microscop Kreidethiere, Tripel, ein Paar lebendige Bestien und Ihre\n Pr\u00e4parate. Er schw\u00e4rmt davon mit der K\u00f6nigin von Bayern . Runder Hut, Stiefeln und Anzug\n wie t\u00e4glich . Man l\u00e4sst Sie auf den Abend frei , wenn Sie wollen, zur\u00fcckkehren . Das Zeigen unter dem Microscop w\u00fcrde zwischen 1 und 3 Uhr\n gew\u00fcnscht (in Sanssouci morgen Mittwochs ). Z\u00fcrnen Sie nicht. Die L\u00e4stigkeit war nicht abzuwenden. Ihr AlHumboldt","102":"Es ist mit besonderer\n Freude, da\u00df ich die Feder ergreife, um Ihnen f\u00fcr den g\u00fctigen Antheil zu\n danken, den Sie an meinen Reisen genommen haben, und der sich besonders so\n lebhaft in dem, an die geographische Gesellschaft in London gerichteten Schreiben Vgl. Humboldts Schreiben an den Secretary der Royal Geographical Society John Washington vom 6. September\n 1839 ( Humboldt 1839a , 506): Mr. Schomburgk continues to explore with the same ardour. I\n hope that he will reach the Cerro\n Duida , the forest of Bertholletia , and the mission of Esmeralda , where I was almost devoured by\n mosquitoes. May this excellent young man, my countryman, always\n enjoy the kindness of your illustrious society! ausdr\u00fcckt. Ich hatte die Ehre, Ihnen zuletzt von dem Arekuna-Dorf Uruparu zu schreiben, und Ihnen\n einen kurzen Bericht meiner Reise bis zu diesem Punkt mitzutheilen. Es ist mir seitdem gelungen, die Mission Esmeralda am oberen Ori noco von Osten zu\n erreichen, und dadurch meine Beobachtungen mit denen zu verkn\u00fcpfen, welche\n Sie im Jahr 1800 an dem selben Orte\n anstellten. Das Resultat von acht Kulminations Beobachtungen n\u00f6rdlicher und s\u00fcdlicher Sterne giebt eine 3\u00b0 11\u2032 8\u2033 n\u00f6rdliche Breite f\u00fcr Esmeralda Herr von Humboldt hatte gefunden: Breite von Esmeralda 3\u00b0 11\u2032 0\u2033, L\u00e4nge\n 68\u00b0 23\u2032 19\u2033 westlich von Paris . S. Recueil d\u2019observ.\n astr. T. I. pag. 242 . . Ich hatte ungl\u00fcck licherweise keinen Chronometer, um L\u00e4ngen-Beobachtungen\n an zustellen: die Kette der einzigen\n Uhr, welche mir geblieben war, brach beim Aufziehen, bevor wir den Parima (Urariquira) er reichten. Wahrscheinlich war es in Folge\n der Feuchtigkeit, welche auch fr\u00fcher so vielen Einflu\u00df auf meinen\n Chronometer gehabt hatte. Nicht allein, da\u00df meine Beobachtungen f\u00fcr die\n Breite mit den Ihrigen in Esmeralda \u00fcbereinstimmten, so hatte ich auch die Freude, nach meiner R\u00fcckkehr zu\n finden, da\u00df meine trigonome trische\n Bestimmung der H\u00f6he des Duida Nach Herrn von Humboldt 1118 Toisen \u00fcber dem Dorfe Esme ralda , dessen H\u00f6he \u00fcber dem Meere auf 177 Toisen gesch\u00e4tzt wurde, also Cerro Duida 1295 Toisen = 8770 pariser Fu\u00df . Vgl. T. II .\n p. 565. nur zwei Fu\u00df von der Ihrigen abwich. Allein Sie\n werden sich wundern, zu ver nehmen, da\u00df der\n h\u00f6here Theil des Duida nicht Granit,\n sondern Sandstein ist, welcher auf der vorigen Felsenmasse ruht. Ich erstieg diesen Berg bis zu einer H\u00f6he von 3500 Fu\u00df , da, wo die Gebirgsart zu Tage kommt,\n und klimmte von dort ungef\u00e4hr 50 Fu\u00df h\u00f6her. Wo sich die W\u00e4nde beinahe senkrecht\n erheben, fand ich, da\u00df sie aus mehr oder weniger compaktem Sandstein bestanden. Wirklich dasjenige, was ich \u00fcber die geologische For mation des Tafelberg s gelesen habe, stimmt ganz mit\n dem Duida und dem Roraima -Gebirge\n \u00fcberein. Die\u00df ist ein Umstand, auf den sich vielleicht interessante\n Hypothesen bauen lassen. Auf dem Maraguaca -Gebirge, dessen H\u00f6he ich 11,000 Fu\u00df sch\u00e4tzte, hatte ich denn auch das Gl\u00fcck, jene Pflanze in Bl\u00fcthe zu finden, aus welcher die Indianer ihre Sarbakanen oder Blase r\u00f6hre zubereiten. \u201eWas ist die monokotyledonische Pflanze, welche diese\n bewunderungsw\u00fcrdigen R\u00f6hre liefert?\u201c Quelle peut \u00eatre la plante\n Monocotyl\u00e9don\u00e9e qui fournit ces admirables roseaux? ( Humboldt 1814\u20131825 , II, 562). bemerken Sie in Ihrer Reise nach den \u00c4quinoktial-Gegenden. Es ist eine Bambusacea , und\n wahrscheinlicherweise ein neues Genus. Es ist kaum m\u00f6glich, Ihnen meine\n Reisetour ohne Karte ver st\u00e4ndlich zu\n machen; da ich jedoch mit der Ausarbeitung derselben besch\u00e4ftigt bin, und\n ein Auszug meiner Reise nebst vorl\u00e4ufiger Karte in dem, im k\u00fcnftigen\n Fr\u00fchjahr zu erscheinenden Journale der geographischen Gesellschaft abgedruckt werden wird Vgl. Schomburgk 1840b , Schomburgk, 1840c , Schomburgk 1840d . , so werde ich mir dann die Freiheit nehmen, Ihnen das erste Exemplar\n zu zusenden. Der Lauf des Orinoco ist jedoch ganz anders, als sich die\n hypothetische Geographie vorgestellt hat. Der Umstand allein, da\u00df sich der Padamo Herr von Humboldt gelangte in seiner Expedition nicht\n \u00f6stlicher, als Esmeralda und der Berg Duida . Was seine Karte des Orinoco von dem Laufe des\n Flusses oberhalb der Esmeralda enth\u00e4lt, ist nur auf Nach richten der\n Indianer gegr\u00fcndet. Er setzt die M\u00fcndung des Padamo 16 Mi nuten\n n\u00f6rdlicher, als sie Herr Schomburgk findet. In der L\u00e4nge kom men beide bis\n auf 8 Minuten \u00fcberein. (Paramu der Indianer) in 2\u00b0 54\u2032 n\u00f6rd licher Breite und 65\u00b0 39\u2032 westlicher\n L\u00e4nge von Greenwich ein m\u00fcndet, zeigt bereits eine viel\n s\u00fcdlichere Lage seiner Quelle. Wir setzten in 4\u00b0 6\u2032 n\u00f6rdlicher Breite und\n 64\u00b0 54\u2032 westlicher L\u00e4nge von Greenwich \u00fcber den Awara , einen Zuflu\u00df des Parima (oder Urariquira). Wir waren nur zwei und eine halbe Tagereise von der\n Quelle des Orinoco entfernt, als wir uns\n gen\u00f6thigt sahen, uns in Folge der feindlichen Kirischana (wahrscheinlich Ihre Guaharibos) zur\u00fcckzuziehen. Mein Wunsch, den Mavacca zu befahren und die Landenge zwischen seinem Beiflusse Castanha Peranna (Bertholetia-Flu\u00df)\n und dem Marari (einem Beiflu\u00df des Padauiri ) zu erreichen,\n wurde durch die ungew\u00f6hnliche Seichtig keit der Fl\u00fcsse verhindert, welche uns selbst die gr\u00f6\u00dfte\n Schwierig keit zur Befahrung des Orinoco , von der M\u00fcndung des Padamo bis nach Esmeralda , in den Weg legte.\n \u00dcberhaupt waren die M\u00fchseligkeiten, diesen Ort zu erlangen, unbeschreiblich\n gro\u00df. W\u00e4hrend wir die Gebirgskette durchreisten, welche sich vom 63.\n Meridian (W. von Greenwich ) bis nach Esmeralda erstreckt, und wovon Maraguaca , Paba und Duida die h\u00f6chsten Punkte sind, litten wir den gr\u00f6\u00dften\n Mangel: selbst Hunger blieb uns nicht fremd, und wir waren mehrere Tage\n lang gen\u00f6thigt, den selben mit der mehligen\n Schote verschiedener Ingas und mit un verdaulichem Palmenkohl zu s\u00e4ttigen. Doch die gr\u00f6\u00dfte Quaal erlitt ich von\n den Stichen jener Fliegen, \u201e que\n llaman Zancudos, gritones que parece los cria la naturaleza para\n castigo y tor mento de los\n hombres \u201c \u201ewelche man die schreienden ( gritones ) und allzulaut singenden M\u00fccken ( Zancudos ) nennt, und die Gott nur zur Strafe und Plage der Menschheit erschaffen hat.\u201c . Wir waren drei Tage in Esmeralda , und w\u00e4hrend dieser Zeit und\n unserer Fahrt durch den Casiquiare nach dem Rio Negro , spielten mir\n diese Simulien (Mosquitos) so \u00fcbel mit, da\u00df ich bei meiner Ankunft in Demerara und vier Monate, nachdem\n wir Esmeralda verlassen hatten, in Folge\n je ner Stiche, kaum gehen, kaum ohne\n Schmerzen sitzen oder liegen konnte. \u2014 Nachdem wir den Rio Negro , mittelst des Casiquiare (Casissiare der Indianer), erreicht hatten, fuhren wir diesen Flu\u00df bis\n nach Moura in das brasilianische Gebiet hinab, kehrten von da\n nach der M\u00fcndung des Rio Branco zur\u00fcck,\n fuhren den selben aufw\u00e4rts, und liefen,\n folgeweis, in den Takutu , Mahu und Pirara ein. So erreichten\n wir, nachdem wir unsere Fahr zeuge \u00fcber\n eine kleine Portage ( arastradero oder Trageplatz an der Wasserscheide) von ungef\u00e4hr 3000\n Fu\u00df L\u00e4nge transportiert hatten, den Quatatta , welches Fl\u00fc\u00dfchen seine Gew\u00e4sser\n durch den Taparicuru (Waaweuru)\n und Rupununi dem Essequibo zu sendet. Das\n gr\u00f6\u00dfere Canot, welches ungef\u00e4hr 35\n Fu\u00df lang war, hatte ich im Padamo gekauft, und brachte es gl\u00fccklich nach Georgetown , der Hauptstadt der britischen Guiana , welchen Ort wir nach\n einer Abwesenheit von 22 Monaten wieder erreichten. \u2014 Es schmerzt mich,\n Ihnen melden zu m\u00fcssen, da\u00df die evangelische Mission in Pirara , die so herrlichen Erfolg versprach,\n aufgel\u00f6st ist. Sobald die Brasilianer von den Fortschritten derselben un terrichtet waren, sandten\n sie ein Detaschement ihrer Miliz dahin, nahmen den Ort in Besitz, und\n befahlen dem evangelischen Mis sionar , sich davon zu entfernen, und seinen\n Unterricht nicht wei ter fortzusetzen. Die\n Indianer, das Schlimmste von der An wesenheit der Brasilianer f\u00fcrchtend, haben sich seitdem zerstreut. Allein\n noch habe ich nicht alle Hoffnung aufgegeben, und viel leicht gelingt es mir, einiges Interesse f\u00fcr jene Indianer unter den Engl\u00e4ndern zu erwecken. \u2014 Die gro\u00dfe und herrliche Or chidee , die ich\n entdeckt, und der ich, nach unserer Frau Kron prinzessin , k\u00f6nigl.\n Hoheit, den Namen Elisabetha gegeben, werden\n Sie wohl, wenigstens in der Zeichnung, erhalten haben.","103":"Mittwoch den 27 Nov. November 1839. Ich habe, mein innigst verehrter Herr Baron, die Moya noch einige male besehen und theile Ihnen nur mit, da\u00df ich\n mich, so weit es aus solchen Tr\u00fcmmern angeht, \u00fcberzeugt habe, da\u00df fast alle\n die Hauptmasse der Kohle bildenden Fragmente zerst\u00f6rten Gr\u00e4sern angeh\u00f6ren. Ich habe nemlich noch solche Fragmente\n gefunden, welche deutliche lange Spalt\u00f6ffnungen\n f\u00fchren und da die langen Spalt\u00f6ffnungen der Grami neen fast characteristisch\n genannt werden k\u00f6nnen, auch die wellenf\u00f6rmigen Zellw\u00e4nde aus den Stengeln\n und Bl\u00e4ttern der Gr\u00e4ser mir sonst nicht bekannt sind, in diesen Fragmenten\n aber die Schlangenlinien deutlich bilden so w\u00fcrde\n ich es gerechtfertigt glauben diese Fragmente als \u00fcberwiegend aus Gr\u00e4sern gebildet zu bezeichnen. Viel leicht\n haben Sie auch Eindr\u00fccke am Orte selbst aufgenommen, welche hier bey weiter leitend sind. Ich habe mir aus\n Waitzenstroh so \u00e4hnliche Pr\u00e4parate gemacht, da\u00df mir die \u00c4hnlichkeit\n sehr imponirt. Da\u00df viele Fragmente auch der\n amerikanischen Gr\u00e4ser (wie Bambusa und viele andere) eine Epidermis von Kieselerde haben mag wohl der Fall seyn in natura seyn . Ich besitze ein solches ausl\u00e4ndi sches\n Gras blatt , welches mir Robert Brown einmal gab, das unverbrennlich ist wie Equisetum . Ich wei\u00df aber\n nicht ob es aus Amerika stammt, auch habe ich keinen Namen daf\u00fcr von ihm erhalten. Was die animalischen Theile anlangt, so bleiben sie mir systematisch unklar obwohl ich sie noch immer daf\u00fcr erkenne. Die 2 runden und das die 3 eckige n rauhe n K\u00f6rperchen m\u00f6gen Panzermonaden der Gattungen Trachelomonas ? und (das leztere) Chaetotyphla der Familie der Kranzthierchen Peridinaea genannt werden k\u00f6nnen. Die zweyfelhafte Chaetotyphla gleicht \u00fcberraschend dem weichen Samen\n von Anthoceros laevis , dem\n Lebermoose. ( Chaetotyphla w\u00fcrde zur Familie der Kranz thierchen ( Peridinaea ) Chaetomonas zur Familie der\n Panzermonaden ( Cryptomonades )\n geh\u00f6ren, Navicula oder Fragilaria zur Familie der Bacillarien .) Die Navicula ist mir nicht deutlich\n wieder vorgekommen, die 2 runden und glatten Formen ( Trachelomonas ?) sind aber h\u00e4ufig. Da\u00df es\n Pflanzensamen sehr kleiner Pflanzen sind ist deshalb unwahr scheinlich, weil sie eine Kieselschale haben und also durch\n Gl\u00fchen und S\u00e4uren nicht zerst\u00f6rt werden. Von Klaproths Analyse w\u00fcrde sich, scheint\n es, Alaunerde 11 \u00bd Gran pl. plus Kalkerde 6 \u00bc Eisenoxyd 6 \u00bd Natrum 2 \u00bd Kieselerde (46 \u00bd) 23 \u00bc als H\u00e4lfte = 50 Gran auf die Bestandtheile der verschiedenen Formen des Feldspaths in der Porphyrmasse rechnen lassen, w\u00e4hrend die andere\n H\u00e4lfte der Kieselerde, Kohle, brandiges \u00d6l, Ammonium und die Gase dem\n Organi schen angeh\u00f6ren. Vielleicht geh\u00f6rt\n aber auch vom Eisen etwas und von der Kieselerde noch mehr dem Organischen an und jedenfalls scheint dem\n Volumen nach das Organische deshalb sehr \u00fcberwiegend, weil die Substanz, in\n welcher der blasige Bimstein nur selten ist, so leicht ist. Um das specifische Gewicht der gr\u00f6\u00dferen Moya Kugel zu nehmen habe ich H. Herrn Rose angegangen, allein er f\u00fcrchtet, da\u00df sie\n im Wasser zerf\u00e4llt und ohne Wasser kein brauchbares Resul tat giebt. W\u00fcnschen Sie da\u00df ich die Fragmente mit Spalt\u00f6ffnungen die ich aufbewahrt habe noch zu den \u00fcbrigen hinzuziehe so kann ich das leicht. In herzlicher Verehrung Ihr Ehrenberg Ich habe","104":"Montag Herr Sabine ist ein vortreflicher Mann.\n Hier, mein theurer Ehrenberg , ist die Kreide aus Klein Asien welche der junge Reisende William Hamilton Ihnen schikt! Thun Sie mir ja die Liebe u. und geben Sie Ihre Stimme an Magnus und wirken Sie auf an dere. Ht","105":"Sontag Der Brief des Directors ist zwar von der Besorgniss durchdrungen, dass wir nicht vollst\u00e4ndig\n genug wissen, wie er in Wien bei dem Monar chen und den Erzherz\u00f6gen die Hauptrolle spielt, aber der Brief ist doch im ganzen sehr\n freundlich und das Grosse anerkennend was Sie entdekten und dem Kaiser gegeben haben . Der Brief zeigt nur etwas K\u00e4lte gegen den abgestorbe nen Schwiegerpapa und den sich einmischenden Partsch der tief unter einem Custos Direktor steht. F\u00fcr Sie wird alles ehrenvoll und das Drukkenlassen des B\u00fcchleins, das er sehr unn\u00fczer Weise hat abschreiben lassen, freut\n mich\n unendlich. AHt. Was Sie von dem omin\u00f6sen, Fr\u00fch ling\n verk\u00fcndenden Aufleben der kleinen Thiere sagen, ist sehr\n merkw\u00fcrdig . Ist Vorgef\u00fchl Instinct.","106":"Herrn Prof. Professor Ehrenberg Wohlgeboren Der Tod von Jacquin den gestern die St. Staats Zeit. Zeitung anzeigt ist jezt eine doppelte Contrariet\u00e4t . Es giebt jezt zwei Wege theurer Freund, aus der Sache\n herauszu kommen 1) dass Sie sogleich an Partsch schrei ben an wen Sie nun die Kiste adressiren\n sollen 2) dass ich mit Trautmannsdorf spreche, um ihn um die Erlaubniss zu bitten, die Kiste begleitet von einem Briefe von mir an F. F\u00fcrst Metternich zu adressiren . Die Kosten w\u00fcrde ich dann in dem Briefe als von mir erstattet ganz einfach angeben . Der erste Weg ist der nat\u00fcrlichere da Partsch wie Leop. Leopold v. von Buch behauptet eine feine Person ist der einst das Polizei Minis terium! dort\n brauchte und da F. F\u00fcrst Metternich obgleich den Microscopen sehr ergeben, nicht gerade zur inneren hinteren Hofhaltung des Kaisers geh\u00f6rt. Wie wenn Sie an Partsch schreiben er solle Ihnen schreiben \u201ewas Sie thun sollten da Sie ohne seine Zustimmung den Vorschlag des H. Herrn v von Humb Humboldt die Kiste an F F\u00fcrst Metternich zu adressiren nicht annehmen wollten.\u201c Ueber mich haben Sie in Europa wie in Sibirien zu befehlen. AlHumboldt Mittwochs.","107":"Herrn Prof. Professor Ehrenberg Franz\u00f6sische Strasse n numero 36 derri\u00e8re l\u2019Eglise catholique Humboldt Zeigen Sie, theurer Freund, dem D Doktor Martins Botaniker und dem See Officier A. Bravais , die aus Spitzbergen kommen etwas von\n Ihren sch\u00f6nen Entdekkungen . AHumboldt Montag.","108":"Dienstag d. den 24 M\u00e4rz 1840. Mein innigst verehrter Herr Baron Das \u00fcbersandte St\u00fcckchen Kalkstein habe ich Ihrem Wunsch gem\u00e4\u00df sogleich\n untersucht. Es besteht aus kleinen Schnecken, die den Paludinen \u00e4hnlich sind und deren einige andere zur Gattung Tellina geh\u00f6ren m\u00f6gen, Bival ven und Univalven , \u00fcberdie\u00df aber aus vielem\n Quarzsand. Alle diese Bestandtheile sind durch einen Kalk\u00fcberzug f\u00fcr jedes einzelne\n K\u00f6rperchen zu einem oolithischen Ganzen verbunden, so da\u00df jedes wie in\n einer Eischale einge schlossen ist. Polythalamien habe ich nicht\n darinn gefunden, zweyfle aber nicht da\u00df es auch dergleichen\n darinn geben wird, denn das Ganze ergiebt sich als ein zusammenge backener K\u00fcstensand des Meeres. Palud Paludinen ? Tell Tellina ? Quarzsand Solche Bildungen sind mir schon vielfach bekannt, aber alle aus der neuesten\n Zeit. Es w\u00e4re wohl interessant wenn das Conglomerat alt w\u00e4re. Doch haben Sie mir schon beigesezt da\u00df es terti\u00e4rer\n Bildung ist. Durch Aufl\u00f6sen einiger Theilchen in Salzs\u00e4ure er hielt ich die Quarzk\u00f6rner ganz rein und\n frey. Herrn v. von Buchs Theilnahme an den kleinen Leben, die\n Sie mir melden, freut mich sehr. Uebertrieben habe ich nichts, aber mein\n eignes Interesse daran w\u00e4chst immer noch, wenn ich auch von Herrn Link damit abgewie sen bin, da\u00df die\n Infusorien keine Laagen sind. Je weniger Theilnahme andre zeigen desto mehr bleibt mir. Doch will ich weder die Sache noch die Methode\n verheimlicht haben. In der Hoffnung da\u00df Sie k\u00f6rperlich recht wohl sind verehrungsvoll Ihr treu ergebenster Ehrenberg","109":"Excellenz In der Hoffnung , da\u00df ich bereits Anfangs\n dieses Monats nach Deutschland abreisen k\u00f6nnte, verschob ich es de n Brief welchen Ew Eure Excellenz die G\u00fcte hatten, mir im Januar zu schreiben, fr\u00fcher zu\n beantworten. Ich schmeichelte mir, da\u00df ich selbst dessen Beantwortung \u00fcberbringen k\u00f6nnte. Jedoch Umst\u00e4nde zwingen mich , bis Anfang Julys hier zu bleiben; und ich stehe nun nicht\n l\u00e4nger an, Ihnen meinen innigsten Dank f\u00fcr dessen so g\u00fctigen Inhalt auszusprechen. Da\u00df meine Reisen und Unter nehmungen den Beifall Ew. Eurer Excellenz erhalten haben, ist an sich eine Belohnung, die alle ausgestandenen Beschwerden und Gefahren mich\n vergessen l\u00e4\u00dft, und mich zu neuen Unternehmungen aufmuntert. Da es mein\n Wunsch ist, diese Reisen fortzusetzen, und ich dadurch Gelegenheit erhalten\n werde , in vieler Hinsicht neue Erfahrungen zu machen, oder da, wo ich in\n meinen Vermuthungen fehlte, oder sonst falsch unterrichtet wurde, eine\n verbessernde Hand anzulegen, so habe ich mich f\u00fcr jetzt begn\u00fcgt , nur meinen Bericht an die Geographische\n Gesellschaft abzustatten Robert\n Schomburgk verlas seinen Bericht \u00fcber die Reise ins\n Innere Guayanas w\u00e4hrend der Jahre\n 1837\/1838 am 27. Januar und 23. M\u00e4rz 1840 in der Royal Geographical Society . , und werde ich eine in\u2019s einzelne gehende Beschreibung nur dann\n bekannt machen, wenn es dem Allm\u00e4chtigen gefallen sollte, mich von\n meiner n\u00e4chsten Reise gl\u00fccklich nach der Heimath zur\u00fcckkehren zu\n lassen. Der Auszug des Berichts welchen das hiermit folgende Literatur\n Blatt, das Athenaeum enth\u00e4lt Schomburgk, R. H. 1840 ; Schomburgk R. H.\n 1840a . , wird Ew. Eure Excellenz mit meiner Reiseroute bekannt machen. Der Bericht selbst Schomburgk, R. H. 1840b , Schomburgk, R. H. 1840c , Schomburgk, R. H.\n 1840d . und eine Charte der bereisten Gegend Schomburgk, R. H.\/Arrowsmith\n 1840 . , wird im n\u00e4chsten Theil des Journals der Geographischen Gesellschaft erscheinen. Ich bin Ew. Eurer Excellenz meinen innigsten Dank schuldig f\u00fcr die so vielen\n Bem\u00fchungen, die Sie sich mit Hinsicht meines armen Bruders gegeben haben, und werde ich gern Ihren Rath\n ergreifen, und sobald wie die erste Platte des malerischen\n Werks Twelve Views etc. fertig\n ist, dieselbe mit einer F\u00fcrbitte an des K\u00f6nigs\n Majest\u00e4t einsenden. Die Langsamkeit mit der sich\n Subscribenten sammeln, ist die Ursache gewesen, da\u00df d s ich dies so lange verschoben hat. Auch in dieser Hinsicht bin ich Ew. Eurer Excellenz so vielen Dank schuldig, da ich die von Berlin aus erhaltenen Hohen Subscribenten\n nur Ihnen zu verdanken habe. Zun\u00e4chst kommt die Sobralia Elizabethae elisabethae die meine Dankbarkeit f\u00fcr die damit verbundenen\n Bem\u00fchungen auffordert. Bevor der g\u00fctige Brief Ew. Eurer Excellenz, mir zu H\u00e4nden kam, hatte ich bereits ein neues dem Tribus Amherstieae zugeh\u00f6rendes Genus Ihro K\u00f6nigl. K\u00f6niglichen Hoheit der Kronzprincessin gewidmet, von welchem ich zwei Species in Guiana entdeckte. Bartholmew , der erste Blumenmahler in England , hat diese neu von meinen Original Zeichnungen ausgef\u00fchrt, und hoffe ich da\u00df mir die gro\u00dfe Ehre verg\u00f6nnt werden wird,\n diese Zeichnungen und Beschreibung Ihro K\u00f6nigl. K\u00f6niglichen Hoheit selbst zu \u00fcberreichen. Den Character und\n specielle Beschreibung dieser zwei sch\u00f6nen B\u00e4ume, werden Ew. Eure Excellenz, in dem beifolgenden Journal of Botany p. pagina 92 Bentham\n 1840 . . finden. Ich habe keinen Zweifel, da\u00df eine Beschreibung der\n Pflanze welche die\n Sarbacans\n liefert, Ew Eurer Excellenz von Interesse sein wird; ich habe mir daher ferner die\n Freiheit genommen , di s e A n nals of Natural History Schomburgk, R. H. 1840e . beizuf\u00fcgen, wo Sie p. pagina 44 die Entdeckung dieser so interessanten Pflanze beschrieben\n finden werden. Ich hatte k\u00fcrzlich die Ehre des Herrn Baron B\u00fclow \u2019 s Excellenz\n meine Aufwartung zu machen, und nahm mir die Freiheit, das ungl\u00fcckliche Schicksal meines Bruders zu erw\u00e4hnen,\n und Se. Seine Excellenz um deren Rath zu bitten, ob ich die Zeichnungen der Elizabetha princeps und E. Elizabetha coccinea jetzt einsenden sollte, oder ob es vorzuziehen sei, es bis auf meine\n Ankunft in Berlin zu verschieben. Se. Excellenz waren von der\n Meinung, da\u00df das letztere vorzuziehen sei, zumal da zu der Zeit die\n erste Platte meines Werkes fertig sein wird, und dadurch ich sogleich\n m\u00fcndlich oder schriftlich eine F\u00fcrbitte beim K\u00f6nig anbringen k\u00f6nnte. Der Herr\n Baron bemerkten ferner, da\u00df es vielleicht r\u00e4thlich sei, dies\n bis auf den Zeitpunkt zu verschieben, wo sich Se. Seine Majest\u00e4t in T\u00f6plitz bef\u00e4nden. Die Indianer, welche mit mir nach London gekommen sind, befinden sich wohl und machen\n Fortschritte in der Englischen Sprache , in Lesen, Schreiben, allein haupts\u00e4chlich in religi\u00f6ser Hinsicht. Ich\n habe es mir sehr angelegen sein lassen, mir hier Interesse f\u00fcr deren arme Mitbr\u00fcder in Guiana zu erregen, die von allem\n christlichen Unterricht entbl\u00f6\u00dft sind. In einem Memoire , das ich an die Brittische Regierung einreichte, habe ich auf die Nothwendig keit aufmerksam gemacht, die Grenze zwischen Brittisch- Guiana und Brasilien zu bestimmen, um zu\n verh\u00fcten, da\u00df die armen Indianer welche zu dieser Provinz geh\u00f6ren, nach Brasilien in Sclaverei abgef\u00fchrt\n werden, und die Missionen welche protestantische Missionairs auf Brittischen Brittischem Boden in Guiana stiften, von Brasilianischer Intoleranz ungest\u00f6rt bleiben m\u00f6gen. F\u00fcr diesen Zweck habe ich auch\n zwei \u00f6ffentliche Vorlesungen gehalten, und hoffe ich, da\u00df die armen\n Indianer meinen Theil jenes Mitleidens und wirklichen Beistands\n erhalten m\u00f6gen, welcher in so reichem Ma\u00dfe dem Africaner und seinen Abk\u00f6mmlingen zugeflossen\n ist. Die beifolgenden zwei Nummern der literary World N Nummer 44 . & 45 . Literary\n World 1840 , Literary\n World 1840a . wird werden Ew. Eure Excellenz eine kleine Beschreibung des von mir mitgebrachten Museums, und der drei Indianer geben. Se. Seine Excellenz der Herr Baron v. B\u00fclow haben mir gef\u00e4lligst versprochen dem den beigehenden Brief und Paketchen, an Ew. Eure Excellenz zu bef\u00f6rdern. Ich bitte um Verzeihung da\u00df ich die\n Gelegenheit benutzt habe, ein kleines Packetchen an meinen Bruder Richard in Sans souci beizulegen, um dessen\n gn\u00e4dige Bef\u00f6rderung ich ersuche. Ich sehe mit der gr\u00f6\u00dften Erwartung und Ungeduld dem Augenblick entgegen, wo mir die Ehre verg\u00f6nnt sein wird, Ihnen pers\u00f6nlich meine Aufwartung zu\n machen. Das Dem Beispiel und deren den Schriften Ew. Eurer Excellenz habe ich allein zu danken, was ich geworden bin; von\n diesem Umstand m\u00f6gen Sie daher schlie\u00dfen, wie gro\u00df meine Sehnsucht\n ist , Ew. Eure Excellenz nun auch pers\u00f6nlich kennen zu lernen, und Ihnen m\u00fcndlich die Versicherung geben zu k\u00f6nnen, da\u00df ich mit der gr\u00f6\u00dften\n Hochachtung bin Ew. Eurer Excellenz ganz ergebenster Diener Robert H Schomburgk London 19 Golden Square 3 ten April\n 1840.","110":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Do ut des lat.: \u201eich gebe, damit du gibst . Da Sie mir die Troschken, theurer Ehrenberg, nicht auf dem Wege nach St Sankt Ladenberg haben verg\u00fcten wollen, so habe ich die ungeziemte flehentliche bitte\n ob Sie Montag in der Klassensitzung Montag 29 Jun. Junius etwas statt meiner vorzeigen od. oder vortragen k\u00f6nnen. Herr v. von Buch hat f\u00fcr mich 25 Mai gelesen und\n jezt soll ich seine Stelle vertreten, f\u00fcrchte aber Montag schon in Sanssouci zu sein . Der Das Schreiben mit Kreidethie ren ( Oran Egypten ) ist ja eine ganze Abhan dlung Ehrenberg 1840a \u2013 eine der gr\u00f6ssten Entdekkungen unserer Zeit . Schreiben Sie mir nein recht frei bis morgen oder schaffen Sie mir eine der beiden Rosen Ihr plagender AlHumboldt Freitags","111":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg Wie gl\u00fcklich sind Sie, edler Freund, dass Sie aus den tiefen des\n Meers und aus den Tiefen Ihrer reinen Liebe f\u00fcr die Natur sich solche Gen\u00fcsse zu verschaffen wissen . Diese neuen gl\u00e4nzenden Entdekkungen \u00fcber die lebenden Kreide Thiere Ehrenberg 1838c geh\u00f6ren zu den wichtigsten geognostischen Entdekkungen die ich erlebt.\n Aber auch das Wiederbe leben Ihres reichen afrikanischen Werkes Ehrenberg 1841a aus dem Scheintode erfreut mich, so unangenehm auch die Operation selbst sein mag. Ich werde kommen Ihnen\n pers\u00f6nlich Gl\u00fck zu w\u00fcnschen. Meine Lage giebt alles was die Eitelkeit \u00e4usserlich befriedigen k\u00f6nnte, aber der Wirksamkeit sehe ich wenig. Dankbarst Ihr AlHumboldt Freitags","112":"Pro Reg. Genehmigt u und bereits in extenso verf\u00fcgt , auch die einzelnen Gesuche der Br\u00fcder ? Lese ich recht, so ist der Antrag\n genehmigt und bereits auch die nicht beiliegenden einzelnen Gesuche der Br\u00fcder in extenso verf\u00fcgt,\n also f\u00fcr mich bey der Sache nichts mehr zu thun. Dr.\n 11. Oct. October 40. Eventualiter folgt die Ordre an die G. O. Generalordenscommission und die Geld-Anweisung. Ew. Eure K\u00f6nigliche Majest\u00e4t den ten Oct. 1840. An die General Ordens\n Commission. Ich habe dem erkannten Verdienste des Reisenden Robert Schom burgk , welcher\n die Kunst-Kammer , das Herbarium und , das zoologische Museum Cabinet zu Berlin berreicher auf die uneigenn\u00fctzigste Weise bereichert hat , den rothen Adler Orden der dritten Classe zuerkannt und beauf trage die G.O.C. Generalordenscommission die Insignien dem wirklichen Geheimen Rath Excellenz von Humboldt zu \u00fcberschicken, welcher sie\n bef\u00f6rdern wird. FW. An den StaFm. Staats- und Finanzminister Gr. Graf von Albensleben . Ich habe den G\u00e4rtner Richard Schomburgk zum Reisenden des botanischen Gartens zu Berlin und zum Begleiter seines im gro\u00dfbrittannischen Colonial-Dienste stehenden Bruders Robert Schomburgk nach Demerari in der Guayana auf zwey Jahre bestimmt, und ihm f\u00fcr\n diesen Zeitraum ein Ge halt Renumeration von Sechshundert\n Thalern j\u00e4hrlich, so wie f\u00fcr die Reise von Berlin \u00fcber Hamburg und London und Barbados nach Demerari ebenfalls Sechsundert Thaler ausgesetzt, und er m\u00e4chtige Sie, die Remuneration f\u00fcr das\n erste Jahr und die bemerkten Reise-Kosten zusammen mit Ein Tausend Zweihundert Thalern aus dem Extraordinario der General Staats Casse sofort dem w. G. R. wirklichen Geheimen Rat Excellenz von Humboldt zahlen zu\n lassen, welcher diese Summe vorgeschossen hat. Weiterhin ist die j\u00e4hrliche\n Remuneration von 600 r. dem Ministerio des \u00f6ffentlichen Unterrichts zu \u00fcberweisen . FW. haben mir zu befehlen geruhet, Allerh\u00f6chstderselben Vorschl\u00e4ge \u00fcber die, der\n Lage und Lebensverh\u00e4ltnisse n angemessene Remuneration des ausgezeichneten und k\u00fchnen Reisenden Robert Schomburgk einzu reichen. I. Ueber die geographischen und naturwissenschaft lichen Verdienste des Reisenden, welcher der Geo graphischen\n Gesellschaft zu London durch\n seine vortrefliche K\u00fcstenaufnahme der klippenreichen west indischen Insel Anegada bekannt geworden war, und nachmals, sechs Jahre\n lang, einen wichtigen L\u00e4nderstrich zwischen Demarari (der englischen\n Guyana ) und dem, von mir besuchten Oberen Orinoco durchstrichen und neu entdekt\n hat, brauche ich nichts zu sagen, da Ew. Eurer Majest\u00e4t diese Verdienste aus dem den bereits erschienenen astronomischen und pittoresken Reiseberichten\n bekannt sind. Robert Schomburgk hat als Ausl\u00e4nder, als Preusse , durch sein sittliches\n Betragen, wie durch seine Kenntnisse und praktische Geschiklichkeit, sich dermaassen das Vertrauen der Grossbritannischen Regierung gesichert, dass er in wenigen Wochen zur trigonometrischen Aufnahme der Provinz Guyana , zu Schlichtung der Streitigkeiten mit den Brasilianern und zur Sicherung der, von diesen oft fanatisch zerst\u00f6hrten\n protestantischen Missionen ausgesandt wird. Diese Facta beruhen nicht auf\n seinem Zeugniss und dem meiner Correspondenz-Nachrichten, sie beruhen\n auf dem gedrukten, Ew. Eurer Majest\u00e4t vorgelegten Bericht des Anniversary Meeting des 25sten Mai 1840 . Der Freiherr von\n B\u00fclow , der den Reisenden lange in London gekannt, bezeugt\n auch gern, dass derselbe daselbst, in den h\u00f6heren Klassen der Gesellschaft, mit vieler Auszeichnung und Vorliebe behandelt worden ist. Robert Schomburgk hat bereits, vor mehreren\n Jahren in den Ein\u00f6den der tropischen Zone ohne je zu wissen, dass er\n in sein Vaterland zur\u00fck kehrte, Se Seiner Maj. Majest\u00e4t der K\u00f6niginn , die er das Gl\u00fcck gehabt hatte, als\n Braut bei der Durch reise durch Sachsen, zu\n erblicken, ein sch\u00f6nes Pflanzen-Geschlecht gewidmet. Er hat jezt, wie\n die\n Anlage\n beweiset, auf die uneigenn\u00fczigste Weise die Kunst-Kammer, das\n Herbarium und das zoologische Cabinett bereichert. Die Geschenke, die er\n gemacht , haben wenigstens einen Geldwerth von 135 Friedrichs d\u2019or (Feder- und Kunst-Sachen 35 Fr. Friedrichs d\u2019or ; B\u00fccher, pr\u00e4chtig gebunden und Handzeichnungen 30 ; Pflanzen f\u00fcr das\n Her barium 60 ; ausgestopfte V\u00f6gel 10 Fr. Friedrichs d\u2019or = 135 Friedrichs\n d\u2019or ) . Seiner \u00e4usseren Lage nach, hat der junge (36 j\u00e4hrige) Mann so lange er in der Vermessung ist, da andere Officiere unter ihm\n stehen, den Rang eines Oberst Lieutenants in der Colonial Miliz. Unter diesen Verh\u00e4ltnissen und da es in England viel Freude machen wird, dass Ew. Euer K\u00f6nigl K\u00f6nigliche Majest\u00e4t einen Ihrer Un terthanen einer Auszeichnung w\u00fcrdigen , schlage ich allerunterth\u00e4nigst vor: dem Robert Schomburgk den Rothen Adler\n Orden, nicht vierter, sondern dritter Klasse zu verleihen. Bei der Ver\u00f6ffentlichung dieser allergn\u00e4digsten Verleihung w\u00e4re die Person\n wohl am schiklich sten also zu bezeichnen: Robert Schomburgk , in K\u00f6niglich - Grossbritannischem Colonial-Dienste in Guyana .\n Bei Gelehrten , die in fremdem Dienste stehen, ist die unmittelbare Verleihung des Ordens der dritten, ja selbst der zweiten Klasse mehrmals, unter\n der glorreichen Regierung des hochseligen K\u00f6nigs\n Majest\u00e4t , geschehen. II . Die Lage, in welcher sich Robert Schomburgk in einem Lande befindet, das er in allen Richtungen auf den Fl\u00fcssen\n durchstrichen, macht es sehr w\u00fcnschenswerth, dass Ew. Euer K\u00f6nigl. K\u00f6nigliche Majest\u00e4t das allerunterth\u00e4nigste Gesuch des\n Bruders Richard Schomburgk , eines sehr gutgearteten\n jungen Mannes, der in den hiesigen G\u00e4rten gearbeitet, huldreichst\n genehmigen m\u00f6gen. Es w\u00e4re sehr zu bedauren, wenn diese trefliche\n Gelegenheit den botanischen Garten und\n die Naturhisto rischen Museen zu bereichern , verloren ginge. Ich w\u00fcrde den Vorschlag gewagt haben,\n wenn Ew. Euer K\u00f6n K\u00f6nigliche Majest\u00e4t auch nicht, durch die Geschenke des Reisenden , Sich veranlasst glaubten, etwas ihm angenehmes zu thun. Da der Sohn des Garten-Directors Otto von der Insel Cuba und von Caracas , wohin ihn des hochsel. hochseligen K\u00f6nigs Majest\u00e4t ausgesandt , zur\u00fckkommt, so hat der botanische Garten ohnedies gegenw\u00e4rtig keinen Reisenden ausserhalb Europa . Die Fortsezung und Vervielf\u00e4ltigung\n dieser wenig kostbaren Unternehmungen sind aber sehr nothwendig, damit\n unsere botanischen und zoologischen Sammlungen nicht zu sehr hinter denen der Nachbarl\u00e4nder zur\u00fckbleiben. Ich schlage ganz gehorsamst Ew. Eurer K\u00f6niglichen Majest\u00e4t aller huldreichst zu genehmigen vor,\n dass der G\u00e4rtner Richard Schomburgk als Reisender des k\u00f6nigl . k\u00f6niglichen botanischen Gartens und Sammler f\u00fcr die Museen seinen \u00e4lteren Bruder Robert Schomburgk nach S\u00fcd\n Amerika begleite, dass er zwei Jahre dort verweile, dass ihm eine j\u00e4hrliche Remuneration von sechshundert Thalern und f\u00fcr die\n Hinreise von Berlin \u00fcber Hamburg , London und Barbados , zur nach Demarare in der Guayana , ebenfalls sechs hundert Thalern aus dem fond ad\n extraordinaria gezahlt werde. Die Reisekosten bis Demarare sind nicht von mir zu hoch angeschlagen , da die Passage von Falmouth bis zur\n Insel Barbados allein 50 Pfund Sterling kostet. Als j\u00e4hrliche Remuneration f\u00fcr Reisende des botanischen Gartens sind, unter der vorigen Regierung, gew\u00f6hn lich 800 Thaler und mehr ausgesezt gewesen, aber der in allem sehr beschei dene Robert Schomburgk hat\n erkl\u00e4rt , sich mit 600 Thalern f\u00fcr den, seiner Leitung anvertrauten j\u00fcngeren Bruder zu begn\u00fcgen, obgleich der Ankauf eines grossen Canots und der\n Unterhalt von sechs Ruderern in Guyana unumg\u00e4nglich nothwendig sein werden. Da die ganze Expedition den Continent schon am 17ten October verlassen muss und die Verbindung mit Demarare leicht erschwert werden k\u00f6nnte, so erflehe ich von der Gnade Ew. Eurer Majest\u00e4t : dass die huldreiche Verleihung des Ordens recht bald geschehe, auch\n (wie in solchen F\u00e4llen bisher immer erfolgt ist) die Zahlung der 600 r. Reisekosten, wie der 600\n r. erstj\u00e4hrigen Gehaltes, also die Zahlung von 1200 r. gleich statt finde. Sobald ich erfahre, dass Ew. Euer K\u00f6nigl. K\u00f6nigliche Majest\u00e4t diese allerunterth\u00e4nigsten Vorschl\u00e4ge zu\n billigen geruhet haben , werde ich aus\n eigenen Mitteln, zur Beschleunigung der Abreise die 1200 r. vorschiessen und\n den Director des Ministerium s der Unterrichts, geistlichen und Medicinal Angelegenheiten von Ladenberg ersuchen die Instruc tion des Reisenden Richard Schomburgk ausfertigen zu lassen. Die Gnade welch Ew. Euer K\u00f6n. K\u00f6nigliche Majest\u00e4t beiden Br\u00fcdern zuwenden, wird den alten Vater , Prediger in Voigtstedt , um so mehr erheitern, als er 6 Jahre lang \u00fcber\n die jugendlichen Verirrungen eines anderen, in der Sternschanze gefangen gehaltenen Sohnes getrauert hat. Ich ersterbe in allertiefster Ehrfurcht, Ew. K\u00f6n K\u00f6niglichen Majest\u00e4t unterth\u00e4nigster Al. v. Humboldt Charlottenhof , den 5ten Oct October 1840.","113":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg mit einem P\u00e4kchen Sand. Da ich auf Befehl des K\u00f6nigs mich wieder nach P. Potsdam \u00fcbersiedle, mein theurer Freund, so kann ich nur\n mit wenigen Zeilen auf Ihren lieben Brief antworten . Ihre Interessen werden mir nie l\u00e4stig sein, aber ich kann versichern,\n dass ich den Mangel der Antwort schlechterdings in keinem Zusammenhange mit den Sammlungen des Museums glauben kann. V\u00f6llige Freiheit f\u00fcr Sie u und Zulage sind die Grundpfeiler der Gesch\u00e4fte. Da mit jedem Tage E. Eichhorn in das Ammt treten soll, so hat Lad. Ladenberg diesem die Unterzeichnung \u00fcberlassen wollen. Dass Sie theurer Freund,\n durch seine Z\u00f6gerung behindert sind, mit dem Buch h\u00e4ndler abzuschliessen, beklage ich freichlich, es ist aber nur ein tempor\u00e4res Uebel. Meine Verh\u00e4lt nisse mit dem neuen Minister sind ganz anderer Natur, als mit Alt. Altenstein und Ladenb. Ladenberg . Sie sind durch ganz neue Ereignisse (in denen ich\n n\u00fczlich war) cimentirt. Ich werde alles von ihm erlangen, was Ihnen n\u00fczlich ist, auch in der Ne gociation mit Voss , da die Summe von 10\n 000 Thalern (falls sie nicht nach Bedarf des Absazes theilweise zu zahlen ist) mir unerh\u00f6rt scheint. Bei gutem Willen giebt es aber H\u00fclfe\n f\u00fcr alles und die gl\u00e4nzenden Entdekkungen, die Sie in den lezten\n Jahren zu den fr\u00fcheren Ihrer orientalischen Reise zugef\u00fcgt, sind jedem gebildeten Manne der nicht V\u00f6gel- u und K\u00e4fer-Handel treibt, leicht zu erl\u00e4utern. Ht Mittwoch Anbei ein P\u00e4kchen Sand der Ostsee bei Warneke von den Hofdamen der K\u00f6nigin, gesammlet.","114":"Ew Euer Wohlgeboren haben der Lebhaftigkeit meiner Gef\u00fchle Gerechtig keit wiederfahren lassen, wenn Sie den tiefen Schmerz\n ahnen, welchen ich, bei der ersch\u00fctternden Nachricht von dem Verluste\n empfunden habe welchen Sie, die hiesige Universit\u00e4t und die Natur wissenschaften im Allgemeinen erlitten haben. Der Hingeschiedene war\n gleich ausgezeichnet durch seinen unerm\u00fcdlichen Forschungs-Geist, seine uneigenn\u00fczige Hingebung und die Liebensw\u00fcrdigkeit seines Characters.\n Ich zweifle nicht, dass der Staat Ihre bedr\u00e4ngte Lage verbessern wird und Sie k\u00f6nnen versichert sein, dass ich die Pflicht der Freundschaft und\n der tiefen Achtung f\u00fcr ein so ausgezeichnetes Verdienst mit allem Eifer, durch Empfehlung, erf\u00fcllen werde. Da alle Pensions Gesuche der Art\n unwiederbringlich an die Ministerien das Ministerium welches die definitiven Vorschl\u00e4ge macht zur\u00fck gehen m\u00fcssen,\n so scheint es mir bei dem jezigen ungeheueren Zudrange der Arbeit um den K\u00f6nig , k\u00fcrzer und rathsamer,\n dass Ihre Eingabe zuerst bei dem Ministerium geschehe. Wollen Sie schikken mir g\u00fctigst die\n Abschrift der Eingabe. Sie mir dieselbe g\u00fctigst nach der Huldigung \u00fcbersenden (aber versiegelt ) damit ich sie gleich mit einer\n Empfehlung begleiten kann an den neuen Minister . Nach Ende der Amtszeit von Karl zum Stein von\n Altenstein und nachdem Adalbert von\n Ladenberg die Leitung kommissarisch wahrgenommen hatte,\n war ab 1840 Friedrich\n Eichhorn im Amt, den Humboldt hier meinte. Mit der ausgezeichnetsten Hochachtung Ew Euer Wohlgeboren ganz ergebenster AlHumboldt Berlin, den 9 Oct October 1840","115":"Innigsten Dank, mein theurer gem\u00fcth licher\n Freund, dass Sie mir so viel beruhigendere Nachrichten \u00fcber Ihr S\u00f6hnchen und dessen trefliche Mutter geben, auch mich Schrekken \u2013 erregend an meine Schuld, eine Vorlesung in der Akademie ganz nahe, zum 29sten erinnern. Ich bin seit mehreren Tagen leidend an Zahnweh und etwas rheumatisch. Es ist mir sehr schwer von hier aus Schritte zu einem Stellvertreter zu machen. W\u00e4re es Ihnen, theurer Freund, nicht m\u00f6glich jemand zu bereden unter den Unsrigen der statt meiner etwas vortrage. Auf jeden Fall bitte ich Sie mich,\n durch unvorhergesehene Unp\u00e4ss lichkeit selbst in\n der Akademie zu entschuldigen. Schreiben Sie mir g\u00fctigst einige Zeilen\n hieher, ob Sie jemand zur Lect\u00fcre gefunden . Es macht mich meine Schuld ganz unruhig. Mit alter Liebe Ihr AlHumboldt Potsdam, Montag.","116":"Sr Seiner Wohlgeboren Herrn Prof Professor Ehrenberg Ich f\u00fchle theurer Freund Ihren Schmerz und Ihren gerechten Unwillen, aber neben den elenden Beh\u00f6rden stehen Welt und Nachwelt,\n welche den Glanz Ihrer Entdekkungen, die Frucht Ihrer k\u00fchnen Reise erkennen. Diesen Augenblik sah ich Min. Minister Eichhorn am Sarge Stegemanns . Er hat mir auf das bestimmteste wiederholt dass\n die 500 Thaler Zulage fest stehen nicht als Honorar eines Buches, sondern um einen Mann zu ehren Dessen Namen die Zierde der Universit\u00e4t\n ist . Vielen Dank f\u00fcr die Zahlen . Ihr treuer AlHt Montags","117":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Ich kann in der Eile des Einpakkens Ihnen, theurer Freund nur\n f\u00fcr den Anblik der herrlichen Zeichnungen danken . Die Infus. Infusorien - Proben bitte ich Sie mir bis zur\n R\u00fckkunft aufzuheben . In England habe ich keine Hofnung zu irgend\n einer scientif. scientifischen Mitthei lung. Schinkels Wittwe ist gewiss nicht vergessen . Der Vorschlag ist ein Capital von 40.000 Thaler\n zum Ankauf der Sammlung. Wahrscheinlich hat Beuth die Sache nicht vor der Abreise des K\u00f6nigs beendigen k\u00f6nnen. F\u00fcr Wilhelm Weber war ich heute mor gen schon um 10 Uhr bei dem Minister Eichhorn , um ihm die Anstellung dringend zu empfehlen . Er ist ganz daf\u00fcr , nur scheint ihm K\u00e4mpts Abgang nach Dorpat noch nicht officiell entschieden . Er findet gar keine politische Schwierigkeit und hat mir\n das beste versprochen . Ich glaube Prof Professor Weber sollte, ehe er abgeht, selbst schreiben und sich auf meinen Vorschlag beziehen, mich nennen . Mit alter Dankbarkeit Ihr AHt Freitags","118":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg mit einem Paketchen Ich habe Ihnen nicht fr\u00fcher, theurer Ehrenberg, von meinem innigsten Wunsche geschrieben, dass wir Sie an des baroquen Erman\u2019s Stelle zum Leiter und Heerf\u00fchrer unserer Klasse\n haben sollten. Ich w\u00fcnschte ehe ich Ihnen schriebe, Encke zu sehen, um die Lage der Sache zu kennen. Er giebt mir die Sicherheit\n \u201edass keine Concurenz bei der Ber\u00fchmtheit Ihres Namens, wie Ihrer\n Bef\u00e4higung m\u00f6glich sei, Lichtenstein w\u00fcrde\n sich nicht einmal melden und wenn er es gethan w\u00fcrde er Ihnen nicht\n gef\u00e4hrlich sein. Poggendorf sei nicht nur zu jung, sondern zu unwichtig und litterarisch ungelehrt.\u201c Die Sache wird also wie ich denke, leicht zu Stande kommen, doch sollen Ihre Freunde nichts vernachl\u00e4ssigen. Dankbarst Ihr A Ht Mittwochs Hier noch einmal die chinesische Erde von Stanislas Julien wohl ganz unorganisch.","119":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg Ich eile Ihnen zu sagen, mein theurer Freund, dass die Wahlen allerdings proclamirt werden k\u00f6nnen . Ich hatte wegen Riess vorgestern an Eichhorn geschrieben und er hielt gestern fr\u00fch von ihm die sehr freundliche Antwort . Die Staatszeitung solle zu Dienstag die Ernennung des D r Doktor Riess verk\u00fcndigen, die K\u00f6nigl. K\u00f6nigliche Best\u00e4ti gung sei Freitag von Danzig gekom men und er werde sie eiligst der Akad Akademie mittheilen . Diese officielle Antwort des Ministers habe ich in die H\u00e4nde des D r Doktor Riess gelegt. Da ich gerade das Leibnitzi sche Fest\n zum Vorwande gebraucht um Eichhorn so zu bedr\u00e4ngen, so w\u00fcrde meine Eile wenig vor ihm gerechtfertigt sein, wenn die k\u00f6n. k\u00f6nigliche Best\u00e4tigung nicht in der Sizung verk\u00fcndigt w\u00fcrde . Es ist auch im Interesse des liberalen Rufs des K\u00f6nigs . Ganz Israel wird der Sizung beiwohnen. Die mit Bewusstsein schwimmenden Ziegelsteine Ehrenberg 1842 m\u00fcssen Sie sehr erfreuen . In der Schrift von Duvernoy ist Ihrer sehr\n lobend, wie \u00fcberall gedacht. Ich dachte, ich h\u00e4tte sie Ihnen\n zur\u00fckgeschikt. Ihr AHt Montags.","120":"Der Minister des Inneren Graf Arnim Boitzenburg hat einem 11\n j\u00e4hrigen sehr viel versprochen , dem Sohn , den er das College Coll\u00e8ge francais fran\u00e7ais besuchen lasst l\u00e4sst wo fast gar keine Naturgeschichte getrieben wird zu der doch das Kind die meiste Nei gung bezeigt. Die Haupt neigung des Kindes ist zwar jezt Mineralogie weil er eine\n kleine Sammlung besizt aber, da das Kind einst grosse Guter G\u00fcter besizen wird so w\u00fcnscht der Vater be sonders, dass das Kind Liebe zur Botanik gewinne . Meine Frage ist nun ob Sie mir jemand schaffen konnen k\u00f6nnen der fur f\u00fcr Geld dem Kinde mit Vorzeigung von Natur gegenstanden Naturgegenst\u00e4nden etwas Botanik beibrachte beibr\u00e4chte aber, da jezt Winter ist, zugleich etwas allgemeine\n Mineralogische Kenntnisse hatte h\u00e4tte . Es ist ganz prosaisch ein Stunden geben, das man\n Stunden weise bezahlte. Die Mutter geb. geborene Grafin Gr\u00e4fin Seckendorf vielmehr: Anna Caroline\n Gr\u00e4fin von der Schulenburg . , einst Hofdame in Weimar ist sehr liebenswurdig liebensw\u00fcrdig . Verzeihen Sie die Lastig keit L\u00e4stigkeit theurer Freund . Ihr AlHumboldt Mittwochs Sr Seiner Wohlgeboren Herrn Professor Kunth.","121":"Der junge Mann, theurer Freund, hat mir sehr, sehr wohl gefallen . Ich habe sogleich \u00fcber ihn an Min. Minister v von Arnim geschrieben und ihn gebeten mir einen Tag und eine Stunde zu bestim\u0305en bestimmen in der er ihn besichtigen will. Nehmen Sie bis dahin meinen herzlichsten Dank an . Ihr AHt Dienstag Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit Zeitungen Wegen\n Hartwitz Sr Seiner Wohlgeboren Herrn Professor Kunth in Berlin Sch\u00fctzenstra\u00dfe n numero 7. AlHumboldt","122":"Mein theurer Kunth! Der Minister Gr Graf Arnim w\u00fcnscht Herrn Hardwiz? (ich habe leider den Namen\n nicht ganz gefasst) morgen Sontag fr\u00fch zwischen 10 und 1 Uhr zu empfangen. Ich glaube es ist am\n besten, er nimmt meine Karte mit, und sagt dem Portier er sei durch\n mich zum Minister bestellt. Er wird gewiss sehr gefallen. Sobald Sie bessere Nachricht aus Paris ? haben, so schreiben Sie mir\n ja . Meine Verehrung Ihrer treflichen Gattin . Ihr AHt Sonnabend.","123":"Sr Seiner Wohlgeboren Herrn Prof. Professor D r Doktor Ehrenberg zu Berlin Franz\u00f6sische Str Stra\u00dfe n numero 36 Sie sind immer gleich liebensw\u00fcrdig, mein theurer Freund und\n College, in Sibirien wie an der Spree . Der Pr. Prinz der Nie derlande bleibt\n gewiss noch 2-3 Wochen hier, ich muss also streng bei meinem ihm gemachten\n Vorschlage bleiben, ihm ein Microscop von Schieck f\u00fcr 50 h\u00f6chstens 60 Thaler Cour. Courant zu verschaffen . Vergr\u00f6sserung von wenigstens 300 mal . Schieber die eingeklemmt sind nicht frei liegen und so\n herabfallen . Einige Infusorien von Ihnen . Das sind meine unbescheidenen W\u00fcnsche. Mit alter Verehrung und\n Freundschaft, Ihr AlHumboldt Potsdam Donnerstags","124":"Hier, theurer Freund, ist die Note wegen des Aerolithen die Sie nach Gefallen abk\u00fcrzen k\u00f6nnen. Ich bitte die Note abschreiben zu lassen weil sie Ihnen gewiss Schwierigkeit zum Verlesen machen wird . Ich habe Ihnen aber die unfreudige Nachricht zu geben, dass der K\u00f6nig h\u00f6chst wahrschein lich (wenn nicht etwa\n pl\u00f6zlich Thauwetter eintritt), unserer feierlichen, hundertj\u00e4hrigen Sizung nicht beiwohnen wird. Er ist gestern in grosse Klagen ausge brochen; er hat die Feier vergessen, ob gleich man ihn vorige Woche noch\n daran erinnerte. Er h\u00e4tte Sie gern geh\u00f6rt, auch der Neu Platonismus von Neander \u2013 aber, aber das sch\u00f6ne Wetter, er geht mit allen Prinzen auf drei\n Tage nach Freyen walde auf die Jagd. Cosi va il mondo. Dankbarst Ihr AHt Dienstag Ich hatte keine Ahnung von dieser Jagd da wegen Krankheit des K\u00f6nigs es so unwahrscheinlich war . M\u00f6ge es thauen! Den Stein u und die Acten \u00fcbergeben Sie theurer Freund, an Weiss .","125":"Ich heile die Wunden die ich schlage, theurer Freund; ich habe vom K\u00f6nig erlangt, dass er erst Freitag fr\u00fch\n oder Donnerstag Abend, um 7 Uhr , zur Jagd geht . Da der Kriegsminister mir eben sagt, dass er selbst Donnerstag Vortrag haben wird, so zweifle ich nicht, dass der K\u00f6nig Donnerstag bei\n uns auf der Akademie sein wird und freue mich des Entschlus ses.\n Ich werde noch einmal vor Donnerstag officiell anfragen . Verehrungsvoll Ihr AlHumboldt Dienstag Abend Sie haben gewiss meine Note wegen des Aerolithen u und die Zeug nisse dar\u00fcber bekommen! Sr. Seiner Wohlgeboren Herrn Professor Ehrenberg AlHumboldt","126":"Der ungl\u00fckliche Tag Sontag 4 . Febr Februar .\n Ich kann Ihnen nicht genug mein Bedauern aussern \u00e4ussern . Es ist Sontag Abend 9\u201311 h die einzige Carnaval-Cour\n bei Pr Prinz Carl , wo man ganz brodirt sein muss, also ist bei\n der Entlegenheit meiner Wohnung kein Mittel des Umkleidens . AHt Dienstag Vorigen Sontag war die erste Cour bei Pr. Prinz v. von Preussen . Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth","127":"Sontag Behalten Sie, theurer Freund, den Auszug eines Briefes von dem armen Schomburgk Vgl. das Schreiben von Otto Schomburgk an Humboldt mit Ausz\u00fcgen aus einem Brief Richard Schomburgks aus British Guyana . Berlin, 14.\n April 1844 (Biblioteka Jagiello\u0144ska Krakau , Sammlung\n Autographa). dem, gewiss ohne seine Schuld, alles verloren geht was er\n schenkt. Pflanzen transporte sind nur sicher wenn man selbst\n dabei ist. Salziges Wasser, kein Geld, Fieber, Tod der Bestien\n f\u00fcr den ohne dies thierlosen hiesigen Garten \u2013 das ist eine freudenleere Welt.\n Alle meine Bitten f\u00fcr Fraul Fr\u00e4ulein Caroline Kunth bei K\u00fcstner sind bisher fruchtlos und (womit Sie sie nicht betr\u00fcben m\u00fcssen) Meyer Beer , vor dem sie gesungen,\n hat sie sehr mittelm\u00e4ssig gefunden . Auch das ist unfroh . AlHumboldt In dem etwas groben Briefe Schleiden 1844 . v. von Schleiden an Nees v. von Esenbeck stehen sehr amusante am\u00fcsante und sehr gelehrte Dinge \u2013 uber \u00fcber die Astronomie der Naturphilosophen gegen Hegel u und Schelling recht litterarisch gelehrte Sachen .","128":"Gestern endlich sind mir einige mikrologische Gegenst\u00e4nde von der\n Weltumseglung des Capitain Ross zugekommen. Es sind\n zahlreiche P\u00e4ckchen von Erde in kleinem Format und 3 Gl\u00e4schen mit Wasser\n aus der Pfannkuchen See (Pancake Sea) des S\u00fcdpols unter 74\u201378\u00b0 s s\u00fcdlicher B Breite . So wenig Gl\u00fcck ich mit der Sophien Moschee gehabt habe, von\n woher das rechte Material ausgeblieben, so gl\u00fcckliche Griffe hat der Herr Hooker gethan. Das s\u00fcdliche Polar-Meer\n ist \u00fcberschweng lich reich\n an unsichtbar kleinen Thierformen mit Kieselschale, deren Absterben neue\n Lagen fester Masse bedingt und dem Leben im Meer die Frage nach dem\n Ursprunge ihrer Kiesel-Erde unerledigt l\u00e4\u00dft. Es ist sehr Schade da\u00df ich\n keine n\u00e4heren Urteile \u00fcber die Art des Einsammeln s mit erhalten habe. Aus den Etiketten geht hervor da\u00df man\n w\u00e4hrend des Segelns Wasser sch\u00f6pfte (where the Ships sailed through vast\n streams of brown Pan cake Sea) aus farbigen\n braunen Seestreifen. Ob es durchgeseiht wurde oder nicht, ob es von der\n Oberfl\u00e4che war oder ob man Schlamm vom Senkloth mit aufgenommen, ist ist unklar. Die Menge des Festen in den Gl\u00e4sern ist so gro\u00df, da\u00df es entweder R\u00fcckst\u00e4nde Entdeckung\n der Kieselpanzer der Diatomeen 1834 von Prof. Professor K\u00fctzing (Die kieselschaligen Bacillarien oder Diatomeen 1844 p pagina 7) entdekt nach\n Eisengehalt gleichzeitig m mit Diatomeen p pagina 8 und zwar in den Interaneen. Ehrenberg glaubt f\u00e4lschlich zuerst an\n Gallionella ferruginea \u2642. fossile zuerst von Fischer zu Pirkenha m\u0305 mm er bei Carlsbad p pagina 7 entdekt 1836 im Torfmoor bei Fran zensbad Diatomeen viel in kalten B\u00e4dern vor Abaro u und Bataglia u und zu Davos Bewegung der\n freien Keime Der Vavoteria character durch Wimpern Augen , die Pflanze im Momente\n der Thier werdung 1843 K\u00fctzing Bacill. p pagina 27 ( P Ehrenberg Pogg. Poggendorf N Nummer 8 (1836) p pagina 220 Bewegliche Diat. Diatomeen ( Naviculae ) geben in \u2609 oxygen p pagina 224 28 gr\u00f6\u00dferer durchgeseihter Wassermassen gewesen seyn m\u00fcssen oder\n da\u00df man Grund schlamm aufgehoben hat. Alles ist\n orga nisch, viele von den 1842 gesammelten Formen haben heut 1844 noch erkennbare Eingeweide, waren mithin fr\u00fcher\n lebend, als sie gesammelt wurden. W\u00e4ren sie aus gro\u00dfer Tiefe, so w\u00e4re die\u00df\n noch weit interessanter. Ich habe in diesen 2 Tagen etwa 50 Species unterschieden, darunter sind etwa \u2154 weit verbreiteter Seethiere \u2153 eigenth\u00fcm lich. Neue Genera sind 2 sehr h\u00fcbsche dabey, eins mit 6 Arten (kieselschalig) Zeichnungen mit Untertiteln: Asterodiscus A. Asterodiscus flexuosus \/ A. Asterodiscus septenarius \/ A. Asterodiscus octonarius \/ A. Asterodiscus senarius Hemiaulus H. Hemiaulus antarcticus Da\u00df das felsbauende Leben die Meere\n aller durchdringt , ist somit au\u00dfer\n Zweyfel. Herrn Hookers Sendung ist mir durch Darwin zugekommen den ich um etwas Erde von den Gallopagos Gallapagos Inseln gebeten hatte. Diese habe ich erhalten und dazu\n hatte Herr Hooker seine Erd- Proben gesellt, die aber nicht absichtlich\n eingesammelt sondern jetzt erst von den Pflanzenwurzeln ent nommen zu seyn scheinen. Vielleicht hat mithin Capit. Capit\u00e4n Ross noch andere Proben von Sand, Erde, Meeresgrund absichtlich einpacken lassen. Herr Werne hat uns neulich (am Sonnabend vor\n 8 Tagen) eine recht interes sante Schilderung\n seiner Reise in Mittel- Afrika im K\u00f6nigreich Bari u und s. so w. weiter in der geograph. geographischen Gesellschaft mitgetheilt. In herzlicher Verehrung ver harrend Ihr dankbarster Ehrenberg Montag , den 13 Mai 1844","129":"Innig verehrter Herr Baron Zu der Nachricht welche ich Ihnen gestern \u00fcber das unsichtbare Leben im\n antarctischen Oceane gab mu\u00df ich mir die Erlaubnis erbitten heut einen\n Nachtrag und Zusatz geben zu d\u00fcrfen. Unter den vielleicht 80 kleinen\n P\u00e4ckchen welche ich von Herrn Darwin und Hooker erhalten habe fand sich noch eins\n worinn die wenigsten wichtigen Proben vom Meeresgrunde und s. so w. weiter enthalten waren. Ich glaube nun im Besitz des\n vollst\u00e4ndigen Materials zu seyn, welches die Expedition geliefert hat. Es\n sind dabey Proben aus dem Golf von Victoria Land, Proben des Bodens bey 170\n Fathoms Tiefe, bey 107 Fathoms, filtrirtes See wasser, Schnee und Eis-Thierchen aus 78\u00b0 S. S\u00fcdlicher B. Breite . Alles lebet am kalten S\u00fcdpol wie bei uns! Die Thierchen\n aus 1620 Fu\u00df Tiefe sind meist dieselben Kieselschalen Thierchen welche man\n von der Oberfl\u00e4che gefischt hat. Ich bin im gr\u00f6\u00dften Embarras de richesse Embarras de richesse: svw. \"Qual der Wahl\". . Die Gelegenheit das antarctische Leben festzuhalten kommt mir\n vielleicht nicht wieder. Auch von kalkschaligen Polytha lamien sind mancherley Formen dabey, aber\n auffallend wenige im Verh\u00e4ltni\u00df. Doch ich kann noch nicht von Resultaten sprechen, da ich erst gekostet habe. Ich werde mich beeilen eine \u00dcbersicht zu gewinnen und dazu mu\u00df alles gezeichnet werden. Irre ich nicht , so habe ich auch aus 207 Fathoms Tiefe schon Formen gesehen, die lebend\n ein gesammelt gewesen seyn m\u00fcssen. Mit den im Wasser frisch verpackten Glas Thierchen bin ich ziemlich in Ueber sicht, die trocken verpackten Materi alien habe ich aber erst heut aufgefunden. In herzlicher Verehrung verharrend Ihr dankbar ergebenster Ehrenberg Berlin den 14 Mai\n 1844.","130":"Mittwoch d. den 22 Mai 1844. Innigst verehrter Herr\n Geheimrath Die weitere Untersuchung der S\u00fcd- Polar-Organismen hat das Ihnen schon aus\n einzelnen Lebens-Spuren angezeigte Resultat, da\u00df bey 270 Fath. Fathmos Tiefe der Meeresgrund volles or ganisches Leben enth\u00e4lt, zu fester Gewi\u00dfheit gebracht. Alles was\n man \u00fcber Corallen aus gro\u00dfen Tiefen\n geschrieben hat ist deshalb unsicher, weil die Beobachter lebende und todte Corallen , die oft sehr schwer zu\n unterscheiden sind, nicht scharf bezeichnend unterschieden haben. Diese mikroskopischen Verh\u00e4ltnisse erlauben nun keinen Zweyfel mehr,\n da\u00df organisches Leben sich beim Druck von 50 Atmosph\u00e4ren erhalten kann. Da\u00df alle diese Dinge zellig sind und Luft enthalten, mithin\n wirklich getroffen werden von den Einfl\u00fcssen des Luftdruckes ist ebenfalls\n ohne Zweyfel. Au\u00dferdem fand ich ein P\u00e4ckchen in Darwin 's\n oder Hookers Sen dung, \u00fcberschrieben, vulkanische Asche die 380\n Meilen (miles) von Africa in der See (27 N N\u00f6rdlicher B. Breite ) gefallen ist. Darinn ist aber wohl doch \u2153 der Masse\n Infusorien-Schalen. So giebt es also doch solche atmos ph\u00e4rische Verh\u00e4ltnisse, wie es frey lich nahe lag. Wirbelwinde m\u00f6gen den feinen Staub\n hoch und weit in die Luft f\u00fchren. Die\u00df ist aber das erste Beispiel directer\n unzweyfelhafter Beobachtung einer Meteor-Erde aus Organismen. In der Hoffnung, da\u00df diese Kleinig keiten auch\n bey Ihnen Interesse er wecken, verharre ich mit\n den besten W\u00fcnschen f\u00fcr Ihre Gesundheit in den herrlichsten aller\n Fr\u00fchlings tage\n verehrungsvoll Ihr dankbar ergebenster Ehrenberg","131":"Dienstag , den 16 . Juli 1844. Innig verehrter Herr Baron Als ich Mittwoch nach Hause kam fand ich einen Brief des Herrn Darwin vor, welcher vielleicht auch Ihr Interesse weckt. Jener aus Infusorien gemischte aus der Atmosph\u00e4re niederfallender Staub von\n den Capverdischen Inseln, der bisher als vulkanische Asche gegolten und von\n dem Darwin berichtet hatte, da\u00df er l\u00e4ngere\n Zeit hindurch die Luft getr\u00fcbt habe, wird nun sogar zu einer daselbst einen\n gro\u00dfen Theil des Jahres vorkommenden constanten Erscheinung!! Wenn Darwin es f\u00fcr afrikanischen W\u00fcsten-Staub gehalten h\u00e4tte, so w\u00e4re eine gro\u00dfe area wo der Staub f\u00e4llt Infusorien = Ordenbanden am S\u00fcdpol Sternschild oben (Asteromphalus Dar winii, Rossi, Hookerii) sch\u00f6ne Asterolampra (Prachtstern oder\n marylandica) am Virginien u und Maryland; das sch\u00f6nste Ordenskreuz aber ist Heliopelta\n Leuwen hoekii, das mit der Symbolo phora Trinitatis Dreinig keit \/ K\u00f6rn chen \/ aus Bermuder fossil seine Vorstellung einer Verbindung des Staubes mit dem\n afrikanischen Land winde leicht einzusehen,\n allein er bleibt bey dem Ausdrucke \u201evulkanische Asche\u201c noch immer. Die 37 deutlichen Infusorien und kleinen Organismen erlauben nicht mehr an\n vulkanische Asche zu denken und die mir reichlich bekannten afri kanischen kleinen Formen, namentlich auch\n zahlreich von Senegal und von Guinea geben eine gute Basis zur Ver gleichung. Im Staube der Capverden ist\n keine einzige der characteristischen afrikanischen Formen. Und von den 37\n vorliegenden atmosph\u00e4rischen Formen sind 35 sehr verbreitete Welt b\u00fcrger, meist auch Berliner, aber 2 sind\n aus aus S\u00fcd-Amerika bekannt. Darwin ist in seinen Schriften ein ernster\n und umsichtiger Naturforscher. Daher ist jene Behauptung des An dauerns des Staubfalles wohl zu beachten. Freylich k\u00f6nnten sich die 2 ameri kanischen Formen noch in Afrika auf finden, allein da\u00df keine einzige\n afrikanische Form dabey ist, scheint mir neben jenen ganz ent scheidend, daf\u00fcr da\u00df der Staub nicht aus Afrika kommen kann. Ich habe nun an den Passat Wind gedacht der wirklich gerade zwischen den\n Capverden und Africa senkrecht herabsteigt und westlich sich, scheinbar von Africa kommend, erbricht, somit das Constante bedingt. Da\u00df dieser Luftstrom im amerikanischen Aequator aufsteigt und im afrikani schen herabkommt k\u00f6nnte dann\n gerade die Br\u00fccke der beyden fernen Puncte bilden, welche zu suchen ist. Dove den ich gestern \u00fcber diese Richtungen sprach, fand ich ganz geneigt solchen\n Zusammenhang zuzugeben. Sind aber solche Staubmassen, reich an Eisen (wie die r\u00f6thliche Farbe auch dieses, Eisen verr\u00e4th) in der Atmosph\u00e4re, die wie Regen lange fortdauernd\n w\u00fcrden, fallen k\u00f6nnen, so fehlt es nicht an dicht gedr\u00e4ngtem Material f\u00fcr\n solche Meteorsteine, die auf Kartoffel- Felder fallen k\u00f6nnen\n ohne die Oberfl\u00e4che zu durchbrechen obschon sie wie Kanonen kugeln gro\u00df sind und mit Weltk\u00f6rper- Geschwindigkeit\n ankommen sollten. Ich habe Darwin sogleich wiederge schrieben und\n die Meeresgrund-Nieder lagen der englischen\n Admiralt\u00e4t nur zu er\u00f6ffnen versucht. Leider war sein Brief keine Antwort\n auf meine ihm schon fr\u00fcher \u00fcbersandte Analyse seiner Gaben, sondern nur auf Dr. Doktor Dieffenbachs vorl\u00e4ufige Mittheilung. Beiliegend sende ich Ihnen einen Probe- Abdruck einer kleinen Tafel f\u00fcr den\n n\u00e4chsten akademischen Monatsbericht der eben ge druckt wird. Potsdams Wasserk\u00fcnste zu sehen gl\u00fcckte mir neulich leider wieder nicht und ich war daher froh, da\u00df meine Frau und einige Kinder nicht mit mir sich\n t\u00e4uschten . Sonntags ist das gro\u00dfe Publikum zu lustig und so erreichen wir Potsdams\n Versch\u00f6n erungen sp\u00e4t. Ueber die Wunderart des Spreewaldes habe ich Ihnen geschrieben und\n hoffe , da\u00df es Ihnen zugekommen ist. Ich habe vorgestern vor mich m\u00fcndlich danach zu erkundigen. Schenke\n Ihnen der Himmel Kraft und Lust zum F\u00f6rdern des Kosmos. In herzlicher\n Verehrung ewig Ihr dankbar ergebenster Ehrenberg Wegen der Symbolophora\n Trinitatis , die, wie Passions Blume und Gottes Pferdchen, einen\n Namen einem Dinge giebt, habe ich schon allerley h\u00f6ren m\u00fcssen.","132":"Von 2 Freunden scheint in Berlin nur immer einer sicher zu sein. Dieser eine bin ich selbst. Nachdem ich 4\n Tage mit Herrn v von Buch \u00fcber Erman conferirt er sich wiederholt zur Mitunterschrift erboten und erkl\u00e4rt hat: Erman ver diene weit mehr Mitglied der Akademie zu sein als Dove , den er n\u00e4chst Agassiz am wildesten hast, eile ich gestern 11 U Uhr zu Herrn v von Buch . Er war um 10 U Uhr nach Mailand gereiset und hinterl\u00e4sst nicht eine Silbe Entschuldigung. Das heisst Freund schaft od oder vielmehr Geniewesen mit Roheit gepaart. Ich habe nun den ungl\u00fcklichen Weiss violentirt. Ich weiss dass die Sache jezt keineweges gelingen kann;\n verlange auch gar nicht dass es bis an das Plenum gelange. Der Schritt wird\n aber k\u00fcnftig n\u00fczlich sein . Darf ich Sie nun bitten theurer Freund, da wegen Jacobi\u2019s Erkl\u00e4rung wenn sie fr\u00fcher erfolgte, eine\n Gefahr w\u00e4re, bitten 1) meinen Vorschlag bald in Circulation zu sezen 2) mir heute zwei Zeilen officiell zu schreiben bloss die Worte\n Sie h\u00e4tten meinen Vorschlag f\u00fcr Erman vom 9 Aug August erhalten u und wollten ihn bald circuliren lassen . Dankbarst Ihr AHt Sonnabend","133":"Die Anwesenheit des Konigs K\u00f6nigs auf 2\u20133 Tage in Sanssouci zwingt mich, theurester meiner Freunde, meinen 75 j\u00e4hrigen eheu Lateinisch: ach! weh! Geburtstag dort zuzubringen. Ich bin so innigst und so lange und so dankbar von Ihrer innigsten Anhang lichkeit Anh\u00e4nglichkeit durchdrungen, dass ich Sie frei bitten darf mich nicht in Potsdam in dieser tumultuarischen Zeit aufzusuchen. Denken Sie dass der K\u00f6nig von Metternich angereizt, ohne mein Wissen fast fest verspro chen hat statt des Slaven Kopitar Endlicher als Ungar zu ernennen, als Fremder. Es liegt daran, nach dem Besuche in Oestreich jemand zu ernennen u und in dieser Beschr\u00e4nkung ist die Wahl auch wegen\n Vielseitig keit der Kenntnisse sehr gut. N\u2019 en parlez\n pas . Mes tendres respects a \u00e0 l\u2019excellente Madame Kunth . Der erste Band meines Kosmos soll im Oct October erscheinen, ein k\u00fchnes Wort . Ihr AlHt Freitag. Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit drei Zeit. Zeitungen","134":"Sowohl dem Geh Geheimen Cab. Cabinetts Rath M\u00fcller als Uhden habe\n ich schriftlich das Gnadengeschenk fur f\u00fcr den armen Director Schubart empfohlen. Da es aber eine Geldsache ist kann sie leider! in die Hande H\u00e4nde des alles abschlagenden General Thile gefallen sein. Dieser und Uhden sind mit dem K\u00f6nig in Merseburg , M\u00fcller ist unwohl in Potsdam . Es ist also, theurer Freund, vor des K\u00f6nigs Ruckunft R\u00fcckunft (23 . Sept September ) rein unm\u00f6glich, dass ich etwas erfahre . Um den K\u00f6nig sind alle zu besch\u00e4ftigt um zu antworten . Ich werde aber nichts vers\u00e4umen und wenn herauszubringen sein wird, in wessen Handen H\u00e4nden in dem vielk\u00f6pfigen Cabinett die Sache gekommen ist. Liebevoll Ihr AlHumboldt Donnerstag","135":"Mein innig verehrter Herr Baron Zur Reise in der kalten Jahreszeit erlaube ich mir Ihnen noch einen guten\n Wunsch zu senden, der Sie gl\u00fccklich hin und noch gl\u00fccklicher und fr\u00f6hlicher\n wieder zu uns bringen m\u00f6chte. Ich versuche nicht weiter Ihnen durch Besuch die Zeit zu k\u00fcrzen, da\n so viele auf leztere Anspruch machen. Ich habe mir erlaubt gestern bei\n Ihnen ein Exemplar meines Bimstein- Aufsatzes f\u00fcr die pariser Akade mie abzugeben. F\u00fcr Valenciennes und einige andere finde ich schon noch Gelegenheiten. Vielleicht erl\u00e4utern Ihnen die hier daneben stehenden Skizzen die Bimstein-Angelegenheit auf k\u00fcrzeste Weise. Hochsimmer\n A. die wohl erhaltenen Formen des Polirschiefers \/ Eunotia gibberula \/ Pinnularia viridis \/ Discoplea comta \/ Pinnularia viridula \/ Eunotia amphioxys B\n Bimstein Vor Kurzem hat auch der Guano in einer von Schomburgk mitgebrachten Probe sehr zahlreiche Kieselschalen von Seethierchen gezeigt. Die V\u00f6gel scheinen See-Gew\u00fcrm verzehrt zu haben, das erst Infusorien gespeist hatte! Von Dr. Doktor Peters ist aus Quelli mane eine neue Lepidosiren in vielen Exemplaren gl\u00fccklich\n angekom men. Hermann Karsten hat von Venezuela die Milch des wirklichen Galactodendron eingesandt, die neuerlich mit der eines Ficus verwechselt worden zu seyn scheint. H. Heinrich Rose l\u00e4sst sie schon durch Dr. Doktor Heintz wieder analysieren. Der Bericht des Dr. Doktor Schulz in Eldena an Sie \u00fcber die\n Kieseltheile der Steinkohlen finden Sie abgedruckt an meinem Aufsatze in dem Monatsberichte vom October Ehrenberg 1844 . Schafh\u00e4utl in Wien Wahrscheinlich ist K. E. Schafh\u00e4utl gemeint, der jedoch\n in M\u00fcnchen lehrte. will im Thon- Porphyr von Mei\u00dfen Infusorien gesehen haben und nennt\n 2, das eine davon ist ein reines S\u00fc\u00dfwasserthierchen, das andere ein reines\n Kreide-Seethierchen, mithin das Ganze wohl ein Irrthum aus Unge schick. Dr. Doktor Geinitz hat mir aus Dresden gestern den\n \u00e4chten gemeinten Thon Por phyr\n zugeschickt , in dem ich jene Dinge nicht finde. Ich werde mir von Sch. Schafh\u00e4utl selbst noch Proben verschreiben. Da\u00df im Steinfels Thone von Berchtes gaden Gallionellen ( G. Gallionella distans ) sind habe ich schon 1841 bekannt gemacht und\n vergessen in der \u00dcbersicht aufzunehmen. Gott erhalte Sie uns. In herzlicher Verehrung Ihr dankbar\n ergebenster Ehrenberg 7 Dec. December 1844.","136":"21 Dec. December 1844. Innigst verehrter Herr Baron Da ich h\u00f6re da\u00df Sie noch einige Tage mit der Abreise z\u00f6gern, so glaubte ich\n da\u00df es ihnen wohl angenehm w\u00e4re die Details \u00fcber den von Lepsius ent deckten\n Nilmesser mit nach Paris zu nehmen und ich habe daher f\u00fcr die Akademie\n einige besondere Abdrucke des Berichts machen lassen, deren einige ich,\n Ihnen zu beliebigem Ge brauche durch die\n Druckerei unmit telbar heut oder morgen fr\u00fch sobald sie eben fertig sind, zu \u00fcber geben, angeordnet\n habe . Da\u00df Valenciennes Mitglied der Akademie\n geworden ist freut mich und ich m\u00f6chte deshalb wohl Sie noch ganz ergebenst\n bitten ihm mei nen auf innliegenden Aufsatz bemerkten Gl\u00fcckwunsch gelegent lich und\n wenn es sonst nicht beschwert zukommen zu lassen. Da\u00df Dujardin Stimmen f\u00fcr sich gehabt hat thut mir Leid, da dessen Arbeiten fl\u00fcchtig und seine gegen mich ausgedr\u00fcckten Gesinnungen h\u00f6chst verwerflich sind. Sollten Meeresgr\u00fcnde aus den unbegreiflichen, vielleicht nicht wohl\n sicheren 24000 Fu\u00df Tiefen zug\u00e4nglich sein, so legen Sie viel leicht ein gut Wort f\u00fcr mich ein und Beschlag auf eine\n kleine Probe. mit oder ohne Unschlitt. Da\u00df in jedem Cubikzoll\n des Pl\u00e4ner Kalkes von Teplitz, jenes Ihnen sehr bekannten wei\u00dflichen harten Kalksteines am Fu\u00dfe des Schlo\u00dfbergs 86.400.000 (circa) kleine Polythalamien mit geringer Distanz nachweislich sind und da\u00df diese Formen-Masse sich zu der offenbar sp\u00e4ter durch Zerfallen einzelner Formen entstandenen\n Zwischen masse, wie 2 \u00bd zu 3 und wie 3 zu 3 verh\u00e4lt habe ich in diesen Tagen specieller ermittelt . Einige Geologen halten zwar diese Zahlen f\u00fcr \u00fcbertrieben, wie Mantell in England und andere, allein das beweist nur, da\u00df sie sich nicht ernstlich\n damit besch\u00e4ftigt haben. Sie sind so sicher wie die Zahlen der\n Kieselthierchen im Polierschiefer, die nie mand\n leugnen kann. Mittelgr\u00f6\u00dfe 1\/48\u2034 Cubus 100.592. Dieser halb genommen in runder\n Summe nach dem Verh\u00e4ltnis von 3 zu 3, gibt 50.000 in jeder\n Cubicklinie 1728 mal 86.400.000 in jedem Cubickzoll Das Verh\u00e4ltnis ist gewogen. Bei meiner Berechnung sind die Thierchen cubisch gedacht, sie sind\n aber fast alle entweder konisch, oder viel\n d\u00fcnner als breit, daher ist vielleicht das Doppelte jener Zahl noch zu\n wenig. Die nordamerika nischen Beobachter sind\n mit meinen Angaben \u00fcbereinstimmend nur nicht so detailliert. In herzlicher Verehrung Ihr Ehrenberg","137":"Ich schreibe, mein theurer College, an dem Tage vor meiner R\u00fckreise\n nach Berlin in der Hofnung Sie bald zu umarmen und Ihnen dann zu sagen wie ich ernsthaft ergrimmt bin \u00fcber\n die rohe und ungerechte Anfechtung gegen Sie Ehrenberg 1845 . Sie werden im Compte rendu rendus gelesen haben dass man hier den Einfluss den Sie auf die\n Geognosie aus\u00fcben nicht verkennt. Da Abichs Familie unruhig sein m\u00f6chte, so bitte ich Sie, theurer Freund bald die Antwort von Ouwarof der Familie mitzutheilen. Mit alter Bewunderung und\n Liebe Ihr AlHumboldt Paris den 18 Mai 1845","138":"Ich habe vorgestern, mein theurer Freund, Ihren Brief und meinen\n Commentar dem K\u00f6nige eingehandigt eingeh\u00e4ndigt und gestern Abend hat mir bereits der Konig K\u00f6nig gesagt dass alles vorgetragen und genehmigt sei (500 r Reichstaler ) . Da alle\n menschlichen Gesch\u00e4fte erst leider als vollendet sicher werden, so ist es mir eine Freude Ihnen zu sagen was zu Ihrer\n Aufheiterung bei tragen kann. Der Konig K\u00f6nig hat bei dieser Gelegenheit eine recht auffallende Vorliebe f\u00fcr Sie\n bezeigt . Er sagte \u201eich hatte h\u00e4tte ihn rufen sollen, als ich neulich mit Ihnen auf der Terrasse v von Sanssouci war.\u201c Dankbarst Ihr AlHumboldt Potsd. Potsdam Sonntags Sr Seiner Wohlgeboren Herrn Professor Kunth Sch\u00fczenstr. Sch\u00fctzenstra\u00dfe n numero 7 AlHumboldt","139":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg zu Berlin Linden 21 Vielen, vielen Dank, mein theurer Freund f\u00fcr Ihren neuen\n interessanten Sinai Brief wie auch\n Gl\u00fckw\u00fcnsche zu den 74 Japanischen Infusorien Ehrenberg 1845d . Ich habe wohl recht gehabt von Ihnen\n als dem Allbelebenden zu sprechen. Dechen wird gewiss nicht durch den K\u00f6nig und den Victoria Besuch gehindert werden, Sie zu begleiten . Unser K\u00f6nig hat leider wenig Verkehr mit ihm. Wir reisen den 24sten Juli . Victoria kommt wahrscheinlich erst den 13 Aug August . Die Meinung dass der Serbal der Sinai sei ist \u00fcbrigens oft gedrukt in Burkardt Burkhardt 1819 und vielen neuen englischen Bilderbibeln, aber deshalb wohl nicht sicherer; Persius Tod (er hinterl\u00e4sst 6\n Kinder) ist ein bitterer Verlust. Mit alter dankbarer\n Liebe Ihr AlHumboldt Sonnabend","140":"J\u2019ai re\u00e7u avec un bien vif plaisir, mon excellent ami, Votre aimable lettre en\n date du 22 ao\u00fbt . Je reviens\n avec le Roi des bords du Rhin , apr\u00e8s avoir fait une autre excursion en Danemarc . Je n\u2019ai que le tems que de Vous donner ce petit signe de vie\n \u00e0 Vous et \u00e0 Votre digne p\u00e8re . J\u2019ajoute le t\u00e9moignage Hiermit ist das von Humboldt f\u00fcr Hooker verfasste Empfehlungsschreiben f\u00fcr dessen Bewerbung um den\n Lehrstuhl f\u00fcr Botanik an der Universit\u00e4t Edinburgh gemeint. Hooker erhielt den\n Lehrstuhl nicht und lehnte den Lehrstuhl an der Universit\u00e4t Glasgow, der ihm in\n der Folge angeboten wurde, ab. de ma haute et affectueuse estime. Puisse-t- elle Vous \u00eatre utile. Je suis d\u00e9sol\u00e9 de la malheureuse traduction Humboldt\n 1845\u20131848 . Humboldt bezieht sich auf den 1845 erschienenen ersten\n Band der von Pritchard angefertigten\n und bei Bailli\u00e8re erschienenen \u00dcbersetzung\n seines ersten Bandes des \"Kosmos\", ebenfalls 1845 erschienen. Verschiedentlich\n \u00e4u\u00dferte er sich besorgt \u00fcber die schlechte Qualit\u00e4t dieser \u00dcbersetzung. de mon Cosmos Humboldt\n 1845\u20131862 . : elle doit faire du tort \u00e0 ma r\u00e9putation d en Angleterre . J\u2019 en suis douloureusement\n affect\u00e9 . AlHumboldt \u00e0 Sanssouci ce 2 Sept . Septembre 1845 en grande h\u00e2te.","141":"Si Humboldt verfasste dieses Empfehlungsschreiben anl\u00e4sslich Hookers\n Bewerbung um den Lehrstuhl f\u00fcr Botanik an der Universit\u00e4t Edinburgh. Hooker erhielt den Lehrstuhl\n nicht und lehnte den Lehrstuhl an der Universit\u00e4t Glasgow, der ihm in der Folge angeboten wurde,\n ab. d\u2019autres occupations m\u2019ont \u00e9loign\u00e9 des \u00e9tudes botaniques, auxquelles une\n grande partie de ma vie a \u00e9t\u00e9 vou\u00e9e, je n\u2019en ai pas moins continu\u00e9 \u00e0 suivre avec\n int\u00e9r\u00eat les progr\u00e8s modernes de la Botanique et \u00e0 apr\u00e9cier les travaux de ceux\n qui ont acquis une r\u00e9putation solidement \u00e9tablie dans cette science. C\u2019est par\n ces motifs que je crois ne pas de v oir h\u00e9siter de donner au savant Botaniste, Docteur Joseph Hooker, le\n t\u00e9moignage de la haute estime qu\u2019il s\u2019est justement acqu \u00e9rir ise parmi les hommes du premier ordre dans ma Patrie et en France . Ses\n premi\u00e8res \u00e9tudes de cryptogamie , si\n utiles \u00e0 diriger l\u2019esprit, dans la vari\u00e9t\u00e9 des formes, sur des recherches de\n structure, avoient d\u00e9j\u00e0 excit\u00e9 un vif int\u00e9r\u00eat. La Flore antarctique, fruit d\u2019une\n Exp\u00e9dition si glorieuse pour l\u2019 Angleterre ,\n n\u2019est pas seulement distingu\u00e9e par la nouveaut\u00e9 des objets, elle est remarquable\n surtout par la sagacit\u00e9 avec laquelle le D r Docteur Joseph Hooker a reconnu le caract\u00e8re des familles naturelles et leurs\n affinit\u00e9s mutuelles en suivant les traces de Robert\n Brown , le premier et le plus spirituel des Botanistes de nos\n temps. Apr\u00e8s la pr\u00e9cision des analyses, on doit faire l\u2019\u00e9loge des diagnoses\n caract\u00e9ristiques de Mr Hooker, partie souvent n\u00e9glig\u00e9e par les voyageurs\n modernes . La Flore antarctique est \u00e9galement riche en observations de Physiologie\n v\u00e9g\u00e9tale, de G\u00e9ographie des Plantes et de discussions sur l\u2019influence des\n climats dans les distribution s des genres et des esp\u00e8ces. Mr Joseph Hooker n\u2019est pas seulement adonn\u00e9 \u00e0 la\n Botanique descriptive, ses vues s\u2019\u00e9tendent plus loin, sur toutes les parties de\n la Physique du Globe qui ont rapport \u00e0 l\u2019organisation . Il m\u2019est doux d\u2019ajouter que l\u2019opinion que j\u2019\u00e9nonce sur le\n talent et les excellens travaux du D r Docteur Joseph Hooker, est partag\u00e9e par mes amis Mrs Link , Endlicher , Kunth , Ehrenberg , Klotsch . , Schleiden , Jussieu , Gaudichaud et par tous ceux qui, comme moi, ont pu profiter des lumi\u00e8res de ce\n botaniste laborieux, solide dans ses travaux, vari\u00e9 dans ses connoissances. Le B n Baron Alexandre de Humboldt \u00e0 Sanssouci ce 2 Sept. Septembre 1845 . Translation If other occ c upations etc. Diese Anmerkung von unbekannter Hand bezieht sich auf\n das Bewerbungsverfahren, f\u00fcr das Humboldt dieses Gutachten verfasste.","142":"Potsdam 25 . Sept September 1845 Wie sehr, mein theurer edler Freund, hat mich Ihr sch\u00f6ner Brief vom 18 . Sept September Dieser Brief Kunths konnte bislang nicht\n nachgewiesen werden. ger\u00fchrt durch die Gl\u00fcckw\u00fcnsche, die Sie mir so herzlich\n bringen, durch die mich noch immer beunruhigenden Nachrichten von Ihrer langsamen Genesung. Ich bin schwach genug mir nun t\u00e4glich Vorwurfe Vorw\u00fcrfe zu machen, selbst die Veranlassung einer Reise gewesen zu\n sein, die Ihnen Heiterkeit in dem Anblik einer sch\u00f6nen reicher\n geschm\u00fcckten Bergnatur gew\u00e4hren sollte. So entspringen bittere Leiden oft aus Hofnungen, die begrundet begr\u00fcndet schei nen . Dazu die Isolirtheit, da gerade alle Gelehrte von M\u00fcnchen abwesend sind,\n Isolirtheit in einem Gasthause . Dies, liebster\n Kunth, hat sich als bitteres Leiden wohl nie in grelleren Farben\n gezeigt, als vor wenigen Wochen in meiner eigenen Familie. Sie haben gewiss dunkel erfahren, wie eine unvorsich tig\n ununterbrochene Cur in Kissingen und eine Abenderkaltung Abenderk\u00e4ltung auf Spazier gangen Spazierg\u00e4ngen in Bruckenau Br\u00fcckenau mit dem Konig K\u00f6nig von Bayern (vielleicht durch einen nicht ganz\n entwickelten Nervenschlag) Minister Bulow B\u00fclow urplozlich urpl\u00f6zlich in eine traurige Gem\u00fcthsdepression versezt hatte . Frau von Bulow B\u00fclow sich freuend mit allen Kindern den Festen am Rhein beizuwohnen musste drei Wochen lang in Frankfurth am Main in einem Wirts hause\n verbleiben von hundert Engl\u00e4ndern umgeben die alle ersp\u00e4hen wollte n , was die eigentliche Krankheit des preuss preu\u00dfischen Ministers der auswartigen ausw\u00e4rtigen Angelegenhei ten sei!! Denken Sie Sich diesen Zustand den die edle Frau mit\n mannlicher Energie ertragen hat! Bulow B\u00fclow ist seit dem er in Tegel der Ruhe, frei von allen Gesch\u00e4ften geniesst, vollig v\u00f6llig herge stellt. Es ist nicht einmal mehr irgend eine Schw\u00e4chung des Gedachtnisses Ged\u00e4chtnisses zu bemerken, aber der Wunsch, sich seiner Familie zu\n erhalten und R\u00fckf\u00e4lle durch Aufregungen die in seinem Dep. Departement so gewohnlich gew\u00f6hnlich sind, zu vermeiden, hat ihn bewogen vorgestern seine\n Entlassung zu fordern. Sie wissen dass er es, aus anderen , politischen Gr\u00fcnden, schon bei der Itzsteinischen Ausweisung, fr\u00fcher gethan hatte. Ich schreibe Ihnen von Verhaltnissen Verh\u00e4ltnissen die mich grenzenlos w\u00e4hrend der nassen Victoria Feste am\n Rhein gequalt gequ\u00e4lt haben . Ich reiste als ich die erste Schreckensnach richt erhielt\n gleich von Stolzenfels nach Frankfurth , um Frau von Bulow B\u00fclow zu trosten tr\u00f6sten . Den Kranken selbst wollten mir die Aerzte nicht zeigen, aus Furcht mein plozliches pl\u00f6zliches Erscheinen konne k\u00f6nne ihn zu sehr aufregen. Sie nehmen einen so innigen Antheil an\n meiner Familie, als deren Theil ich seit so vielen Jahren mich gew\u00f6hnt\n habe, Sie zu betrachten, dass ich nicht angestanden habe, diese Episode in meinen Brief einzuflechten. Gestern da ich mit Ihrem Freunde, dem\n jungen Mayet bei B n Baron Reden (dem Statistiker) zur Taufe war; empfing ich\n von dem erste ren die trefliche Nachricht,\n dass Sie weniger leidend w\u00e4ren. Auch schreibt mir ein gleiches eben Goldschmidt im Auftrage Ihrer theuren in Ihrer ihrer sch\u00f6nen Werkth\u00e4tigkeit nicht genug zu preisenden Frau . Ich hoff furchte f\u00fcrchte aber dass dieser Brief Sie doch noch in M\u00fcnchen trift, auch schreibe ich an den mir befreundeten,\n sehr gebildeten Geh. Geheimen Leg. Legations Rath Nagler der bange Sohn des Sie sehr schazenden sch\u00e4zenden Ministers . Ihre kleine Nichte werde ich noch diese Woche in\n Berlin besuchen. Sie werden mich 76 jahrigen j\u00e4hrigen weit uberleben \u00fcberleben , aber so lange ich athme werde ich Ihnen und den Ihren zugethan bleiben aus Liebe und Dankgef\u00fchl . Sie\n klagen uber \u00fcber Unterbrechung Ihrer botan. botanischen Redaction, ich um die ewige Unterbrechung des Cosmos . Erst 5 Mon. Monate Paris , dann D\u00e4nemark dann die w\u00fcsten Feste am Rhein und nun wieder alle das Nordlicht . Die Kai serin hat endlich vorgestern Ihre ihre wunder bare Reise nach Palermo angetreten wo Sie der Kaiser besuchen wird. Den 28sten erwarten wir die K\u00f6nigin hier . Ich bleibe fest und hoffe den Winter den 2 ten Band des Cosmos zu vollenden. Die englische Ue bersezung Humboldt 1845\u20131848. so unvollkommen sie ist, hat rasenden Debit, schreibt mir Hooker und hat in Heften von 8 Bogen gegeben\n werden mussen m\u00fcssen . Ich hatte diesen Effect nicht getr\u00e4umt. Meine Gesundheit ist fest, nur leide! ich gerade jezt wieder sehr am\n Catharr. An constitut. constitutionelle Veranderungen Ver\u00e4nderungen glaube ich fur f\u00fcr jezt gar nicht, die religiose religi\u00f6se Aufregung von christ- cathol. catholischen Licht D\u00e4mmerlingen und Lichtfr\u00e4uleins ist sehr gross und kann ernster werden . Empfangen Sie und Ihre theure vortrefliche Gattin , den erneuerten Ausdruk meiner innigsten und unverbruchlichsten unverbr\u00fcchlichsten Anh\u00e4ng lichkeit . AlHumboldt Sr Seiner Wohlgeboren dem Herrn Professor Kunth, Director des botanischen Gartens zu Berlin, Ritter des preuss. preussischen Rothen Adler- Ordens, in M\u00fcnchen im Gasthofe zum goldenen Kreuz N\u00fcrnberg Wittelsbacher hof Potzdam Berlin abgereist","143":"Je desire d\u00e9sire avoir de bien bonnes nouvelles de la sant\u00e9 de mon excellent\n ami Mr Monsieur Kunth et le prie de me renvoyer le Journal des Debats D\u00e9bats de mardi 11 Novembre renfermant une notice de Meyerbeer . J\u2019 espere esp\u00e8re que ce n o num\u00e9ro du 11 Nov. Novembre se trouve encore chez lui . Al Humboldt ce lundi","144":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg Linden 21 AlHumboldt Die unbequeme Anwesenheit so vieler Prinze, die traurigen Familien-\n und Erbschafts-Regulirungen bei Frau Ministerin von B\u00fclow und der Kosmos Humboldt 1845-1862 von dem 10 Bogen gedrukt sind sind daran Schuld, theurer edler Freund, dass ich immer noch nicht bei Ihnen war, um mich mit Ihnen der allm\u00e4ligen Genesung Ihrer lieben Gattin zu erfreuen . Ich danke innigst f\u00fcr die\n merkw\u00fcrdigen neuen Thatsachen \u00fcber Nil u und Ganges -Wasser vgl. Ehrenberg an Alexander von\n Humboldt.\n Berlin,\n 21. Juni 1858 und die sonder bare Zwischenlage des Kohlenschiefers am Siebengebirge Ehrenberg 1846d . Herr v von Buch k\u00f6nnte daraus lernen wie Ihre\n Untersuchungen zu Berichtigung geognostischer Verh\u00e4ltnisse f\u00fchren. Mein\n alter Jugendfreund der Berghauptmann Freiesleben ist auch dahin geschieden! Vielleicht k\u00f6nnte die\n Akademie ein Condolenzschreiben an die Wittwe Bessel richten. Claudite jam rivos Vgl. Vergil: Eklogen III , 111, wo die hier anzitierten Verse lauten: Claudite iam rivos, pueri, sat prata biberunt. [\u00dcbertragung:\n \u201aKnaben, verschlie\u00dft jetzt die Rinnen: satt haben die Wiesen getrunken!\u201b] , machen Sie ja dass Ihr herrliches einziges grosses Werk Gemeint ist wohl Ehrenberg 1854 . bald erscheine. Mit alter\n Dankbarkeit Ihr AlHumboldt Donnerstags","145":"","146":"Ich habe etwas auf dem Herzen, das mich tief bewegt, mein\n theurer Freund. Es ware w\u00e4re schreklich wenn nach unserem langen, innigen Zusammenleben in Ihnen\n der Gedanke auf leben k erwachen konnte k\u00f6nnte , dass ich kalter k\u00e4lter fur f\u00fcr Sie f\u00fchle, Ihnen nicht eine Freude verschaffe, die in Ihrem jezigen Gemuthszustande Gem\u00fcthszustande so wunschens werth w\u00fcnschenswerth w\u00e4re. Ich habe dieses Mal wieder meine Stimme nicht Ihnen sondern Hermann in Leipzig gegeben. Nach Links Wahl die mir bei seinem Uralter\n eine nothwendige schien, glaube ich nicht dass die unmittelbar folgende Wahl wieder ein Botaniker sein k\u00f6nnte, es schien mir in Ihrer und meiner Lage naturlicher nat\u00fcrlicher dass zwischen Ih Link \u2019s und Ihrer Wahl eine\n andere nicht natur historische dazwischen trete . Keinem anderen als Ihnen, mein\n theurer vielgeliebter Freund, soll meine Stimme und mein Einfluss zugehoren zugeh\u00f6ren als Ihnen den ich so innigst als Mensch und hochgestellter Gelehrter ehre. Der Sterbef\u00e4lle wird es jezt auf einmal mehrer mehrerer sich schnell folgende geben . Fur F\u00fcr wen man sich leidenschaftlich bewegen wird kann ich genau\n vorher sagen Kunth Kreuzer Fr. Friedrich Raumer Lieber vielmehr wohl: Justus Liebig Ranke Dirichlet Ich werde mich nur fur f\u00fcr Sie bewegen. Antworten Sie mir nicht, uber \u00fcber solche Dinge kann man nicht schreiben kaum sprechen. Drucken Dr\u00fccken Sie mir warm die Hand wenn Sie mich sehen . Das ist mir genug und wird mir Ruhe\n geben. Die fremden Mitglieder sind jezt auch dem Zu fall des Hofeinflusses und des Zufalls, der Vor liebe\n eines Kanzlers ent rissen. Der Konig K\u00f6nig wird bei der Wiederbesezung eines nicht deutschen Mitgliedes beide Akade mien stimmen lassen u und an von den je 3 vorgeschlage nen Candidaten der W\u00e4hler denjenigen der der erste auf der\n Liste der Gelehrten od oder K\u00fcnstler ist ,\n ernennen . Mes tendres respects \u00e0 l\u2019excellente Madame Kunth . Elle aura eu ma lettre par Mr Monsieur Pechenc \u00e0 tems j\u2019 espere esp\u00e8re . AlHumboldt P. Potsdam ce jeudi","147":"Sr. Seiner Wohlgeboren Herrn Professor Ehrenberg mit einem Paketchen Linden 21. Berlin ,\n Sonnabend. Sie werden, theurer College, wohl nicht auf mich gez\u00fcrnt haben, wenn Sie etwa errathen, dass ich Ihnen den wenigstens sehr freundlichen und religi\u00f6s\n freigesinnten Kronprinzen v. von Baiern auf den Leib gejagt! Er ist sehr dankbar f\u00fcr Ihre freie liebensw\u00fcrdige Aufnahme gewesen. Ich lege diesen Zeilen des Dankes Asche von\n einem Vulcan in Quito bei (ich glaube von 1844) die ich in einer Kiste aufgefunden und die sich vielleicht (dieser Ausdruk geht nun von Ihrem grossen Namen unzertrennlich gewiss auf die Nachwelt \u00fcber.) unter Ihren H\u00e4nden beleben wird . Ich freue mich unendlich dass die Besorgnisse f\u00fcr Ihre edle Gattin abnehmen. Ihr AlHumboldt Behalten Sie als Andenken das recht h\u00fcpsche Gedicht des Kronprinzen .","148":"Montag 8 Juno 18 46. Infusorien Staub Genua Zuv\u00f6rderst sage ich Ihnen, mein innigst verehrter Herr Baron, meinen\n Gl\u00fcckwunsch zu dem neuen Zeichen der Anerkennung Ihrer Principien, wel ches bey Ihnen eingegangen seyn soll. Dann\n danke ich recht sehr f\u00fcr das \u00fcber sandte Gedicht\n des Kronprinzen von Baiern, dessen dem Vater \u00e4hnliche Talente dieser Art\n mir bisher unbe kannt waren. Das lange Gelegen heitsgedicht ist recht gem\u00fcthvoll, deutsch und sinnig. Die sicilianischen und genuaschen Scirocco St\u00fcrme von denen die Zeitun gen vor einigen Tagen berichteten haben mit ihrem Ungl\u00fcck einige gute Frucht in Berlin getragen. Am 16\n Mai ist in Genua ein atmosph\u00e4rischer Staub niedergefallen qui couvra en abondance les toits et les ter rasses.\n Schon vor mehreren Tagen erhielt ich eine Probe davon durch den Professor Pictet in Genf. Es ist wieder derselbe\n rothgelbe infusorienhal tige Staub des\n atlantischen Oceans und von Malta, den ich aus nun schon 4 Jahrg\u00e4ngen sehr\n entfernter Zeiten analysirt habe. Dieselben Species und auch dieselben vorherrschenden Formen , als ob alle\n diese Proben aus Einem Topfe genommen w\u00e4ren, w\u00e4hrend sie auf viele verschiedene Schiffe und Loka lit\u00e4ten des Festlandes gefallen sind und \u2013\n mit S\u00fcd Amerikanern und mit Seethierchen ge mischt, ohne entscheidende Afrikaner! Wenn nur nicht all diese gewi\u00df interes santen\n Analysen so viel Zeit in Anspruch n\u00e4hmen! Ich habe bisher diese Formen von Genua nur oberfl\u00e4chlich festhalten k\u00f6nnen, es\n sind aber schon 29 ersichtlich und es sind keine neuen dabey. Herr Pictet schreibt\n mir\n da\u00df er im Sup plement \u00e0 la Bibliotheque\n universelle de Geneve Nr. Nummer 5 einige Details \u00fcber den Staubfall mittheilen werde und ersucht mich um die mikroskopische Analyse. Die fr\u00fcheren Mittheilungen von mir \u00fcber den Meteorstaub sind in den Berichten der Akademie 1845 pag pagina 64 und 85\n so wie pag pagina 378. Areal: Atlantischer Ocean 800 S. See Meilen westlich von Afrika Capverden Malta Genua Zeit: 1830! 1834! 1836? 1838! 1846! Idem! In herzlicher Verehrung stets Ihr dankbarst ergebener Ehrenberg.","149":"Ich muss unseren K\u00f6nig und den K\u00f6nig von Sachsen Mittwoch fr\u00fch 6\n Uhr auf 4 Tage nach der Insel R\u00fcgen begleiten: aber Dienstag um 11 Uhr will der K\u00f6nig von Sachsen Ihren botan. botanischen Garten besuchen mein theurer Freund! Sie erwarten\n ihn also wohl dort . Er ist einfach u und angenehm. Link sollte auch avertirt werden . Der K\u00f6nig von Sachsen will nemlich Dienstag 9 U Uhr auf das Museum , 11 U Uhr auf botan. botanischen Garten und 1 U Uhr auf den das zool. zoologische Museum . Ich hoffe dass ich ihn werde begleiten\n k\u00f6nnen. Mit alter Freundschaft Ihr AlHumboldt Potsdam Sontag Ab Abend","150":"Es ist alles wieder umgeandert umge\u00e4ndert . Der K\u00f6nig wird den Konig K\u00f6nig von Sachsen begleiten und will morgen Dienstag von der Eisenbahn um 8\u00be Uhr nach dem zool. zoologischen Garten , dann nach dem botanischen Garten , dann nach dem Museum fahren. AlHumboldt Berlin Montag Abend in Eile","151":"Bei dem Wirrwarr, in welchem ich durch des K\u00f6nigs R\u00fcckehr gerathen bin, habe ich, theurer Reisegef\u00e4hrte und College, kaum so viel Musse Ihnen die recht interessanten Notizen des Briefes von Brandt mitzutheilen . K\u00f6nnten Sie nicht einiges davon der Akademie mittheilen Ehrenberg 1846e damit es mit einigen Zeilen in dem Bulletin erw\u00e4hnt w\u00fcrde. Es ist Brandt angenehm. Das\n factum der Kiefernadeln in den fossilen Backenz\u00e4hnen ist beson ders merkw\u00fcrdig \u201ewenn die Nadeln nicht aus der vegeta bilische Reste enthaltenden Schlammerde in\n die Bakz\u00e4hne gerathen sind.\u201c Dass ein Mamuth od oder Rhinoceros bei seinem ungeheuer\n dicken Felle noch Wollhaar haben m\u00fcsse, um im Norden gelebt zu haben, ist nur wenig deutlich, da unsere Schweine bald nakd bald behaart sind und die Tiger wohl nicht einen dicken Pelz haben um in der\n Tropengegend sich vor K\u00e4lte zu sch\u00fczen. Ihr neuer attmosph. attmosph\u00e4rischer Infusionsstaub ist von ungeheurer Wichtigkeit und hat den K\u00f6nig unendlich interessirt . Mit alter Liebe u. und Bewunderung Ihr AlHumboldt Mittwoch Ich f\u00fcrchte unendlich Middendorf nicht zu sehen. Behalten Sie die Brandtiana!","152":"Ich eile Ihnen zu sagen, mein theurer Freund, dass mir alle alles gegl\u00fckt ist wegen der Mexicanischen Pflanzen . Minister Thile hat den Ankauf wieder zum Vortrag gebracht, Min. Minister Eichhorn und also auch der Garten werden nichts bezahlen,\n sondern das Geld, das ich vorgeschossen, wird mir im n\u00e4chsten Jahre\n mit 600 r Reichstalern aus dem Extraord. Extraordin\u00e4ren Fond ersezt werden. Ich kann sehr gut bis dahin warten und fur f\u00fcr die fehlenden 80 r Reichstaler wird wohl noch irgendwo Rath zu schaffen sein. Ich habe es\n so eben dem Min. Minister Eichhorn , mit dem ich nach dem\n Staatsrathe bei dem K\u00f6nig ass officiell\n verk\u00fcndigt . Er hat mir sehr daf\u00fcr gedankt . Sagen Sie es g\u00fctigst nun auch an Herrn Boucher u und Geh. Geheim R Rat Link . Habe ich Ihnen auch\n gegen meinen Willen auch augenbliklich Kummer erregt, so haben Sie nun doch auch gratis daf\u00fcr sch\u00f6ne\n mexicanische Pflanzen . Min. Minister Eichhorn hat bei dieser Gelegenheit wieder mit von Ihnen und Ihrer treflichen geregelten Administration des bot. botanischen Gartens in Min. Minister Bodelschwingh \u2019s Gegenwart auf das Ehrenvollste ge sprochen. Da durch die eitle Gesch\u00e4zigkeit Geschw\u00e4zigkeit des Prof. Professors Koch allerhand Ger\u00fcchte uber \u00fcber dessen k\u00fcnftiges Schiksal hier an mich gekommen waren, so\n habe ich heute Gelegenheit genommen den Min. Minister Eichhorn ernst und tadelnd dar\u00fcber zu befragen. Er hat mir zugeschworen dass von keiner Anstellung bei der Universit\u00e4t die Rede sein k\u00f6nne,\n da\u00df er ihm aber auf 2 Jahre einige hundert Thaler verschaft habe, um hier seine Reise (die mir ganz unwissen schaftlich scheint) zu bear beiten . Dass der einf\u00e4ltige Sammler\n nachher l\u00e4stig werden wird, glaube ich indess gern. Mit inniger Freundschaft Ihr AlHumboldt Sonnabend. Herrn Galuski , der sehr unterrichtet, aber von unangenehmem Sprachorgan ist, habe ich 2 mal gesehen. Ich denke er war von mir zufrieden . Sr Seiner Wohlgeboren Herrn Professor Kunth, Sch\u00fctzenstra\u00dfe n numero 7.","153":"confidentialiter es ist wunderbar genug dass Herr v von Buch nachdem er sich jeder akad. akademischen collectiven Bewillkommnung auf unfreundliche Weise widersezt, uns\n seine \u201eSpitaljahre\u201c will unterschreiben lassen. Mein Muth geht aber doch\n bis dahin, theurer Ehrenberg, was mich mehr als die unheilbare Krankheit\n die man das Leben nennt interessirt, ist die wichtige Nachricht dass der\n Sturm von Cayenne nach Lyon ge kommen ist. AHt Der Brief, glaube ich wird von seiner Originalit\u00e4t sehr verlieren , wenn er in Reinschrift gebracht wird . Man k\u00f6nnte ja das autographum beilegen .","154":"Sonnabend Classificularen Damit nicht die neuliche Anzeige in der Zeitung \u00fcber meine Mitthei lung in der naturforschenden Gesell schaft, welche den Hydrarchus -Kalk betrifft , auch f\u00fcr Sie unberichtigt bleibe, erlaube ich mir , Ihnen das Fehlerhafte der Redaction zu bemer ken. Herr v von Buch ist jezt Director und hat leider meine\n Worte, gewi\u00df absichtslos, abge\u00e4ndert, wodurch die Sache in ganz falsches\n Licht gestellt ist. In die Zeitung werde ich keine Berichtigung geben. Herr v von B. Buch scheint sich nur\n mit Widerstreben in diese Dinge hineinzudenken oder vielmehr sie nicht zu\n beachten. Die Thierchen, welche das die ganzen Knochen des Hydrarchus durchdringende Gestein bilden, sind Kalkschalen Thierchen ( Polythalamien ) nicht Infusorien, so wenig als\n W\u00fcrmer und Mollusken einerley sind, wenn man es auch fr\u00fcher nicht schied.\n Es gibt , wie ich mit vieler M\u00fche allm\u00e4lig\n ermittelt habe , auf der ganzen Erde gar keine kalkschaligen Infusorien und es kann nun auch keine geben, wenn man nicht die scharfen\n Be griffsbestimmungen ganz aufgeben\n will. Selbst\u00e4ndige mikroskopische Organismen Reihen: A Polygastrica ,\n Infusorien, kieselschalig B Polycystina ,\n Zellenthierchen, kieselschalig C Polythalamia ,\n Schn\u00f6rkel Corallen, kalkschalig Regelm\u00e4\u00dfig geformte Thiere und Pflanzen Fragmente: A Phytolitharia ,\n Pflanzentheil, kieselerdig B Geolithia , Thiertheile,\n kieselerdig C Zoolitharia , Thiertheile,\n kalkerdig Die Kalk-Erf\u00fcllung und Durchdrin gung der\n Hydrarchus Wirbel\n aus\n Ala bama ist nicht\n phosphorsaurer Kalk, sondern ein den Knochen formender kohlensaurer und selbstst\u00e4ndig organischer Kalk. Hier und da mag auch wohl\n noch urspr\u00fcnglicher Knochenkalk vorhanden seyn, vorherrschend scheint er\n verdr\u00e4ngt. Die Formen habe ich verglichen mit den unorganischen Kreideformen und den Kreisformen der Kreide des oberen Missouri einerseits, so wie mit den\n Terti\u00e4r- Mergel-Formen Virginiens. Sie stim men mit keiner dieser Bildungen so \u00fcberein, da\u00df man sie unbedingt einer derselben zuschreiben k\u00f6nnte, ungeachtet ich\n schon einige 60 Species zur Vergleichung ge bracht habe. Unter dem Hydrarchus Kalk liegt ein\n Gr\u00fcnsandartiges Gestein, welches ich als Infusorien Mergel befunden habe. Auch die\u00df ist eigent\u00fcmlich und es ist deshalb wichtig, weil solche Mergel\n in den Kreiden vorkommen welche keine Feuersteine f\u00fchren und da fehlen wo Feuersteine\n sind. In Alabama sind keine Feuersteine wie in Sicilien. Die gr\u00f6\u00dferen zahlreichen Muscheln des Alabama Gr\u00fcnsandes sollen nach Geinitz identisch mit denen des pariser Beckens seyn mit jedoch wichtigen Abwei chungen scheint es mir nun der Fall zu seyn. Manches Mikroskopische stimmt mit dem (Kreide?) Mergel der Insel Zante sehr \u00fcberein. Von der Kreide scheint mir daher die ganze Bildung, in welcher der Hydrarchus liegt, nicht sehr entfernt zu seyn, wenn sie auch etwas\n neuer w\u00e4re. Dieser Winter ist f\u00fcr mich ein harter Winter. Am Sonntage ward mein \u00e4ltestes T\u00f6chterchen 13 Jahre hier so vom entz\u00fcnd lichen Fieber ergriffen, da\u00df viele Blutegel und zulezt ein\n starker Aderla\u00df von 3 Tassen Blut angeordnet wurden. Sie ist jetzt wieder\n fieberlos und au\u00dfer Gefahr . Mit meiner Frau geht es den Umst\u00e4nden gem\u00e4\u00df gut. Aber welche Zukunft! In herzlicher Verehrung Ehrenberg.","155":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg AlHumboldt Ich schreibe mein theurer Freund, diese wenigen Zeilen bettlegrig.\n Ich leide wieder seit 8\u201310 Tagen an einem gew\u00f6hnlichen aber schmerzhaften\n Blut geschw\u00fcr (am Ges\u00e4ss) das sich lang sam \u00f6ffnet. Ich kann also Ihnen kaum nur\n meine Freude \u00fcber die Ankunft Ihrer Gattin ausdr\u00fccken . Ich hoffe ich werde Sie besuchen\n k\u00f6nnen, wenn Sie uns heimkehren . Darf ich Sie aber mit der inst\u00e4ndigen Bitte qu\u00e4len, ob Sie mir einen unserer Freunde finden k\u00f6nnen, der f\u00fcr mich am 14ten Juni lesen k\u00f6nnte, die 2 Rose , Magnus , Weiss ... Schreiben Sie mir ehe Sie abreisen einige Worte zur Beruhigung und\n geben Sie mir Rath an wen ich mich bittend wenden kann. Steinsalz das aus\n einem nicht gesalzen See wie Bimstein ausgeworfen wird ist gar wundersam. Wie ist es vor der Aufl\u00f6sung durch Letten, Kies gesch\u00fczt?? Mit alter Dankbarkeit Ihr AlHumboldt Potsdam, Sontag Fr\u00fch. Der arme Agassiz ! Der K\u00f6nig hat\n eigenh\u00e4ndig an Buch einen scherzhaften\n Brief nach Paris geschrieben: \u201eer solle ja fort fahren die Eistheorie zu\n bek\u00e4mpfen damit die schwedischen Gletscher Schw\u00e4nze uns nicht nahe\n kommen und die Kartoffeln erfrieren. \u201c Wird er nun erst grob werden!","156":"Ich schicke Ihnen, mein theurester edler Freund im Namen des K\u00f6nigs vierhundert Thaler zu Ihrer englischen Reise. Sie k\u00f6nnen morgen Montag\n fr\u00fch bei Mendelssohn ausgezahlt werden. Giebt es einen Menschen auf Erden, der so eine Freude verdient, so sind Sie es . Sie haben also nichts zu erbittern erbitten nur zu danken . Schicken Sie nur hieher\n einen kleinen Brief von 6 Zeilen an den K\u00f6nig sagend: \u201cSie h\u00e4tten selbst nicht gewagt den K\u00f6nig zu bitten, Sie erf\u00fchren aber dass ein Freund es gethan und glaubten dem K\u00f6nig danken zu m\u00fcssen da die Reise\n einen wissenschaftlichen Zweck habe und Ihnen Erheiterung verschaffe zu\n einer Zeit wo Ihre h\u00e4usliche Freude getr\u00fcbt sei ...\u201c Schicken Sie mir den Brief versiegelt. Ich erhielt um 8 Uhr heute Abend Ihren lieben Brief,\n fuhr um 9 nach Sanssouci und sah den K\u00f6nig allein. Er hat es mit Freuden gethan und hat vollkommen verstanden wie\n ehrenvoll es f\u00fcr Preussen ist, einen Mann Ihres europaeischen Rufes in England auftreten und seine bewundernsw\u00fcr digen\n Entdeckungen vortragen zu lassen, anzuregen, Verbindungen zu\n kn\u00fcpfen. Nennen Sie in Ihrem Briefe an den K\u00f6nig den Marquis v. von South hampton und Bunsen . Die Summe ist klein aber ich habe zur jeztigen\n Zeit nicht mehr fordern m\u00f6gen. Sie z\u00fcrnen mir deshalb nicht. Denken Sie nicht daran vor Ihrer Abreise hieher zu\n kommen und besuchen Sie mich morgen Montag in Berlin um halb 4 Uhr. Ich esse um 4 Uhr bei Dieffenbach und kehre um 7 Uhr Abends hieher zur\u00fck. Mit alter Liebe und Anhenglichkeit Ihr AlHumboldt Potsdam 13 Juni Sontag Nacht","157":"von Schiek welches nicht zur Concur renz bestimmt war\n anschaffte , sich dennoch durch sein klares Auge bey gu ter Einstellung oft Bewunderer und mein Rath , zu den laufenden Untersuchungen nicht zu\n complicirte und zu gro\u00dfe In strumente zu\n verwenden um Zeit und Kraft zu sparen wird wohl Fr\u00fcchte tragen. Ein gro\u00dfes Mikroskop von Smith in London ist freylich dennoch eine sch\u00f6ne Sache, kostet aber 100 \u00a3\n Sterl ing (700 rth) . Auch der von mir mitgenom mene Mikrometer\n von Nobert in Greifswald fand viel Anerkennung in England , wie ich es gehofft hatte. Die allzugro\u00dfe Theilnahme der\n Mikroskopiker brachte mich in London um\n das gl\u00e4nzende Fest, welches die East India Company dem Prinzen Waldemar gab. Die Formen und Pers\u00f6nlichkeiten h\u00e4tte\n ich freylich sehr gern kennen gelernt. Den Prinzen fand ich sehr wohl und ich erhielt in Cambridge die Erlaubni\u00df desselben Ihm in London meine Aufwartung zu machen. Da\u00df ich gleichzeitig mit Ihm w\u00e4hrend Seiner Doctor Promotion zugleich mit Harris Smith dem indischen Genera lissimus Master of arts werden mu\u00dfte\n wissen Sie schon. Ich war im Reisekleide und gar nicht ent fernt vorbereitet der K\u00f6nigin von England so nahe zu kommen. Dergleichen Dinge k\u00f6nnen wohl nur in England so enthusiastisch form los werden. Neben dem Throne vor der K\u00f6nigin zog einer seinen Talar aus und ich mu\u00dfte ihn anziehen obschon ich erkl\u00e4rte ich sey schon Doctor. Durch die guten Nachrichten und di recten\n W\u00fcnsche meiner Frau aufgefor dert und ermuthigt nahm ich noch Leverriers und Milne\n Edwards Einladung nach Paris an, wo mich aber\n doch die innere Unruhe \u00fcber meine Familie bald verdr\u00e4ngte. Hoffentlich hat Valenciennes sich dadurch, da\u00df ich bey Milne Edwards auf dessen dringenden Wunsch, wie Struwe bey Le Verrier , wohnte,\n nicht verlezt gef\u00fchlt. Mir kamen manche Verh\u00e4ltnisse dort etwas\n gespannt vor. Durch den Minister Salvandy sollte ich auch dem K\u00f6nig vorgestellt\n werden, doch war keine Zeit daf\u00fcr festzustellen und da der Minister am Podagra zu Bett lag und der b\u00f6se Proce\u00df Teste eben abgehandelt wurde, so mu\u00dfte ich auf diese Ehre, was mir sehr leid\n that, meiner Zeit halber, verzichten. Aus den Zeitungen vom 6 Aug. August erfahre ich da\u00df mir der Orden der Ehrenlegion verliehen worden\n ist. Noch wei\u00df ich officiell nichts davon, werde mich dann aber wohl bey Sr. Seiner Majest\u00e4t selbst zu bedanken haben. Ich\n erinnere mich nur da\u00df Milne Edwards mich\n einmal wie zuf\u00e4llig fragte, ob ich mich wohl zur\u00fcck gesezt f\u00fchlte wenn man\n mich zu einem weniger hohen Orden als Struve in Vorschlag br\u00e4chte, da Struve einen Stern in Ru\u00dfland habe . Ich sagte Ihm da\u00df ich bedauerte diese so gro\u00dfe Aus zeichnung bei der alle Grade mich ehrten nicht in Paris abwarten zu k\u00f6nnen da ich schon \u00fcber die vorgesezte Zeit abwesend sey und den Zustand\n mei ner Frau f\u00fcr den Aufenthalt derselben in Ostende jedenfalls selbst pr\u00fcfen m\u00fcsse, was mich denn auch\n hinreichend zu entschuldigen schien. Da ich vom Orden keine Notiz nahm, so\n dankte ich durch einen Besuch dem Herrn Salvandy f\u00fcr seine Absicht mich dem K\u00f6nige vorzustellen wo ich ihn denn im Bette fand. Da\u00df ich Arago in der Akademie gesprochen, im\n Hause aber nicht angetroffen habe und da\u00df ich keinen schlimmen Ein druck von seinem Gesundheits Zustand erhalten habe, habe ich Ihnen wohl schon m\u00fcndlich mitgetheilt. Ich hoffte in Paris durch meine pers\u00f6nliche Mittheilung und das Vorzeigen meiner mikroskopischen Pr\u00e4parate\n doch den durch Dujardin und Bory de St Saint Vincent so lange gen\u00e4hrten Vorurtheilen die Basis genommen zu haben. Der Darmkanal\n der Polygastrica (den ich\n seit 17 Jahren hier beschrieben und gezeigt ) machte dort\n als ganz unglaubliche Neuigkeit besonderes Gl\u00fcck, wie in England die sch\u00f6nen Polycystinen . Quatrefages ist wohl dort der intensiveste Beobachter. Mit Doy\u00e8re kam ich alsbald in Discussion \u00fcber die Resurrection. Da er\n Tod und Leben f\u00fcr einerley hielt , so verst\u00e4ndigten wir uns nicht. Blanchard machte mir recht saubere Injectionen bey Leber- Egeln der Schafe vor,\n Gef\u00e4\u00dfsystem und Darmsystem gesondert, die er auch auf Planaren angewendet, was sehr schwierig ist. Egel -Injectionen sind schon mit Quecksilber fr\u00fcher\n gemacht. Verehrungsvoll Ehrenberg","158":"Euer Excellenz, Ihrem Wunsche gem\u00e4\u00df erlaube ich mir hiermit Ihnen einige Andeutungen \u00fcber\n die geo graphische Verbreitung einzelner in Guiana vor kommender Pflanzenfamilien und Pflanzenarten, wie auch \u00fcber\n die allerdings auffallend weite Verbreitung einer Ente zu \u00fcbersenden. Unter meinen in Britisch-Guiana gesammelten und in 406 Species bestehenden V\u00f6geln ist es nur die kleine, niedliche Anas viduata Linn. Linn\u00e9 , die nicht nur \u00fcber S\u00fcdamerika , sondern selbst \u00fcber einen Theil von Ostafrika verbreitet ist. In Britisch-Guiana war sie an der unmittelbaren\n K\u00fcste durchaus unbekannt und trat erst 300 Miles landeinw\u00e4rts auf den S\u00fcmpfen der\n gro\u00dfen Savannen des Rupununi , Takutu und Rio Branco auf. Da wir sie auf den Savan nenfl\u00fcssen seltener, auf den S\u00fcmpfen\n dagegen in an das Unglaubliche grenzenden Schaaren fanden, so scheinen\n diese letzeren letzteren offenbar ihr Lieblingsaufenthalt zu sein. Doctor Peters , der afrikanische Reisende, hat sie,\n wie ich bereits m\u00fcndlich gegen Euer Excellenz erw\u00e4hnte, k\u00fcrzlich aus den dem \u00f6stlichen Theil Afrika\u2019s , aus Mozambique , eingesandt. Auch dort\n scheint sie nicht unmittelbar an der K\u00fcste sondern ebenfalls mehr im\n Innern vorzukommen, indem die eingeschickten Exemplare mit Tete als Fundort bezeichnet sind. Schon Prinz Maximilian von Neuwied erw\u00e4hnt in seinen Beitr\u00e4gen zur\n Naturgeschichte von Brasilien , B. III . , Erste Abtheilung pag. pagina 47 . , da\u00df diese Ente in S\u00fcd amerika und Afrika zugleich heimisch sein m\u00fcsse, da er ein Exemplar\n vom Senegal besitze. Doctor Peters hat diese Vermuthung best\u00e4tigt. Unter\n meinen in Britisch-Guiana gesammelten Pflanzen sind es einige Gr\u00e4ser,\n die entweder zugleich auch an der Westk\u00fcste Africa\u2019s oder in Europa heimisch sind. Die folgenden Ausf\u00fchrungen des Briefes\n finden sich fast w\u00f6rtlich in Richard Schomburgks \u201eVersuch einer\n Fauna und Flora von Britisch-Guiana\u201c ( Schomburgk, R. H.\n 1847\u20131848 , III), 792\u2013794. Da diese jedoch in Britisch-Gu i ana immer nur an der\n K\u00fcste auftreten, so d\u00fcrfte sich allerdings nicht mit\n Sicherheit behaupten lassen, ob sie Guiana wirklich eigenth\u00fcmlich oder nur als eingef\u00fchrt zu betrachten sind.\n Letzteres macht aber namentlich der Umstand wahrscheinlich, da\u00df nicht\n nur unsere Cerealien, sondern auch gro\u00dfe Quantit\u00e4ten Heu aus Europa nach Britisch-Guiana gebracht\n werden, wodurch sich zugleich eine bedeutende Menge europ\u00e4ischer Un kr\u00e4uter mit eingeb\u00fcrgert, von denen\n ich nur Solanum nigrum erw\u00e4hne. Eine gleiche\n Wahrscheinlichkeit der Einb\u00fcrgerung afrikanischer Gr\u00e4ser d\u00fcrfte in der bereits seit vielen\n Jahren bestehenden Uebersiedlung von Emigranten aus Sierra Leona und der dadurch vermittelten, lebhaften Communication gegeben sein, so da\u00df es f\u00fcr\n eine sp\u00e4tere Zeit schwer fallen d\u00fcrfte aus dem Auftreten\n ph\u00e4nerogamischer Gew\u00e4chse in zwei verschiedenen Welttheilen zu entscheiden, ob sie in diesem oder jenem heimisch, oder sich nur\n durch irgend welchen zuf\u00e4lligen Umstand eingeb\u00fcrgert haben. Die K\u00fcste Guiana\u2019s bietet ein wahres Quodlibet von europ\u00e4ischen , asiatischen , afrikanischen und neuholl\u00e4ndischen Pflanzen, die ganz den Habitus heimischer B\u00fcrger angenommen\n haben. Merkw\u00fcrdig dagegen ist die ungemein weite Verbreitung einiger\n Cryptogamen und aus diesen besonders der Lycopodien . Da\u00df bei ihnen alle jene Zweifel,\n welche bei Ph\u00e4nerogamen aufsteigen konnten, verschwinden, geht schon aus\n dem Erfahrungs satz hervor, da\u00df es bis jetzt noch nirgends gelungen ist dieselben aus Sporen zu ziehen, so viel M\u00fche, Sorgfalt und Umsicht\n auch darauf verwandt wurde. Diejenigen Arten dieser Gattung, welche gleichzeitig nur auf den afrikanischen Inseln, auf der Gruppe der Marianen , der Philippinen und im Innern von Java vorkommen, sind unber\u00fccksichtigt geblieben : Lycopodium Selago Linn. Linn\u00e9 1) In Europa , 2) in dem n\u00f6rdlichen, alpinen Asien , 3) auf den Azoren , 4) Nordamerika , 5) Peruvia ,\n 6) dem antarcti schen Amerika , 7) van\n Diemens-Land . Lycopodium Saururus Lam. Lamarck ( L. Lycopodium crassum Humb. Humboldt Bonp. Bonpland ) 1) Auf den ostafrikanischen Inseln, 2) auf den dem columbischen Archipel , 3) Peruvia , 4) Buenos-Ayres . Lycopodium verticillatum Linn. Linn\u00e9 1) Auf den ostafrikanischen Inseln, 2) auf\n dem columbischen Archipel , 3) in Mexico , 4) Brasilien , 5) Quito , 6)\n auf den Sandwichsinseln . Lycopodium cernuum Linn. Linn\u00e9 1) Auf den Azoren , 2) auf den Inseln des aethiopischen Meeres , 3) im s\u00fcdlichen Afrika , 4) auf den ostafrikanischen Inseln, 5) der ostindischen\n Halbinsel , 6) der indo-chinesi schen Halbinsel , 7) in Sina , 8) auf den Philippinen , 9) den marianischen Inseln , 10) Java , 11) den Mol l uccen , 12) Neu-Caledonia , 13) den Gesellschaftsinseln , 14) den Sandwichsinseln , 15) Mexico , 16) dem columbischen\n Archipel , 17) in ganz Guiana , 18) in Columbien ,\n 19) in Peruvia , 20) Chili , 21) Brasilien . Lycopodium clavatum Linn. Linn\u00e9 1) In Europa , 2) in im n\u00f6rdlichen Asien , 3) in den s\u00fcdlicheren Theilen Afrika\u2019s und auf den\n anliegenden \u00f6stlichen Inseln, 4) im \u00f6stlichen\n Indien , 5) auf Java , 6) Japan , 7) an der Westk\u00fcste Nordamerika \u2019s, 8) in dem nord amerikanischen\n Continent , 9) auf der Insel Terra\n Nova , 10) in Mexico ,\n 11) Columbien , 12) Peruvia , 13) Brasilien . Lycopodium trichiatum Bory . 1) Auf der Insel Bourbon , 2) in Mexico , 3) Peruvia , 4) Brasilien . Lycopodium carolinianum Linn. 1) In Nordamerika , 2) auf dem columbischen Archipel , 3) Guiana , 4) Brasilien , 5) auf dem Cap der guten Hoffnung , 6) ostafrikanischen Inseln. Auch die nachstehende von Lycopodium generisch getrennte Pflanze: Selaginella rupestris Spring . ( Lycopodium rupestre Linn. Linn\u00e9 ) wurde nicht allein von Graf\n Struensee\n in Nordamerika , von Dr. Doktor Aschenborn in Mexico , von Moritz in Columbien , von Ruiz und Dombey in Peru , von Sellow in Brasilien , von mir in Guiana , von W e ight auf Madras , sondern von Dr. Doktor Peters auch in Mozambique gesammelt. Herr Dr. Doktor Klotzsch , der die vom Mozambique ge sendete Pflanze gleich als Selaginella rupestris erkannte, war durch diese weite Verbreitung doch so \u00fcberrascht, da\u00df er\n sie an Professor Kuntze nach Leipzig zur Beurtheilung\n schickte, der sie jedoch ebenfalls f\u00fcr Selag. Selaginella rupestris erkl\u00e4rt hat. Eine gleiche ungemein weite Verbreitung besitzt auch das Ophioglossum nudicaule Linn. Linn\u00e9 fil. filius , da es sowohl in Brasilien , Britisch-Guiana , wie auf dem Vorgebirge der guten Hoffnung vorkommt . Ich erlaube mir, Eure Excellenz in den Aush\u00e4ngebogen den Theil meiner Reise zur freund lichen Ansicht beizulegen,\n der die Besteigung des in botanischer und geologischer Hinsicht\n so merkw\u00fcrdigen Roraima in sich begreift Vgl. Schomburgk, R. H. 1847\u20131848 , Bd. 3, Kap. VII,\n 235\u2013279. , da er gewi\u00df manche interessante pflanzengeo graphische Notiz enthalten m\u00f6chte. Ich habe die Ehre mich zu unterzeichnen als Euer Excellenz unterth\u00e4nigster Richard\n Schomburgk . Berlin den 9 ten September 1847. Richard Schomburgk G\u00e9ogr G\u00e9ographie des pl. plantes \u00fcber phan\u00e9rog phan\u00e9rogames d\u2019 Afrique en Am\u00e9rique wird alles citirt ( Perrotet ) Examen cir ctit. critique II p page 77","159":"\u00e0 Mr Hooker , fils. Que je suis heureux d\u2019apprendre, mon excellent ami, que Vous allez p\u00e9n\u00e9trer dans\n ces belles Vall\u00e9es de l\u2019 Himalaya et m\u00eame au del\u00e0 au-del\u00e0 vers Ladak et ce plateau du Tubet dont la hauteur moyenne, non confondue avec celle des cimes qui s\u2019\u00e9l\u00e8vent dans le plateau\n m\u00eame, est un obje z t si digne de recherches. Comme j\u2019appr\u00e9cie cette noble ardeur qui Vous\n fait entreprendre une nouvelle exp\u00e9dition hazardeuse, apr\u00e8s avoir \u00e9t\u00e9 dans\n celle du P\u00f4le austral qui a \u00e9t\u00e9 si glorieusement conduite. Votre aimable lettre du 5 Sept. Septembre m\u2019a trouv\u00e9 un peu indispos\u00e9. J\u2019ai habit\u00e9 le haut de Sanssouci pendant l\u2019absence du Roi et\n un violent refroidissement m\u2019a forc\u00e9 de rentrer en Ville . Mon d\u00e9part pour Paris a \u00e9t\u00e9 retard\u00e9 et j\u2019ai pu corriger ici les derniers\n feuillets du 2 me deuxi\u00e8me volume du Kosmos Humboldt\n 1845\u20131862, II . qui va para\u00eetre sous peu . J\u2019 attends demain le retour du Roi et de la Reine et je pourrai vers le 4 Oct. Octobre me mettre en route pour passer 2 \u00e0 3 mois \u00e0 Paris . Je commence \u00e0 me consoler de l\u2019injustice\n qu\u2019on Vous a faite de ne pas Vous donner la chaire d\u2019 Edinbourgh F\u00fcr Hookers Bewerbung um den Lehrstuhl f\u00fcr Botanik\n hatte Humboldt ein Empfehlungsschreiben verfasst. , car d\u2019apr\u00e8s l\u2019\u00e9tendue et la vari\u00e9t\u00e9 du savoir que je Vous connois, Vous \u00eates appel\u00e9 \u00e0 rendre d\u2019\u00e9minens services non seulement \u00e0 la G\u00e9ographie Botanique descriptive et \u00e0 la G\u00e9ographie des Plantes, mais aussi \u00e0 toutes\n les branches de la M\u00e9t\u00e9orologie comme \u00e0 la G\u00e9ologie des formations. Vous avez le grand l\u2019 avantage que Vos vues se sont agrandies, que Vous \u00eates exerc\u00e9 \u00e0 manier des instrumens, que Vous avez le go\u00fbt (le sentiment) de la pr\u00e9cision. Je\n f\u00e9licite au nom de cette partie des sciences physiques \u00e0 laquelle toute ma\n vie a \u00e9t\u00e9 vou\u00e9e, les membres du grand Corps de l\u2019 Amiraut\u00e9 et les \u201eCommissioners of Woods and\n Forests\u201c du choix qu\u2019ils ont fait, de la Protection qu\u2019ils Vous accordent et dont\n Vous \u00eates si dignes par Vos connaissances, par la vivacit\u00e9 et l\u2019ardeur de\n Votre caract\u00e8re, par la constance d\u2019un d\u00e9vouement si desint\u00e9ress\u00e9! Je me reporte volontiers dans mes souvenirs vers ces conversations si instructives pour\n moi, pendant que j\u2019avois le plaisir d\u2019habiter une m\u00eame maison avec Vous \u00e0 Paris . J\u2019ai pris des notes presque sous Votre dict\u00e9e et j\u2019aime \u00e0 les trouver dans mes cahiers. Zu diesen Aufzeichnungen geh\u00f6ren wahrscheinlich auch\n die Notizen und die Zeichnung, die in einem von Humboldt beschrifteten Umschlag\n (\u201eHooker, sehr wichtig 1845\u201c) in der Staatsbibliothek zu Berlin - Preu\u00dfischer\n Kulturbesitz, Nachl. Alexander von Humboldt, gr. Kasten 12, Nr. 96, Bl. 1a-3 erhalten sind. Heureux avantage de la vieillesse qui en ai si peu. Votre excellent p\u00e8re s\u2019\u00e9tait charg\u00e9 de la publication de\n mes plantes cryptogames des Cordill\u00e8res et voil\u00e0 le fils que je puis saluer comme un jeune ami, qui a vu les\n \u00e9ruptions de l\u2019 Erebus et qui va voir\n ce qui a fait le r\u00eave de ma vie pr\u00eate \u00e0 finir! Comment fixer Votre\n attention sur des objets sp\u00e9ciaux lorsque comme Vous on conno\u00eet les\n probl\u00e8mes qui s\u2019agitent. Hauteurs \u00e0 laquelle cessent de certaines familles\n de plantes . \u2013 Le caract\u00e8re de Flore sib\u00e9rienne est - il vers Cachmir et Ladak si g\u00e9n\u00e9ral qu\u2019on le pr\u00e9tend . \u2013 Jusqu\u2019\u00e0 quelle Hauteur y a-t-il des poissons dans les lacs, compare z r les esp\u00e8ces et les rapporter . - \u00catre bien attentif \u00e0 la tem p\u00e9ratur e du sol \u00e0 diff\u00e9rentes hauteurs \u2013 S\u2019 Se servir de sondes \u00e0 cet effet, com parer\n la temp\u00e9rature du sol entre les tropiques \u00e0 18 pouces \u00e0 2 pi\u00e9s de profondeur ( Boussingault ) avec des profondeurs de 20 ou 30\n pi\u00e9s plus au nord. \u2013 \u00c9claircir le probl\u00e8me de la hauteur des neiges perp\u00e9tuelles \u00e0 la pente m\u00e9ridionale et \u00e0 la pente septentrionale de Himalaya en Vous rappelant les donn\u00e9es que j\u2019ai r\u00e9unies dans le 3 me troisi\u00e8me Vol. Volume de mon \u201eAsie centrale\u201c Humboldt 1843,\n III . . \u2013 Je ne puis croire \u00e0 l\u2019uniformit\u00e9 et l\u2019ennui des gneis , micaschistes , ou formations siluriennes de l\u2019 Himalaya ; faire plus d\u2019attention aux formations porphyriques , aux gr\u00fcnstein , aux amy g daloides ( ? ) aux basaltes ( ? ) de la cha\u00eene. \u2013 Si l\u2019on est assez heureux de traverser la grande Cordill\u00e8re de\n Kouenlun pour arriver \u00e0 Yarkand en remontant vers les sources du Chajouk affluent de l\u2019 Indus , \u00eatre bien attentif au peu de hauteur de la plaine qui envoye ses eaux\n \u00e0 l\u2019est par le Tarim au Lac Lop . \u2013 Des hauteurs barom\u00e9triques ou , s\u2019il le faut absolument , des degr\u00e9s d\u2019eau bouillante seroient bien pr\u00e9cieuses\n \u00e0 d\u00e9terminer dans les plaines \u00e0 l\u2019est de Yarkand . \u2013 Variations horaires du barom\u00e8tre dans les plateaux et dans l\u2019 Hima laya m\u00eame. \u2013 Observations psychrom\u00e9triques pour en co mparer les r\u00e9sultats avec l\u2019\u00e9norme s\u00e9cheres se que j\u2019ai trouv\u00e9e dans les Steppes de Sib\u00e9rie . \u2013 Temp\u00e9ratures des sources, des cavernes . \u2013 Les insectes vont-ils moins haut que les plantes? Je cesse pour ne\n pas Vous ennuy er des choses que Vous savez mieux que moi. N\u2019oubliez pas de m\u2019\u00e9crire, mon\n cher ami, \u00e0 Paris avant d\u2019entreprendre ce\n magnifique voyage. Je suis avide de Vos Gallapagos , mais je voudrois bien aussi que Vous jettiez pour mon instruction quelques notes g\u00e9o gra phiques sur un\n papier, simplement quelques noms de plantes d\u2019 Europe ou d\u2019 Am\u00e9rique phan \u00e9ro games ,\n non introduites par l\u2019homme et trouv\u00e9es avec certitude dans l\u2019 h\u00e9misph\u00e8re austral non am\u00e9ricain .\n Dites - moi aussi un mot sur Votre C\u00e6lebogyne ilicifolia , qu e Jussieu nomme une Euphorbiac\u00e9e . Le miracle des graines muries sans \u00e9tamines continue - t-il. Que en Qu\u2019en pensez - Vous? Agr\u00e9ez Vous - m\u00eame, mon excellent ami et Votre\n respectable p\u00e8re Sir Willia m l\u2019expression renouvell\u00e9e de ma haute et affectueuse consid\u00e9ration. Mes amiti\u00e9s \u00e0 Votre spirituel ami Mr Darwin dont tous les travaux me charment . Alexandre Humbold t \u00e0 Berlin ce 30 Sep t . Septembre 1847 Je n\u2019ai pas le tems de relire mon griffonnage . Je fa vais examiner jusqu\u2019\u00e0 quel n o num\u00e9ro je poss\u00e8de Votre belle Flore Hooker, J. D.\n 1844\u20131860 . .","160":"Alexandria . Dec b . December 4. 1847 . My dear Baron Humboldt, I very much regretted having to leave England without answering your long most excellent &\n kind letter: full of valuable information & in every respect of the\n greatest service to me. My Father laid\n it before the Commissioners of Woods &\n Forests & the Admiralty , both of whom attached great importance to it. At that time I had the offer of going out to India with Lord Dalhousie the excellent . , newly appointed Governor General, & the time of my departure being\n thus antici pated, I was obliged to make my\n preparations with great activity: this prevented my writing to you\n from England . My plans have been somewhat altered, & I would hope for the better, as\n there is a p o ssibility of my visiting Lhassa instead of N. W. North West Thibet , whither an Embassy has already gone 4 months ago & which I could not have joined before\n the middle or end of next year, if then. That Embassy is composed of 3 persons , . t T he Naturalist is an intimate friend & old shoolfellow of my\n own, D r Thomson , son of the Glasgow Professor of Chemistry : he has an excellent set of instruments & I have forwarded to him a\n copy of your instructions, of which he will fully avail himself. The i r object of their mission is, to settle the boundary line between the territories of Gholab Sing & Chinese Tartary , & I last heard from Thomson from the banks of the Sutledge , on his way to Gartope , where the party are to meet 3\n Chinese Commiss ioners. This cooperation of\n the Chinese with our party, augurs well for the progress of the\n expedition. They pass this winter at Leh & proceed in spring to the N. W. North West , passing to the Southward of Yarkand & so on to Kashgar . It is proposed to send another mission to Lhassa from Calcutta , in the hope of opening a communication with the\n Thibet t r ibes & should this be carried out I hope to be allowed to\n accompany them. Our route will thus be that followed by Turner & will I hope throw much light on the N. North ch portion of the Himalayah chain. Should I be disappointed in this my present intention is to start in March for Darjeeling , in the Sikkim province, a little explored country,\n rich in plants, from whence I shall if possible push on to the Snowy\n range of Bootan , but the Chinese authorities are so jealous, that my hopes are not high in that\n quarter. I shall however be able to obtain a complete set of\n observations at Darjeeling ( 7.600 ft feet ). In November I return to Calcutta & thence go slowly\n up t o the N. W North West provinces arriving at the End of the cool season at the\n mountains, which I shall penetrate when accessable accessible . Nepaul is I believe quite\n closed to Europeans, but from Almorah I may proceed by the Niti pass to the lake Masanomawa . Previous to this I shall have crossed the Vindhya\n range on the Nerbudda , so that to vary my route on returning the 2 nd year I may be induced to take the Malwa provinces & Mt. Mount Aboe , on the borders of Scinde , & so down to Bombay . I need not say that much of the above is problematical, nor can I fix\n any-thing previous to my arrival in Calcutta when I shall hear about the Lhassa expedition if it is to be\n organized. The Admiralty have further desired my services in Borneo , to report upon\n the vegetable productions of our new settlements there & I have\n agreed to proceed thither on the completion of my India n journey, I hope in the year 1849 or\n 1850 . There I shall join Capt. Captain Keppell \u2019s Frigate the Meander (44\n Guns) & receive every assistance as an officer in the Navy , with an allowance from the Admiralty for my expenses . I saw both Capt. Captain Keppell & Mr Brooke previous to leaving England ; they promise me every assistance,\n especially towards visiting Kino\n Balu , a Mountain estimated 14000 ft. feet at the N.E. North East extreme of Borneo . & a highly interesting station for Botany & Meteorological observations. The Woods & Forests allow me \u00a3400 a year for two years in India , which will pay a large\n portion of my expenses. On my proceeding to Borneo I receive from the Admiralty , pay of \u00a3230 per an n um &\n an allowance of \u00a3300 a year for my expenses, besides being attached to the Frigates Frigate\u2019s books for rations on board or ashore. My\n instruments are all of the best, chiefly Meterological Meteorological & for objects of Natural History: I have 3 Barometers: - 1 Siphon ( Gay Lussac by Adie of Edinburgh )\n & 2 of Newman (cistern)\n one of 24 in Mts Mountains for great heights. Also a good boiling water\n apparatus,\n Photometer,\n etc. etc. I shall pay particular attention to the\n temperature of Soils & have an instrument for sinking thermometers. My attention\n shall of course be chiefly directed t o the effects of climate on vegetation, in all its features . , but I shall avail myself of\n every opportunity of investigating Barometric & other pheno mena of all kinds. Von hier an bis Ende u und Tabelle Diese Notiz Alexander von Humboldts markiert die\n Briefstelle, ab der Johann Friedrich\n Klotzsch eine Abschrift anfertigen sollte. Diese ist mit\n der Signatur gr. Kasten\n 12, Nr. 108 \u00fcberliefert. I did my best before leaving England to prepare a list of all the Australia n plants common to Europe , but could only get through the Dicotyledones of which I enclose a list. A few others are in Brown\u2019s Appendix Brown\n 1814a . Der Text erschien ebenfalls als Einzelpublikation, Brown 1814 . to Flinder\u2019s Flinders\u2019s Voyage Flinders\n 1814 . , together with the Monocotyledones to which I had hardly any to add. The preponderance of Cruciferae is very remarkable,\n considering how ill-adapted their seeds are for transport. In the 1 st Part of the Flora Antarctica Hooker, J.\n D. 1844\u20131860 , I. are one or two additions of L d Lord Auckland\u2019s group plants found in Europe ; and the second part of the work Hooker, J.\n D. 1844\u20131860 , II. contains all the Europe an species\n found in Extra tropical S. South America , some prevailing through intermediate\n Latitudes, others as Pisum\n maritimum & Hippuris vulgaris s a re sporadic & not to be met with between the Strait of Magalhanes & the N. Northern temperate zone. In Ross \u2019 Antarctic Voyage Ross\n 1847 . I have given lists of the Fuegian & Falkland Land & L d Lord Auckland & Campbell\n Island plants common to those countries & Europe . I endeavored to com bine all into one list for You before leaving home but was quite unable\n to do so, to my very great regret. Co e lebogyne still flowers & ripens its seeds\n at Kew , as do the plants raised from those\n seeds both at Kew & in the Hort. Soc. Horticultural Society Gardens. I have repeatedly examined the the stigmata & can find no trace of impregnation, nor of\n pollen tubes in the style or mouth of the ovule. In our herbarium we have native specimens of the male\n flowers ! in small amenta K\u00e4tzchen: Eine Form des Bl\u00fctenstands von\n m\u00e4nnlichen und weiblichen Bl\u00fcten bei B\u00e4umen und Str\u00e4uchern. . I have come out so far in HMst V. Her Majesty\u2019s Steam Vessel Sidon, tomorrow we hurry across to Suez & take the Steamer to Calcutta . The Governor\n General has a noble regard for Science & is the youngest man (38.) who has ever been entrusted with this office: he is every-thing that is good & generous\n & a man of first-rate ability. Again my dear Baron let me thank You most warmly. I shall often think of You & all Your kindness & I\n hope to send You some results soon if\n You will condescend to rec ie ei ve my comm unications. With\n feelings of most profound respect & gratitude Believe me Your\n affectionate & truly obliged Jos. D. Joseph Dalton Hooker . To The Baron Von Humboldt Membre de l\u2019 Institute &c.\n &c. &c. Paris . J. D. Joseph Dalton Hooker . 1. Atriplex\n Halimus 2. Hooker strich die Angabe unter Punkt 2,\n korrigierte jedoch nicht die fortlaufende\n Z\u00e4hlung. Salicornia arbuscula . ? A South America 3. Limosella ternifolia a var. variation of L. Limosella aquatica . N. Z . New Zealand A South America 4. Solanum nigrum . A South America 5. Calystegia sepium A South America 6 . \u2014 Calystegia soldanella N. Z. New Zealand 7. Prunella vulgaris A South America 8. Cotula coronopifolia N. Z. New Zealand A South America 9. Gnaphalium\n luteo-album N. Z. New Zealand 10. Picris hieracioides N. Z. New Zealand A South America 11 . Apium graveolens N. Z. New Zealand A South America 12. Montia fontana N. Z. New Zealand A South America 13. Callitriche verna N. Z. New Zealand 14. Lythrum salicaria N. Z. New Zealand 15 . \u2014 Lythrum hyssopifolium . A South America 16. Epilobium tetragonum . N. Z. New Zealand 17. Geum Urbanum . N. Z. New Zealand A South America 18. Potentilla anserina . N. Z. New Zealand A South America 19. Oxalis corniculata N. Z. New Zealand A South America 20 . \u2014 Oxalis stricta A South America 21. Arenaria marina N. Z. New Zealand 22. Nasturtium amphibium 23 . \u2014 Nasturtium palustre . 24. Barbarea\n pr\u04d5cox 25. Cardamine pratensis A South America 26 . \u2014 Cardamine hirsuta N. Z. New Zealand 27. Draba nemoralis A South America 28. Lepidium incisum . A South America 29. Senebiera didyma . The above 29 are all T as manian & examined by\n myself . Those marked A are also S. South American . Those marked N. Z. are also New\n Zealand . Plants common to Egypt or Arabia & North West India Balanites\n \u04d5gyptiaca Astragalus tribuloides Portulaca quadrifida \u2014 Portulaca crystallina Franc\u0153uria\n crispa Sclerocarpus africanus Hyoscyamus - purpureus ? Species identical with Americans \u2014 or\n belonging to genera peculiarly American \u2014 Berberis (Mahonia)\n acanthifolia Podophylli spp. Argemone\n Mexicana Drymaria cordata Borreria (spermacoce)\n pusilla . vix distincta a B. Borreria pumila Adenocaulon\n Himalaicum Eupatorium dicline . Phryma - Gaultheria Gaylussac eia ia . Thibaudia Oxybaphus himalaicus - valde affinis O. Odontoglossum Cervantesii Mirabilis Jalapa - I\n have found in remote situations in the Himala most abundantly so that I cannot but\n believe it to be indig enous . Al c t ai & Siberian \u2014 Viola Patrinii Lepidium incisum Rhus cotinus Spir\u00e6a\n Kamschatica \u2014 Spir\u00e6a Lindleyana - v. valde affinis S. Spir\u00e6a sorbifoli\u00e6 Saxifraga\n flagellifera Stellera concinna affinis S. Stellera cham\u00e6jasme Elschotzia\n cristata And were I better acquainted with the Altai flora, I could doubtless add a considerable number more \u2014 European or Levantine Plants, found in Northern India a Die Bedeutung der Abk\u00fcrzungen \"a\" und\n \"s\" ist unsicher. Eventuell markieren sie, dass die genannte\n Pflanze ebenfalls im Altaigebirge (a) bzw. in Sibirien (s) vorkommt, in\n Fortf\u00fchrung der Liste auf Bl.\n 5r . 1 Ranunculus aquatilis \u2014 Plains a 2 R \u2014 Ranunculus sceleratus . Plains s . 3 R \u2014 Ranunculus arvensis Himala ad 5000 4 R \u2014 Ranunculus bulbosus ? Himala 7 - 8000 \u2014 s . 5 Fumaria parviflora \u2014 Plains . & Himala ad 5000 s 6 Arabis thaliana \u2014 ib. ibidem ib. ibidem 7 Cardamine impatiens Himala 6 - 7000 \u2014 8 Thlaspi perfoliatum ib ibidem \u2014 9 Alliaria officinalis ib ibidem 10 Sisymbrium\n Sophia ib ibidem 11 S \u2014 Sisymbrium Column\u00e6 . ib ibidem 12 Capsella Bursa\n Pastoris Plains & Himala to 10000 . s . 13 Raphanus\n Raphanistrum Plains s 14 Saponaria vaccaria ib ibidem s 15 Silene conoidea ib. ibidem 16 Stellaria media \u2014 ib ibidem 17 Cerastium triviale ( Fenzl ) Himala . 3 - 6000 18 Arenaria serpyllifolia Plains & Himala to 10000 19 Sagina Linn\u00e6i ( Fenzl ) Himala 10 - 13000 . s . 20 Spergula arvensis ( var. varietas Tri gyna ) Plains 21 Mollugo Cerviana \u2014 d o ditto 22 Malva rotundifolia \u2014 d o ditto \u2014 & Himala to 9000 . 23 Hypericum perforatum Himala 4 - 10000 24 Geranium molle Himala 3 - 4000 25 G \u2014 Geranium lucidum \u2014 d o . ditto 5 - 7000 26 G \u2014 Geranium Robertianum d o . ditto 7 - 9000 27 Oxalis\n corniculata Plains & Himala to 8000 28 Peganum Harmala Penjab 29 Medicago lupulina \u2014 Penjdab Penjab 30 Medicago denticulata Panjab s \u2014 Melilotus leucantha Plains s \u2014 Melilotus parviflora d o ditto \u2014 s \u2014 Lotus corniculatus . Penjab \u2014 Himala to 6000 s E rvum tetraspermum Himala \u2014 6 - 7000 s 35 E \u2014 Ervum hirsutum Plains \u2014 s Vicia \u2014 ib ibidem \u2014 s Lathyrus angulatus ib ibidem \u2014 L \u2014 Lathyrus pratensis Himala 6 - 7000 L \u2014 Lathyrus aphaca plains \u2014 Orobus aurantiacus \u2014 H imala 40 Hookers fortlaufende Z\u00e4hlung ist hier\n nicht korrekt. An dieser Stelle handelt es sich um Eintrag Nr.\n 41. Auch im weiteren Verlauf dieser Liste weicht die Z\u00e4hlung,\n teils durch sp\u00e4tere Hinzuf\u00fcgungen, an verschiedenen Stellen von\n der tats\u00e4chlichen Anzahl der Eintr\u00e4ge ab. Geum urbanum ib. ibidem Potentilla supina ib \u2014 ibidem & Plains \u2014 Agrimonia\n (Nepalensis . id. idem ac . A. Agrimonia )hepatoria Epilobium montanum Himala \u2014 5 - 8000 a Callitriche verna Himala \u2014 a 45 Callitriche stagnalis ib ibidem Hedera Helix ib \u2014 ibidem 4 - 7000 \u2014 Achillea millefolium ib \u2014 ibidem 7 - 9000 s \u2014 Sonchus oleraceus \u2014 Plains \u2014 s . \u2014 \u2014 Sonchus arvensis H i b \u2014 ibidem & Himala 3 - 4000 50 Monotropa morisoni ana Himala 5 - 6000 \u2014 Gentiana tenella Himala \u2014 9 - 11000 Solanum nigrum Him Himala \u2014 3 - 10000 Datura stramonium Him Himala \u2014 3 - 4000 Hyoscyamus niger \u2014 Himala 9 - 11000 55 Verbascum Thapsus \u2014 Plains \u2014 & Himala to 10000 s . Antirrhinum\n Orontii \u2014 d o . ditto \u2014 a Veronica\n Anagallis d o ditto a Veronica Beccabunga Himala Veronica serpyllifolia d o ditto 60 Veronica arvensis d o ditto 62 Veronica agrestis Plains \u2014 Euphrasia officinalis Himala 6 - 10000 Origanum vulgare not cultivated but truly wild \u2014 Himala 4 - 9 000 Thymus serpyllum 8 - 10000 65 Hyssopus officinalis \u2014 9000 \u2014 in great masses quite wild. Prunella vulgaris \u2014 Himala \u2014 6 - 9000 Lamium ampl u e xicaule \u2014 Himala 3 - 4000 Salvia glutinosa \u2014 Himala 7 - 10000 70 Lycopus exaltatus Himala 3 - 5000 Myosotis palustris Himala 9 - 10000 s Convolvulus arvensis Plains & Himala s Anagallis\n c\u00e6rulea Plains & Himala to 9000 Samolus\n Valerandi Himala to 3000 75 Plantago lanceolata Himala 3 - 7000 P \u2014 Plantago major Himala 7 - 10000 Polygonum\n Persicaria d o ditto \u2014 & plains P \u2014 Polygonum hydropiper Himala . 3 5 - 8000 P \u2014 Polygonum acre ib \u2014 ibidem ib. ibidem 80 Rumex acetosa ib \u2014 ibidem 9 - 10000 Rumex\n hastata . ib \u2014 ibidem s Chenopodium viride Plains s . C \u2014 Chenopodium album ib ibidem s Euphorbium\n Helioscopium ib \u2014 ibidem a Alisma Plantago ib ibidem a Sagittaria\n sagitifolia ib ibidem 85 Polygonatum vulgare \u2014 Himala 7 - 9000 a Butomus umbellatus ib ibidem Plains \u2014 rare a Potamogeton hy b ridus Himala 6 - 7000 a \u2014 Potamogeton natans Plains \u2014 Potamogeton crispum ib ibidem a 90 \u2014 Potamogeton pectinatum ib ibidem a \u2014 Potamogeton perfoliatum ib. ibidem a Zannichellia palustris \u2014 ib ibidem a Acorus calamus Himala 2 - 4000 a Sparganium ramosum Plains a 95 Typha angustifolia ib \u2014 ibidem a . Valisneria\n spiralis \u2014 Plains a . Lemna sp. species Himala a El\u00e6ocharis\n palustris Plains a Scripus\n maritimus ib ibidem 100 Carex remota ib. ibidem a s . Lolium temulentum Plains. North West. rare s Avena fatua ib ibidem Poa pratensis Himala 11000 Poa annua ib \u2014 ibidem 5 - 10000 5 Festuca ovina ib. ibidem 13000 \u2014 Dactylis glomerata ib. ibidem 6 - 10000 . Asple nium trichomanes ib. ibidem A \u2014 Asplenium Adiantum nigrum ib. ibidem Athyrium filix\n famina ib ibidem Pteris Cretica \u2014 ib \u2014 ibidem 110 \u2014 The above have been collected by myself \u2014 to these may be added on other authority . : Salvia sibthorpii . Bentham Labiath\u00e6 Bentham 1832-1836 . Melissa clinopodium Scutellaria galericulata Nepeta Cataria Cyperus mucronatus Kunth Agrostographia Agrostographia synoptica sive enumeratio\n graminearum omnium hucusque cognitarum, adjectis characteribus,\n differentiis et synonymis ( Kunth 1833\u20131850 , I\/II). Scirpus mucronatus Isolepis supina I \u2014 Isolepis Michelianus I \u2014 Isolepis capillaris Carex paludosa D r Falconer found in Cashmir Pyrola uniflora & a second species Adoxa \u2014 besides other European\n forms \u2014","161":"Euer Excellenz geehrtem Befehle gem\u00e4\u00df habe ich das f\u00fcr des K\u00f6nigs Majest\u00e4t bestimmte Schreiben in Allerh\u00f6chstdessen H\u00e4nde gelan gen lassen, sobald \u00fcber die heutige\n Mittags-Tafel bestimmt war. Es ist demn\u00e4chst eine ab\u00e4ndernde Bestimmung erfolgt\n und Euer Excellenz werden Selbst eine Einladung zum Diner, um 3 Uhr in der\n Halle, erhalten. Mit dem erneuten Ausdruck der vorz\u00fcglichsten Hochachtung und Verehrung\n habe ich die Ehre zu zeichnen, als Euer Excellenz ganz gehorsamster\n Diener v von Schoeler. Berlin den 27. Januar 184 8 .","162":"Sie sehen, mein theurer Ehrenberg, aus diesen Zahlen des Fl\u00fcgel Adjutanten auf die ich Sie nicht zu antworten bitte, dass es die h\u00f6chste Wahr scheinlichkeit ist, der K\u00f6nig werde sein Versprechen auf die Akademie heute zu kommen halten . Ich hatte n\u00e4mlich\n heute morgen den K\u00f6nig noch an Ihren Vorsiz erinnert und es ist aus der Antwort geschlossen worden\n zu Hause um 3 Uhr und nicht bei m Pr Prinzen v von Preussen um 4 Uhr zu essen . AHt","163":"Ich habe gestern Abend, theurer Freund, bei Minister Manteuffel , von von der Heydt m\u00fcndlich die Gewissheit erlangt, dass die Unterschrift zum Orden heute\n morgen f\u00fcr Schick dem Pr. Pr\u00e4sidenten v von Gr vorgelegt werde . AHt Mittwochs am 2 Febr. Februar 1838 Ehrenberg","164":"Vielen Dank f\u00fcr das sch\u00f6ne Exemplar. Ihre so vielumfassenden Beobachtungen haben mich leb haft interessirt. Allerdings ist es schmerzhaft jemand den man liebt, den man eben erst verl\u00e4sst, mit\n dem man 40 Jahre gelebt, gerechtem Tadel, bald dem Spott ausgesezt zu sehen. Wer kann an Bestand glauben oder den blutigen Ausgang\n vorhersagen. Dazu kommt hemmt dies improvisirte Drama alle ruhige, ver n\u00fcnftige Entwickelung der eben aufkeimenden con stitutionellen Verfassungen . Mir ist es allerdings ganz recht, theurer Freund, wenn Sie \u00fcber Java u und Hooker reden wollen . Leider! kann ich Ihnen den\n Brief von Hooker jezt nicht zur\u00fckschicken, da er von Schomburgks H\u00e4nden\n an Klotzsch (wegen der europ. europ\u00e4ischen Pflanzen in Australien ) gegeben worden ist . Dankbarst und Ver ehrungsvoll Ihr AlHt 3 M\u00e4rz Wir kommen nun zur Ordenswahl. Dass ich jezt f\u00fcr Kunth stimme und W\u00fcnsche thue darf Sie\n nicht wundern, der Sie meine Pflichten und das Alter meiner Pflichten gegen ihn kennen .","165":"Ich habe die grosse Freude Ihnen zu melden, mein theurer Freund, dass Sie zum Ritter meines Ordens gewahlt gew\u00e4hlt sind, mit 8 Stimmen eine sehr gute Wahl da sonst von den Gelehrten niemand mehr als 3 Stimmen gehabt hat . Fur F\u00fcr Sie waren der K\u00f6nig , eigenh\u00e4ndig unter Metternichs Brief geschrieben, der dem K\u00f6nig die Wahl uberlassen \u00fcberlassen , Link , ich, Meyer Beer , Cornelius , Bopp , Mitscherlich , Rauch . Mit Ihnen ist gew\u00e4hlt Spohr . Die Proclamation in der\n Zeitung ist 31 . Mai. Der Konig K\u00f6nig wird Sie dann in den n\u00e4chsten Tagen zu Tische\n bitten . Ich bin unendlich erfreut.\n Sagen Sie es Mitscherlich der sehr thatig th\u00e4tig war . AlHumboldt Berlin Freitags 2 Uhr Ich gehe nach Potsdam zuruck zur\u00fcck","166":"Neu erscheinende Infusorien. Die\n Feuerk\u00fcbel der Stra\u00dfen, die ich fast 20 Jahre regelm\u00e4\u00dfig untersuche liefern jezt nicht blo\u00df gr\u00fcnen gr\u00fcne Monaden bestand , sondern ganz neue mir bis dahin nie vorgekom mene\n Formen zwey neuer Genera bildeten die intensive F\u00e4rbung. So scheint auch die organische Natur neue\n Bl\u00e4tter nach au\u00dfen zu kehren. Ich habe gestern in der Classensitzung der\n Akademie die Formen lebend vorgezeigt, zahllose Mengen. Auch bey K\u00e4fern und\n anderen Thieren kannte man periodischen Mangel und \u00dcberflu\u00df gewisser\n Formen. Melo lontha Fullo , die Processions Raupe u dergl dergleichen fehlen manchmal in einer Gegend Menschenalter\n lang und werden wieder zur Plage. Neue Genera sind seltner. Spondylomorum (Wirtelbeere) ist ein\n kleiner rasch schwimmender Polypenstock von je 16 Thier chen. Spondylorum quaternarium Chloraster (Nixen-Stern) ist ein\n octogo nes sehr bewegliches Sternchen mit\n rothem Augenpuncte und 5 Wirbelf\u00e4den am Munde. Einzelthier. Chloraster Volvox Gleichzeitig habe ich Gelegenheit genom men in der Klasse die\n Resultate mei ner Anwendung des polarisierten Lichtes\n mitzutheilen, von denen ich Ihnen wohl schon gemeldet habe. Orga nische\n Kalktheile und Kieseltheile lassen sich damit unterscheiden. Vulkanischer (Obsidian) Staub giebt keine Spectra, aber (urspr\u00fcnglich crystallinischer)\n Quarzstaub giebt deren. Sie erkennen darinn wohl die Wichtigkeit des\n Erlangten. Alle bisherigen Resultate mit Einschlu\u00df des herrlichen Amylum\n Spectrums bleiben einflu\u00dflos f\u00fcr Generelles. Ich denke mir Sie zuweilen\n auch mit dem Kosmos besch\u00e4ftigt und w\u00fcnsche da\u00df Willk\u00fchr und Unverstand\n samt Rheumatismen Sie nicht st\u00f6ren m\u00f6gen . Hochachtungsvoll Ihr dankbar ergebenster Ehrenberg 30\/5\/48.","167":"Verzeihen Sie, innigstgeliebter Freund und Reise gef\u00e4hrte, dass ich so\n sp\u00e4t erst Ihnen f\u00fcr so viele \u00fcberaus erfreuliche und wichtige organische und geognostische Mittheilungen Ehrenberg 1839a Ihnen danke. Heute aber muss ich beginnen mit dem herzlichen Antheil den ich an der beginnenden Wirkung der Molkenkur nehme!! Ihre geistige Th\u00e4tigkeit mitten unter so vielen Hindernissen und moralisch deprimirenden M\u00e4chten, ist bewundernsw\u00fcrdig . Sie stehen\n darin einzig da. Ich arbeite allerdings ungest\u00f6hrter hier, aber die Arbeit\n geht doch nicht wie sonst, es hat sich oft einer Art Tr\u00fcbheit meiner\n bem\u00e4chtigt die ich gern verberge . Die nahe Umgebung des K\u00f6nigs wirkt wie\n die Furcht vor anziehendem Ungewitter . Die\n Zukunft und f\u00fcr mich ist es doch nur eine ganz nahe, liegt tief verh\u00fcllt. Ist \u00e4usserer Krieg f\u00fcr jezt unwahrscheinlich, so ist das innere Treiben um so unverst\u00e4n diger,\n dazu n\u00fcchtern, nachahmungs s\u00fcchtig, dramatisch ohne Helden thum. Man sieht nur immer schon l\u00e4ngst gespielte St\u00fccke . Die kindische Bewegung zu der B\u00f6ckh \u2019s Eitelkeit die Akademie hat verleiten\n wollen, kannte ich durch L. Leopold v von Buch . Andere K\u00f6rperschaften bevormunden ..\n und dann ehe es noch im Geringsten entschieden ist ob es eine Erste Kammer geben wird, Vorschl\u00e4ge zur Erweiterung des nicht Existirenden zu machen, w\u00e4re unserer Klubgesell schaften\n w\u00fcrdig. Es riecht nach Jacobi miles gloriosus Mathema ticorum Princeps wie er sich nennt, wenn er das Ungl\u00fck gehabt bei seinem K\u00f6nig zu essen, nach Erman filius und nach B\u00f6ckh \u2019s Kakod\u00e4mon dem D r Doktor Merker . .. Was Sie mir heute, theurer Freund, \u00fcber das pl\u00f6zliche Erscheinen neuer\n Formen melden, hat mich sehr bewegt. Ich werde dem K\u00f6nig heute Abend ihre h\u00fcpsche Wirtebeere und den\n ein\u00e4ugigen Stern zeigen: er ist auch jezt f\u00fcr solche Dinge mehr als je empf\u00e4nglich. Da wir durch Sie wissen dass der Luftstaub nicht bloss\n abgestorbene Orga nisationen, sondern noch friche frische lebende (so verstehe ich Sie) hinzuf\u00fchrt, so glauben Sie doch wohl\n auch, dass die Feuerk\u00fcbel dergleichen der Luft entnehmen . Von unterirdische n eigenen Thierchen, den\n Brunnen u und Quellwassern eigenth\u00fcmlichen (wie Pflanzen der Gruben) haben Sie\n bisher wohl nichts bestimmtes angenommen . Mit alter Liebe und wachsen der Bewunderung Ihr dankbarster AlHumboldt Potsdam Mittwochs.","168":"Bei Gelegenheit der neuen Formen der\n neuen Feuerk\u00fcbeln in Berlin erschienen Donnerstag Himmelfahrtstag 1848. Innigst verehrter Herr Baron I . Inwiefern die in der Luft (Sirocco) schwebenden\n Kieselinfusorien mit Ovarien lebend genannt werden k\u00f6nnen? II . Ob es in unterdischen unterirdischen den Quellen eigent eigentlich himmliche himmlische Infusorien giebt? ( Infus Infusorien \u00fcberleben die Siedhize Auf Ihren gestrigen Brief erlaube ich mir Ihnen heut sogleich einige Antwort in den wissenschaftlichen I Beziehungen zu geben. Wenn ich von frischen und lebensf\u00e4higen, mit Ovarien versehenen, Polygastren des Luftstaubes Nachricht gab, so habe ich damit nicht die Ansicht aussprechen wollen und k\u00f6nnen, da\u00df Luft und Erde sich in dieser Beziehung gleich verhalten.\n Etwas\n Andres ist es jedenfalls in der Atmosph\u00e4re. Ich sehe zwar in jeder geringsten Menge des Scirocco Staubes (nicht anderen)\n Kiesel Infusorien mit wohl erhaltenen Ovarien, wie frisch, aber ich habe\n noch nie panzer lose Infusorien\n darinn beobachtet, habe auch, da ich den Staub mir selbst zu sammeln\n Gelegenheit hatte, nicht Lebensbewegung gesehen. Es sind frisch\n getrocknete, nicht gegl\u00fchte, nicht verfaulte, zum Theil au\u00dfereurop\u00e4ische K\u00f6rperchen. Ich\n vermuthe,\n da\u00df frisch gefallener solcher Staub, sofort in\n Wasser gebracht, Lebensbewegungen erkennen l\u00e4\u00dft, weil\n die kleinen Organismen intact erscheinen so, wie in ihre Muscheln\n zur\u00fcckgezogene Schnecken. Ich denke mir ferner die atmosph\u00e4 rischen\n Verh\u00e4ltnisse demnach vergleich bar der\n Dachrinnen - und Dachmoos- Erde, welche bey langer D\u00fcrre scheinbar total austrocknet, beym ersten Regen aber die belebten und bewegten R\u00e4der thierchen zeigt. So denke ich mir allerdings den Staub der Atmosph\u00e4re bald\n mit bald ohne Wasserdunst, der dem kleinen Leben bald karge \u00c4u\u00dfe rung, bald freyere Entwicklung bis zur Selbsttheilung angedeihen l\u00e4\u00dft. Ob die neuen Formen der Feuerk\u00fcbel der Luft entnommen seyn\n m\u00f6gen,\n und dergleichen periodisch aus der Luft fallen, dar\u00fcber denke ich so. Wie\n weit die Gren zen des organischen Lebens gehen\n l\u00e4\u00dft sich f\u00fcr die Atmosph\u00e4re so wenig als f\u00fcr die Tiefe des Erd Innern\n r\u00e4umlich \u00fcbersehen. Da der Luft- und Meeres Druck sich in gro\u00dfen\n Meerestiefen auch bei extremen Lokalver\u00e4nde rungen (Heraus ziehen aus der Tiefe) der Theo rie entgegen , unbehindert und unver\u00e4ndert l\u00e4\u00dft, so k\u00f6nnen auch magnetische\n und electri sche Abstufungen die Gravitation im Luft R aume wohl \u00fcberraschend so modifizieren, da\u00df gro\u00dfe Luft Verd\u00fcn nung dem kleinen Leben kein\n Hinder nis wird. Sie k\u00f6nnen, ihrer Schwere ungeachtet, schweben in gro\u00dfer Erd ferne, auch vielleicht mit Feuchtigkeit, bei\n deren Verlust sie auch da, wie \u00fcberall, zulezt sterben m\u00f6gen. \u2013 Dagegen\n sind die Er scheinungen um welche es sich direct Ich habe bereits gro\u00dfe Massen von Analysen von Quell Producten zu mei ner Disposition und werde gelegentlich einmal eine \u00dcbersicht zusammenstellen . Viele habe ich selbst beobachtet z. zum B. Beispiel die vielen S\u00e4urequellen am Rhein, die b\u00f6hmischen kalten und\n hei\u00dfen Quellen, die Aachener und viele andere, besonders auch viele\n Soolquellen. Als vorl\u00e4u figes Resultat kann ich\n Ihnen da mel den, da\u00df \u00fcberaus viel Leben in\n Verbin dung mit solchen Quellen bis \u00fcber den Siedpunkt Siedhize hinaus\n (gegen die jetzige Chemie) vorhanden ist.\n Allein die entschieden ein flu\u00dfreichen\n Verh\u00e4ltnisse zeigen sehr blasse zarte und sehr kleine Formen. Sind dies Verk\u00fcmmerungen der Oberfl\u00e4chen Verh\u00e4ltnisse oder noch weit\n sch\u00e4rfer aufzufassende Ei genth\u00fcmlichkeiten,\n dar\u00fcber habe ich noch kein Urtheil gestaltet. Da sich in R\u00fccksicht des selbstst\u00e4ndigen Lebens im\n kleinsten Raume schon so manches Unerwartetes ergeben hat, so nehme ich\n Anstand irgend wo abzuschlie\u00dfen wo noch M\u00f6glichkeiten besonderer Th\u00e4tigkeit\n vorhanden sind und diese Methode hat mich bis jezt zu immer neuen Resultaten gef\u00fchrt. Beil\u00e4ufig erlaube ich mir die Erl\u00e4u terung\n meines \u00f6fters gebrauchten Aus druckes des selbstst\u00e4ndigen Lebens im kleinsten Raume oder in der Richtung des kleinsten Raumes zuzuf\u00fcgen, wof\u00fcr scheinbar auch das kleinste organische Le ben gesagt werden k\u00f6nnte. Jenen Aus druck habe ich seines tieferen und weiteren Umfanges halber\n vorgezogen. Das kleinste organische Leben ist nicht nothwendig im kleinsten\n Raume, sondern ist relativ nach den Sehmitteln und Erfahrungen, wovon ich\n abstrahiren m\u00f6chte, um die Nachforschung nach immer Kleinerem hinzu dr\u00e4ngen. So habe ich ja wohl die Fragen, welche Sie andeuteten, s\u00e4mtlich im Wesentlichen ber\u00fchrt. In herzlicher Verehrung Ihr dankbar ergebenster Ehrenberg So eben erhalte ich, der Unruhe der Zeit ungeachtet, neuen Meteorstaub\n vom 31 . Januar aus Niesky bei G\u00f6rlitz. Also auch bis dahin ist die Erscheinung westlich\n gelangt.","169":"Der K\u00f6nig wird Sie, in\n diesen Tagen, mein theurer Freund und College, als neuer Ordensritter\n zur Tafel nach Sanssouci einladen lassen um 3 Uhr . Ich glaube es wird\n morgen Mittwoch sein; ich avertire, da man immer nur denselben Tag\n gebeten wird. Sie k\u00f6nnen um 2 Uhr mit der Eisenbahn fahren und finden hier auf der Eisenbahn einen k\u00f6n. k\u00f6niglichen Wagen nach Sanssouci . Wollen Sie, was ich sehr w\u00fcnsche, bereits um\n 12 U Uhr von Berlin weg fahren, so kommen Sie um 1 U Uhr zu mir auf das Schloss in Pots dam : auf den Fall fahre\n ich Sie gegen 3 Uhr nach Potsdam Sanssouci . Weisse Halsbinde runder Huth, pantalon. Ich rathe die\n Ehrenlegion dieses Mal gar nicht, oder wenigstens ohne Kreuz\n anzumachen . Meine herzlichste Empfehlung Ihrer theuren Gattinn . AHumboldt Potsdam Dienstag Nachmittag Telegraphische Depechen sagen man schlage sich noch immer in Paris seit dem 23 sten Abends. Paris sei im \u00e9tat de Siege Si\u00e8ge . Das ganze Directorium habe abgedankt. Cavagnac Cavaignac sei siegreich gegen die Arbeiter an der Spitze der\n Truppen .","170":"Juli\n 1848. Wie sehr ich theile Ihren tiefen Schmerz, mein theurer Freund! Wenn ich von\n der fr\u00fchesten Zeit die innigste Verehrung Ihrer Geistesbegabt heit zollte, der unbegreiflichen Ausdehnung Ihres naturhistorischen u und philologischen Wissens wie Ihres Scharfblikkes, so war es doch eigent lich die liebensw\u00fcrdige Gem\u00fcthlich keit Ihrer edeln Natur, die mich unaufhaltsam anzog. Es ist in Ihnen ein\n Gemisch von St\u00e4rke und Weichheit, das auch denen nicht entgeht die Sie\n weniger kennen. Als ich der K\u00f6nigin gestern von Ihrem Ungl\u00fck sprach, antwortete sie gleich, man sieht ihm\n an, wie er leiden muss . Sie , die Edle, hat\n nun ausgelitten. Mit z\u00e4rtlicher Hingebung ist sie Jahre lang gepflegt\n worden . Diese Ueberzeugung kann jezt Ihr einziger Trost\n sein. Mit dem innigsten Mitgef\u00fchl Ihr AlHumboldt Potsdam, Sonnabend Ihre Tochter wird heran wachsen die\n kleineren Ge schwister zu leiten. Bei Letronne ist das v\u00f6llig gegl\u00fckt \u2013 freilich ein schmerzlicher Ersaz .","171":"1 Brief Berlin 4 Sept. September 1848. Wegen mancherley Anfragen \u00fcber die miasmatischen Luftverh\u00e4ltnisse habe ich\n in der lezten Sitzung der Akademie im August eine Zusammen stellung einiger Reihen von\n Beobach tungen vorgetragen Ehrenberg 1848 , die nur erst eine vorl\u00e4ufige bis jetzt noch ganz fehlende Basis\n geben sollen. Bevor man das gew\u00f6hnliche Verh\u00e4ltni\u00df des kleinsten Lebens in\n der Atmos ph\u00e4re kennt, giebt es keinen Ma\u00df stab f\u00fcr das Ungew\u00f6hnliche. Mit dem ganzen Aufsatze der gedruckt wird, werde ich Sie nicht incommodiren, aber vielleicht gewin nen die\n Schlu\u00dfworte als Uebersicht der Resultate Ihr Interesse. Die B\u00e4ume des Thiergartens im geschlossenen Walde, die Eichen des\n Brau hausberges bis Potsdam im geschlossenen Walde haben als Unterlage ihrer Moose\n in 10 bis 12 Fu\u00df H\u00f6he vom Boden eine reiche Fauna kleiner oft\n kieselschali ger Organismen erkennen lassen,\n eben so das Dachmoos der H\u00e4user in Berlin . Au\u00dferdem ist der Staub der innern H\u00e4user und B\u00f6den (Sonnenstaub) untersucht worden. Der Staub der K\u00f6niglichen Bibli othek hat in 10\n nadelkopfgro\u00dfen sehr genau gepr\u00fcften Mengen 22 For men erkennen lassen, darunter Euno tia\n amphioxys mit gr\u00fcnen Oexoien Ovarien .. Dachmoos von 4 st\u00f6ckigen H\u00e4usern in der Leipziger Stra\u00dfe hat\n bis 40 Arten in 10 \u00e4hnlichen kleinen Mengen gelie fert. Baummoos in \u00fcber Manns h\u00f6he\n vom Stamme genommen 31 bis 38 Arten. Unter diesen For men sind Seethierchen. Vier Treppen hoch enth\u00e4lt der\n Bodenstaub meines jetzigen Hauses in 10 solcher Analysen 27 Arten und zwar\n nicht dieselben wie die Bibliothek. Vor 10 Jahren von mir gesammelter Dachrinnensand aus der franz\u00f6sischen Stra\u00dfe, den ich aufbewahrt habe der Wiederbelebungsversuche halber, zeigt mit den neuern gesch\u00e4rfteren Pr\u00fc fungs- und\n Unterscheidungs-Methoden ebenfalls 36 sehr \u00fcbereinstimmende or ganische Wesen. Solche meteorische lokale Ablage rungen habe ich\n 15 aus Berlin , Charlotten burg und Potsdam untersucht und beigehend finden Sie die Quint- Essenz. Cholera-Thierchen habe ich unter den 109 Formen nicht gefunden. Gott erhalte Sie noch in freudi ger\n Kraft und mir Ihre Zuneigung in so trostloser Zeit. Dr. Doktor Philippi in Cassel der Sicilianer wandert mit Frau und 4 Kindern aus\n nach Chili , wo sein Bruder schon ist. Verehrungsvoll Ihr dankbarster Ehrenberg. Freitag","172":"5 Sept September 1848. Potsdam Montag Nacht Ich gebe Ihnen ein kleines Lebenszeichen, theurer College; Ich bin sehr mit\n Ihrer herrlichen Abhandlung \u00fcber die Corallen Ehrenberg 1834 besch\u00e4ftigt gewesen. K\u00f6nnen Sie mir, falls , Sie diese Zeilen treffen, Ihr Exemplar von Darwins kleinem Corallenbuche Darwin 1842 leihen . Ich gehe morgen nach Tegel und von da unmittelbar schon um 7 h Abends auf die Eisenbahn . K\u00f6nnen Sie, theurer Freund,\n das Buch morgen Abend bis 6 8 Uhr zu mir oder in mein das Berliner Haus od oder einen anderen Tag nach Potsdam schicken, so verbinden Sie mich sehr . Mit alter Verehrung Ihr AlHumboldt","173":"Potsdam 7 Sept September 1848 Ich danke Ihnen herzlich, theurer College f\u00fcr Darwin\u2019s Corallenbuch Darwin 1842 was ich noch nicht zur\u00fckschicken kann und vor allem f\u00fcr Ihre\n herrliche Zu sammenstellung dessen, was wir Ihnen \u00fcber einen\n neuen so wichtigen Bestandtheil der Atmosph\u00e4re ABBAW, NL Ehrenberg E1. ver danken . Die M\u00f6glichkeit bleibt immer (und Valisnieri\u2019s Erfahrung von 1689 scheint\n darauf hinzudeuten) dass der organische Luftstaub zu gewissen Perioden von\n gr\u00f6sserer Menge aus der Oberwelt herabkommend Krankheit erregt! Ehe ich\n Ihren lieben Brief vom 4ten empfing hatte ich, durch Ihre Ideen, geleitet schon oft beim K\u00f6nig gesagt \u201cSie bes\u00e4ssen das wahre Geheimniss der Cholerafliege.\u201c 1) Wenn Sie n\u00b0 numero 12 unter den 109 Formen sehr richtig auf 21 thierisch gallerartige gallertartige weichh\u00e4u tige neben den 26 Plantarum Fragmenta, eine Wichtigkeit auf legen, so frage ich wie Sie diese 21 p. pro C Centum aus n\u00b0 numero 1 zusammenz\u00e4hlen . Rotatorien sind ja nur 5, Tardigra den 2, die Polygastrica z\u00e4hlen Sie ja wohl\n nicht, deren allein sind ja 26, aber wohl leere Schaalen. Ich qu\u00e4le Sie, um Ihnen zu beweisen dass ich Sie verstehen will. Diese weichen Theile\n sind die verd\u00e4chtigen . 2. Was hat Sie bewogen da sie selbst sehr gegen die Pflanzen \u00e4hnliche Natur\n der Corallen eifern, sie in Thier und und Phytocorallia einzutheilen.\n Al lerdings sind unter den lezteren nur Polypenst\u00f6cke,\n Thieraggregate nicht einzeln lebende wie die Hydren die sich losreissen und einzeln frei bewegen. Aber\n unter Ihren Thiercorallen sind ja auch Pilz, Pfeiffen und R\u00f6hren-Corallen, drei Gattungen die ja wohl auch gesellige St\u00f6cke bilden? 3. Sollten Sie glauben dass Mrs Mistress Somerville in ihrer neuen sonst vortreflichen Physical Geography (2 B\u00e4nde, die ich mir gekauft) immer die Corallenthiere als Coral-Insects bezeichnet! Der Mund der Antho zoen (Pfeiffen- und Madreporen Corallen) ist ja wohl immer mit Tentaclen besezt, haben Sie aber etwas\n eigentlich Wirbelndes wie die Cristateller in den Bryozoen ? Wirbelnd wie bei R\u00e4derthieren ? Das Wirbeln ist ja nach Joh. Johannes M\u00fcller auch den Echinodermlarven eigen was er Epauletten nennt. Gott erhalte Ihre kleine Familie und bewahre Sie vor neuer Tr\u00fcbniss. Und\n der an Cholera gestorbene vortrefliche Coptiker Prof Professor Schwartze . Wie viel viel in England gesam melte Arbeit geht da wieder verloren: Hansemann will wird die Coptica nicht herausgeben . Mit alter Liebe AlHumboldt Potsdam Donnerstag Ein Prof. Professor R\u00e4uschle in Stuttgart hat einem kleinen\n harmlosen astron. astronomischen Lehrbuche Karl G. Reuschle. Kosmos f\u00fcr Schulen und\n Laien. gemeinfa\u00dfl. Abri\u00df d. phys. Weltbeschreibung nach Alexander von\n Humboldts Gesichtspunkten. Stuttgart, Hallberger. 1848 den Titel \u201eKosmos f\u00fcr Sch\u00fcler u und Laien\u201c gegeben \u201eAbriss der phys. physikalischen Weltbeschrei bung\u201c offenbar um T\u00e4uschung zu\n erregen . Cotta w\u00fcthet, aber wer kann\n processi ren . Der Titel sagt nicht Auszug aus Humboldts Cosmos Alexander von Humboldt. Kosmos. Entwurf einer\n physischen Weltbeschreibung. Stuttgart, Augsburg: Cotta, 1845 sondern nach Humboldts Gesichtspunkten und in einem zweiten Titel bloss nach A. Alexander v von Humboldt . Sollten Sie vielleicht die Proceedings der British Association British Association for the Advancement of\n Science: Report of the proceedings, recommendations and transactions of\n the British Association for the Advancement of Science London,\n 1833-1931 von 1837 Liverpool 1843 Cork 1844 York 1846 Southhampton besizen so schicken Sie g\u00fctigst in mein Haus was Sie haben nach Berlin .","174":"Ich habe heute erst Musse, mein theurer Freund und College, Ihre beiden liebevollen Briefe vom 24 u und 27 Sept September zu beantworten. Wie soll ich Ihnen genugsam danken f\u00fcr die reichliche Auskunft die Sie mir verschaft \u00fcber alles was mir fehlte. Ueber den Fluor der vorz\u00fcglich die Fischknochen charakterisirt k\u00f6nnte uns\n der vortrefliche Heinrich Rose wohl noch etwas schaffen, wenn er f\u00fcr die Jahre 1804 od oder 1805 die Namen Morechini u und Gay Lussac in den sehr genauen\n Namensregistern der Annales de Chimie Morveau\/Lavoisier 1789-1815 aufsuchen wollte. Gay Lussac hat die Arbeit \u00fcber das Fluor der Fischknochen in Rom gemacht als er mich dahin begleitete u und nachher in Berlin war . Auch w\u00e4re Poisson zu suchen . Was die Kieselerde betrift so interessirt mich die Frage noch immer woher\n die gepanzerten Infusorien des Oceans und die Fusi sie nehmen. In Forchhammers Analysen des Meerwassers Forchhammer 1865 kommt troz der Behauptung von Bischof Bischof 1826 nichts davon vor . Dazu w\u00fcrde aber auch\n immer Gefahr sein dass die Chemiker in dem analysir ten Seewasser unbewusst lebende Infusorien mit analysirt haben . An der Existenz der Kieselerde im Meerwasser als urweltliche Beimischung wie des Fluors den die Corallen zeigen, zweifeln Sie u und ich wohl nicht. Fragen Sie doch unseren Heinrich Rose wie er sich den Zusand Zustand der so schwer aufl\u00f6s lichen Kiesels\u00e4ure\n im kalten Meerwasser denke, ob er Bischofs Behauptung in den etwas oberfl\u00e4ch lichen Geol. Geologischen Briefen Bischof\n [1849] Th Theil I p pagina 344 \u201edass Kiesels\u00e4ure in allen Quellwassern enthalten sei\u201c f\u00fcr\n wahrscheinlich halte. Wie denke er sich den Zu sand Zustand des Stoffes? Ihr Manuscript Aufsaz \u00fcber den Nuzen der chromat. chromatischen Polarisation Ehrenberg 1848b hat mich sehr sehr interessirt. Ich denke er solle Eindruk auf Arago machen der in einer w\u00f6rtlichen Ueber sezung\n von Faye , des Uebersezers meines Kosmos Humboldt 1845-1862 , gewiss das fachli che errathen\n wird.\n M\u00f6gen ihn die nahe Praesidentenwahl und die erwartete Ankunft des\n Stoknarren durch seinen Namen die Armee beth\u00f6renden Louis Bonaparte nicht abziehen . Unsere politischen Zu st\u00e4nde sind um so trostloser, als keine Regierung begreift, sie m\u00fcsse ungezwungen und lebendig sich constitutionnell zeigen. Dies Zaudern, diese Halbheit rauben den Regierungen alle Macht der Anarchie zu steuren . Man will dies nicht einsehen, so oft und frei und\n laut ich es sage!! Ich arbeite, bin auch nicht eigentlich krank, aber recht leidend von Husten\n und colossalem Schnupfen. Ich kann muss daher die Eisenbahn aus Vorsicht noch meiden und kann der Akademie\n nicht beiwoh nen . Leider kann ich den\n Brief von Retzius nicht auffinden!! Ich\n habe 1 Stunde danach gesucht . Z\u00fcrnen Sie mir nicht. Ich habe einen sehr langen, leider sehr unleserlichen meist geognostischen Brief von dem liebensw\u00fcrdigen Hooker aus Dorjeeling im Himalaya 25\n Juli . Er war in Nepaul u und Boothan und meldet es sei eben zum ersten\n Male ein Schneeberg an der thibetischen Grenze in Sikim westlich von Bootan gemessen, der Kinch Kinchinjinga heisst und n\u00e4chst dem Dhawalagiri der h\u00f6chste Berg der Welt sei . Der Kinchinjinga (fragen Sie Bopp nach der Etymologie!) hat 28178\n englische Fuss d. das i ist 26433 pariser Fuss . Bisher gab man dem Djawahir 24156 Par Pariser Fuss den n\u00e4chsten Rang nach dem Dhawalagiri . Der leztere war wie ich im 3ten Bande der Asie centrale Humboldt 1843 gezeigt, nicht mit geh\u00f6riger Genauigkeit gemessen . Man sch\u00e4zte ihn 26340 Par Pariser F Fuss . Hooker meldet dass der Dhawalagiri jezt mit grosser Genauigkeit gemessen ist, er giebt leider! das\n Resultat nicht an, da der Berg aber\n h\u00f6her\n als der neue Kinchinjinga gefunden worden ist, so muss der Dhawalagiri demnach die \u00e4ltere Bestimmung von 26340 Par. Pariser Fuss noch \u00fcbertreffen. [Was ich Ihnen aber allein als einem theilnehmenden\n Freunde, ins Ohr sage ist folgendes. \u201eIhre Asie centrale Humboldt 1843 , die Karte die Sie begleitet, Ihre Bestimmung der Schneeh\u00f6hen, Ihre\n Unterscheidung der 2 Ketten des Himalaya und des Kuenlun , Ihre Ansicht von der Do Bolorkette als Meri diankette werden hier von\n allen die das Innere von Asien kennen, besonders von Hodgson , dem \u00e4ltesten und tiefsten Kenner des tibetischen Hochlandes als das sicherste,\n vertrauens w\u00fcrdigste gehalten, was \u00fcber Asien erschienen ist, Ihre Karte wird allen bisherigen vorgezogen. In diesem\n kleinen Orte wo wir nur 30 Europaer sind, finden sich drei Exemplare von Sabines Uebersezung Ihres Zweiten Bandes des Kosmos Humboldt 1847 . Ich erz\u00e4hle Ihnen Thatsachen, ich schmeichle nicht.\u201c] Von Dr Doktor Junghuhn aus Java der bisher auf mich w\u00fcthete, weil er seine confusen Manuscriptsendungen an mich f\u00fcr verloren od oder zu meinem eigenen Gebrauch untergeschlagen glaubte habe ich nun\n reuige Briefe, da ich ihm bei dem General Gouverneur ( Rochussen ) 3 j\u00e4hrigen Urlaub und alle Reisekosten verschaft\n habe. M\u00f6ge dieser Junghuhn Ihnen Infusorien bringen. Verzeihen Sie die L\u00e4nge dieses Briefes. Mit alter Liebe u. und eigentlicher Verehrung Ihr AlHumboldt Potsdam d. den 29 Sept September 1848.","175":"Potsdam, den 11 Oct October Nachts Mein theurer College, In dem ich danke, qu\u00e4le ich auch wieder . Sie wissen Reinh. Reinhold Forster , der ebenfalls das Caspische Meer besuchte, sagt vom Triticum hab habitat Sponte ad Samaram . Ich will gern glauben was wir sahen war verwildertes Getreide, doch sahen wir dort mehr, als in Europa wir gewohnt sind zu sehen, die wo die\u00b4 V\u00f6gel wohl alles zuf\u00e4llig ausgesaete wegfressen. Wir waren in Samara zwischen 26 Sept September und\n 4 Oct. October auf dem Wege von Orenburg nach Saratow . Sollten Sie nicht etwas \u00fcber\n den Weizen (ich glaube das viele verwilderte Korn war Triticum ) aufgeschrieben haben . Ich halte einen Correcturbogen\n auf . Sagen Sie mir, theurer Freund, in 3 Zeilen, welche Eindr\u00fccke Ihnen die\n Sache liess . Ihre Optica Ehrenberg 1848b habe ich seit\n 8\n Tagen mit vieler ernster Empfehlung an Arago durch seinen j\u00fcngsten Sohn , der als\n Maler hier war, nach Paris gesandt. Cotta\u2019s Brief Cotta 1848-1860 scheint ein phantastisches Kinderbuch . Mein Kosmos Humboldt 1845-1862 , wenn er etwas werth ist, hat wenigstens das Gute das rein sichere,\n wissenschaftliche zu geben. Jezt wird man einen neuen Commentar zu Cotta\u2019s Briefen herausgeben \u2013\n N\u00fcrnberger Schachteln die in einander liegen. Ihr AlHumboldt","176":"Freitag den 19 Oct. October 1848. In Erwiederung Ihres gestern Abend angekommenen Briefes Brief 253 wo rinn Sie Nachrichten \u00fcber den wil den Weitzen im Orenburger District w\u00fcnschen, kann ich Ihnen nur melden, da\u00df ich auf jener Route\n zwar \u00f6fter Pflanzen von Waitzen und Roggen ohne Cultur gesehen habe, aber\n es war immer nur am Wege, so da\u00df ich in den damals niedergeschriebenen\n Ver zeichnissen der wilden Pflanzen sie\n nicht erw\u00e4hnt habe. Auch wa ren jene\n Getraidepflanzen wie ich mich recht wohl erinnere den gew\u00f6hnlichen\n Cultur-Pflanzen im Habitus v\u00f6llig gleich. W\u00e4re die Identit\u00e4t erst durch\n Detail\u2013 Studium zu ermitteln gewesen und der Habitus\n abweichend, so l\u00e4ge die Gleichheit n\u00e4her. Von Carotin er hielt ich ein Secale aus der Kirgisen steppe , es ist aber Secale fragile wel ches einen niedrigen Schaft hat und von Marschall Bieberstein als Mut terpflanze des S. Secale cereale fr\u00fcher ange sprochen\n dann verworfen wurde. Link hat zwar, weil Olivier und Michaux darinn \u00fcbereinstimmen, da\u00df Spelt in Persien wild wachse dieses Vaterland neuerlich als das wahrscheinlichere anerkannt, allein ich wei\u00df da\u00df Achille Richard die Michaux\u2019sche Pflanze deshalb nicht f\u00fcr beweisend h\u00e4lt, weil kein Zettel dabey liegt, der\n ausdr\u00fcck lich sagt, da\u00df sie wild gefunden sey. Ich f\u00fcrchte, da\u00df dieses schwierige Kapitel nicht zu l\u00f6sen ist. Oenothe ra biennis , Erigeron\n canadensis und die durch Herrn Alexander v. von Humboldt mitgebrachte Galinsogea\n parviflora der berliner \u00c4cker sehen so \u00e4cht einheimisch aus, da\u00df ohne geschicht liche\n Mahnung, das Urtheil unrett bar in ein\n unrichtiges Geleis kommt. Die\u00df ist es was ich in der ge w\u00fcnschten Eile\n Ihnen dar\u00fcber sagen k\u00f6nnte. Reinhold Forster\u2019s Notiz ist mir bisher nicht\n bekannt gewesen . Sollte sie sich wohl auf Hordeum distichon beziehen? Bei Wildenow steht ha bitat ad Samaram . Eben f\u00e4llt mir noch ein, da\u00df Koch der Caucasier in den lezten Heften der Linnaea Schlechtendal\n 1828-1882 die Gr\u00e4ser am Kur und Euphrat verzeichnet hat und da\u00df er auch\n die Hoffnung t\u00f6dtet Hordeum\n vulgare sey dort einheimisch. Er nennt eine dort vorkom mende Gerste Hord. Hordeum spontaneum und findet in zerbrechlicher \u00c4hre gerade einen solchen Unterschied von H. Hordeum Zeocriton L. Linnaeus wie Secale fra gile von Sec. Secale cereale abweicht. Secale cereale will Prof. Professor Koch im pontischen\n Gebirge 5000\u20136000\u2019 hoch in d\u00fcrftigen Formen wirklich\n gefunden haben an Feld r\u00e4ndern in einer Gegend\n wo man den Roggen als Getreide nicht\n kennt. Waitzen sah er nur cultivirt. In herzlicher Verehrung Ihr dankbar ergebenster Ehrenberg. Wenn\n man Secale fragile in der Steppe bei Orenburg , Triticum Spelta aus Persien und Hordeum spontaneum im Schirwanschen Caucasus als n\u00e4chste Formen tiefer kennt, so\n kann man fraglich freilich wohl alles \u00dcbrige der Cultur \u00fcberlassen. Schade,\n da\u00df Koch dazu sagt: Ganz dieselben d\u00fcnnen\n und kleinen \u00c4hrchen erhielt ich auch von Thiele in Brussa , der\n ihn wenn ich nicht irre, auf dem Olymp gesammelt hat. Donnerstag","177":"30\/10 1848 Wie beziehungsreich doch immer von Neuem meine anspruchslosen Studien sind!\n Ich scheue mich fast Ihnen schon wieder Neues zu melden und doch sind es\n Thatsachen, die anschaulich vorliegen, mit ein klein Wenig Reminiscenz und Combination, wunderbar mich erre gende\n Thatsachen. Das Blut im Brode (auf Gestein!) ist ein noch unbenanntes Lebens -Atom, das ich Monas prodigiosa nennen mu\u00df! Sie \u00fcberblicken nun schon das ganze Gewicht der Sache. Alexander magnasgrios debellante sagt Curtius , et milite panem in castris frangante\n sanguinis guttae manarunt. Quo prodigio territus Alexander ab Arist ander vate est confirmatus, qui ad Tyrios id pertinere ostendit, quod cruor intur non foris fusus esset. (Polydorus et Lycosthenes ) 1104 Da flo\u00df Blut aus Brod unter Pabst Johannes XI. 1550. In Siennia minoris Poloniae pago 12 miliaribus a Glogau sito cum\n panes cultro dividerentum in mensu sanguineis guttis inde manantibus tota\n mensa repleta est. 1555 ist zu Neuenburg bei Bruck Blut zu Ostern aus Brod\n und Fladen geflossen 1824 sind in Padua viele Nahrungsmittel in den\n Speisebeh\u00e4ltern mit Blut \u00fcberzogen gefunden worden weshalb gro\u00dfe Best\u00fcrtzung im Volk war. Diese Erscheinung ist im Haus Nr. Nummer 6 am M\u00fchlendamm, wo auch und besonders in der ganzen Umgegend , viel Cholera- F\u00e4lle waren, im August vorgekommen. Die Cholera h\u00e4ngt damit nicht zusam men aber wohl mit feuchten dunklen Orten. Ich erhielt Ende September ein St\u00fcckchen trockener und verschimmelter\n gekochter Kar toffel vom Geh. Geheim Rath Kuntzemann mit solchen rothen\n Flecken. Die Leute waren ausgezogen. Vor Kurzem fiel mir ein, ob es sich auf frischen gekochten Kartoffeln nicht oculiren lie\u00dfe und \u2013 es gelang. Am Donnerstag zeigte ich die merk w\u00fcrdige\n Erscheinung an Brod, Kartoffeln und K\u00e4se in der Akademie lebend vor. Die\n dunkel bluthroten Flecken bilden eine Gallerte auf den Speisen die wohl auch\n abtropfen kann. Es ist nicht wie Schimmel sondern ein Haufe kleiner rother\n Thierchen, die einzeln sehr bla\u00df sind, da sie um 1\/4000 Linie im\n Durchmesser haben. Sie wimmeln im Microscop und ich sehe zuweilen einen kleinen fadenartigen R\u00fcssel wenn ich sie antrocknen lasse. Diese Flecke werden bei mir gew\u00f6hn lich bald von\n Schimmel \u00fcberwuchert. Ich erinnere an das Hostienblut der Kirche zu\n Wilsnack 1383 . Feuchte Orte, Mehlteig, warme Luft\n im Sommer sind keine fremden Bedingungen bei Hostien. Wieviel Juden haben\n sollen Hostien gemartert haben bis zum Blute!! Welche Ideen Assoziationen\n liegen hier nahe! \u2013 Monas\n prodigiosa ! Rapha\u00ebls Abendmahl\n (Miraculo di Bolsena). Da Andere Ihnen vielleicht davon erz\u00e4hlen, so melde\n ich es selbst. Schade da\u00df man in dieser wahnsinnigen Zeit bey solchen\n Publicationen wissenschaftlich gehemmt ist um nicht Oel ins Feuer zu bringen. Verehrungsvoll Ihr Ehrenberg Blut im Brod Monas prodig. prodigiosa","178":"Vorwort von Alexander von Humboldt (aus einem Briefe an Sir Robert H.\n Schom burgk ) Es sind jezt schon fast acht Jahre verflossen, seitdem ich, mein theuerer Sir Robert , eine Vorrede zu der\n Uebertragung Ihrer gehaltvollen englischen \u201e Reisen in Guiana und am Orinoko \u201c in unsere vaterl\u00e4ndische Sprache niederschrieb. Sie waren nach vielen\n \u00fcberstandenen Gefahren von Osten nach Westen, durch die Gebirgsgruppe der Parime zu dem einsamen D\u00f6rfchen Esmeralda gelangt, einst der lezten Mission\n am Oberen Orinoko zu der ich, von aus der entgegengesezten Seite Weltgegend kommend, meine astron volle 39 Jahre fr\u00fcher meine meine astro nomischen Instrumente hatte\n tragen k\u00f6nnen. Ihre Arbeiten haben in geographischer und naturwissen schaftlicher Hinsicht unsere Kenntniss von dem des \u00f6stli chen Theil e s von S\u00fcdamerika , von den der Gebirgs system en e und der des gro\u00dfen Flu\u00dfneze s zwischen der\n Meeresk\u00fcste von Gu\u00efana , dem Rio Branco und dem Becken des Amazonen-Strohmes ansehnlich erweitert. Wenn die menschliche Kultur, die in dem n\u00f6rdlichen Amerika Riesenschritte\n thut, je auch einst auch in diese Wildnisse dringen wird ( das sind solche Hofnungen die der nennt der Heilige\n Basilius wie \u201eTr\u00e4ume des wachenden Menschen \u201c) nennt\u201c) so kann die Ge staltung des\n Flussnezes von Norden nach S\u00fcden Wasserverbindungen hervorbringen , wie man sie in keinem anderen Theile der Erde kennt. Ein unbedeutender\n Canal in der Gegend der brasilianischen Villa bella , die das Bek Becken des Guapor\u00e9 (Zufluss des Rio de la Madeira ) mit\n dem Becken des Paraguay verbindend,\n w\u00fcrde w\u00fcrde eine Schiffarth ununterbrochene Flusschiffarth durch den ganzen Continent, von Buenosayres bis zur M\u00fcndung des Orinoko , der Insel Trinidad , gegen\u00fcber, m\u00f6gli herstellen oder wenigstens m\u00f6glich machen. Diese hydrogra phischen Betrachtungen erregen ein 2 immer sich erneuerndes daurendes Interesse f\u00fcr alles was uns in\n einzelne Theile der s\u00fcdamerikanischen Flusswelt f\u00fchrt, einer Flusswelt die dazu noch den Reiz gross einer grossartigen , \u00fcppiger tropischen Vegetation wie und den Anblik des freien Thierlebens dem Beobachter darbietet. Mit diesen so wenigen Z\u00fcgen bezeichne ich vorzugsweise den Genuss welchen die Sch anmu thige Schrift gew\u00e4hrt,\n deren Uebersezung Sie gemeinschaftlich mit Herrn Taylor \u00fcbernommen haben. Sie leitet uns durch Brasilien in die M\u00fcndung des Amazonenflusses Amazon en strohmes und durch diesen in in d und durch d einen seiner bedeutsamen Zufl\u00fcsse , den Xingu , dessen Lauf jezt zuerst aufge nommen worden ist. Prinz Adalbert von Preussen , dessen\n j\u00fcngerer Bruder an dem Thatenruhme des brittischen Heeres in dem lezten indischen Kriege theil genommen, hat hatte fr\u00fcher schon die Krimm , Constantinopel und Griechenland besucht. Jugendliche Eine f F r\u00fch erwachte jugendliche Sehnsucht nach dem Meere; edle\n Wissbegier, die Wunsch das Leben durch Ideen zu bereichern , haben ihn \u00fcber Sicilien , und die spanischen K\u00fcsten und Teneriffa nach Rio Janeiro gef\u00fchrt. Das Journal seiner Reise , bloss im deutschen Original bloss als zur Mittheilung an Freunde gedrukt, und mit Zeichnungen , die von dem Verfasser selbst im Angesicht der\n Naturscenen entworfen wurden , geschm\u00fckt, ist im\n strengern\n Sinne des Worts kein wissenschaftliches Buch, aber es\n enth\u00e4lt dasselbe Beobachtungen und Ansichten\n \u00fcber Natur und Sitten Gesittung , die die ein lebensfrisches anschauli ches Bild des Gesehenen Gesehenen und Erlebten darbieten wieder geben . Be lehrung wird am liebsten da\n gesch\u00f6pft wo ununterbrochen so viel grosse \u00fcberall Anspruchlosigkeit und Einfachheit der Darstellung\n herrschen. Po Sanssouci im No October 1848","179":"Ich freue mich, theurester Freund, dass es mir bei Cotta gegl\u00fckt ist: er schreibt mir so eben Stuttgart 29 . October: Vgl. Humboldt 2009 , 344. \u201eIhrer Andeutung in Beziehung auf Prof Professor Kunth\u2019s Werk Kunth 1833\u20131850 . soll alsbald Folge gegeben und dem Drucker der Auftrag zugefertigt werden mit dem Drucke fortzufahren. Zwar ist der Druck zu Berlin sehr theuer, aber da Ew Ewro \u2026 sich fur f\u00fcr die Fortsezung dieses Druck werkes so lebhaft interessiren, so soll die Sistirung desselben\n gleichbald aufgehoben werden . Der vierte, und vorl\u00e4ufig letzte, Band der Enumeratio plantarum Kunths ( Kunth 1833\u20131850 ) war 1843\n erschienen. In einem im selben Jahr f\u00fcr das Verlagshaus Cotta verfassten\n Gutachten hatte der Botaniker Ernst Gottlieb\n von Steudel die Durchf\u00fchrbarkeit des Werkes grunds\u00e4tzlich\n infrage gestellt: Nach dem empfangenen Plane festgesetzt, wird\n das Ganze etwa 30\u201335 B\u00e4nde geben, welche in 20 Jahren kaum\n erscheinen werden [...]. (Ueber Kunth[s] Enumeratio. Aus\n einem Briefe von Herrn Oberamtsarzt Dr. Steudel in Esslingen vom 21.\n Septr. 1843, DLA Marbach, Cotta-Archiv (Stiftung der Stuttgarter\n Zeitung), Cotta:Briefe. Hierin ist wohl der Grund f\u00fcr die \u201eSistierung\u201c,\n also Aussetzung des Drucks, durch den Verlag zu suchen. 1850 erschien\n der f\u00fcnfte und endg\u00fcltig letzte Band der Enumeratio . Kunths Tod im selben Jahr bedeutete das Ende der\n Arbeiten. Kommende B\u00e4nde k\u00f6nnen ja allenfalls hier gedrukt werden , wenn nicht anders die Widerkehr Wiederkehr einer besseren Zeit es gestatten sollte, damit zu Berlin selbst fortzufahren . Wir waren Ende August und Anfang Sept. September hier im sudl. s\u00fcdlichen Deutschlande wieder leidlich im Geleise: allein die frankfurther September Tage die ich pers\u00f6nlich mit gemacht, Struve und Wien haben alles wieder ersch\u00fcttert und in\n Frage gestellt.\u201c Meine innige Verehrung Ihr Ihrer f v ortref lichen Gattin . Der Belagerungszustand in den die\n Linke die Kammer vorgestern Abend gesezt ist ein scheussliches\n factum . Ihr AHt Potsdam Don\u0305erstag Donnerstag","180":"Donnerstag d. den 23\/11. 1848. Die Ihnen schon angedeuteten Neuigkeiten \u00fcber Gehirnverh\u00e4ltnisse sind nun\n gedruckt und das Cartesia nische Seelenorgan,\n die Zirbel, wird auch Ihre Theilnahme von Neuem erwecken. wohl Ehrenberg\n 1836 Junge Kr\u00e4fte werden nun schon die alten Helden wieder von neuem\n ausbeuten. Auch die Monas\n prodigiosa Ehrenberg 1848a ist bald fer tig im Druck. Vielleicht\n sind Ihnen folgende Zahlen interessant: Der biliner Polirschiefer enth\u00e4lt in jedem Cub. Cubik Zoll 41,000,000,000 Einzelthiere Humboldt 1845-1862 , I, 157 . Monas prodigiosa erf\u00fcllt\n densel ben Raum mit 884. Billionen und\n 73 6000 Millionen. 1Thierchen = 1\u20448000 \u2034 auf 1\n \u25a1\n Linie gehen 64,000,000 auf 1 Cub.Linie 512,000,000,000 1 Cub.Zoll= =1728.Cub.Lin.1728. Zwar lassen sich Zwischenr\u00e4ume ohne Thierchen nicht erkennen, allein g\u00e4 be man zu, da\u00df 7 L\u00e4ngen zwischen je dem Thierchen leer w\u00e4ren, so bleiben noch\n 1 Billion in jedem Cubikzoll, was, aller Anschauung nach, viel zu wenig\n ist. Binnen 12 Stunden \u00fcberzieht sich bey warmer Luft eine ganze Sch\u00fcs sel voll Reis damit. Als Fortpflan zungsweise ist nun Selbsttheilung bisher\n anschaulich geworden. Das Selbsttheilungs-Gesetz bey den Infu sorien ergab bisher die\n Vermehrungs f\u00e4higkeit nach Stunden so: Stunde Vermehrung 1 2 3 4 5 6 7 16 9 32 11 64. Wie klein ist diese fr\u00fchere Vor stellung und Kenntni\u00df der Naturkr\u00e4fte gegen diese neueste! Welch unbekannte Kraft mag noch im Leben in der Richtung zum kleinsten Raum\n hin schlummern! Doch still! Schritt vor Schritt! Die sinnlichen Transsubstantia tions-Verh\u00e4ltnisse habe ich in der Akademie speciell er\u00f6rtert und keinen\n Anstand genommen sie mit in Druck zu geben. Der Wissenschaft mochte ich\n nicht et was vorenthalten was f\u00fcr Men schengeschichte von Einflu\u00df erscheint. Die F\u00e4den und Wurzeln des Lebens gehen nach allen Seiten tiefer. F\u00fcr das Gro\u00dfe im Raume hat der Mensch einen scharfsinnigen wachsenden\n Geist, f\u00fcr das Kleine ist und bleibt er zu grob und wird es immer mehr. \u201eK\u00fchne Seglerin, Phantasie, Wirf Dein muthloses Anker hie!\u201c (leicht abgewandelte) Strophe aus Friedrich Schillers\n \u201aDie Gr\u00f6\u00dfe der Welt\u201b,vgl. Schiller\n 1844 , I, 56 Und doch nicht! In herzlicher Verehrung Ihr dankbarster Ehrenberg. Unterirdische\n Infusorien: Die marinen\n reineren Infusorien tripel in Virginien , ohne Beimischung von Kalkthierchen, erstrecken sich\n von Petersburg in Virg. Virginien bis Piscataway in Maryland . Sie sind auch bei Richmond und um Rappahannok River direct aufgefunden und ich habe das Mate rial von\n all diesen Puncten bereits analysirt. Das Lager ist von Rogers entdeckt (Report on Geology of Vir ginia\n for 1840). Ich habe in den Schriften der Akademie 1841 pag. pagina 327. die ersten Analysen gegeben und 1844, in den Monatsberichten pag. pagina 57. Ehrenberg 1844a die ganze \u00dcbersicht. Die Amerika ner\n halten es f\u00fcr eok\u00e4ne Terti\u00e4rbildung. Das Lager auf den Bermuda- Inseln ist von Tuomey in Petersburg Virg. Virginien entdeckt und von mir 1849 in den Monatsberichten ( pag. pagina 257.) Ehrenberg 1844b analysirt worden. Es hat denselben Character v\u00f6lligen\n Mangels an Polythala mien . Von den virginischen Lagern sind 155. Formen verzeichnet von dem Ber muda-Lager 138. Species. Die Formen sind\n auffallend oft identisch mit dem der Kreidemergel in Sicilien und Aron .\n Letzteres sind aber Mergel, er steres\n Tripel. Unsere Kreide bildet das Ge genst\u00fcck: Polythalamien rein, ohne Kieselthiere . Diese beyden Zust\u00e4nde existiren jezt nicht mehr in den Meeren, da findet\n sich \u00fcberall Mischung, \u00fcberall Mergel . Das Genus der Corallenthiere, welches den Horn-Corallen verwandt ist, aber eine Axe von Kieselfasern, wie einen Zopf,","181":"Mein theurer Freund! Vor einigen Wochen habe ich mir die Freude gemacht, Ihnen zu melden dass Cotta auf mein Andringen den Druk Ihres wichtigen Werkes Kunth 1833\u20131850 . in Berlin selbst fortsezen will. Ich klage nicht dass Sie mir\n nicht geantwortet, ich wunsche w\u00fcnsche bloss zu wissen ob Ihnen mein Brief Humboldts Schreiben vom 2. November\n 1848 . richtig zugekommen ist. Vielleicht haben Sie, und mit Recht, abwarten\n wollen, ob das Versprechen mehr als ein h\u00f6fliches Wort gewesen ist.\n Heute muss ich Sie theurer Kunth mit einigen Bitten bel\u00e4stigen, bitte aber sehr nicht deshalb eigene Untersu chungen anzustellen. Ich brauche sehr ohngef\u00e4hre Sch\u00e4zungen, bloss zu\n wissen was Sie glauben , wenn Sie mit 10\u201312000\n beschrie benen Composeen die 3 grossen Familien der Gr\u00e4ser , Leguminosen u und Labiaten vergleichen. 1) Ein D r Doktor M\u00fcnter Charit\u00e9str. Charit\u00e9stra\u00dfe n numero 1 der \u00fcber das Curaregift gearbeitet, ist mir als\n ausgezeichnet in Chemie bekannt. Er qualt qu\u00e4lt mich , da Schauer in Eldena gestorben , um Empfehlung an Baumstark fur f\u00fcr Pflanzenphysiologie und Landschaft Landwirthschaftliche Botanik. Dazu gehort geh\u00f6rt neben der Chemie botanik Botanik . Ist Ihnen der Mann bekannt und zwar vortheilhaft? Ich hore h\u00f6re so eben von Lichtenstein dass er sich viel mit Botanik beschaftigte besch\u00e4ftigte . 2 . ) Ich habe in den Ansichten Humboldt 1826c , II, 35; Humboldt 1849 , I,\n 31. mich des Worts bedient afrikanische Aloestamme Aloest\u00e4mme candela berartig getheilt . Ich habe dergleichen in Teneriffa gesehen, es waren nicht Cactus ( Cerei ) die allerdings\n bei Cumana Cuman\u00e1 mit Lichenen bedekte dicke St\u00e4mme bilden, oben candelaberartig\n getheilt . Sehen Sie g\u00fctigst in Lamark Encyclop Encyclop\u00e9die ob dergleichen vom habitus unter Aloe angegeben ist? Antworten Sie auf diese Frage nicht. Ich finde eben dass das Candelaberartige baumart. baumartigen Aloestammen Aloest\u00e4mmen u und besonders den Euphor bien ahnlich \u00e4hnlich ist. Zeichnerische Verdeutlichung des von Humboldt beschriebenen\n \u201ekandelaberartigen\u201c Bl\u00fctenstandes der Aloe . 3) Sie sagen in Ihrem fr\u00fcheren Werke Kunth 1831. dessen Familien Aufzahlung Aufz\u00e4hlung mir so unendlich wichtig ist, es seien in Martius Martius 1823\u20131850 . 175 Palmenspecies beschrieben, p pagina 259. Glauben Sie , dass die Palmen neuerdings sehr zu genommen, wohl\n beschrieben bis 200 Spec Species ? 4) Wagen Sie ohngefahr ohngef\u00e4hr eine Sch\u00e4zung a) der beschrieben den en Glumaceen (d. i. Gramineen , Juncaceen und Cyperaceen zusammen ), b) der Leguminosen , c) der Labiaten , wenn man 10\u201311000 Composeen annim\u0305t annimmt . Ich nenne Sie bloss nach dem sch\u00f6nen Aufsaz \u00fcber den Garten compro mittire Sie aber sonst nicht in den Familien; also\n geben Sie sich nicht viel M\u00fche. Sollte es nur 900 bis 1000 Doldengew. Doldengew\u00e4chse geben ? Ihre alte Aufl. Auflage p pagina 478 Kunth 1831 . . d) Ich habe nach Brown des\n sonderbaren Lichteffects erw\u00e4hnen m\u00fcssen Vgl. Humboldt 1849 , II, 235. den in Australien die Richtung der Phylloden bei blattlosen Acacien und Eucalyptus arten hervorbringen hervorbringt . Werfen Sie einen Blik auf Jussieu (Adrien) Botanique p page 106 (Note) u und p page 700 ; auch Ihr neues Werk p pagina 214 Kunth 1847 . . Nicht wahr , diese verticale Stellung ist nur bei wirklichen phyllodien also bei nur blattlosen Arten von Myrthaceen Eucalyptus , Metrosideros und Melaleuca , aber giebt es unter diesen 3 generibus besonders unter Eucalyptus nicht auch Species mit wahren Blattern Bl\u00e4ttern , mit solchen wie bei uns gerichte ten . Adrien\n Jussieu sagt ja auch bestimmt p page 107 Jussieu, Ad. 1844 . : ce sont de veritables v\u00e9ritables feuilles dans un certain nombre d\u2019especes d\u2019esp\u00e8ces , dans d\u2019autres de simples phyllodes . e) Ich hatte in Ansichten Th Theil II p pagina 118 das 12 Fuss hohe Doldengewachs Doldengew\u00e4chs , ein wirklich baumartiges Selinum decipiens genannt . Haben Sie die Spec. Species noch im Garten . K\u00f6nnen Sie mir\n schrei ben ob sie aus dem Nordl N\u00f6rdlichen Asien (woher?) ist und Sie irgend ein zweites Beispiel von einem baumartigen Doldengewachs Doldengew\u00e4chs wie Selinum decipiens kennen. Etwa eine Ferula von denen Jussieu sagt Caulis altissimus, wohl nicht ein Eryngium , denn ich meine Baumartige uber \u00fcber 10 Fuss hoch . Z\u00fcrnen Sie mir nicht \u00fcber so viele qualende qu\u00e4lende Fragen . Indem ich diesen Brief schliesse , erhalte ich die Schreckensnach richt von dem Tode von Joseph Mendelssohn . Er ist sanft an einem Blutschlage heute fr\u00fch um 7\u00bd Uhr verschieden. Er\n war ein edler Mensch, mein altester \u00e4ltester und w\u00e4rmster Freund, ein merkwurdiges merkw\u00fcrdiges Gemisch von St\u00e4rke und Klarheit des Geistes und\n liebensw\u00fcrdiger Gemuthlichkeit Gem\u00fcthlichkeit . Ich bin sehr traurig u und besch\u00e4ftige mich um so lieber mit Ihnen . AHt Potsdam Freitag Abend","182":"Wollen Sie mich g\u00fctigst besuchen , morgen Sonnabend um 1 Uhr. Man ist sehr, sehr zufrieden mit den treflichen Sendungen Ihres jungen Bruders . AlHumboldt Donnerstag Sr Seiner Wohlgeboren Herrn Otto\n Schomburgk Neust\u00e4dter Kirchstra\u00dfe n numero 5","183":"Cunninghamia sinensis Rob. Robert Br. Brown , China ,\n erreicht eine H\u00f6he von 180\n Fu\u00df . Araucaria excelsa Rob. Robert Br. Brown , Australien ( Moreton-bay ), eine H\u00f6he von 160 \u2013 200 Fu\u00df. Araucaria Cunninghamii Ait. Aiton , Australien ( Moreton-bay ), eine H\u00f6he von 200 Fu\u00df . Podocarpus cupressinus Rob. Robert Br. Brown , Java , eine\n H\u00f6he von 180 Fu\u00df . Podocarpus Dacryoides dacrydioides A. Achille Rich. Richard , Neuseeland ,\n eine H\u00f6he von 200 Fu\u00df . Dacrydium excelsum Cunningham , Neuseeland , eine H\u00f6he von 130 Fu\u00df . Dacrydium cupressinum Solander , Neuseeland , eine H\u00f6he von 200 Fu\u00df . Knightia excelsa Rob. Robert Br. Brown , Neuseeland ,\n eine H\u00f6he von 80 Fu\u00df der Stamm\n bis zur Abzweigung der Aeste. Dammara australis Lamb. Lambert , Neuseeland ,\n eine H\u00f6he von 80 \u2013 140 Fu\u00df . Berlin den 10 ten Januar\n 1849. Otto Schomburgk","184":"Statt Ihnen, mein theurer Freund, innigst fur f\u00fcr Ihren Gl\u00fckwunsch und den Ihrer liebens w\u00fcrdigen und so verstandigen verst\u00e4ndigen Gattin zu danken bin ich in der\n Lage , Sie mit neuen Bitten zu belastigen bel\u00e4stigen . Seit einem Monate habe ich bei Gelegenheit der recht elenden,\n gehalt- und geschmaklosen Pflanze Schleiden 1848. sehr viel botanisches gelesen, und Sie selbst, Ihr neues so uberaus \u00fcberaus mich physiologisch befriedigendes Werk Kunth 1847 . t\u00e4glich in der Hand gehabt. Meine Bitten sind\n diese: 1) Ich will, um meinen kleinen jezt ganz umgearbeiteten Aufsaz \u201e\u00fcber die\n Physio gnomik der Gewachse Gew\u00e4chse \u201c Humboldt 1849 , II,\n 3\u2013248. auf seine eigentlichen Schranken zurukzuf\u00fchren zur\u00fckzuf\u00fchren und um zu beweisen, dass ich diese Schranken und das\n Unbestimmte in de s r Gegenst Ansicht selbst kennen kenne auf den Umstand aufmerksam machen dass wundersam genug\n bis auf Ausnahme weniger nat. nat\u00fcrlicher Familien die Form der appendicularen Organe eine grosse Unabh\u00e4ngigkeit von den, den bot. botanischen Familiencharakter bestimmenden Bl\u00fcthen theilen darbieten. Die Physiognomik be schaftigt besch\u00e4ftigt sich mit den Vegetations organen die zur Erhaltung des Individuums nothig n\u00f6thig sind, die rationelle u und classificirende Botanik mit den Fortpflanzungsorganen die zur Erhaltung der Art erf geh\u00f6ren . Ich bediene mich Ihrer treflichen An deutung S Seite 510 Kunth schreibt in seinem Lehrbuch der Botanik : Sowohl den\n Gattungen als Familien liegt in der Natur ein gewisser Typus\n zum Grunde, welcher sie auszeichnet, und nicht selten selbst\n dem Nichtbotaniker bemerkbar macht, demungeachtet ist ihre\n Begrenzung, wegen der zahlreichen Ueberg\u00e4nge, oft \u00fcberaus\n schwierig, und entzieht sich der gew\u00fcnschten Genauigkeit.\n Dabei unterliegt die weitere oder engere Auffassung\n derselben meist grosser Willk\u00fchr, und ist, wie bei den\n Arten, pers\u00f6nlichen Ansichten unterworfen, so dass nicht\n selten Botaniker f\u00fcr Gattungen und Familien erkl\u00e4ren, was\n andere f\u00fcr blosse Abtheilungen derselben halten. ( Kunth 1847 ,\n 511); vgl. Humboldt\n 1849 , II, 245. . In diesem Sinne des scheinbaren Contrastes zwischen den append. appendicularen Vegetationsorganen und den Bluthentheilen Bl\u00fcthentheilen bitte ich Sie nun mir noch 3\u20134 Bei spiele , recht\n schlagende , zu geben. 2) Ich wollte anfuhren anf\u00fchren : a) dass Phys. Physiognomik und Aehnlichkeit der Inflor. Inflorescentia sich nur bei wenigen Familien finden u und zwar bei Gr\u00e4sern Cyperaceen (nicht\n Juncaceen), bei Palmen, Coniferen, Umbellaten und den meisten Legumin\u00f6sen. b) dass in denselben genus z zum B Beispiel Weinmannia folia simplicia und pinnata selbst rachi alata\n vorkommen. Haben Sie andere Beispiele? Man darf wohl nicht sagen\n dass es Legum. Leguminosae giebt die keine solche composita (pinnata) giebt besitzen denn die neuholl. neuholl\u00e4ndischen Acacien haben ja gar keine Bl\u00e4tter sondern blosse\n phyllodien. Giebt es Rosaceen mit einfachen, nicht gefiederten\n Bl\u00e4ttern? Darf man sagen dass die meisten folia composita\n (pinnata) sich finden in Jussieu \u2019s Dicotyledones Dicotyl\u00e9dones polypetales polyp\u00e9tales : Legumin. L\u00e9gumineuses , Meliacees M\u00e9liac\u00e9es , Cedreleen, Aurant. Aurantiaceen , Sapindaceen,\n Rosaceen. In allen Monocot. Monocotyledoneae kein fol. folium compositum, aber Dioscorea ? 3) De Candolle u und Ramond geben die Hohe H\u00f6he des Rhododendron der Pyreneen an. Siehe Lamarck\/Candolle\n 1805\u20131815 , III, 673 sowie unter anderem Ramond 1789 ,\n 335. Ich wunschte w\u00fcnschte zu wissen welche Spec. Species dort ist, wohl nicht Rhod. Rhododendron ferrug. ferrugineum und R. Rhododendron hirsutum , wohl ein eigenes? 4) Ich wurde w\u00fcrde gern wegen der sehr s\u00fcdli chen Lage die Namen\n der Areca Palme wissen die schon Banks in Neu Zeeland gefunden.\n (Meine kleine distributio p pagina 36 Corypha australis Brown ist wohl bloss aus Neu Holland ) . 5) Was ist , das den Pandanus Arten ein so mehr ausgezeichnetes\n Spiral-Ansehen giebt. In Ihrem Lehrbuche S. Seite 239 225 des Pand: Pandanus nur wie zufallig zuf\u00e4llig . Es ist also wohl nur der Abstand der Wirtel der so auffalt auff\u00e4llt ? Fur F\u00fcr den Zuccarini Zuccarini 1843 . danke ich sehr . Er ist alter \u00e4lter als Endlicher M\u00f6glicherweise Endlicher\/Unger 1843 . und fur f\u00fcr die Coniferen der sudl. s\u00fcdlichen Hemisphare Hemisph\u00e4re ziemlich falsch . Wunderbar\n wie er p pagina 758 an der Pinus Cembra in Sibirien , die auf allen Tischen gegessen wird, zweifeln kann . Ich habe mir von der Bibl. Bibliothek die Munchner M\u00fcnchner Abh. Abhandlungen kommen lassen . Die Abhandl. Abhandlung steht Munchner M\u00fcnchner Abh. Abhandlungen der mathem mathematisch - physik physikalischen Klasse 1837\u20131843 T Theil III S. Seite 753 . Schicken Sie mir gutigst g\u00fctigst bald den Brief von Fr. Fr\u00e4ulein Caroline zuruk zur\u00fck , da ich ihr antworten muss . Dieses Schreiben der Cousine Kunths Caroline Kunth-Valesi konnte bislang nicht\n nachgewiesen werden. Die im vorliegenden Brief angedeutete Eheschlie\u00dfung\n mit dem fl\u00fcchtigen 1848er Revolution\u00e4r Gustav\n Rasch scheint nicht zustande gekommen sein: Humboldt\n vermittelte Kunth-Valesi noch 1849\n ein Engagement in Sankt Petersburg (vgl. Humboldt an Kunth, nach 20. Juni 1849 ( https:\/\/edition-humboldt.de\/H0005457 ). Rasch ging 1850 in Magdeburg in Festungshaft. Ist denn die Verbindung mit dem Refer. Referendar Gustav Rasch zu w\u00fcnschen? Ware W\u00e4re er ganz unschuldig so wurde w\u00fcrde er nicht entwichen sein. Der Konig K\u00f6nig scheint ihn amnistiren amnestiren zu wollen wenn er seine Reue erkl\u00e4rt was\n man aber in der Zeitung publiciren wird. Ob er diese Bedingung\n annimmt. Verzeihen Sie die viele, viele Belastigung Bel\u00e4stigung ! AHt Berlin Donnerstags Sr Seiner Wohlgeboren Herrn Prof. Professor Kunth mit einem Hefte AlHumboldt Da ich die Nov. Nova Gen Genera nicht besize so muss ich fragen ob T. Tomus I p pagina 315 etwas anderes uber \u00fcber Piri guao Palme steht als meine unbotanische Bescheibung Vgl. Humboldt 1826c , II, 91\u2013102. ?","185":"Kunth III Hochverehrtester G\u00f6nner, Auf die an mich hochgeneigtest gerichteten Fragen habe ich die Ehre ganz\n ergebenst zu erwiedern: 1) als Beispiele des scheinbaren Contrastes zwischen den Vegetationsorganen\n und Bl\u00fcthentheilen d\u00fcrfte folgendes anzuf\u00fchren sein: a) Pflanzen, die bei \u00e4u\u00dferer\n Uebereinstimmung, eine sehr verschiedene Bl\u00fcthen- und Fruchtbildung zeigen: Palmen und Cycadeen (die letzteren den Coniferen am n\u00e4chsten verwandt.); Cuscuta (eine Convolvulac\u00e9e) und Cassytha Kunth p pagina 369 (eine Cassytha); Equisetum (eine Familie der\n Cryptogamen), Ephedra (mit Gnetum eine besondere den Coniferen am\n n\u00e4chsten verwandte Familie, die Gnetaceen, bildend) und Casuarina (diese geh\u00f6rte fr\u00fcher zu den\n Amentaceen, und bildet jetzt eine den Myriceen verwandte Familie); Cactus und Euphorbia officinarum und E. Euphoriba antiquorum ; endlich Stapelia (aus der Familie der\n Asclepiadeen) sieht wie Cereus aus (eine Abtheilung von Cactus ). b) Pflanzen, die bei Uebereinstimmung in der Bl\u00fcthen- und Fruchtbildung, ein sehr verschiedenes \u00e4u\u00dferes Ansehen haben: Cactus und Ribes ; Palmen und Juncus ; Coniferae und Cycadeae , Myriceae und Casuarineae ; Primualaceae (s\u00e4mmtlich \u2609 oder Stauden)\n und Ardiseaceen Ardisiaceen (B\u00e4ume und Str\u00e4ucher); Onagrae ( Oenothera , Fuchsia ) und Halorageae ( Myriophyllum , Hippuris ); Papayaceae ( Carica ) und Cucurbitaceae . c) Pflanzen aus derselben Familie von sehr verschiedenem \u00e4u\u00dfern Ansehen: Saxifraga und Cunonia ( Saxifrageae ), Cuscuta und Convolvulus ( Convolvulaceae ), Laurus und Cassytha ( Laurineae ), Tilia und Antichorus depressus (ein kleines einj\u00e4hriges Gew\u00e4chs) ( Tiliaceae ) , Cereus , Pereskia , Rhipalis Rhipsalis , Melocactus und Echinocactus (Cacteen), Vicia und Robinia ( Leguminosae ), Trifolium und Cercis ( Leguminosae ), Pisum und Myroxylon ( Leguminosae ). 2 .) ) Physionomie Physiognomie ? ? und Aehnlichkeit der\n In florescenz finden sich, au\u00dfer bei\n den von Ihnen selbst angef\u00fchrten Familien (Gr\u00e4sern , Cyperaceen , Palmen, Coniferen,\n Umbelliferen), auch bei den Compositen (K\u00f6pfchen), den Cruci feren (Trauben und Aehren), den Aroideen 4. (Spadix und Spatha) und den meisten \u00fcbrigen, auf\n \u00e4u\u00dferes Ansehen gegr\u00fcndeten Pflanzen gruppen; so zeichnen sich die Proteaceen durch zapfenartige Aehren und\n K\u00f6pfchen, und die Labiaten durch die wirtelst\u00e4ndigen Bl\u00fcthen aus. Bei\n den Legumin\u00f6sen l\u00e4\u00dft sich aber eine solche Uebereinstimmung nicht wahr nehmen, wenn man diese Gruppe in ihrer weitesten Ausdehnung nimmt. Theilt man sie aber in Papilionaceen,\n Caesalpinieen und Mimoseen ein, so ist die bildet bei den letztern die Inflorescenz jederzeit dichte Aehren oder\n K\u00f6pfchen. 3 . ) Beispiele, wo in derselben Gattung folia simplicia und composita\n (pinnata, ternata, digitata) vorkommen , kommen sind ziemlich h\u00e4ufig, z. zum B. Beispiel Bignonia , Rosa\n (berberifolia) , Cissus , Rhus ( R. Rhus Cotinus ), Spiraea , Fraxinus 5. ( F. Fraxinus simplicifolia ), Jasminum etc. Au\u00dferdem kommen auch F\u00e4lle vor, wo sich bei Foliis ternatis blos das\n Endbl\u00e4ttchen aus bildet, was alsdann mit\n dem Blattstiel ge gliedert erscheint ( z. zum B. Beispiel Citrus .) Eine merkw\u00fcrdige Blattform, n\u00e4mlich ein sogenanntes Folium lomentaceum kommt\n bei Phyllarthron (aus der Familie der\n Bignoniaceen) vor. Es entsteht, indem sich an einem folium\n imparipinnatum mit gefl\u00fcgelter Rhachis und Blattstiel blos das\n gipfelst\u00e4ndige Bl\u00e4ttchen ausbildet . Schematische Zeichnung der Blattbildung bei der Gattung\n Phyllarthron. Phyllodia, wie bei den Neuholl\u00e4ndischen Acacien, finden sich auch bei\n einigen strauchartigen Oxalis -Arten, namentl. namentlich bei der brasilianischen O. Oxalis mandioccana Raddi . Ihre Frage, ob es Rosaceen mit einfachen Bl\u00e4ttern giebt, beantworte ich,\n ohne zu wissen ob Sie die Familie bei ihrer fr\u00fchern ( Jussieuschen ) Begrenzung oder bei der neuern engeren verstehen, beantworte ich mit ja , habe aber die Ehre folgendes zur Erl\u00e4uterung hinzuf\u00fcgen hinzuzuf\u00fcgen : Die Drupaceen ( Prunus , Amygdalus ) haben jederzeit einfache Bl\u00e4tter, die Pomaceen\n ( Pyrus , Mespilus , Cydonia ) Sorbus gleichfalls, mit Ausnahme von Sorbus ; die\n eigentlichen Rosaceen (Potentilleen, Rubus , Rosa ) haben Folia ternata, digitata und pinnata, Spiraea gleichzeitig dagegen, folia si die ebenfalls zu den \u00e4chten Rosaceen geh\u00f6rt, folia simplicia und Composita zugleich. Die\n Sanguisorbeen endlich n\u00e4hern sich den Potentilleen, und haben wie\n diese Folia composita. Die Familie der Rosaceen hat hiernach, bei der \u00e4ltern Begrenzung, eben so\n wenig, wie die Leguminosen, eine \u00e4u\u00dfere Physionomie Physiognomie , wenn ich mich so ausdr\u00fccken darf. Bei der Leguminosen kommen selten einfache Bl\u00e4tter vor, z. zum B. Beispiel bei Cercis aus der Abtheilung der Papilio naceae , und bei Bauhinia , welche zu den Caesalpinieen\n geh\u00f6rt. (Die Berberis -Arten mit gefiederten Bl\u00e4ttern bilden die Gattung Mahonia .) Ihre Bemerkung, da\u00df die meisten zusammen gesetzten Bl\u00e4tter bei den Dicotyledones poly petalae (welche auf der h\u00f6chsten Stufe der Aus bildung stehen) vorkommen, hat mich als\n neu \u00fcberrascht. Bei den Monopetalen kommen wirkliche Folia composita\n blos bei den Bignoniaceen und Jasmineen vor. Die Solaneen, Valeria neen, Fabian Labiaten, Compositen haben, und zwar nur zuweilen, scheinbar gefiederte ( d. das h. hei\u00dft fiedrig zerschnittene) Bl\u00e4tter. Wenn die Gliederung der einzelnen Bl\u00e4ttchen mit dem Hauptstiel das Criterium f\u00fcr zusammengesetzte Bl\u00e4tter ist, so finden sich bei dergleichen bei den Monocotyledonen nicht vor, als dann w\u00fcrden aber auch die Rosaceen ( Rosa , Potentilla , Rubus ) keine zusammengesetzten Bl\u00e4tter haben!! 8 Folgt man dagegen der \u00e4ltern Ansicht, so haben\n viele Anthurium - ( Pothos -)\n und Dioscorea - Arten Folia digitata,\n und die gr\u00f6\u00dfte H\u00e4lfte der Palmen Folia pinnata. 4) Das von Decandolle und Ramond angef\u00fchrte Rhododendrum ist ferrugineum denn ( R. Rhododendrum hirsutum kommt in den Pyreneen nicht vor). Decandolle sagt in seiner Flore fran\u00e7aise Lamarck\/Candolle 1805\u20131815 ,\n III, 673. : il croit ordinairement entre 1500 et 2500 metres m\u00e8tres d\u2019\u00e9levation d\u2019\u00e9l\u00e9vation audessus au-dessus du niveau de la mer. Je l\u2019ai trouv\u00e9 dans le Jura , au fond d\u2019un Creux du Vent dans un lieu qui n\u2019a pas plus de 1000 \u00e0 1100 metres m\u00e8tres de hauteur. 5 . ) Die Areca von Neu-Zeeland ist Areca\n sapida Soland. Solander in Forst. Forster Plant. Plantae esc. esculentae Endl. Endlicher Flor. Flora Norfolk. Norfolkica 26 . Sie w\u00e4chst in Insula Norfolk ( Forster , Bauer ) und in Nova Zeelandia ( J. Banks , A.\n Cunningham .) 9 6) Bei Pandanus bilden die Bl\u00e4tter mehr gliedrige, aufsteigende Spiralen. 7 . ) In Decandolle\u2019s Prodromus werden von Bentham 2397 Labiaten angef\u00fchrt,\n darunter 410 Salvia 250 Hyptis 168 Stachys 113 Nepeta 92 Teucrium 86 Scutellaria 66 Plectranthus 1186. Diese 7 Gattungen bilden also die H\u00e4lfte aller bekannten\n Labiaten. 8 .) ) Bentham beschreibt in Decand. Decandolles Prodr. Prodromus 429 eigentliche Erice e n und 10 Pflanzen, welche fr\u00fcher dieser Gattung angeh\u00f6rten, jetzt aber die Gattungen Calluna , Macnabaea und Pentapera bilden. In den Mascarenen- Inseln ( Mauritius , Madagascar ) wird die Gattung Erica durch Philippia vertreten, jedoch finden sich auch 2 Philippia am Vorgeb\u00fcrge\n der guten Hoffnung . 9) In einer Abhandlung von Griffith : The Palms of the British East India in dem Calcutta Journal of Natural History, die ich aber leider nur\n unvollst\u00e4ndig (bis pag. pagina 146) besitze, werden 45 neue Palmen aufgef\u00fchrt. Die Zahl aller bekannten Palmen w\u00fcrde hiernach er h\u00f6het werden m\u00fcssen. Ueber das Verh\u00e4ltni\u00df meiner Cousine zu Gustav Rasch wei\u00df ich nichts, indem\n wir schon seit Jahren au\u00dfer aller Verbindung mit ihr stehen. Pirijao vel Pihiguao , trunco\n aculeato, foliolis membra naceis,\n undulato-crispis, singulis racemis 50 vel 80 fructus largiens\n pomiformes, speciosissimos, flavos, ma turitate rubescentes, plerumque abortu apyrenos, 2\u20133 pollicares,\n coctos et assos alimentum prae bentes,\n Musae et Solani tuberosi modo, farinosum, saluberrimum. Cultam vidimus\n procerrimam hanc palmam in ripa Orinoci et Atabapi propter pagos San Balthasar et Santa Barbara . An genus\n novum? Nov. Nova Gen. Genera et Spec. Species I p. pagina 315. Im Publicum genie\u00dft aber dieser Mann keinen guten Ruf. Mit innigster Verehrung Ihr dankbar ergebenster CKunth. Berlin den 13 ten Januar 1849. Wie gern ich Ihnen immer mit dergleichen kleinen Ausweisen zu Befehl\n stehe, brauche ich wohl nicht von neuem zu versichern. Prof Professor Kunth gegen die Physiognomik .","186":"folia pinnata wo keine Taxod. Taxodium Judenkirchhof Ueberwallung In der dritten Auflage der Ansichten der\n Natur besch\u00e4ftigt sich Humboldt mit den Kniewurzeln von Taxodium distichum : Reisende haben\n diese Wurzel-Ausw\u00fcchse, da wo sie sehr h\u00e4ufig sind, mit den\n Grabtafeln eines Judenkirchhofes verglichen. Humboldt\n setzt sich zudem mit der \u00dcberwallung an Baumst\u00fcmpfen auseinander. Er\n fragt, wie scheinbar tote Stammenden \u00fcber viele Jahre Gewebe bilden\n k\u00f6nnen, ohne dass neue Zweige und Bl\u00e4tter entstehen. Kunth\n widerspricht im vorliegenden Schreiben der Annahme Heinrich G\u00f6pperts , dass diese\n Baumst\u00fcmpfe durch die Wurzeln benachbarter, lebender B\u00e4ume mit\n N\u00e4hrstoffen versorgt werden. Vgl. Humboldt 1849 , II,\n 202\u2013204. Kunth IV Hochzuverehrender G\u00f6nner, Folia pinnata kommen allerdings, wie Sie so treffend be merkt haben, haupts\u00e4chlich in den\n Familien vor, wel che auf der h\u00f6chsten\n Stufe der Entwickelung stehen, n\u00e4mlich den Polypetalen und zwar unter den peri gynischen bei den Leguminosen, Rosaceen, Tere binthaceen, Juglandeen, unter den hypogynischen bei den Aurantiaceen, Cedrelaceen, Meliaceen, Sapindaceen und\n Simarubeen. Die meisten Folia pinnata haben ohne Zweifel die\n Leguminosen aufzuweisen, aber gleichzeitig giebt es unter ihnen fast eben\n so viele mit Foliis ternatis, quinatis und digitatis. Folia simplicia sind in dieser Familie sehr selten z. zum B. Beispiel Cercis . 2 ( Doppelt gefiederte Bl\u00e4tter ( F. Folia bipinnata) finden sich am h\u00e4ufigsten in der Abtheilung der\n Mimoseen, au\u00dferdem auch bei einigen Caesalpinieen ( Caesalpinia , Coulteria , Gymnocladus , Gleditschia ),\n niemals aber unter den Papilionaceen.) Unter den Rosaceen (nach der Lindley - Endlicherschen Begrenzung, also mit Ausschlu\u00df der Drupaceen und Pomaceen) haben blos Rosa , Geum , Comarum , Agrimonia , Sanguisorba und einige Potentillen ( P. Potentilla anserina , P. Potentilla supina ) ge fiederte\n Bl\u00e4tter, h\u00e4ufiger sind hier folia ternata ( Fragaria ), quinata und digitata (Potentillae plerae que, Rubus );\n die meisten Spiraeen, welche gleichfalls hierher geh\u00f6ren, haben dagegen\n folia simplicia. S\u00e4mmtliche Juglandeen und Cedrelaceen ( Swietenia ), so wie die Mehrzahl der Aurantiaceen, Meliaceen, Simarubeen ( Quassia ) und Thereb Terebinthaceen , ( Pistacia , Comocladia , Schinus , Rhus .) haben folia pinnata; die Sapindaceen blos zum Theil ( z. zum B. Beispiel Sapindus , Cupania , Talisia , Melicocca , Koelreuteria ), indem 3 bei andern ( Cardiospermum , Serjania , Paullinia )\n folia bi-vel triternata und supradecomposita, zuweilen (in Dodonaea , Cossignia Cossinia ) selbst einfache Bl\u00e4tter vorkommen. \u2198 Zu den\n Familien, in denen weder folia pinnata noch \u00fcberhaupt composita\n vorkommen , geh\u00f6ren haupts\u00e4chlich\n die Gentianeen, Rubiaceen, Caryophylleen, Myrtaceen und Melastomaceen.\n Die Bl\u00e4tter dieser Familien sind au\u00dferdem integra und integerrima, mit Ausnahme der Melastomaceen, wo sie meist am Rande ges\u00e4gt,\n gez\u00e4hnt oder gekerbt sind. Durch durchsichtige Punkte (Dr\u00fcsen mit \u00e4therischem Oele) zeichnen sich die Bl\u00e4tter s\u00e4mmtlicher Aurantiaceen, Rutaceen, Diosmeen, Zanthoryleen und Myrtaceen aus. In den Labiaten,\n wo auch solche punktf\u00f6rmige Dr\u00fcsen vorkommen, sind sie blos oberfl\u00e4chlich\n und undurchsichtig. Ich kenne die sonderbaren Ausw\u00fcchse bei Taxodium recht gut, habe sie aber\n leider in meinem neuen Hand buche Kunth 1847 . nicht erw\u00e4hnt, wohl aber in der ersten Auf lage p. pagina 311 Kunth 1831 . am Ende der Familie der Coniferen. 4 Wurzelausw\u00fcchse. Sie entspringen auf den horizontalverlaufenden Neben- oder Tauwurzeln, und k\u00f6nnen f\u00fcglich mit A. Augustin de St. Saint - Hilaire Exostosen genannt werden. Sie treiben meines Wissens keine Zweige, k\u00f6nnen daher auch nicht mit\n den masrigen Ausw\u00fcchsen des Stam\u0305es Stammes ( z. zum B. Beispiel bei den Kiefern) verglichen werden, welche gerade durch Anh\u00e4ufung zahlloser Adventif knospen entstehen. Was die Ueberwallung betrifft, so glaube ich, da\u00df sich Goepperts Ansicht auf die fr\u00fchere unrichtige Vorstellung gr\u00fcndet, welche man sich fr\u00fcher von der Safterzeugung machte, wonach ein auf- und ab steigender Saft unterschieden und dem letzten die Bildung\n der Holz- oder Jahresschichten zugeschrieben wurde. ( S. Siehe mein Handbuch p. pagina 166 Kunth 1847 . .) Die Schichten eines solchen Stubben bilden sich wahrscheinlich,\n wie bei allen andern St\u00e4mmen aus seiner Cambium-Schicht, und sind\n keinesweges von einem benachbarten Baume abh\u00e4ngig, mit dessen Wurzeln die\n seinigen in Ver bindung stehen sollen. Auf\n \u00e4hnliche Weise schlie\u00dfen 5 sich (gro\u00dfe) Wunden der Rinde durch wulstartige Ueberwallungen und eingeschnittene Buchstaben, eingeschlagene N\u00e4gel\n und andere K\u00f6rper gelangen allm\u00e4lig in das Innere des Holzk\u00f6rpers ( Handb. Handbuch 143 Kunth 1847 . ). Hirschgeweihe, welche zuf\u00e4llig zwischen zwei naheliegenden Aesten abgestreift werden, dringen bei Verdikkung der selben allm\u00e4lig in den Holzk\u00f6rper\n ein und erscheinen sp\u00e4ter mit ihm verwachsen. Humboldt \u00fcbernahm diese Informationen unter\n Verweis auf Kunth fast w\u00f6rtlich in die Ansichten der Natur. Vgl. Humboldt 1849 , II,\n 203. Ich besitze die Goeppertsche Schrift Goeppert\n 1842 . und ein sehr sch\u00f6nes Beispiel einer solchen Ueberwallung, welches er\n mir selbst mitgetheilt hat. Auch erinnere ich mich einmal einen Pappel stubben gesehen zu haben, an dessen\n Spitze zahl reiche Aeste zwischen Rinde und\n Holz hervor gewachsen waren. Ich danke Ihnen verbindlichst f\u00fcr den g\u00fctigen Antheil, welchen Sie an meinem\n Befinden zu nehmen geruhen. Mein Fu\u00df ist ziemlich wiederhergestellt, nur wird mir das Gehen, namentlich auf der Stra\u00dfe , noch etwas sauer. Dr. Doktor Mitscherlich Wohl der Arzt Carl\n Gustav Mitscherlich . hat durchaus keine Besorgni\u00dfe. Ihren verehrten Brief von Montag Dieser Brief Humboldts konnte bislang nicht\n nachgewiesen werden. erhielt ich erst gestern Abend, was die Beantwortung verz\u00f6gert\n hat. Mit tiefster Verehrung Ihr dankbar ergebenster CKunth. Donnerstag d. den 1. febr. Februar 49.","187":"Sie haben mich, mein theurer Freund, durch eine sehr interessante Uebersicht der folia pinnata \u00fcberaus\n befriedigt. Haben Sie den schonsten sch\u00f6nsten Dank fur f\u00fcr Ihre Geduld! Ich mach mir fast Vorw\u00fcrfe, dass ich die Stellen uber \u00fcber Taxodium und besonders von der Ueberwallung habe in Ihren beiden Schriften Kunth 1831 ; Kunth 1847 . \u00fcbersehen k\u00f6nnen, denn niemand hat Sie fleissiger gelesen als\n ich . Mein Hauptverdienst ist , unter so vielen Zerstreuungen den Hang nach\n Klarheit erhalten zu haben. Schriften wie die Ihrige sind mir deshalb so wichtig weil sie meinen Denkreis Denkkreis reinigen. Ich werde gewiss, wo ich bei der Ueberwallung Goepperts hab Idee von Ver schlingung der Wurzeln habe erw\u00e4hnen m\u00fcssen , gewiss Ihre Mein entgegensezte seine Meinung auf meinem Correcturbogen Vgl. Humboldt 1849 , II, 203\u2013204. anf\u00fchren. Schenken Sie mir aber noch einige Zeilen Belehrung.\n Dass Stubben ohne Zweige u und Blatter Bl\u00e4tter zu treiben aus dem Cambium durch die blosse fortgesezte Thatigkeit Th\u00e4tigkeit ihrer eigenen Wurzel Holzschich ten\n absezen , scheint mir doch ganz anders\n wunderbar, als die Ueberwallung in den Stammen St\u00e4mmen unabgehauener Baume B\u00e4ume . Wenn auch alles irrig ist was man von herabkommendem Safte gefabelt, so glaubte ich doch dass wegen des\n all gemeinen Zusammenhang Zusammenhangs des Organismus zwischen Wurzel und\n belaubten Zweigen ein Pumpsystem statt findet, dass die\n Wurzelenden von B\u00e4umen die Laub haben mehr einfangen und also mehr\n Cambium und am bilden als ein Blattloser Stubben.\n Das Stillestehen, Verlangsamern der Vege tation im Winter wo\n die Blatter Bl\u00e4tter abfallen, scheint mir dies zu bestatigen best\u00e4tigen . Ich dachte mir den Nuzen der Verschlingung der Wurzeln mit einem belaubten Zapfenbaume ohne zurukkehrende zur\u00fckkehrende Safte S\u00e4fte . Sie wissen, ich lasse mich immer gern belehren . Ihr A Ht Freitags.","188":"Ueber das merkw\u00fcrdigste aller kieselschal. kieselschaligen Polygastren- Lager da von Fremont . Aehnl. Aehnlichkeit von (\u2609) Californ Californien u und Sibir. Sibirien in Polyg Polygastren Die besseren Aussichten meines Horizontes ermutigen mich zur Hoffnung, da\u00df\n auch morgen ein Tag verst\u00e4ndiger Wahlen seyn werde. M\u00f6ge es bey Ihnen\n am weiteren Horizont auch so seyn. Vor allem m\u00f6gen Sie gesund seyn. Da Sie wohl des califor nischen Goldes halber\n auch man che Unruhe durch allseitige Fragen\n haben, so melde ich Ihnen das Curiosum , welches mich seit einiger Zeit besch\u00e4ftigt hat. V Von Raumer brachte 1844 f\u00fcr mich einige\n Erden aus Nordamer rika mit, unter anderen einen von Dana am Columbia River im Oregon gefundenen Tripel. Im Februar\n 1845 (vor 4 Jahren) theilte ich der Akademie mit, da\u00df dieses\n Infusorien-Gebilde nur allein mit einem sibirischen \u00fcbereinstimmt , und zwar in vielen sehr ausgezeichneten Formen. Es sey eine Terti\u00e4r-Ablagerung brakischer Natur. Sonderbar ist es, da\u00df Califor nien sammt Oregon\n auf der ganzen Erde, auch im Golde, nur mit Sibirien \u00fcbereinstimmen denn ich lese, da\u00df der Lieut. Lieutnant Coeher den Golddistrict bis nach Oregon hin schon im Sept. September 1848 ausdehnt. In meinem Aufsatze \u00fcber das kleinste Leben als geologisches Moment\n 1845. pag pagina 9 10 und 11. ist die Ver gleichung mit Sibirien\n er\u00f6rtert. Au\u00dferdem erhielt ich vor einiger Zeit durch die nordamerika nische Gesandtschaft (Herrn Donelson ) Proben des merkw\u00fcrdigsten aller Polygastren Lager,\n welches Capit. Capit\u00e4n Fremont 1845 beschrieben hat. (Re port of the exploring expedition to the Rocky mountains. pag. pagina 200 und 302.) Es ist 500 Fu\u00df m\u00e4chtig und mit einem 200 Fu\u00df hohen\n Lager von dichtem Ba salt bedeckt. Dieses\n m\u00e4chtigste aller bekannten Lager von reinen\n kieselschaligen (thonartige) Polygastren bildet senkrechte Thonw\u00e4nde am Wasserfall\n aux ch\u00fbtes des Columbia River 121\u00b0 Long. Longitudo 44 1\/2\u00b0 Lat. Latitudo Ich habe 84 Species daraus bestimmt . Es sind meist weit verbreitete Terti\u00e4r Formen, keine sibirischen\n Charakter formen. Daher scheint dieses Lager am oberen Columbia nicht gleichzei tig\n mit dem eben da unterhalb von Dana gefundenen zu seyn. Wie ist es m\u00f6glich, da\u00df sich so ungeheure S\u00fc\u00dfwasser - Bildungen erzeugen? Ist da ein alter Teich gewesen von ernormem Umfange, der\n sich ausgef\u00fcllt hat? 500 Fu\u00df! Gew\u00f6hnlich sind solche Lager 2 \u2013\n 10 \u2013 50 Fu\u00df m\u00e4chtig. Bailey hat schon in Fremonts Reise einige Arten (23) verzeichnet, aber nicht richtig benannt und un kenntlich abgebildet. Die Formen-Mischung und die Hauptformen, welche die Masse bilden sind auch\n im Biliner, Casse ler und Eifeler Polirschiefer herrschend. Einige, nicht viele Daten sind characteristisch. Vielleicht schickt man mir aus Califorien selbst auch Erden zu. In herzlicher Verehrung Ihr dankbarster Ehrenberg 10\/2\/49.","189":"Excellenz, Ich kann vom Vaterland nicht scheiden, ohne Ihnen noch\n einmal unseren innigsten, tiefsten\n Scheidegru\u00df zuzurufen, wenn auch unser Fu\u00df noch auf heimischen heimischem Boden weilt, den wir erst am 25 sten M\u00e4rz verlassen k\u00f6nnen. Die\n wahrhaft riesigen Massen von Gep\u00e4ck k\u00f6nnen erst bis dahin verpackt werden\n und m\u00fcssen sogar noch in Bezug auf ihr Volumen noch vielfacher Ver\u00e4nderung\n unterworfen werden. Der Sonntag ist der Scheidetag vom Vaterlande , der Tag wo unser Herz den dem bittern Schmerz verf\u00e4llt, d en as letzt en e \u00e4u\u00dfer en e Band durchschnitten zu sehen, das es an jenes kn\u00fcpft. Ich benutze den ersten freien Augenblick, der mir wird, um Euer Excellenz mitzu theilen, da\u00df mir Herr Alex. Alexander Mendelssohn einen Wechsel auf meinen Cousin, Carl Schomburgk in Hamburg gegeben, den dieser auch acceptirt hat,\n so da\u00df wir durch die G\u00fcte dieser beiden M\u00e4nner aus einer Verlegenheit\n gerissen sind, die uns gewi\u00df manche tr\u00fcbe Stunde noch tr\u00fcber gemacht. Dank\n Ihnen, edler Mann, da\u00df durch Ihre g\u00fctigen Zeilen Herr Alex. Alexander Mendelssohn bewogen worden ist, sich unser anzunehmen. Richard und die beiden Frauen Maria und Pauline Henrietta\n Schomburgk . sind eben an Bord und richten unsere kleine Coje her, um den\n k\u00fcmmerlichen Raum, der uns geworden, wenigstens so freundlich als m\u00f6glich\n auszustaffiren . Alle drei stimmen vom Grund\n ihres Herzens mit mir in den innigsten unserer W\u00fcnsche ein: M\u00f6ge der Herr\n seine sch\u00fctzende Hand \u00fcber Ihr theures Haupt halten, Sie aber uns allen\n eine Liebe erhalten, die unser Stolz war und heut und morgen unser Stolz\n bleiben wird. Hamburg den 21 sten M\u00e4rz\n 1849 . Otto Schomburgk (Ferdinand\n Blass & Schomburgk Hamburg ) Sr. Seiner Excellenz dem Wirklichen Geheimen Rath Alexander von Humboldt. Ritter h\u00f6chster Orden etc. Berlin Oranienburgerstr Oranienburger Stra\u00dfe 67.","190":"an Prof. Professor Ehrenberg Sein Sie barmherzig! Ich m\u00f6chte sogern etwas Text von Maaren der Eiffel benuzen . AHt Verzeihung: ich hatte die Bogen mit anderen verlegt. So ist denn\n endlich die blutige Erl\u00f6sung f\u00fcr Dresden ge kommen. Die Besiegung ist ganz\n vollbracht heute Nachmittag laut tel. telegraphischer Depeche . AHt Mittwoch Nacht Der K\u00f6nig hat mich gehindert in die G. Geographische Ges. Gesellschaft zu kommen. Sylphium ?","191":"26. Mai 1849 Bei der langen Bewunderung die ich f\u00fcr Ihre viel umfassende recht eigentlich cosmische Arbeit hege, freue ich mich dass Sie nie durch Zwang sich in die Publication des Unersch\u00f6pflichen, Sie zu vollenden gest\u00fcrzt sind. Ich bin\n oft in derselben Lage gewesen, auch in der mein theurer Freund \u00fcber die\n Wahl eines Titils 5 N\u00e4chte zu br\u00fcten . Meinen ersten Eindr\u00fccken oft trauend, muss ich gestehen dass als ich Ihren Brief empfing, mir zuerst der lange Titel misfiel, da er in der Abk\u00fcrzung \u201edes kleinsten Lebens 2ter Theil\u201c nichts charakterisirt, dazu woran ich\n fast zweifle Ihr erstes Werk, dem bei mir bloss der Titel \u201eInfusionsthiere\u201c vorgeheftet ist, ja wohl nicht Das kleinste Leben Th Theil I heisst. In dem Falle m\u00fcsste also ein Titel mit Th Theil I nachgeliefert werden was da Ihr Buch \u00fcberall gebunden ist, f\u00fcr\n das Publicum unbequem w\u00fcrde . Ich w\u00fcnschte dabei dass die neue Arbeit nicht als Fortsezung auftrete, da sie als Gegenst\u00fcck doch schon an sich erscheint . In\n dieser ersten Sie tadeln den Stimmung gingen mir\n durch den Kopf a) Die Vorwelt in ihren kleinsten Lebensformen geschildert von ...\n Ehrenberg . b) Microscopische Vorwelt c) Microscopische Protogaea d)Kleinstes d) Thierleben der Vorwelt e) Kleinste Lebensformen der Vorwelt Am anderen Tage hat alles das mir wieder nicht gefallen etwa a und b abgerechnet. Es cirtirt citirt sich leicht Ehrenbergs Vorwelt , Ehrenb .Ehrenbergs microscop microscopische Vorwelt . Die vorange schikte Betrachtung \u00fcber das\n neue Titelblatt Th Theil I ist nicht unwichtig . In Uebersezungen hat macht das kleinste Leben auch Schwierigkeit . Vita minima ist auch der schlafende Zustand jener Dame aus Bologna. Vie minime ist\n ganz unfranz\u00f6sisch. The smalest life erfordert einen langen Nachsaz . f) Die fossilen Infusorien scheint mir zu n\u00fcchtern. Ich w\u00fcrde den Titel lieben wenn das\n vorige Werk hiesse Die lebenden Infusorien . g) Infusorien der Vorwelt oder Vorwelt liche Infus. Infusorien g h ) Geologie der Infusorien ist dem tieferen Sinne nach gewiss zu vertheidigen, klingt aber gesucht. Ich fing diesen Brief heute morgen an um Ihnen zu rathen bei Ihrem Titel zu bleiben eben jezt aber mis f\u00e4llt\n er mir wieder als zu unbedeutend, schon im ersten\n Theile verbraucht, das Charakterische Charakteristische Vorweltliche nicht genug bezeichnend. Ich habe wieder Vorlieben f\u00fcr a e od oder f\u00fcr das sehr einfache g: Infusorien der\n Vorwelt ein Beitrag zur Geognosie Die Einwendung dass viele dieser Lebensformen besonders die in der Luft\n schwebenden noch jezt lebend gefunden werden, hat ihre L\u00f6sung (Sie w\u00fcrden\n es in der Vorrede sagen) in dem Umstande, dass unsere Terti\u00e4rfomationen\n auch theilweise, unter den fossilen Muscheln, in der N\u00e4he lebende der\n jezigen Meere darbieten, wie Ust-urt Muscheln des Casp. Caspischen Meeres . Sie sehen aus meinen 8 Titeln, dass ich mich gern mit Ihnen besch\u00e4ftige: W\u00e4hlen Sie ja wie Ihnen das Herz steht. Einen Titel und eine Braut l\u00e4sst man sich nicht empfehlen. Ich werde mich selbst mit dem\n anliegenden Blatte vers\u00f6hnen . Kommen Sie zu mir um mir Ihre Entscheidung zu sagen alle Tage nur nicht morgen Sontags, zwischen 1 und 2 Uhr . Bringen Sie aber diese Titelliste mit . Ihr AlHumboldt B Berlin den 26 Mai 1849 Wenn Sie von Ihrem fr\u00fchern Titel abgehen, so k\u00f6nnten Sie ihn in der\n Einleitung umst\u00e4ndlich herausheben . Die Gegens\u00e4ze vom Phys. Physikalischen und Geognost. Geognostischen Theil haben viel sch\u00f6nes das zu retten ist .","192":"Der Name und die r\u00fchmlichen Unternehmungen der Gebr\u00fcder Schlagenweit Schlagintweit Hierzu z\u00e4hlen botanische und\n glaziologische Forschungen in den Alpen, sowie Bergbesteigungen unter\n anderem im Monte-Rosa-Massiv . , Ihre treflichen Arbeiten \u00fcber den Kohlens\u00e4ure Gehalt der Atmosph\u00e4re Schlagintweit, H.\/Schlagintweit,\n A. 1850 , 455\u2013468. sind mir l\u00e4ngst bekannt. Ich werde eine recht grosse Freude haben Sie beide Sonnabend zwischen 12 und 1 U Uhr \u00bd hier zu empfangen, wenn Ihnen Tag und Stunde nicht\n unbequem sind. Die Abhandlung \u00fcber die Geogr. Geographie der Pflanzen in den bayerischen\n Voralpen Schlagintweit, H.\/Schlagintweit, A. 1850 , 455\u2013468. hatte ich mir l\u00e4ngst gew\u00fcnscht. Das Werk \u00fcber die phys. physicalische Geographie der Alpen Schlagintweit, H.\/Schlagintweit, A. 1850 . , dessen inhaltsreicher Prospectus ich die Ehre haben werde, Ihnen zur\u00fcckzugeben, verspricht das vielumfassendste Werk welches seit Saussure Saussure\n 1786\u20131796 . erschienen ist. Mit der ausgezeichnetsten Hochachtung Ew Euer Wohlgeboren gehorsamster AlHumboldt Potsdam , den 21 . Juni 1849","193":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg in Berlin Zimmerstr. Zimmerstra\u00dfe 84 frei Wie tief bedaure ich, mein theurer Freund dass Sie wieder einen so schmerzlichen Verlust in Ihrer Familie gehabt. Und Ihr verdienstvoller Bruder dem wir so vieles Interessante aus Mexico verdanken, hatte gewiss das Uebel sich nicht durch Unvorsicht\n zugezogen . Dazu ist die Krankheit so perfide, dass nach scheinbarer Heilung so oft Typhus od. oder Lungenschlag eintreten. Ihre neuen Forschungen \u00fcber das Tote\n Meer Ehrenberg 1849b sind voll unerwarteter Thatsachen und zeigen wie Leben \u00fcberall\n verbreitet ist . Sehr wichtig ist Ihre\n Unterscheidung dessen was dem Toten Meere lebend gehrt geh\u00f6rt und was der Kreideformation auf der die Wasser ruhen. Zu lezterer\n geh\u00f6rt also vielleicht nun das Madreporen St\u00fcck Porites elongata Lam. Lamellibranchiata das der Marquis de\n l\u2019Escalopier auf den Ufer n des toten Meeres gesammlet. Lesen Sie Valenciennes in meiner Asie\n centrale T Tomus II p pagina 517 wo auch einiges \u00fcber Verschiedenheit? der Corallen des toten u und mittell\u00e4nd. mittell\u00e4ndischen Meeres , \u00fcber das niemand besser, als Sie,\n entscheiden kann. Ihre phrygischen\n Infusorien S Seite 193 sind ja doch wohl nicht eigent lich in Gyps\n sondern in Kreide die wie in Pohlen Gyps ein schiesst. Mit alter Verehrung Ihr AHt Potsdam Mittw. Mittwoch","194":"Ist es doch als m\u00fcssten die edelsten Menschen, in diesen Zeiten, am tiefsten die Schl\u00e4ge eines unerbittli chen\n Schiksals erfahren! Was haben Sie, theurer Freund, nicht seit einem Jahre f\u00fcr Verlust erlitten und wie r\u00e4th selhaft ist dabei der endemische Zu stand der\n Gegend, wo das t\u00f6tet, was zu anderer Zeit ein Schnupfenfieber hevorgebracht\n h\u00e4tte. Empfangen Sie den erneuerten Ausdruk meines innigen Schmerzes. Ich\n muss den 29sten mit dem K\u00f6nig wieder nach\n der K\u00fcste und nach R\u00fcgen . Und wie Ihre grossen Arbeiten bei diesen Unf\u00e4llen unterbrochen werden, bei Ihnen in dem Gem\u00fcthlichkeit der Geistes begabtheit\n gleich steht . Ihr AlHt P. Potsdam Donnerstags","195":"Euer Excellenz Ihrem Wunsche gem\u00e4ss Humboldt f\u00fcgte Textstellen und\n Inhalte dieses Briefes in sein Werk Kosmos ein.\n Vgl. Humboldt 1845\u20131862 ,\n III, 71 f. bin ich so frei Ihnen die Stelle aus Saussure Saussure 1786\u20131796 . mitzuteilen, erlauben Sie, dass wir Ihnen zuerst unseren herzlichen\n Dank f\u00fcr die grosse Freude aussprechen, die Sie uns durch die g\u00fctige\n Zusendung Ihrer Ansichten der Natur 1849 erschien die dritte Auflage von\n Humboldts Ansichten der Natur ( Humboldt 1849 ). bereitet haben. Die Stelle \u00fcber das sichtbar werden der Sterne am Montblanc fand ich noch Sonntag\n abends, wenn ich bis jetzt verschob, Ihnen dar\u00fcber zu schreiben, so war es nur weil ich alle Excursionen auf gr\u00f6ssere Berge, die in den Voyages d e nthalten sind, durchging um das Ph\u00e4no men etwa ein 2tes Mal erw\u00e4hnt zu finden; allein es kom\u0305t\n nicht mehr vor; Die Stelle findet sich in der Quartausgabe der Voyages dans les\n Alpes\n Neu f ch\u00e2tel 1779\u20131796 Band IV. Seite 199. \u00a7 2007 Vielmehr \u00a7 2009. Vgl. Saussure 1786\u20131796 , IV,\n 198f. . Da Saussure dort sagt, dass\n nicht er selbst sondern nur seine F\u00fchrer 1995 \u00d7 6 = 11970 In dieser Nebenrechnung rechnet\n Humboldt die in Saussure\n 1786\u20131796 , IV, 144 angegebene H\u00f6he des zweiten Nachtlagers\n von 1995 Toisen bei der\n Besteigung des Mont Blanc durch Horace-B\u00e9n\u00e9dict de Saussure im\n Jahr 1787 in franz\u00f6sische Fu\u00df um. die Sterne sahen, darf ich wohl meinen Brief so weit ausdehnen Saussure s eigene Worte dar\u00fcber anzuf\u00fchren: Etoiles visibles en plein jour s . La grande\n puret\u00e9 et la transparence de l\u2019air , qui\n sont les causes de l\u2019intensit\u00e9 de la couleur bleue du ciel , pro duisent vers le haut du Mont Blanc un singulier ph\u00e9nom\u00e8ne , c\u2019est que l\u2019on\n peut y voir les \u00e9toiles en plein jour s , mais\n pour cela, il faut \u00eatre enti\u00e8rement \u00e0 l\u2019ombre et avoir m\u00eame au-dessus\n de la t\u00eate une masse d\u2019ombre d\u2019une \u00e9paisseur considerable, sans\n quoi , l\u2019air trop fortement \u00e9clair\u00e9 fait \u00e9vanouir la faible clart\u00e9 des\n \u00e9toiles. L\u2019endroit le plus convenable pour faire cette observation le\n matin , \u00e9tait la mont\u00e9e qui conduit\n a l\u2019\u00e9paule du Montblanc , \u00a7. 1985 Saussure verweist hier auf \u00a7 1985 seines\n Werkes (vgl. Saussure\n 1786\u20131796 , IV, 165\u2013167). ; quelques-uns des guides ont assur\u00e9 avoir vu de-l\u00e0 des \u00e9toiles;\n pour moi je n\u2019y songeais pas, en sorte que je n\u2019ai point \u00e9t\u00e9 le\n t\u00e9moin de ce t ph\u00e9nom\u00e8ne; mais l\u2019assertion uniforme des guides ne me laisse aucun doute sur la r\u00e9alit\u00e9. In dem erw\u00e4hnten \u00a7 1985 Vgl. Saussure 1786\u20131796 , IV,\n 165\u2013167. findet sich dass f\u00fcr diese Stelle keine H\u00f6henangabe, sondern nur dass sie Saussure \u00bd halbe Stunde vor nach dem Aufbruche vom 2 ten Nachtlager ( 1995 Toises )\n erreichte n . Die Besteigung begann am 1 sten August 1787; die Sterne wurden am 3 ten August morgens gesehen. Wir selbst haben bei unseren Expeditionen auf die den Gro\u00dfglockner 12213 p. F. Pariser Fu\u00df 12213 Par F. Pariser Fu\u00df die Wildspitze 11489 p. F. Pariser Fu\u00df und den Similaun 11135\u2032 Forschungsergebnisse zu ihren\n Expeditionen in die Alpen ver\u00f6ffentlichten Adolph und Hermann\n Schlagintweit in ihrem Werk Untersuchungen \u00fcber die physicalische Geographie der Alpen in ihren\n Beziehungen zu den Ph\u00e6nomenen der Gletscher, zur Geologie,\n Meteorologie und Pflanzengeographie . Vgl. Schlagintweit, H.\/Schlagintweit, A.\n 1850 . niemals weder auf dem Gipfel noch etwas unterhalb desselben Sterne\n gesehen, auch die F\u00fchrer, welche uns dabei begleiteten , berichteten uns nie von fr\u00fcheren Beobachtungen \u00e4hnlicher\n Art. Ich bin mit ausgezeichneter Hochachtung und Verehrung Euer\n Excellenz dankbarst ergebebener Hermann\n Schlagintweit Dorothstr. Dorotheenstra\u00dfe 86.87. Berlin den 25 . Oct. October 1849. 2760 2460 \u00d7 6 = 14760 Umrechung eines Toisen-Wertes in\n franz\u00f6sische Fu\u00df. Sterne bei Tage sehen. ( Montblanc )","196":"Auszug aus einem Schreiben Sir William Hooker\u2019s an den Geheimerath Bunsen . Kew . 4 ten December 1849: In the matter of\n M r. Hannemann , your\n Excellency will see at once that Humboldt\u2019s testi mony is a host in itself and therefore I shall\n \u201estretch a point\u201c to make an opening for him in the spring: \u2014 earlier than the month of May however I could not with\n propriety. But if that time will suit\n M r. Hanne mann and if he will inform me so, I will\n take care he shall be then admitted. Wenn auch Hooker erst fur f\u00fcr das Fruhjahr Fr\u00fchjahr eine bestimmte Anstellung dem Herrn Hannemann verheissen hat, so ist doch wohl, wegen der freundlichen Art, wie\n er die Sache aufgenommen zu hoffen, dass er ihn fr\u00fcher an Andere empfehlen wird. Ihre W\u00fcnsche, theurer Freund, werden also wohl erfullt erf\u00fcllt werden . AlHumboldt Potsdam 9 . Dec December 1849 Ich habe eben der geogr geographischen Gesellschaft durch Ritter Briefe des\n jungen Hooker mitgetheilt vgl. Humboldts Schreiben an Ritter, Potsdam,\n Sonntag, [vor 5. Januar 1850], Humboldt 2010 , 108\u2013109. ( Jul. Julius 1849) nach denen er tief in Thibet eingedrungen ist, dort viele\n Pflanzen sammlet, aber in Hoch ebenen 15000 Fuss lebt, eine Hohe H\u00f6he in der er seiner Constitution nach, immer an Kopfweh leidet.","197":"Berlin am Weyhnachtheilig Abend 1849. Innig\n verehrter Herr Baron Herzliche W\u00fcnsche zum gesund erlebten Weyhnachtsfeste m\u00f6gen diesen Brief einleiten\n und von Ihnen freundlich empfangen seyn, Sie auch wirklich in bester Gesundheit\n antreffen. Von Dr. Doktor Buschmann h\u00f6rte ich, da\u00df es Ihnen vor wenig Tagen\n ja k\u00f6rperlich wohl erging. Demn\u00e4chst melde ich Ihnen, da\u00df ich das durch Dr. Doktor Buschmann Vermittlung vor einiger Zeit aus Ihrer\n Bibliothek entliehene K\u00fctzing\u2019sche Infusorien\n Buch heut wieder in Ihrer Wohnung habe abgeben lassen. || Der beiliegende an mich\n gerichtete Brief des Dr. Doktor Cohn in Breslau, einen offenbar\n philologisch gut ausgebildeten Botaniker, welcher darauf aufmerksam macht, da\u00df die\n Bluterscheinung auf Bohnenbrei bei Lucian als\n einer der alt pythagor\u00e4ischen Gr\u00fcnde gegen den Genu\u00df der H\u00fclsenfr\u00fcchte vorkomme,\n sende ich Ihnen des wissenschaftlichen Interesses halber zu. Bisher habe ich an\n meinen Nachfolgern im Studium nur Aerger gehabt, endlich werden doch auch verst\u00e4ndig\n ausgebildete j\u00fcngere Kr\u00e4fte sich des kleinen Lebens mit etwas Begeisterung annehmen,\n nicht blo\u00df neue Species suchen. Um gelegentliche g\u00fctige R\u00fccksendung bittend. In\n der vorlezten Classensitzung der Akademie, im November, habe ich eine erste Reihe von\n 51 mikroskopischen Organismen vorgelegt, welche nach meinen || Untersuchungen in dem\n berner Oberlande, wo ich 4 Gletscher bestieg, das in diesen Eismassen, auf und unter\n denselben vorhandene th\u00e4tige kleine Leben begr\u00fcnden. Diese Untersuchungen, da sie ein der M\u00fche werthes Resultat\n ergaben, haben mich wieder \u00fcber eine schwere Zeit meines Lebens weggehoben. Die schon\n gedruckte Mittheilung werde ich Ihnen bald ausf\u00fchrlicher \u00fcbersenden k\u00f6nnen. Auch\n theilte ich der Akademie mit, da\u00df der Meteorstein von 1438, welcher als der ber\u00fchmte\n Luzerner Drachenstein bekannt ist (praeferendus sane omnibus omnium umscorum curiosis\n est Lucernensis Draconita sagt Scheuchzer Itenera alpina Scheuchzer\n 1708 III p. page 367) nicht wie Chladni schreibt ein\n k\u00fcnstlich gerundeter Thonstein, sondern ein nat\u00fcrlich kugelrunder Kiesel-Morpholith\n ist, den ich in der Familie Meyer von\n Schauensee nach einigem Suchen in Luzern wieder aufgefunden habe samt\n den alten ihn beglaubigenden Gerichts Urkunden. Alle Zweyfel \u00fcber den meteorischen ||\n Ursprung lassen sich nicht beseitigen, besonders da Chladni Feuerstein nimmermehr f\u00fcr meteorisch gehalten h\u00e4tte, unm\u00f6glich\n ist es aber nicht, da\u00df, wie dieser so ber\u00fchmte und beglaubigte Meteorstein, sich\n viele morpholithische Feuerstein Kugeln aus der Atmosph\u00e4re herabgesenkt haben. Die\n meisten m\u00f6gen zerplazt seyn und dann f\u00fcr gemeine Feuerstein-Fragmente bisher gehalten\n worden seyn. Ich habe darauf hingewiesen wie die B\u00e4tilien ? der\n alten Arzneykunde in Syrien ausdr\u00fccklich kugelrunde nicht pyramidale Steine gewesen,\n so da\u00df sogar die Kugel des \u00c4sculaps offenbar wohl der heilkr\u00e4ftige vom Himmel stammende Meteorstein gewesen. Auffallend\n stimmt auch der geographische Hauptsitz des B\u00e4tilien ? Cultus\n mit der gr\u00f6\u00dften normalen Verbreitung der Blutregen \u00fcberein,\n was gewi\u00df nicht allein auf den geistigen Culturzustand der Menschen in jenen Gegenden\n hinauslaufen kann. Mit dem gro\u00dfen Werke r\u00fccke ich langsam aber doch immer zum Moos vor. Ungem\u00fcthlichkeiten und Kopfweh sind oft\n st\u00f6rend. Ich corrigire jetzt den 8ten Bogen und habe S\u00fcd-Pol, Australien und die\n Hauptl\u00e4nder Massen von West-Asien im Druck beendet. Das Brief bricht hier\n ab.","198":"II. Herr Ritter : Mittheilung aus einem\n Briefe des britischen General-Consuls Sir Rob.\n Schomburgk d. d. Santo\n Domingo vom 5. Febr. 1850 an Herrn A. von Humboldt Durch Herr von Humboldt g\u00fctigst\n mitgetheilt. Krieg, Revolution und Belagerungen sind keine Elemente welche zur F\u00f6rderung\n der Wissenschaft dienen. Das sch\u00f6ne Bild der Ruhe und Musse, um das Studium\n der Naturwissenschaften gelegentlich zu verfolgen, welches ich mir tr\u00e4umte,\n als ich hierher versetzt wurde, ist leider ganz durch die Wirklichkeit\n gest\u00f6rt, und ich habe nur wenige Augenblicke seit meiner Ankunft gefunden,\n um mich mei nen Lieblingsstudien zu widmen.\n Doch wagte ich trotz der Un ruhen, mit\n welchen die kleine Republik von aussen\n bedroht war, gegen Ende des vorigen Jahres (1849) eine Reise bis an die s\u00fcdwestliche Grenze zu unternehmen, wobei ich bis in das Fluss gebiet der Artibonite vordrang. Die herrschenden Feindseligkeiten zwischen dem grossen Kai serthum Hayti (bestehend aus einer Gesammtbev\u00f6lkerung von un gef\u00e4hr 450000 Seelen) und der hiesigen dominicanischen Republik , n\u00f6thigten mich, dort umzukehren.\n W\u00e4hrend dieser Reise besuchte ich auch den See Henriquillo , ohne Zweifel einst durch eine Con vulsion dieses Theils des\n Erdstrichs nach den ihn umgebenden Terrain emporgehoben. Ich habe Corallen\n auf den nahen Bergen bis auf 800 Fuss H\u00f6he gefunden, und noch n\u00e4her am See\n findet man ganze Lager fein gezweigter Corallenst\u00f6cke . Fossile Muscheln, bestehend aus Genera und Species, die\n man noch immer im Meere findet, sind sehr h\u00e4ufig; viele besitzen noch den\n Farbenglanz, und ich w\u00fcrde die Zeit, wo die gewaltige Erhebung statt fand,\n ohne weiteres der neuen terti\u00e4ren Periode zuschreiben, h\u00e4tte ich nicht\n einige Muscheln mehrere Meilen \u00f6stlich vom jetzigen Ufer des Sees ge funden, welche einer \u00e4lteren Periode\n anzugeh\u00f6ren scheinen. Diese Muscheln sind von mir an den Professor Edward Forbes zur Vergleichung und Bestimmung abgesandt worden. \u2013 Der See selbst ist\n nach Sch\u00e4tzung etwa 45 engl. geogr.\n Meilen lang und 3 \u2013 5 Meilen\n breit; sein Wasser ist salzig, jedoch bei weitem nicht so reich im Gehalt,\n als das Meerwasser. Das Meer mag am n\u00e4chsten Puncte etwa 25 engl. Meilen vom See\n entfernt sein. Das Wasser des Sees steigt und f\u00e4llt mit Ebbe und Fluth, jedoch nur einige Zoll. Allein ausser\n dieser periodischen Bewegung gibt es noch eine zweite, viel merkw\u00fcrdigere;\n n\u00e4mlich das Niveau des Sees steigt langsam f\u00fcr 1, 2 oder 3 Jahre ganz unabh\u00e4ngig von der Menge des\n herabfallenden Regens, und, wenn diese Steigung das Maximum erreicht hat,\n zu welcher Zeit alle An pflanzungen am Ufer\n des Sees unter Wasser stehen, f\u00e4llt\n das Was ser wieder nach und nach in einer\n \u00e4hnlichen Periode, bis der See den Stand seines Minimum erreicht hat. Zuweilen braucht das Ansteigen\n zum Maximum 1, 2 bis 3 Jahre, zuweilen erreicht es diess in einer weit\n k\u00fcrzern Periode. Ausser dieser Steigung besitzt Henriquillo noch eine andre Merkw\u00fcrdigkeit, n\u00e4mlich eine\n partiale Anschwellung, welche sich nicht \u00fcber die ganze Oberfl\u00e4che des Sees erstreckt, und sich jetzt auf der nordwestlichen, zu einer andern Zeit vielleicht auf der s\u00fcd \u00f6stlichen Seite zeigt. Diese Nachrichten\n erhielt ich vom Vicar-Gene ral, dem Padre Elias , Coadjutor des Erzbischoffs , einem Manne von be deutenden Kenntnissen (Jesuit) welcher\n lange Zeit in der N\u00e4he des Sees gewohnt hat. Noch vieles andere w\u00e4re \u00fcber den See zu be richten. Nur noch einiges \u00fcber die Bestimmung der L\u00e4nge der Hauptstadt Santo Domingo , wo der katholische Glaube die\n erste Cathedrale der neuen Welt erbaute! Diese Bestimmung beruht auf\n chronometrischen Distanzen zwischen Port\n Royal in Jamaica und dem\n Ankerplatz f\u00fcr Kriegsschiffe in der Rhede von Santo Domingo . Sie ist auf 6 Chrono meter gest\u00fczt, welche vorher in Port Royal regulirt waren. Der Ankerplatz war diesen\n Abst\u00e4nden gem\u00e4ss in 69\u00b0 51\u2032 12\u2033 W. v.\n Gr., welches auf meine Residenz reducirt 69\u00b0 52\u2032 12\u2033 =\n 72 14 35 auf Paris reducirt. Die bisherigen Beobachtun gen gaben 72\u00b0 19\u2032 52\u2033 ( Oltmanns ) A. v. Humb. ), f\u00fcr den Flag genstock auf meinem Hause (British\n Consulat) gibt. Die Reise zwischen Port Royal und Santo Domingo , wurde im K\u00f6nigl.\n Kriegsdampfer Vixen in 3\u00bd Tagen zur\u00fcckgelegt. Fer ner ist auch die Bestimmung dieser Distanz durch das k\u00f6nigliche Dampfschiff Helena, und jener zwischen Havanna und Santo Do mingo durch den\n franz\u00f6sischen Kriegsdampfer Crocodile in Betracht gezogen worden. Unsere Aussichten hinsichtlich des Friedens sind noch sehr tr\u00fcbe. Faustin I. Kaiser von Hayti hat der dominicanischen Republik Ver nichtung gedroht. Er hat 40,000 Mann Truppen gesammelt, um dieses kleine Land, das nur eine Bev\u00f6lkerung von 230000 Seelen be sitzt, mit Feuer und Schwert zu verheeren\n und hat gedroht, we der Alter, noch\n Geschlecht, selbst das Kind im Mutterleibe nicht zu schonen. Dennoch ist\n Hoffnung vorhanden, dass die kleine Schaar Dominicaner um Ihren Heerd, ihre\n Familien zu vertheidigen, vier fache St\u00e4rke\n in ihrer Armee besitzt. Der Libertador, General Santana , schlug voriges Jahr mit 606\n Dominicanern die haytianische Armee unter Soulouqu\u00e8s (jetzt Kaiser Faustin) eigenem Befehl, und es\n wird dem L\u00f6wen von Seybo (wie Santana hier genannt wird) wohl wieder gelingen, mit einer \u00e4hnlich verh\u00e4ltnissm\u00e4ssig geringen Zahl dasselbe zu vollbringen.","199":"11\/3 1850. Beigehend erlaube ich mir Ihnen die gew\u00fcnschte n\u00e4here Auskunft \u00fcber den Pythagor\u00e4ischen Homun culus zu \u00fcbersenden. Es scheint mir an der Sache kein Zweifel\n \u00fcbrig zu bleiben, obwohl die alte Mystik sich in verschiedenen Ausdr\u00fccken\n be wegt. Es geht auch aus dem Worte hervor, da\u00df es immer wieder, nicht Nelumbium , sondern Vivia Raba betrifft. Das \u03cc\u03b4\u03c9\u03b4\u03c3\u03c4\u03b1 \u03ac\u03bd\u03b4\u03c1\u03c9\u03c0\u03b5\u03af\u03bf\u03bd \u03be\u03c3\u03bd\u03bf\u03c5 soll gewi\u00df nicht Geruch hei\u00dfen, wohl Witterung, Merkmal. Ich glaube auch\n man mu\u00df \u00fcbersetzen \u201eWenn\n jemand zur Zeit wenn die bl\u00fchenden Bohnen die Bl\u00fcthen ansetzen und die Blume bald ihre Flecke bekommt, Bohnen (nicht ein\n St\u00fcckchen Blume) in einem irdnen Topfe u und s. so w weiter .\u201c Doch ich versuche nicht weiter die Zauberformeln aufzul\u00f6sen, da die\n Pythagor\u00e4er selbst wohl so viel Schwierigkeit dabey gefunden haben als die\n Alchymisten beym Stein der Weisen. Verehrungsvoll Ihr dankbarster Ehrenberg","200":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg, Zimmerstrasse n numero 84. frei Verzeihung, mein theurester Freund, wenn des D r Doktor Schultz Abreise nach Jerusalem , die Nothwen digkeit, ihm Empfehlungen zum Benuzen der Archive in Wien zu verschaffen, auch des Miss. Missionars G\u00fctzlaffs Ankunft aus Hong Kong mich neulich ab gehalten Sie\n zu sehen. Sie zweifeln wohl nicht an meiner Zuneigung. Es ist mir\n gegl\u00fckt den alten Creuzer noch vor seinem Tode in unseren Orden zu bringen . Jezt\n interessire ich mich in der neuen Wahl f\u00fcr Kunth (im Orden) sehr f\u00fcr den im Ganzen doch sehr\n verdienstvollen Hammer Fr Freiherr v von Purgstall , Praes Praesident der Kais Kaiserlichen Akad. Akademie der Wissenschaften . Ich will nicht werben, wenn Sie aber nicht sehr entschieden sind,\n klopfe ich bei Ihnen an! Ihr AlHumboldt Freitags","201":"Ich schreibe mein theurer Ehrenberg, diese Zeilen in grosser moralischer\n Aufregung ja recht eigentlich in grosser Be tr\u00fcbniss. Ich erfahre heute morgen ist erst was Herr v von Buch mir bei der Akademie angezettelt. Wenn\n man geben will solllte sollte man doch an die Individualit\u00e4t dessen denken, der empfangen soll.\n Nie bei keiner Akade mie werden lebenden Menschen B\u00fcsten gesezt.\n Staatsm\u00e4nnern thut man es in den Sizungszimmern nach ihrem Tode . Dazu die Schreckensb\u00fcste von Leibnitz , da wo Lagrange , Euler ... fehlen.\n Ich kenne die Welt genug, um zu wissen was einem solche Ehren einbringen wie Ruhm und Hohn sich eng verschwistert nahe stehen. Der Cultus-Minister Salvandy wollte dem Entdecker des Neptun Leverrier in dem Coll\u00e8ge wo er erzo gen ist, bei\n seinem Leben eine B\u00fcste sezen \u2013 mit welchem Hohn ist die Sache in allen Zeitungen behandelt worden . Wer wird sich mit Leibnitz zu ver gleichen wagen, und auch sein e B\u00fcste ist nach dem Tode gesezt . Alle Uebertreibungen erhalten ihren Lohn u und warum soll ich unbefragt das Opfer sein? Auch gegen den\n Despotis mus der Liebe rebellire ich! Ich w\u00fcrde\n directe Schritte thun, um wenn schon Be schl\u00fcsse gefasst werden, sie r\u00fcckg\u00e4ngig zu machen: aber wie schwer sind solche Briefe zu schreiben . Ich bin nicht 1800 sondern 1805 als ich von Mexico zur\u00fcckkam Mitgl Mitglied der Akad. Akademie geworden und 1855 liege ich gewiss schon ruhig in der Gruft. Ich\n flehe Sie an theurer Freund, von heute an Schritte zu thun: ich habe\n deshalb auch an B\u00f6ckh u und Encke geschrieben, meine Weigerung auch an Buch der mir schon die Scenen bei Kroll einst improvisirt hatte ausgesprochen. Man kann ja nicht so \u00fcber eines anderen individuelle Em pfindungen disponiren . Sie haben falsch den Beschluss gefasst , sein sollte ein leichtes\n Mittel der Sache eine gl\u00fckliche Wendung dadurch zu geben, dass den\n ungl\u00fcklichen Tag decretirt w\u00fcrde, mir die Ehre nach meinem Tode zu erweisen . Ich protestire ambulans gegen alle Lebendigen. Der lezte 14 Sept September hat mich schon krank gemacht . Die Furcht vor Festen deren Gegenstand ich bin ist bei mir\n un\u00fcberwindlich. Sie hindert mich schon vorher in meiner Arbeit und meine\n Ruhe ist anderen doch auch etwas werth. Ich habe nie von dieser Ernennung 1800 wo ich am Orinoco war,\n irgend eine Nach richt erhalten, erfahre heute zum ersten Male\n davon und protestire also gegen jede Festlichkeit die darauf Bezug hat\n und an der ich gewiss keinen Theil nehmen werde . Ich rechne auf Ihre Freundschaft und auf eine Gem\u00fcthsruhe\n deren ich bei so vielen Bedr\u00e4ngnissen des verworrensten Lebens (ich muss morgen zu Hoffeten nach Potsdam !!) so sehr bedarf. Helfen Sie mir und lassen Sie\n andere auf mich schelten . Ihr Sie innigst Liebender AlHumboldt Berlin Freitags.","202":"1850 Ihr Brief, mein theurer Freund, hat mich nichts weniger als beruhigt . Ich bleibe bei dem festen Entschlusse dass es von keiner Corporation, von keiner \u00e4usseren Macht abh\u00e4ngt, \u00fcber meinen Ruf nach ihren Ansichten zu verf\u00fcgen, mir eine Ehre\n anzuthun die mir schmerz haft wird , weil sie meinen innersten Gef\u00fchlen entgegen ist . Ich protestire gegen jedes Experimentum in\n corpore vivo , gegen den Vorsaz, welche mildernden Formalit\u00e4ten man auch dabei anwenden m\u00f6chte, einem lebenden Menschen, an demselben Orte lebenden Menschen! Mitglied\n einer Akademie w\u00e4hrend seines Lebens! eine B\u00fcste zu widmen. Wenn die\n Akademie beschliessen will (nach dem Gebrauch anderer Akade mien in Europa) nach meinem Tode meine B\u00fcste, in grosser Entfernung von dem unsterblichen Erfinder der\n Infinitesimal-Rechnung aufzu stellen, so w\u00fcrde\n ich meinen Ehr erbietigsten Dank daf\u00fcr\n aussprechen . Das ist der einzige Punkt um den es sich handelt und ich traue selbst\n einer Akademie Zartheit der Gef\u00fchle genug zu, um der Bitte eines 80\n j\u00e4hrigen Mannes nachzugeben. Erlange ich dies nicht durch die vier Briefe gleichen Inhalts, die ich an die 4\n Herren Secretare geschrieben habe, so\n bleibt mir nichts anderes \u00fcbrig, als (was ich sehr ungern thue, aber doch\n thun werde) an die Gesammtacademie zu schrei ben. Sollte dies\n wieder nicht helfen, so bleibt mir nur \u00fcbrig 1) den Ort zu meiden , an dem man mir so einfache Bitten abgeschlagen und 2) was ich deshalb versucht habe zu ver\u00f6ffentlichen. Ich scheue das Tadelswerthe sol cher Schritte nicht. Ich weiss, theurer Ehrenberg wie sehr ich auf Ihre Zu neigung rechnen darf, wie sehr Sie aus eigener Erfahrung wissen, dass moralische Ver stimmung an der Arbeit hindert \u2013 und doch ist Arbeit, Vollendung des Angefangenen die einzige Zerstreuung, die ich jezt mir in meiner zerissenen, oft tr\u00fcben \u00e4usseren Lage verschaffen kann. Ich bitte Sie\n innigst unseren Collegen Herrn Prof. Professor Trendelenburg auf auf dessen Zartgef\u00fchl, ich, wie auf das Ihrige , rechne, dies diesen Brief vor Mittwoch mitzutheilen . Mit alter Verehrung und Liebe Ihr sibirischer Reisegef\u00e4hrte AlHumboldt Potsdam den 5 Mai 1850 Der 4 te Aug August ist \u00fcbrigens f\u00fcr mich eine rein mythi sche Epoche.\n Ich mag 1800 zum Correspondenten ernannt worden sein, wo von aus guten Gr\u00fcnden in der\n Waldgegend des Orinoco wie auch sp\u00e4ter ich nie etwas vernommen: Ich weiss\n bloss in der deutlichsten Erinnerung dass ich erst nach\n meiner R\u00fcckunft aus Mexico , also etwa\n 1804 Mit glied der Berliner Akad. Akademie geworden bin und \u00fcber Rom von Buch und Gay Lussac begleitet zur\u00fcckehrend vom alten Formey in einer Franz\u00f6sichen Rede aufgenommen worden bin.\n Aber dies Datum ist sehr gleichg\u00fcltig . Worauf ich sehr be stimmt nach meinen\n unver\u00e4usserlichen Freiheitsgef\u00fchlen dringe, ist dass die Akademie die\n vielleicht jezt schon anzufertigende B\u00fcste erst nach meinem Tode aufzustellem aufstellen lasse. Nur der Pabst und die evangelischen Consistorien behaupten Untr\u00fcglichkeit nicht die Akademien. Ich habe Ihnen gewiss zu schroff die Folge meiner Handlungsweise geschildert man kann mich lebhaft tadeln, aber ich gehe nicht von diesen\n Entschl\u00fcssen ab, wenn in dem einigen einzigen Punkt meinem flehendlichen Bitten nicht nachgegeben wird.","203":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg mit Druckbogen Es liegt mir sehr daran, mein theurer Freund dass Dumas der ber\u00fchmte Chemiker jezt schon gew\u00e4hlt werde . Ich habe also meinen Stimmzettel eingereicht: f\u00fcr Oehlenschleger : Dumas de l\u2019 Acad. Acad\u00e9mie des sciences de Verrier f\u00fcr Avellino : Duc de Luynes Raoul Rochette Sehen Sie, ob Freunde nur Dumas helfen . Ich war mit Schnupfenfieber bettlegrig, habe mich aber doch in der Zeit an\n Ihren herrlichen Bogen Ehrenberg 1850a erlabt . A W elch ein Formenreichthum aus allen Welttheilen! In wenigen Tagen sollen Sie die mythische Physik zur\u00fck erhalten: aber Ihr Schaz\n musste den Vorzug haben. Der arme K\u00f6nig und dann soll er sich damit beruhigen dass ein isolirtes factum, ohne Spur\n von Leitung bei Politischen Partheyen sei .. Den naives ten Trostgrund enth\u00e4lt die Anreden des Berliner Magistrats. \u201eSeitdem Ew Euer Maj. Majest\u00e4t den Ver fassungseid geschworen haben , sind Sie unantastbar und schweben in einer Region f \u00fcber allem\n politi schen Sturme\u201c! Auch ist der\n Tugendpreis von 50 Reichsthaler zu loben den das Potsdamer Waisenhaus vor wenigen Wochen dem M\u00f6rder gegeben . Dankbarst Ihr AlHumboldt 24 Mai","204":"Vielen Dank f\u00fcr den k\u00f6stlichen Brief von heute Morgen und Ihre Darstellung der acad. academischen bataille. Allerdings ist die Selbstverg\u00f6tterung der Analytiker unter sich etwas sehr spaassiges und Sie erw\u00e4hnen mit Recht der Hekatomben um zu erinnern wie sich diese Verg\u00f6tterung von Attractionen \u00fcber Raum und Zeit, die Mystik des Numerischen durch das Mittelalter bis zu uns fortgepflanzt hat. Ein bischen Revolte ist sehr n\u00f6thig. Jacobus miles gloriosus Zitat aus Plautus Miles Gloriosus; vgl. Titus Maccius Plautus: Miles\n gloriosus ... Vier andere Klassen Astrologen, chemische Adepten, Sinologen,\n Aegyptologen sind gesunken . Ich werde gern vervollst\u00e4ndigt u und geheftet diese sch\u00f6nen Bogen Ehrenberg 1850b in denen Sie unsere Exped. Expedition so wundersam verherrlicht haben, wieder erhalten. Schikken Sie theurer Freund das vollst\u00e4nd. vollst\u00e4ndige Heft dann an mein Berlin. Berliner Haus . Herzlich en Dank f\u00fcr\n die Ehre die Sie vorgestern den Meinigen zur Hochzeit angethan . Ihr AHt","205":"Wie sehr beklage ich die beiden Herrn Br\u00fcder Gemeint sind hier Adolph und Hermann Schlagintweit . wieder verfehlt zu haben, und doch m\u00f6chte ich Ihnen gern danken\n f\u00fcr Ihre sch\u00f6nen Mitthei lungen, auch Ihren sehr eigenth\u00fcm lichen Distanzmesser Wohl ein Prismen- oder\n Linsenporrhometer. Hermann und Adolph Schlagintweit gaben an,\n Erfinder dieser Messinstrumente zu sein. Vgl. Schlagintweit, H. 1849 ,\n 4. sehen. K\u00f6nnten Sie mich \u00fcbermorgen Mittwochs zwischen 1\u20132 Uhr mit Ihrem Besuche erfreuen od oder , wenn Ihnen die dieser Tag unlieb ist , jeden anderen den\n Sie mir aber vorher anzeigen . Mit freundschaftlichster Hochachtung Ihr AlHumboldt Potsdam Montags 21 . Aug August 1850 Sr Seiner Wohlgeboren Herrn D r Doctor Schlagintweit in Berlin Dorotheenstra\u00dfe n numero 86 u und 87 frei 21\/8 Poststempel, 21. August 1850. AlHumboldt","206":"Sie sind mir durch eine verdoppelte Liebens w\u00fcrdigkeit, theurer Freund, zuvorgekommen . Ich wollte Ihnen aber diesen Nachmittag schreiben um Ihne n f\u00fcr die Liebensw\u00fcr digkeit zu danken, mit\n der Sie auf feindlichem mit Urnebel verdektem Gebiete Sie mich \u00f6ffentlich so freundlich behandelt haben. Ihre Rede Ehrenberg 1850 , habe ich vielfach erfahren, hat sehr gefallen . Es ist gut dass ein Mann Ihres Gewichts sich einmal zornig\n zeige, \u00fcber die wilde Naturphi lophie Naturphilosophie , die mit verkalkten (oxidirten) Gedanken Schweiss und mit im Gehirn uno rganisch ausgesonderten Vorstellungen\n (wie Steine von Nieren) wieder einbricht. Solche Extrava ganzen, das Abl\u00e4ugnen alles Unk\u00f6rperlichen (Geistigen)\n werden dann auf der ent gegen gesezten Seite zu Christenverfolgung der Naturforscher benuzt, w\u00e4hren d ein Erz bischof u und Kurf\u00fcrst von Mainz S\u00f6mmering seinen Universit\u00e4ts Professor ruhig \u00fcber die sandige Dr\u00fcse faseln liess in\n der die Seele ihre einsame Wohnung hat. In Br\u00fcssel discutirt ein Mr Monsieur Foster ob die Seelen der M\u00fccken M\u00fccken selig werden k\u00f6nnen. Processe, (Mischungsverh\u00e4ltnisse) der Materie sind f\u00fcr uns nur angreifbar,\n erkl\u00e4rbar in dem Bereich der Materie selbst . Das Hauptkennzeichen dessen was wir belebt nennen, ist dass in ihnen die\n chemischen Ziehkr\u00e4fte nach anderen Gesezen wirken als in der anorganischen,\n unbelebten, nicht rottenden, sich nicht selbst erregbar (brennbar oxidifiabel, faulbar) haltenden Materien.- Die Ursache welche solche\n Zust\u00e4nde (sich unfaulbar zu erhalten ) hervorbringt, ist man gewohnt Lebenskraft zu nennen wie man mythisch eine n Lichtstoff als Ursach des Lichts, Schwerstoff Ursach\n der Schwere annehmen k\u00f6nnte . Lassen Sie theurer Freund, mich bald Ihre sch\u00f6ne\n Rede lesen . Ihr AHt Donnerstag Nacht","207":"Potsdam Freitag Ich habe auf das freundlichste Ihren Prenzlauer\n Hippocrates aufgenommen, wie jeden der mir von einem so lieben und geistreichen\n Freunde, wie Sie, gesandt wird: aber ich kann mir auch die grosse Freude nicht versagen die Ihnen f\u00fcr Ihre freisinnige, \u00fcberaus sch\u00f6n geschriebene Rede Ehrenberg 1850 geb\u00fchrt. Es war ein Wort zur rechten Zeit und die einleitenden Betrachtungen \u00fcber das grosse Problem des Schuzes den die Fortschritte der\n Civilisation gegen Ausbr\u00fcche roher Leidenschaft und unsinniger Bestre bungen gew\u00e4hren, haben mich eben so ange sprochen als\n die Nicht Identit\u00e4t des Lebens mit der Kohle, dem Sauerstoff und dem Gewitterstoff. Dass in Ihrer treflichen Rede die 2 Worte Mysticismus u und Pietismus des als Vogelscheuchen panierartig aufgepflanzt sind, wird Ihnen Hoffentlich die\n heilige Kreuz zeitung, Niebuhr II u und Consorten nicht verzeihen. Die gestrigen politischen Nach richten aus Hessen waren\n friedlicher. Dass man dem Gott - und Seelen losen Geld gegeben und ihm geschmeichelt hat, um ihn in der Opposition los zu werden und in\n der Hofnung dass er sich den Hals breche ist ein strategisches Mittel Mittel w\u00fcrdig unserer Zeit. Mit alter Liebe und inniger Verehrung wie des Charakters so des viel umfassenden\n und sch\u00f6pferisch hervorbringenden Wissens Ihr AlHumboldt Der sogenannte freigesinnte Pio nono hat durch Monsigner Monsigneur Marini ein sch\u00e4dliches Buch Marini 1850 zum Lobe der Inquisition im Benehmen gegen Galilei herausgeben lassen, nichts neues ent haltend, alles vers\u00fcssend und von den Dun kelm\u00e4nnern am Hofe verg\u00f6t tert .","208":"Sr Seiner Wohlgeboren Herrn Professor D r Doktor Ehrenberg AlHumboldt Vergessen Sie nicht meine heissen W\u00fcnsche, theurer Reisecumpan, f\u00fcr Buschmann und auch f\u00fcr Riedel , der ein freigesinnter talentvoller Historiker ist. Unverbr\u00fcchlich Ihr treuer AlHumboldt Mittwoch Abends","209":"Ich bin ganz betr\u00fcbt dar\u00fcber, theurester Freund und College, dass Sie mich\n gestern verfehl t haben. Ich flehe , dass Sie mich heute entsch\u00e4digen, da ich aber leider! (von 12 bis 1 \u00bd Uhr) Klotzschen (wegen der Tange aus dem Meer de Sag Sargasso ohne Wurzel und Fr\u00fcchte) wie langweiligen Amerikanern \u201eStell Dich eine\u201c habe geben m\u00fcssen, so muss ich Sie bitten,\n Verehrter Freund erst gegen 2 h zu kommen . Ich gehe zwar aus, bin aber, gripp\u00e9, in den lezten Wochen ziemlich leidend gewesen, ohne unn\u00fcz zu klagen . Mit alter Verehrung Ihr AlHumboldt Ostersontag","210":"Herrn Prof. Professor Ehrenberg Wohl Wohlgeboren Ich flehe, theurer Ehrenberg, das dass Sie brevi manu alles was sich auf Link bezieht ausstreichen. Es ist bloss Unwissenheit von mir dass damit anderes Gehalt gemeint werden k\u00f6nnte als die Hofnung auf k\u00fcnftige 200\n Reichsthaler . Ich hatte geglaubt der Zahlenmann sei in Kunth\u2019s Stelle getreten und ich wollte Klotzsch ganz, wie Sie, bloss zu einem Mitglied der Akademie vorschlagen. Streichen Sie also ja aus, und wenn das nicht hinl\u00e4nglich ist, so schicken Sie mir die Prosa wieder und schreiben Sie mir vor wie ich \u00e4ndern soll. Wie beklage ich Ihr langes Leiden und noch mehr dass Sie kein Chloroform angewandt haben. Ich komme eben von Potsdam , wo die K\u00f6nigin mit zunehmendem Catharr und von der Todesnachricht ihrer Stiefschwester der verw. verwitweten Herzogin v. von Leuchtenberg die Reise nach W Warschau hat ganz aufgeben m\u00fcssen. Der K\u00f6nig den\n ich heute habe abreisen sehen, ist dar\u00fcber sehr ungl\u00fcklich und \u00fcbelgelaunt.\n Sie wissen er steht pers\u00f6nlich in sehr unfreundli chem Vernehmen\n mit K. Kaiser Nicolaus und die K\u00f6nigin w\u00e4re ein calmiren des Mittel gewesen . Der geistreiche toscanische Botaniker Parlatore der nach Lappland geht ist hier und\n sehr \u00fcber Al. Alexander Braun in Verwunderung . AHt","211":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg eiligst AlHumboldt Darf ich, theurer Ehrenberg, Sie inst\u00e4ndigst bitten, mir recht bald hierher zu schreiben, ob wirklich die Wahl von Klotzsch diesen Donnerstag (19 Juni) statt finden wird . Ich w\u00fcrde nur in dem Falle herein kommen, mich aber doppelt freuen Sie\n zu begr\u00fcssen. Ihr AHumboldt Potsdam, Sontags","212":"Mein theurer Rugendas ! Es ist eine Freude\n des Lebens\n wenn nach langer r\u00e4umlicher Trennung man sich endlich einmal wieder durch\n Beweise gegenseitigen Wohlwollens einem Manne n\u00e4hern kann, dessen\n sch\u00f6nes, lebensfrisches Talent einem desto werther geblieben ist, als es\n durch Liebensw\u00fcrdigkeit des Charakters erh\u00f6ht ist. Sie haben mir\n freundliche Zeilen durch einen gemeinschaftlichen geistreich schaffenden Freund, Herrn v. von Kaulbach , zukommen lassen . Empfangen Sie, theurer Rugendas ,\n innigen Dank daf\u00fcr, den Dank eines urweltlichen Greises. Der Brief den\n Sie die Freundschaft gehabt haben mir bei Ihrer endlichen R\u00fcckkehr geschrieben haben zu schreiben , der Catalog Ihrer herrlichen Arbeiten ist nicht in meine H\u00e4nde\n gekommen , aber mit einem so lieben, grossartig begabten Freunde, mit dem\n Sch\u00f6pfer physiognomischer Darstellung der Pflanzengestalten , ja der ganzen freien Natur hadert man nie, Sie leben in Kreisen in denen man f\u00fchlt , was Sie auf eignen Weg e n\n der Anschauung und des gl\u00fccklichen Wiedergebens der Kunst geleistet haben.\n Beide sehnen wir uns nach der Tropen welt, aber ich begreife, dass wenn man nun einmal an das politisch jezt so unerfreuliche deutsche Vaterland mit unerf\u00fcllter Hofnung gefesselt ist, das\n deutsche s\u00fcdliche Bergland Ihnen mehr Ersaz durch Natursch\u00f6nheit giebt als\n unsere norddeutschen ba l tischen Ein\u00f6den.\n Heute, mein theurer Freund, empfehle ich Ihnen den talentvollen und\n moralisch braven Architecten Hittorf ,\n Erbauer der Basilica von St. Saint - Vincent - de - Paul. Ich\n denke Sie kennen ihn von Paris aus.\n Sein Prachtwerk \u00fcber die An wendung\n der Farbe in der Architectur bei den Griechen Hittorff\n 1851 . ist classisch . Meine Gesund heit hat sich durch Arbeit wundersam erhalten. Sie noch einmal hier umarmen zu k\u00f6nnen, darf ein 82j\u00e4hriger Reisende r nicht hoffen . Mit alter Anh\u00e4nglichkeit Ihr getreuer AlHumboldt Sanssouci , den 20 . Oct. October 1851.","213":"Schlagintweit \u00fcber Dolomit Dec. December 1851. Ihrem g\u00fctigen Wunsche entsprechend erlaube ich mir Ihnen einige Zeilen in\n Bezug auf Haidingers Experiment \u00fcber Dolomit bildung mitzutheilen. \u2013 Arduin u. und Dolomieu haben zuerst die magnesia haltigen, sehr schwach brausenden Kalke beschrieben, welche sp\u00e4ter Hor\u00e2ce de Saussure an verschiedenen Punkten der\n Alpen, z. B. zum Beispiel am Gotthard nachwies ( Voyages. 4 o . IV. \u00a7\n 1929. pag. page 109 .). Th\u00e9odore de\n Saussure , der die Zusam\u0305ensetzung u. und die Charaktere dieser Steinart n\u00e4her untersuchte, gab ihr den\n Namen Dolomit ( Journal de physique XL p. page 167 .) Herr von Buch hat\n nach seinen ber\u00fchmten und genauen Beobachtungen im Fassathale zuerst die Ansicht entwickelt,\n da\u00df diese m\u00e4chtigen Dolomit massen \u00fcberhaupt als\n das Produkt einer von gro\u00dfartigen Umwandlungen aus gew\u00f6hnlichem kohlensauren kohlensaurem Kalke zu betrachten seien. Die M\u00f6glichkeit\n einer \u00e4hnlichen Metamorphose und ihrer Ausdehnung auf so gro\u00dfe Massen wurde\n anfangs vielfach bestritten; es scheint jedoch gegenw\u00e4rtig sowohl durch\n zahlreiche Beobachtungen \u00fcber die Lagerungsverh\u00e4ltnisse dieser merkw\u00fcrdigen Felsart an verschiedenen Punkten als auch durch direkte chemische Versuche nachgewiesen, da\u00df solche Umwandlungs prozesse f\u00fcr die Mehrzahl der Dolomite sehr wahr scheinlich\n sind. Es kan\u0305 nat\u00fcrlich nicht befremden, da\u00df die Erkl\u00e4rungen \u00fcber die Art\n und Weise des Vorganges gegenw\u00e4rtig u. und nach so verschiedenen Versuchen etwas von den Ansichten\n abweichen, welche der ber\u00fchmte Geologe selbst, bei der ersten Anregung dieser Betrachtungen u. und zu einer Zeit gegeben hat, wo die mineralogische und geologische\n Chemie in Bezug auf Zahl der Beobachtungen und Man\u0305igfaltigkeit der\n Experimente noch so weit hinter ihrem jetzigen Standpunkte zur\u00fcck war. Herr von Buch , welcher damals ein\n Eindringen der Magnesia in den dampff\u00f6rmigem Zustande aus gro\u00dfen, dampferf\u00fcllten Spalten f\u00fcr wahrscheinlich hielt, machte bei seiner un\u00fcbertrefflichen Beschreibung der Lagerungsverh\u00e4ltnisse sogleich dararuf aufmerksam, da\u00df Dolomit , Gips und zellige Rauchwacke sehr h\u00e4ufig zusam\u0305en vorkom\u0305en und eine gewisse Verwandtschaft\n ihrer Bildung zu haben schienen. Haidinger hat diese Verh\u00e4ltnisse weiter verfolgt, und schon\n fr\u00fcher vermuthet, da\u00df die Magnesia als schwefelsaures Salz zugef\u00fchrt worden sind und so der Kalkstein bei gleichzeitiger\n Ausscheidung von Gips in Dolomit verwandelt worden sei. Das Wasser h\u00e4tte\n zun\u00e4chst seine Molecularbewegungen vermittelt. Jedoch zeigte sich da\u00df unter\n gew\u00f6hnlichen Verh\u00e4ltnissen u und bei gew\u00f6hnlicher Temperatur die Reaktion umgekehrt eintritt, und eine neue L\u00f6sung von Gips ( schwefelsaurer Kalk ) , durch gepulvertes Dolomit ( kohlensaurer Kalk und kohlensaure\n Magnesia ) filtrirt , diesen in\n reinen kohlensauren Kalk verwandelt, wobei\n gleichzeitig Bittersalz ( schwefelsaure Magnesia ) abgeschieden wird. Haidinger glaubte, da\u00df vielleicht\n bei erh\u00f6hter Temperatur u. und bei einem gr\u00f6\u00dferen Drucke sich diese chemischen Wechselwirkungen umkehren w\u00fcrden; und Versuche welche Morlot auf seine Veranlassung anstellte,\n zeigten in der That, da\u00df ein Gemenge von krystallisiertem Bittersalz u. und gepulvertem Kalkspath in den\n Gewichtsverh\u00e4ltnissen von 1 zu 2 Atomen in einer geschl Glasr\u00f6hre eingeschlossen bei circ. circa 200\u00b0 sich so vollst\u00e4ndig zu dem Doppelsalz von kohlensaurem Kalk u. und kohlensaurer Magnesia (= Dolomit ) einerseits und zu schwefelsaurem\n Kalk andererseits zersetzte, da\u00df keine Spur von Bittersalz \u00fcbrig blieb. Bei einer Senkung der Gesteine\n in etwas tiefere Erdschichten und bei den Erscheinungen, welche das\n Auftreten gro\u00dfer pyrogener Massen h\u00e4ufig begleiten, k\u00f6nnen \u00e4hnliche\n Temperaturen Morlot in Poggendorff\u2019s Annalen Bd. Band 74 S. Seite 591. ; in Haidinger \u2019s Berichten \u00fcber die Gesellschaft naturwissenschaftlicher Freunde usw. und so weiter II. 393 , 461. u. und IV. 185 158 ; daraus in Leonhard Jahrbuch der Geognosie 1847.\n 862 u. und 1848. 489 . und Pressungen nicht unwahrscheinlich eingetreten sein. Morlot hat seiner Abhandlung einige\n instructive Abbildungen gr\u00f6\u00dferer und kleinerer Handst\u00fccke beigef\u00fcgt, in\n denen Dolomit u und Gips so in\u0305ig u. und vielfach verflochten sind, da\u00df eine gemeinsame Ursache ihrer\n Bildung in der That h\u00f6chst warscheinlich wird. \u2014 F\u00fcr die sp\u00e4tere Umwandlung des Dolomit es aus Kalkstein \u00fcberh \u00fcberhaupt , spricht auch die zellige Struktur der meisten Dolomit e. \u00c9lie de\n Beaumont hatte gefunden, da\u00df wenn in einem gemessenen Raume\n ein Doppelatom Kalkstein durch ein Atom Dolomit ersetzt wird, wegen des gr\u00f6\u00dferen specifischen Gewichtes des Ganzen bei einem niedrigeren Atomgewicht das der Magnesia eine Anzahl von Drusenr\u00e4umen = 12\n Procent des ganzen Volumens \u00fcbrig bleiben mu\u00df. \u00c9lie de Beaumont Compt. Comptes Rend. Rendus XXVI. 311. Bulletin de la soci\u00e9t\u00e9 g\u00e9ologique.\n 2 me s\u00e9rie V.\n 243 , u. und schon fr\u00fcher Bulletin g\u00e9olog. g\u00e9ologique . 1837. p. page 174. Morlot fand auch in Dolomit en von Prediel hiemit \u00fcbereinstim\u0305end 12,9 Procent. Ich darf mir erlauben zu bemerken, da\u00df in manchen F\u00e4llen nach den Untersuchungen von Grandjean 1) , 1). \u00dcber Dolomite im Lahnthal . Jahrbuch f\u00fcr Geognosie\n von Leonhard 1844. S. Seite 543 . Sandberger 2) , 2) \u00dcbersicht der geologischen Verh\u00e4ltnisse im Herzogthum Nassau 1847 . Nauck 3) 3.) \u00dcber die Speckstein e von G\u00f6pfersgr\u00fcn Poggendorff\u2019s Annalen. Bd. Band 75. S. Seite 129 u. und Bischoff 4). 4.) Lehrbuch\n der chemischen Geologie. Band 3. Heft. 1.\n 1851 . die Bildung des Dolomit es auch dadurch\n erfolgen kann, da\u00df gew\u00f6hnlicher kohlensaurer\n Kalk , der ja zuweilen schon selbst sehr bemerkenswerthe Mengen\n von Magnesia enth\u00e4lt, durch kohlens\u00e4ure haltiges Wasser zersetzt wird; es\n bildet sich dan\u0305 Bicarbonat von Kalk , welches leicht l\u00f6slich ist und hinweggef\u00fchrt\n wird, und w\u00e4hrend das nach und nach zur\u00fcckbleibende ist Dolomit ist. Diese Bildungsweise wird sehr bef\u00f6rdert, wen\u0305 das hinzutretende Wasser\n bereits selbst kohlensaure Magnesia enth\u00e4lt, die\n sich ja stets bei Zersetzung von Silicat en in\n den krystallinischen Gesteinen bildet. Es spricht f\u00fcr eine solche langsame u. und einfache Pseudomorphosenbildung des Dolomit es\n aus magnesia haltigem\n Kalke auf nassem Wege auf ausser manchen anderen Umst\u00e4nden auch die Erscheinung, da\u00df nicht selten\n der Kalkstein nur in den oberen Teufen, welche haupts\u00e4chlich den Einwirkungen der atmosph\u00e4rischen Wasser ausgesetzt sind, oder in der N\u00e4he von Spalten\n in Dolomit verwandelt ist. Auch ist zu bemerken, da\u00df kohlensaurer Kalk u. und kohlensaure Magnesia f\u00fcr sich mal leichter\n aufl\u00f6sbar sind als die durch ihr Zusam\u0305entreten gebildete Doppelverbindung,\n der Dolomit . \u2014 der geologischen Karte Wohl die von Armand Dufr\u00e9noy und L\u00e9once \u00c9lie\n de Beaumont angefertigte, sechs Blatt umfassende Carte g\u00e9ologique de la France ( Dufr\u00e9noy\/\u00c9lie de Beaumont\n 1841 ). Beaumont\u2019s , welche Sie die gro\u00dfe G\u00fcte\n hatten, mir f\u00fcr unsere Reise anzuvertrauen. Ich habe mich nat\u00fcrlich auf das\n sorgf\u00e4ltigste bem\u00fcht, dieselben ganz unversehrt hieher zur\u00fcckzubringen.\n Sollten Euer Excellenz dieselben nicht eben gebrauchen, so d\u00fcrfte ich\n vielleicht die unbescheidene Bitte wagen, ob ich sie noch auf kurze Zeit behalten k\u00f6nnte, da sie mir gerade gegenw\u00e4rtig zur Vergleichung\n neuer geognostischer Beobachtungen von so viel Interesse sind. Ich habe die Ehre zu sein, in unbegrenzter Verehrung Euer Excellenz dankbarst ergebenster Adolph Schlagintweit . Berlin , den 18 . Dezember\n 1851 . Seiner Excellenz Baron Alexander von Humboldt etc. etc. etc. etc .","214":"Sie haben mir eine grosse, grosse Freude gemacht, mein edler Freund, dass Sie\n einmal mit logischer Strenge in das lokkere Treiben neuerer Zeit, in die\n sich wiederholenden Saturnalien der sogenannten Naturphilo sophie gefahren sind. Ich habe viel aus Ihrer kleinen Abhandl. Abhandlung Ehrenberg 1851 gelernt u und es muss Ihnen ordentlich eine Er leichterung sein, dass Sie Sich \u00fcber Bacillarien, Closterinen und einzellige\n Algen \u00fcber das tr\u00fcbe Unwesen von Al. Alexander Braun dem unartigen Siebold ( Syngamus trach trachea !) Siebold 1836 , I 105 den Ammenmann, die Voramme, Uramme und Ammenstube der Steenstrup und der einzelligen Naegeli Leben haben aussprechen k\u00f6nnen; auch ist es sehr recht gewesen, die geh\u00e4ssig vornehme\n Gleichg\u00fcltigkeit Leop Leopold v von Buchs und des Siebold nachbetenden Bronn\u2019s ger\u00fcgt zu haben. Nichts ist bequemer als zu verd\u00e4chtigen, was man nicht\n beurthei len kann. Ich werde im 4 ten Theile des Kosmos Humboldt 1845-1862 mich \u00fcber die geogn. geognostische Wichtigkeit Ihrer in alles eingreifenden Entdekung noch lebhafter\n aussprechen als ich es schon Th Theil I p pagina 267 zum grossen Aerger meines ber\u00fchmten tyrannischen Freundes gethan. Wenn ich bei der\n Verdunkelung der Atmosphaere nicht des Infusorienstaubes umst\u00e4ndlicher\n gedacht, bei den Ae rolithen nicht die Frage behandelt habe, ob\n jene Staubmischung selbst zu Entz\u00fcndungen Anlass geben kann, darf Sie nicht\n wundern. Diese Dinge haben sich in dem instr. instruktiven Theile factisch vorbereiten lassen (die Verdunkelungsepochen sind von\n mir mit grosser Wichtigkeit m\u00fchsam aufgez\u00e4hlt Th Theile III p pagina 413\u2013417 m\u00fchsamer als irgendwo anders) aber eine eigentliche Dicussion Discussion geh\u00f6rt in Th Theil IV, in die Geschichte des Luftkreises und dessen, was er lebendig und abgestorben seit Jahr tausenden tr\u00e4gt. Sie sehen\n dass bei Auff\u00fchrung der Ursachen der Abnahme des Tageslichts Th Theil IV p pagina 393 ich schon vorgedeutet, des \u201ePassat staubes,\n Tintenregens, ja ihren Sandregens\u201c ab sichtlich gedacht habe. Ich kann nicht des Luftkreises erwehnen,\n ohne der organischen Stoffe zu gedenken deren Anwesen heit (wie\n Kenntniss) wir Ihren Entdeckungen verdanken, aber Eudio metrie,\n meteorologische Optik, Leuchten, Elektro-magnetische Gewitter m\u00fcssen als\n ein Ganzes vorgetragen werden . Hier nur mein b jeziges vorgefasstes Resultat: An Einfluss des organischen auf Aerolithen\n (Steinmassen) glaube ich nicht, weil das was wir von den Ausgangspuncten\n (unver\u00e4nder lich viele Stunden lang) bei gewissen Sternen\n wissen ein Kommen von Aussen nothwendig macht und\n weil die Sterne Krystalle von Olivin, Albit,\n Eisenglimmer bilden, ein ein Bildungs Prozess der wohl nicht in dem diksten organischen Passatstaub Gew\u00f6lk vorgehen kann. Ob aber nicht gewisse Sternschnuppen (die keinen\n bestimmten Ausgangspunkt haben ) , die von Passatstaub herr\u00fchren, das sind, was man ehemals\n sich selbst entz\u00fcndende D\u00fcnste nannte, eine Art Luftirrlichter sind, ist\n eine andere Frage . Mit alter Bewunderung u und Liebe Ihr AlHumboldt den 28 Jan. Januar 1852","215":"Berlin , 19 . M\u00e4rz 1852. Euer Excellenz! Erlauben Sie mir, Ihnen im Namen meines Bruders die Tafel mit der Zusam\u0305enstellung einiger Profile vorzulegen,\n welche sich auf seinen Vortrag \u00fcber den geologischen Bau der Alpen Am 20. M\u00e4rz 1852 hielt Adolph Schlagintweit im Verein f\u00fcr wissenschaftliche Vortr\u00e4ge in Berlin einen Vortrag \u00fcber den geologischen Bau der Alpen . Vgl. Schlagintweit, A. 1852 . Die\n kolorierte\n Tafel mit vier Alpenprofilen liegt dem Brief\n bei. beziehen. Ich weiss nicht, ob er die Bitte an Sie wagen\n darf, ein Exemplar derselben S r Seiner Majest\u00e4t dem K\u00f6nige zu \u00fcber reichen. Das Profil des Mt. Mont Blanc enth\u00e4lt als H\u00f6he die Zahl, die Delcros im Annuaire m\u00e9t\u00e9orologique de la France\n 1851 als das Mittel der bisher ausgef\u00fchrten trigonometrischen\n und barometrischen Bestim\u0305ungen gibt = 14809 P F Pariser Fu\u00df . Die H\u00f6he des Mte Monte Rosa ist jene die wir selbst aus unseren 2 Beob achtungen, nach 6 Stationen berechnet erhielten. Es war mir eine sehr an genehme \u00dcberraschung dass dieses barometrische Mittel mit jenem aller fr\u00fcheren ( trig trigonometrischen ) Beobachtungen so gut \u00fcbereinstimmt, dass es als ganz identisch mit demselben zu betrachten ist. Delcros gibt dasselbe zu 4639,6 Meter nach den\n Beobachtungen von Oriani , Plana und Carlini , Welden und Corabeauf ; wir erhielten im Mittel aus Zahlen, die unter sich nach einigen Stationen allerdings\n Abweichungen zeigten, 14284 P F Pariser Fu\u00df = 4640 Meter. Sie Wir werden vielleicht, wenn Sie erlauben, sp\u00e4ter die Ehre haben, Ihnen die Beobachtungen selbst und ihre Berechnung nach den verschiedenen Stationen vorzulegen. Die Vincentpyra mide ist\n der s\u00fcdwestlichste Gipfel des Monte\n Rosa 13003 P. F Pariser Fu\u00df ; das Weissthor , der h\u00f6chste bis jetzt bekannte, fr\u00fcher noch nicht bestimmte Pass der Alpen 11138\u2032 . Die\n Vincenth\u00fctte 9737\u2032 bewohnten wir im Sept September 1851 w\u00e4hrend 14 Tagen. Mit dem Ausdrucke unbegrenzter Verehrung und Hochachtung habe ich die\n Ehre zu sein Euer Excellenz dankbarst ergebener H. Hermann Schlagintweit S r Seiner Excellenz B n Baron Al. Alexander von Humboldt etc et cetera etc et cetera etc et cetera etc et cetera","216":"Mein innigst verehrter G\u00f6nner und Freund Ach wie so gern h\u00e4tten wir, ich und all die Meinen das ganze demosthenische\n Kunstwerk des lieben alten Trau- und Tischredners, so weit es das einfache Formular \u00fcberstieg vermi\u00dft, h\u00e4tten wir die herzlichen Worte, welche Sie mit sich getragen aber nicht\n ausgesprochen haben daf\u00fcr in Empfang nehmen k\u00f6nnen d\u00fcrfen d\u00fcrfen. Gerade das geistige gem\u00fcthlich warme Wort hat uns gefehlt\n und wie sch\u00f6n klingen die Worte, welche Sie nachtr\u00e4glich zum Ged\u00e4chtni\u00df uns\n schenken, f\u00fcr mich eine Besch\u00e4mung voll Freude, f\u00fcr die Meinen ein\n erhebendes Merkmal, das Sie und in allen Herzen stiften und f\u00fcr welches meine Lina ihren Dank ganz besonders aus gesprochen w\u00fcnscht. Nehmen Sie meinen herzlichsten Dank. Gott erhalte Sie noch lange in so frischer\n Kraft und Theilnahme, uns einen erhebenden Freund, der Wissenschaft eine\n unersetzliche St\u00fctze. In immer neuer und wachsender Verehrung und\n Dankbarkeit Ihr ganz ergebenster Ehrenberg 3 Mai\n 1852","217":"Vulcanica wichtig 1) Bunsen Wasser Zoolith ( Bischof ) Pog Poggendorff B d Band 83 (1851) n Nummer 6 p page 197 2) S\u00e9narmont finden u. und Mitscherlich , ich besize beide Hefte , A u und B. formations de quarz S\u00e9narm S\u00e9narmont No Num\u00e9ro B p page 14. S\u00e9narmont formation artificielle par voye humide du corindon et du\n diaspore . L\u2019alumine a donn\u00e9 le corindon anhydre, le diaspore hydrate . C. Comptes rend. rendus T. Tome 33 32 1851 p page 763 . \u00fcber Einfluss der Chemie auf Geologie . Mitscherlich , Berthier , Gay - Lussac (quid?) . Ebelmen Ebelmen k\u00fcnstl k\u00fcnstliche Darst. Darstellung von Mineralien in Rammelsb. Rammelsberg 4 tes Suppl. Supplement p. pagina LVII . Vgl. Rammelsberg 1849 ,\n LVII\u2013LVIII. Rammelsberg referiert Ebelmen 1848 . Haidinger (Dolomie!) Vgl. den Aufsatz \u00fcber Dolomit von Morlot in den von Wilhelm von Haidinger herausgegebenen Naturwissenschaftlichen Abhandlungen Morlot 1847a . . 3) Suche M\u00e9m M\u00e9moire d\u2019 \u00c9lie de Beaumont sur les \u00e9manations volc. volcaniques et m\u00e9tallif\u00e8re s in Bulletin de la Soc Soci\u00e9t\u00e9 g\u00e9olog. g\u00e9ologique 2 me i\u00e8me S\u00e9rie T Tome 15 p page 1219 1249 \u00fcbersezt von Rammelsb. Rammelsberg Deut Deutsche Geol. Geologische Zeitsch Zeitschrift II, 41 388 . Euer Excellenz! Indem ich mit dem verbindlichsten Danke das Werk von Moleschott M\u00f6glicherweise Moleschott 1851 . zur\u00fccksende, erlaube ich mir zugleich Ihnen den Titel der\n Abhandlungen von Bunsen u. und von S\u00e9narmont mitzutheilen, \u00fcber welche ich bei unserem letzen Besuche die Ehre hatte mit Ihnen zu sprechen. Die ausf\u00fchrliche Abhandlung von Bunsen \u00fcber die Processe der vulkanischen Gesteinsbildungen Islands , befindet sich Poggendorff Annalen Bd. 83. 1851. Seite\n 197\u2013272 . Es sind hier als Auszug seiner gr\u00f6\u00dferen Arbeit\n zahlreiche Analysen u. und sehr wichtige Bemerkungen, namentlich \u00fcber Zeolith bildung mitgetheilt, in dem (Seite 236, 237\n usw . ) durch Versuche nachgewiesen ist,\n da\u00df ein wasser haltiges Silicat , wie es die Zeolithe sind, in der Gl\u00fchhitze nicht nur entstehen sondern sich auch erhalten kann, w\u00e4hrend es nachdem es einmal abgeschieden u. und von seiner Umgebung getrennt worden, schon bei 109 o ein F\u00fcnftel u. und noch unter der Gl\u00fchhitze alles Wasser wieder verliert. Es wird\n hiedurch gro\u00dfes Licht geworfen auf das bisher so r\u00e4thselhafte Vorkom\u0305en von wasserhaltigen Silicat bildungen inmitten von plutonischen Gesteinen , Trapp , Basalt , Melaphyr usw . , bei welchen man offenbar bedeutende Temperaturen voraussetzen mu\u00df. Dieses Vorkom\u0305en hatte Bischoff Bischof bei Betrachtung der augitischen u. und basaltischen Gesteine ( Chemische Geologie Bd. II. Heft. 3.\n Seite 509 usw . usw . ) zu der, wie sich jetzt zeigt, irrigen Annahme veranla\u00dft, da\u00df alle diese wasserhaltigen Fossilien nur Folge sp\u00e4terer\n Zersetzungen u. und w\u00e4sseriger Infiltration nach Abk\u00fchlung des Gesteins sein k\u00f6n\u0305ten.\n \u2014 Ich darf hier noch einer anderen Abhandlung von Bunsen erw\u00e4hnen ( Poggendorff Annalen Bd. 81. 1850. S. Seite 562\u2013567 ) \u00fcber den Einflu\u00df des Drucks auf die chemische\n Natur der plutonischen Gesteine , in welcher zuerst durch Versuche der Beweis geliefert wurde, da\u00df der Druck auf das Festwerden der plutonischen Gebirge und auf\n die chemische Constitution der darin enthaltenen Gemengetheile\n einen gro\u00dfen, vielleicht noch gr\u00f6\u00dferen Einflu\u00df ausge\u00fcbt hat, als\n selbst die Verh\u00e4ltnisse der Abk\u00fchlung . H. Henri de S\u00e9narmont ( jetzt an Beudant \u2019s Stelle in die Akademie gew\u00e4hlt 1852 w\u00e4hlte die Acad\u00e9mie des sciences S\u00e9narmont zu ihrem ordentlichen\n Mitglied. ) hat seine wichtigen Versuche \u00fcber k\u00fcnstliche Bildung von Quarz krystallen usw. auf nassem Wege beschrieben\n in den Annales de chimie, troisi\u00e8me s\u00e9rie tome 32. 1851. p. page 129\u2013176 . Eine fr\u00fchere Abhandlung \u00fcber, sur la formation\n artificielle, par voie humide de quelques esp\u00e8ces min\u00e9rales qui ont pu\n se produire dans les sources thermales sous l\u2019influence combin\u00e9e\n de la chaleur et de la pression, ist Annales de chimie trois. trois\u00e8me s\u00e9r. s\u00e9rie tolme tome. 30. 1850. p. page 129\u2013146. Ich habe die Ehre zu sein Euer Excellenz dankbarst\n ergebenster Adolph Schlagintweit Berlin , den 6 . Februar\n 1852. Sr Seiner Excellenz Baron Alex. Alexander von Humboldt etc et cetera etc et cetera etc et cetera etc. et cetera","218":"Ich beklage sehr, dass die\n Nothwendigkeit morgen\n fr\u00fch wieder nach Berlin zu gehen, mich hindert Sie, theure Freunde, morgen hier zu\n empfangen . Hermann\n Schlagintweit hatte angek\u00fcndigt, Humboldt gemeinsam mit\n seinem Bruder Adolph besuchen zu\n wollen. Vgl. das Schreiben von Hermann\n Schlagintweit an Humboldt, Berlin am 1. August 1852 , SBB\u2013PK,\n Handschriftenabteilung, Nachl. Alexander von Humboldt, gr. Kasten 12,\n Nr. 51. Ich muss meine Reise Humboldt reiste am 4. August 1852 im\n Gefolge Friedrich Wilhelms IV. nach Putbus auf R\u00fcgen . schon Dienstag od. oder Mittwoch antreten . Ihr AlHumboldt Potsdam , Sontag\n Abend. zP zur Pr\u00e4sentation d. den 5\/8. 1852 In speaking to the\n Schlagintweits of their great friend Al. Alexander Humboldt, one is most struck with the deep impression they entertain of the Baron\u2019s never ceasing kindness . Sr Seiner Wohlgeboren Herrn D r Doctor Herman und Adolph Schlagintweit in Berlin Franz\u00f6sische Stra\u00dfe n numero 7. frei per Expr . Express Potsdam Bahnh. Bahnhof 1\/8 Poststempel, 1. August\n [1852]. AlHumboldt","219":"Euer Excellenz! Von Ihrer g\u00fctigen Erlaubniss Ge- brauch machend , werden wir morgen die Ehre haben , Sie noch einmal; vor Ihrer Abreise zu besuchen Humboldt antwortete am selben Tag, Hermann und Adolph Schlagintweit nicht vor seiner\n Reise im Gefolge Friedrich Wilhelms\n IV. nach Putbus empfangen zu k\u00f6nnen. Vgl. das Schreiben Humboldts\n an die Br\u00fcder, Potsdam,\n Sonntag, [1. August 1852] , SBB\u2013PK, Handschriftenabteilung,\n Nachl. Alexander von Humboldt, kl. Kasten 1a, Nr. 17. es wird uns ein besonderes Vergn\u00fcgen sein Ihnen die Zeichnung\n unserer Karte des Monte Rosa vorlegen\n zu k\u00f6nnen. Ich erlaube mir zugleich einen kleinen Auszug aus meinen Untersuchungen \u00fcber die Verbreitung der Gletscher Hermann Schlagintweit trug die\n unten aufgef\u00fchrten Angaben \u00fcber die Menge, Gr\u00f6\u00dfe und Verteilung der\n Alpengletscher am 4. August 1852 in der Gesellschaft f\u00fcr Erdkunde zu\n Berlin vor, in deren Monatsberichten sie auch\n ver\u00f6ffentlicht wurden ( Schlagintweit, H. 1853 ). Eine \u00fcberarbeitete und erweiterte\n Fassung der Ergebnisse ver\u00f6ffentlichten Adolph und Hermann Schlagintweit\n in ihren Neuen Untersuchungen \u00fcber die physicalische\n Geographie der Alpen . Vgl. Schlagintweit, A.\/Schlagintweit, H.\n 1854 , 506\u2013507. diesem Briefe beizulegen; ich ben\u00fctze mit beson derem Vergn\u00fcgen diese Gelegenheit, Euer Excellenz\n wiederholt meines Dankes zu versichern f\u00fcr die g\u00fctige Theilnahme, welche Sie stets mit so vielem Wohlwollen unseren Untersuchungen\n schenkten. Mit dem Ausdrucke ausge zeichnetster Hochachtung und Verehrung verbleibe ich Euer Excellenz ganz ergebenster H. Hermann Schlagintweit Berlin 1 . Aug August 1852. S r Seiner Excellenz B n Baron von Humboldt etc. et cetera etc. et cetera etc. et cetera ( Verbreitung und H\u00f6henverh\u00e4ltnisse der Gl. Gletscher ) Bei einem Versuche die Verbreitung und die H\u00f6henverh\u00e4ltnisse der\n Gletscher in den Alpen zu bestim\u0305en, z\u00e4hlte ich 1023 Gletscher; ich glaube demnach 1000\n bis 1100 Gletscher annehmen zu d\u00fcrfen , worunter 60, genauer 59 prim\u00e4re Gletscher sind. ( Ebel hatte fr\u00fcher die Zahl der Gl. Gletscher zwischem dem Mont- Blanc und den Grenzen Tirol s auf 400 gesch\u00e4tzt , ich erhielt ebenfalls 390 bis 3 4 00 f\u00fcr diese Alpen theile, aber die Oberfl\u00e4che der welche die Gletscher bedecken hat Ebel fast doppelt so gross angenommen, als sie sich aus\n meinen Untersuchungen zu ergeben scheint. ) Die mittlere Gr\u00f6sse eines secund\u00e4ren Gletschers fand ich 200 Hectares =\n 1\/27 \u2752 Meile (zu 3807,23 toisen die Meile ); die Gr\u00f6sse\n eines prim\u00e4ren Gletschers im mittel \u2153 \u2752 Meile;\n die ( im Sommer best\u00e4ndig ) von Schnee und Eis bedeckte Oberfl\u00e4che der Alpen betr\u00e4gt 55 bis 60 Quadratmeilen\n oder 6 bis 7 Procent von der Oberfl\u00e4che des ganzen Terrains in dem Gletscher vorkom\u0305en. Die m Mittlere H\u00f6he der Schneegrenze 8550\u2032 ( mittel am Monte Rosa 9100 , in den nord\u00f6stlichen Alpen 8100\u2032 ) . H\u00f6he der Gletscherenden Schlagintweit, H. 1853 : Gletscherrinden. im Allgemeinen 6800 bis 6900\u2032 . Mittlere H\u00f6he der prim prim\u00e4ren Gl. Gletscher in den westlich st en Alpen 5000\u2032 in den \u00f6stlichen 6200 . Mittlere H\u00f6he der secund secund\u00e4ren Gl Gletscher in den westlichen Alpen 6800 , in den \u00f6stlichen 7000 . Am weitesten steigt der Untere Grindelwald gletscher herab; sein\n Ende liegt bei 3065 p. Pariser F Fu\u00df , 998 Meter der gr\u00f6sste Gletscher ist der Alet s chgletscher , dessen L\u00e4nge\n 20 K l ilometer betr\u00e4gt. Die Vertheilung der Gletscher in den einzelnen Alpentheilen\n ist folgende: Bezeichnung der Alpentheile und der einzelnen\n Gebirgstheile Zahl der Gl. Gletscher H\u00f6henverh\u00e4ltnisse der Schneegrenze und der\n Gletscher Die H\u00f6henangaben\n erfolgten in Pariser Fu\u00df. Vgl. Schlagintweit, H.\n 1853 , 17 sowie Schlagintweit,\n A.\/Schlagintweit, H. 1854 , 506\u2013507. Sum\u0305e al ler Gl. Gletscher Prim\u00e4re Secund\u00e4re Schnee grenze Mittlere H\u00f6he der Gletscher Prim\u00e4re Secun d\u00e4re. Cottische Alpen Massiv des Mt. Mont Pelvoux 50 4 46 8500 6740 6000 6800 Graiische Alpen Umgebungen des Mt Mont Is\u00e9ran und des Pic de Cogne 30 1 29 8600 6900 \u2014 6900 Penninische Alp. Alpen A. Mont-Blanc zwischen Col de\n Bonhom\u0305e u. und St. Sankt Bernh Bernhard 68 Schlagintweit, H. 1853:\n 61. 8 60 8900 6330 4310 6600 B . Monte Rosa zwischen St . Sankt Bernh Bernhard u. und Simplon 135 15 120 9000 7100 6310 7200 Schweizeralpen Schweizer Alpen Das ganze Alpengebiet zwischen den penninischen u. und rh\u00e4tischen Alpen zusam\u0305en fassend. 120 13 107 8300 6570 5170 6740 Rh\u00e4tische Alpen A. Graub\u00fcndtner Alpen B . Umgebungen des Ortles C . Oetzthalergruppe D . Vereinzelte Gl . Gletscher in den rh\u00e4tischen u. und carn. carnischen Alp. Alpen 70 80 180 40 3 2 8 \u2014 67 78 172 40 8700 8300 8300 6960 6800 6980 6000 6160 6150 6680 7000 6800 7000 Norische\n Alpen A . Tauern B . Salzkam\u0305ergut 240 10 5 \u2014 235 10 8300 8100 7300 7300 5990 5900 \u2014 7300 7300 Quantit\u00e4t der\n Gletscher Sehr wichtig","220":"Ihr lieber Brief und die Erz\u00e4hlung der Natur freuden die Sie Sich und\n Ihrer geist reichen Gattin geschenkt haben, erwecken die sch\u00f6nsten und z\u00e4rtlichsten\n Erinnerungen an Sie, mein theurer, innigst geliebter Freund und Reise\n College. Mein Uebel war bloss Erk\u00e4ltung in den lezten Irrfahrten der ultima\n Thule ( R\u00fcgen ) erworben und in Besteigung\n von K\u00fcsten die sich 50\u00b0 steil ins Meer senken! Keine Pulsver\u00e4nderung, kein\n Kopfweh aber 83 Jahre alt im unwahrscheinlichen Urleben ist man eine\n Dramatische Nahrung f\u00fcr die Zeitungen . Meine\n Leiden sind Magenschw\u00e4che, gelehrten Verstopfung, rheumatische\n Verstopfung . Dabei der 4 t. te Band des Kosmos Humboldt 1845-1862 , der wie ein Alp dr\u00fckt wie sie der Alp der Infusorien. Macauley\u2019s Ernennung hat mir viel Freude gemacht: er ist der gr\u00f6sste, edelste Geschichtschreiber des Auslandes . Bei dem K\u00f6nig war keine Schwierigkeit er ist\n besser als die ihn umgeben und hat Achtung f\u00fcr hohe Intelligenz. Es schien\n mir dazu w\u00fcnschenswerth zu bezeugen dass das was das Institut diess das man mit Unrecht einen Orden schilt, auszeichnet , die Gemeinsamkeit aller\n h\u00f6heren Bestre bungen ist. Der Orden ist ein \u201eTugendorden der Intelli genz der\n Freien \u201c . Die Wahl eines solchen Oppositionsmenschen wird im Ganzen in England in Schottland sehr popul\u00e4r sein abgerechnet die W\u00fctheriche der\n Toryparthei. Frigant ilia Choroebo . Die friedliche Beendigung der Pallassache Biermann 1960 (wenden Sie ja St\u00fcler und Strack an) der Zosterer Torf und die Sch\u00e4ze die Sie erwarten, haben mich sehr erfreut, weniger die 800 unbekannten\n Namen die in Wisbaden zur Anbetung des Doppel Gestirns, Buch Esenbeck , zusammengekommen und in 80\n offenen Caleschen dem einigen Deutschland gezeigt worden sind. Sie wollen wissen wohl nicht, dass Nees v von Esenbeck grossm\u00fcthig um die Herrschaft nicht aufzugeben, mir listig angebo ten hat, die Stelle mir ab zutreten und \u201emir das Gesch\u00e4ft zu\n erleichtern \u201c . Mit alter Bewunderung u und Liebe Ihr AlHt Potsdam den 29 Sept September 1852 Sie werden nun noch zu w\u00e4hlen haben f\u00fcr Burnouf und Zukofski .","221":"Es ist sch\u00f6n, wenn unter Freunden, gleichzeitig ein und derselbe Gedank e beide anregt.\n \n Ich wollte Ihnen eben schreiben weil ich an Murchison zu sch antworten habe Vgl. Humboldt an Sir Roderick Impey Murchison , Potsdam, 9.\n November 1852, Edinburgh University Library, Gen. 1452. und erbost bin dass in seiner A E r\u00f6fnungsrede der Geogr. Geographical Soc. Society Ihrer herrlichen Arbeiten und derer Ihres uns so\n theuren Bruders und der denkw\u00fcrdigen Besteigungen des Monte\n Rosa gar nicht erw\u00e4hnt. Auch von der Afrikan Afrikanischen Exped. Expedition Die Forschungsreise Heinrich Barth s, Adolph Overweg s und James\n Richardson s durch Nord - und Westafrika , f\u00fcr die sich Humboldt und Carl Ritter in Berlin eingesetzt hatten .Vgl. Humboldt 2010 ,\n 107\u2013168. keine Silbe. Wie erkl\u00e4ren Sie dieses Benehmen v von dem Miles gloriosus Lat.: prahlerischer Soldat. Im\n \u00fcbertragenen Sinne: eitler Prahler. ? Von mir heisst es dagegen, dass ich wie eine Laterne \u201evon der Terrasse von Sanssouci die Welt erleuchte.\u201c Der Pr\u00e4sident der Royal Geographical Society Sir Roderick Impey Murchison hatte in einer\n Rede vor der Gesellschaft am 24. Mai 1852 ge\u00e4u\u00dfert: The genius of\n Humboldt continues to enlighten mankind from the terrace of Sans Souci . , Murchison 1852 ,\n xcviii. Er glaubt th\u00f6richt, ich k\u00f6nne als Kanzler eines Ordens Humboldt war seit 1842 Kanzler des Ordens pour le\n m\u00e9rite (Friedensklasse). ihn vergeben. Ritter hat die\n Rede auch. An Dove habe ich das ganze J. Journal du Cosmos Cosmos. Revue\n encyclop\u00e9dique hebdomadaire des progr\u00e8s des sciences : Ab 1852\n w\u00f6chentlich erschienene Zeitschrift, gegr\u00fcndet und herausgegeben von Benito R. de Monfort . Die\n Artikel verfasste zumeist Fran\u00e7ois-Marie-Napol\u00e9on Moigno . geschikt. Sie sollten es auch lesen. Es enth\u00e4lt weit mehr u und neueres als die Comptes\n rendus Comptes rendus\n hebdomadaires des s\u00e9ances de l'Acad\u00e9mie de sciences : Ab 1835\n w\u00f6chentlich erschienene wissenschaftliche Zeitschrift, herausgegeben von\n der Pariser Acad\u00e9mie des\n Sciences . . Ich werde Sie gern Montag zwischen 12 und 3 empfangen. Mit der liebevollsten Hochsch\u00e4zung Ihr AlHumboldt Pots. Potsdam Sonnabend 30 . Oct October 1852","222":"Ich will Sie und Ihren theuren Bruder nicht\n zu allzugrosser Sicherheit od. oder allzu nahen Hofnungen aufregen aber die Anlage Um welches Dokument es sich handelt, konnte\n bislang nicht ermittelt werden. , die Sie mir g\u00fctigst wieder bringen Mittwochs 1 Uhr soll Ihnen nur beweisen, dass ich ununterbrochen (seitdem ich Ihr dem Minister R. Raumer gewiss sehr misf\u00e4lliges Elogium Vgl. Humboldts Gutachten \u00fcber die Reisepl\u00e4ne Adolph und Hermann Schlagintweits f\u00fcr Kultusminister Karl Otto von Raumer : Potsdam,\n 27. November 1852 ( Humboldt\n 1985 , 158\u2013159). am 27 . Nov November 52 27 . Nbr November 52 absandte) mit Ihrem Reiseprojecte besch\u00e4ft besch\u00e4ftigt bin. Das Wort \u201eder K\u00f6nig K\u00f6nig giebt den Gedanken nicht auf \u2026 \u201c bezieht sich auf den lezten Rath den ich gegeben (da Bunsen von der Geh\u00e4ssigkeit ge schrieben, die bei Gelegenheit von Vogel \u2019s Sendung in der geogr. geographischen Gesell schaft u und auch bei Murchisson gegen die\n bevorzugten Deutschen ausgebrochen) , etwas zu warten , um ihn , der immer besten Willen hat, nicht in\n Verlegen heit zu sezen. ) Da man gestern zum ersten Mal das gl\u00fckliche Wort gemeinschaftliche Expedition gemeinschaftl gemeinschaftliche Expedition ausspricht, so werde ich nicht aufschieben,\n sondern im Gegen theil f\u00f6rdern . Das Ding spielt man seit Mai 52 mai\n 1852 und Fbr. Februar 53 , rathet, was dem K\u00f6nig geh\u00e4ssig scheint, alles ab zuschlagen, worin der K\u00f6nig pers\u00f6nliche Abneigung gegen Fremde\n erkennt. Sagen Sie davon gegen niemand als Ihrem Bruder , denn es giebt\n th\u00e4tige Neider! Ich glaube wegen der in England herrschenden Liebhaberei f\u00fcr magnet. magnetische Bestimung. Bestimungen , f\u00fcr die viel Geld ausgegeben\n wird, auf diese zu appuyiren,\n was auch bei Vogel s Sendung zum Tschad geholfen . Es wird Sabine u und Herschel gewiss daran liegen, die von Erman , Hanst Hansteen , u und Kupfer nur s\u00fcdl. s\u00fcdlich bis 50\u00b0 Br Breite bestimmen Magnetlinien durch Kennt niss ihrer Richtungen von Cap . Comorin lat latitudo 10\u00b0 ) bis 37\u00b0 n\u00f6rdl. n\u00f6rdlicher Himalaya alles zug\u00e4nglich erl\u00e4utert zu sehen . Besuchen Sie mich g\u00fctigst Mittwoch . Ihr M\u00fcnchner Plateau hat mich sehr befriedigt. Mit alter An h\u00e4nglichkeit und Freundschaft Ihr AlHumboldt B. Berlin 28 . Febr Februar 1853","223":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg AlHumboldt Helfen Sie uns, mein Theurer, damit die Stimmen nicht wieder so ohne allen Erfolg vereinzelt werden, und schliessen Sie Sich\n denen an, die den Anti Infusionarius durch den w\u00fcrdigen verdienstvollen Gr\u00fcnder der neuen\n Oryktognosie, unseren Weiss oder den ausgezeichnetsten deutschen Geognosten\n Berghauptmann von Dechen ersezen wollen . Heinrich Rose , der gewiss bald dem Orden angeh\u00f6ren muss\n w\u00fcrde dieses Mal nicht durch dringen . Antworten Sie nicht auf eine schaamlose\n Werbung . Ihr AlHumboldt Berlin 5 Mai 1853","224":"Dienstag den 7 Juni 1853. Da ich in der lezten Zeit mich eigenth\u00fcmlich anregende Erlebnisse gehabt\n und Beobachtungen vollendet habe, so lege ich Ihnen dieselben in einigen\n Worten vor. Ich fange damit freudig an, Ihnen zu melden, da\u00df es endlich doch dahin gekommen ist, da\u00df Voss in Leipzig mein\n neuestes Uebersichts Werk des mikroskopischen Lebens zu Michaelis so weit\n es fertig ist herauszugeben bereit ist. Der Text des ersten Thei les (94 Bogen) S\u00fcd Pol, Australien , Asien, Africa und S\u00fcd America wird mit Centro-America und Mexico einschlie\u00dflich abschlie\u00dfen.\n Dazu werden s\u00e4mtliche 40 Kupfertafeln mit ebensoviel Er kl\u00e4rungs Bl\u00e4ttern besonderem Titel und Vorwort als\n abgeschlossenes Ganzes gegeben. Ich habe mich schriftlich verbindlich\n gemacht bis zum October dieses Jahres alles dazu\n abzu schlie\u00dfen und Voss hat sich verbindlich gemacht das Ganze in meinem Sinne ohne R\u00fccksicht auf die Bogenzahl gleich zeitig\n zu Ende zu f\u00fchren. Gro\u00dfen Gewinn habe ich nicht, aber ich freue mich das\n Werk zu vollenden. Voss war vor einigen\n Tagen hier. Nun gehe ich zu dem Anderen \u00fcber. Ich habe seit einiger Zeit schon die\n mikrosko pischen Verh\u00e4ltnisse Europas zu\n redigiren und zu vervollst\u00e4ndigen gesucht. Dabey habe ich die\n mir von den flei\u00dfigen DD Schlagintweit zugetragenen Stein und Erd Proben von den h\u00f6chsten Gipfeln der Central\n Alpen und auch der kleineren baierischen Alpen weiter \u00fcber arbeitet. Das Resultat war mir nicht unerwartet, aber doch\n \u00fcberraschend an F\u00fclle des Lebens in 10468, 11770, 12158 und am Monte Rosa\n in 14284 Fu\u00df H\u00f6he, was ja den H\u00f6hen unterm Aequator von 21000, 23000, 24000\n und 28000 Fu\u00df ent spricht. In diesen H\u00f6hen leben\n zahllose sta tion\u00e4re Thierchen. Ich z\u00e4hle bis\n heut 96 Arten von Formen, 45 Polygastren , 29 Phytolitharien , 5 B\u00e4renthierchen , 4 R\u00e4derthierchen , 2 An guilullae , 9 weiche Pflanzentheile\n von Fich ten und Dicotylen , 2\n Crystalle. Mehrere Formen sind so neu und eigen wie Soldanella alpina , Primula minima und Gnaphalium\n Leontopodium oder wie die Opuntia Ovallei in Chile seyn mag. Sie kommen\n nicht herab, man mu\u00df hinauf zu ihnen. Besonders sind B\u00e4renthierchen und R\u00e4 derthierchen eigenth\u00fcmlich neu. Von Verk\u00fcm merung ist da\n nichts zu sehen. Es ist ein klei nes frisches\n kr\u00e4ftiges reiches Leben trotz der geringen Jahres W\u00e4rme. Das Auffallendste zum Schlu\u00df. Heut noch habe ich aus Schlagintweits 1852 mit gebrachten Moosen vom Wei\u00dfthor Pa\u00df am Monte Rosa (11138 F. Fu\u00df ) wiederbelebte B\u00e4ren thierchen und R\u00e4derthiere all der neuen Arten in \u00fcbergro\u00dfer\n Zahl. Alle sind satt und dick, unter 100 mochten 70 bis 80 todt geblie ben seyn, \u00bc ist nie todt gewesen, ist am Leben geblieben und satt und dick. Die mageren nicht recht kr\u00e4ftigen schienen\n alle zu sterben. Wenn es Ihre Zeit erlaubt erbiethe ich mich Ihnen dieses unzweyfelhaft\n animalische Leben aus 11138 Fu\u00df H\u00f6he zur Ansicht zu bringen und bitte um\n Bestimmung einer Zeit in diesen Tagen. Ich habe bereits es der Akademie\n vorgelegt. Verehrungsvollst Ihr herzlich ergebenster Ehrenberg. Atmosph\u00e4re Infusorien auf 11600 F. Fu\u00df H\u00f6he lezter Ehrenberg Juni 1853","225":"27 Juni 1853. Wenn ich Ihnen neulich Nach richt von dem\n wunderbaren station\u00e4 ren Leben in 10,000 bis 14,284 F. Fu\u00df H\u00f6he unserer Alpen ( Gr. Gro\u00df Glockner , Monte Rosa ) gab, welches die Gebr\u00fcder Schlag intweit mir zugef\u00fchrt haben, so kann ich Ihnen nun die speciellen und festen Verzeichnisse derselben mittheilen. Die kleinsten Erdproben aus den gr\u00f6\u00dften H\u00f6hen scheinen \u00fcberall Leben zu enthalten. Mag man das Kleine hier und da k\u00fcmmerlich nennen, in ihrem Kreise sind all\n diese For men nicht k\u00fcmmerlich, es sind den\n vollwichtigen Regentropfen aus denen sich Meere bilden verwandte Dinge. Die \u00fcberall auf der Erde den physikalischen Feindseligkeiten sieg reich widerstehenden Formen und Organisationen sind Eunotia\n amphio xys und Pinnularia borealis . Die sonderbaren auf den Gipfeln des Monte\n Rosa ( Weissthor ) lebenden eigenth\u00fcmlichen Tardigraden Die\n sch\u00f6ne Arbeit von Doy\u00e8re \u00fcber die Tardigraden Doyere 1840 ist jetzt als Verglei chungspunct\n der pariser \u00e4hnlichen Formen recht wichtig. und Rotatorien scheinen ein Bed\u00fcrfni\u00df f\u00fcr\n so d\u00fcnne Luft und W\u00e4rme zu haben. Sie leben zwischen den Bacilla rien wie reiche wohlgen\u00e4hrte Leute, wie Ichthyosauren zwischen Cephalopoden . Das seltsame Fortleben, welches of fenbar kein\n Wiederaufleben ist, habe ich am Donnerstag vor 8 Tagen an vie len Hunderten von Exemplaren die 1851. in\n 11138. Fu\u00df H\u00f6he von Schlag intweit unbewu\u00dft gesammelt wur den in der Akademie unter Mi kroskope zur Anschauung gebracht. Als w\u00e4ren wieder die gro\u00dfe Mehrzahl todt, einige B oo \u00e4 renthierchen und R\u00e4derthiere aber kr\u00e4ftig lau fend und\n kriechend. Heut noch sah Dr. Doktor Weisse aus Petersburg sich das noch fortdaurende Leben bey mir an. Da\u00df\n viele dieser Formen ausgezeichnete besondere Arten sind ist physiologisch\n imponirend. Bey den minder entwickelten R\u00e4derthieren ist nicht der Darm kanal auffallend von Nahrung erf\u00fcllt, aber dessen\n Seitentaschen. Die vielen Blindd\u00e4rmchen enthalten einen reichlichen\n orangefarbenen bis schar lachrothen Stoff,\n dessen Farbe sehr der der Pelfidea\n crocea gleicht, welche dort zahlreich w\u00e4chst. Oft habe ich auch jetzt wieder gesehen, da\u00df die R\u00e4der thiere im contrahirten\n eif\u00f6rmigen Zustande mit den Z\u00e4hnen, die dann in ihrer Mitte liegen,\n deutlich kauen. Ebenso habe ich bey contrahirten, gar nicht entwickelten\n Thieren unter Wasser im Uhrglase direct gesehen, da\u00df sie binnen 24 Stunden\n ein reifes Ei ausbildeten. Offenbar \u00f6ff nen\n also diese Thiere im contra hirten Zustande ihre\n Mundr\u00f6hre und ziehen Feuchtigkeit, wenn sie da ist, ein, um sich von de ren Gehalt zu n\u00e4hren und fortzupflanzen. Ich f\u00fcge dieser kleinen Ab handlung noch eine\n fr\u00fchere \u00fcber Florida Ehrenberg 1853 bey, deren Einleitung ich fr\u00fc her\n sandte. In meinem Hause habe ich seit 3 Wochen schwere Zust\u00e4nde. Meine \u00e4lteste\n Tochter Helene 19 Jahr, ein Bild frischen\n Lebens, die nie krank war, ist pl\u00f6tzlich am Nervenfieber er krankt und erst vorgestern, am 21sten Tage ist nach sehr\n zweyfelhaften Er scheinungen unter anhaltenden\n Deliri ren, Nachla\u00df des Fiebers und Schlaf\n er folgt. Mit H\u00fclfe des Dr. Doktor Paetsch und Geheimenrath Wolff sind die gr\u00e4\u00dfli chen Wochen Gott sey Dank nun vor\u00fcber und wir k\u00f6nnen hoffen, da\u00df eine lange Reconvalescenz das Gleichgewicht wieder bringen wird. Gott erhalte Ihre Gesundheit. In herzlicher treuer Ver ehrung Ihr dankbarst ergebener Ehrenberg.","226":"Sie haben mir, theurer Ehrenberg, einen herrlichen Brief vgl. 266 E4 geschrieben \u00fcber das Leben in Luftschichten von 10 bis 15 000 Fuss H\u00f6he,\n voll Beob. Beobachtungen die ich noch f\u00fcr den Kosmos Humboldt 1845-1862 benuzen kann! Sie kennen zu sehr meine jezt so bedr\u00e4ngte Lage um mir\n zu z\u00fcrnen dass ich Ihnen nicht gedankt habe! Ihr heutiges liebes Schreiben\n giebt ausser der fr\u00f6hlichen Nachricht des Pallas Denkmals Biermann 1960 und der von mir so erw\u00fcnschten Wahl von B. Beyrich u und Ewald die Erz\u00e4hlung einer Anecdote die ein neuer Beweis von der anmaassenden Frechheit der franz. franz\u00f6sischen Charg\u00e9 d\u2019Affaires (wahrscheinlich Mr Monsieur de Gabriac ) \u00fcber dessen Anmaassungen Herr v von Manteuffel schon Klage gef\u00fchrt. Der Mann\n scheint franz. franz\u00f6sische Polizei in dem Schlosse des K\u00f6nigs aus\u00fcben zu wollen eine Zugabe\n ist ein Preuss. Preussischer Kammerherrdem dem Ihr ber\u00fchmter Name etwas s\u00fcdseeartig od oder b\u00f6hmisch scheint. Ich werde es dem K\u00f6nig u und Manteufel erz\u00e4hlen und wissen durch Spott\n Rache zu haben \u00fcben . Das Gegenst\u00fck aber in niederer Sph\u00e4re ist freilich dass neulich\n ein Attach\u00e9 der franz franz\u00f6sischen Gesandschaft von einem Constabler angehalten wurde, weil er ein rothes Abzeichen (Legion d\u2019 Honneur) trug. Empfangen Sie und\n Ihre liebens w\u00fcrdige Gattin den Ausdruk\n meiner innigen Anh\u00e4nglichkeit u und Verehrung AlHumboldt Potsd. Potsdam Sonnabend Auch den Stier \u00e4rgert die rothe Farbe. Was f\u00fcr ein sch\u00f6nes Augenpaar hat Kupffer aufgefunden . Die Dame hat viel Lindigkeit\n aber etwas Apretur.","227":"Das Ueberziehen des K\u00f6nigs von Charlottenburg nach Potsdam Berlin , seine Reise nach Potsdam , von wo er erst\n gestern zur\u00fck kam , haben ihn gehindert, Sie, theurer Rugendas , fr\u00fcher\n zu sehen. Er hat noch gestern Abend mit vieler Freundlichkeit von\n Ihrer Ankunft gesprochen und gesagt , er\n w\u00fcrde sich und der K\u00f6nigin einen angenehmen Nachmittag bereiten, in dem indem er Sie mit Ihren Sch\u00e4zen einlade . Ich glaube, wenn Sie es nicht schon gethan haben, Sie sollten drei Zeilen an den Herrn OberstMarschall des K\u00f6nigs , Grafen von Kol Keller schreiben: Sie w\u00fcnschten vor Ihrer Abreise Sr Seiner Maj. Majest\u00e4t dem K\u00f6nig noch pers\u00f6nlich den Audruk Ihres ehrerbietigsten Dankes darbringen zu k\u00f6nnen. Vergessen Sie nicht Ihre Wohnung dabei anzugeben. Ich bin in grosser Betr\u00fcbniss wegen der Todesgefahr, in der eine nahe Verwandte schwebt, Humboldts Gro\u00dfnichte Gabriele von Lo\u00ebn verstarb am 16. Februar 1854 (vgl.\n Alexander von Humboldt-Chronologie, edition humboldt digital, https:\/\/edition-humboldt.de\/H0005703 . aber es soll mich doch sehr freuen, Sie Montag um 1 Uhr mit\n den herrlichen Arbeiten zu sehen die Sie dem K\u00f6nig vorlegen wollen . Freundschaftlichst Ihr AlHumboldt Sonnabend. Sr Seiner Wohlgeboren Herrn Maler Rugendas K\u00f6nig v von Portugal","228":"Berlin , d. den 25 . Feb. Februar 1854. Was ich so lange gew\u00fcnscht habe, weil es von einem Ihnen fremden, aber geistreichen und\n kunstgelehrten Monarchen ausgeht, auch\n eine \u00f6ffentliche Anerkennung Ihres sch\u00f6nen, grossen Talentes ist, ist wurde erlangt! worden. Ich habe gestern den K\u00f6nig noch so voll lebhafter\n Erin\u0305erung an die Gen\u00fcsse , gefunden , die , Sie ihm verschaft, dass ich zwei Dinge zugleich f\u00fcr Sie erlangen konnte : den Rothen Adler Orden dritter Klasse (Preussische K\u00fcnstler, wie\n Preussische HofLeute m\u00fcssen mit der 4 ten Klasse beginnen) und den Ankauf der mit mit gebrachten Zeichnungen von Colima und West Mexico f\u00fcr 104 Fr. Friedrich d\u2019or . M\u00f6gen es Ihnen Freude machen, m\u00f6gen Sie darin den Beweis der Dauer meiner innigen Anh\u00e4nglichkeit erkennen. Ueber den modus der Zahlung (die gesichert ist) muss ich erst mit Herrn v von Olfers verhandeln, bei dem ich vorgestern vergebens war. AlHumboldt","229":"Excellenz M\u00fcndlich meinen innigsten Dank auszusprechen f\u00fcr deren mir so besonders schmeichelhaftes Verwenden, um die mir \u2013 gem\u00e4\u00df Ihrer sehr g\u00fctigen Botschaft zugedachten\n gro\u00dfen Ehre hat hatt\u2019 ich mich in deren Hotel praesentirt \u2013 und da mir nicht die Freude\n geworden Sie zu finden , beeile ich mich meinen w\u00e4rmsten Dank f\u00fcr die angek\u00fcndigte Auszeichnung\n welche ich wohl vollst\u00e4ndig zu w\u00fcrdigen wei\u00df \u2013 hiermit in wenigen\n Zeilen niederzulegen . Die Mittheilung da\u00df die Majest\u00e4ten Friedrich Wilhelm\n IV. und Elisabeth von\n Preu\u00dfen . mit so vielem Interesse meiner Arbeiten gedachten , macht mich gl\u00fccklich \u2013 obwohl ich f\u00fchle da\u00df die k\u00f6nigliche Gnade \u00fcber\n meine Verdienste geht und Ew. Eurer Excellenz Vorwort Hier im Sinne von F\u00fcrsprache, Empfehlung. Vgl.\n Deutsches W\u00f6rterbuch von Jacob und Wilhelm Grimm, www.woerterbuchnetz.de\/DWB\/vorwort . hierbey in besonderer Betrachtung gegen mich nicht zu verken\u0305en ist. Den weiteren Er\u00f6ffnungen des Herrn Gen l . Dir ts Generaldirektors Baron v von Olfers getrost gew\u00e4rtig \u2013 sehe ich den\n kommenden Tagen heiter entgegen \u2013 und so auch dem Vergn\u00fcgen Euer\n Excellenz nocheinmal aufwarten zu k\u00f6nnen und mich deren fernerm\n Wohlwollen zu empfehlen . Mit gr\u00f6\u00dfter Verehrung Euer Excellenz ergebenster Moriz Rugendas Berlin , den 26sten Februar 1854","230":"Boussingault mein theurer Ehrenberg bittet Sie\n die beiliegende Materie (den filtrirten Schlamm der kleinen Koth Vulcane von Turbaco ) auf kleines\n Leben zu untersuchen. La boue de Volcancitos de Turbaco bei Carthagena de\n Indias a \u00e9t\u00e9 obtenu en filtrant l\u2019eau dont j\u2019ai fait l\u2019analyse\n chimique. Priez Votre illustre d\u2019 Ehrenberg de les\n mettre sous Son puissant microscope et celui de sa sagacit\u00e9. AHt Ist gestern eine Wahl zu Stande gekommen Libenow ?","231":"Herrn Boussingaults Probe eines Filtrums des Turbaco Schlammes habe ich Ihrem Wunsche\n gem\u00e4\u00df und mit eignem Interesse gestern alsbald etwas gepr\u00fcft. Ich habe mit 10\n verschiedenen Theilchen 10 genaue Analysen gemacht und glaube nicht da\u00df das gewonnene\n Resultat anders als in der Breite sich \u00e4ndern w\u00fcrde, wenn ich die Zahl der Analysen\n mehrte. Da schon Mischung mit Wasser und Schlammen vor dem Filtriren wahrscheinlich\n statt gefunden hat, so lassen sich einige Bereiche nicht sicher feststellen z. B.\n Gehalt von Seesalz und Gehalt von gr\u00f6bern Sande. Folgendes lie\u00df sich feststellen: 1. Die Masse schw\u00e4rzt sich beym Gl\u00fchen und r\u00f6thet sich bey l\u00e4ngerem Gl\u00fchen, sie\n enth\u00e4lt also kohlige Stoffe und Eisen. 2. Wenn die Kohle verfl\u00fcchtigt ist hat\n sich das Volumen nicht augenscheinlich verringert. 3. Der Eisengehalt ist im\n mulmigen Zustande alles \u00fcbrige umh\u00fcllend. 4. Die Masse braust nicht mit\n Salzs\u00e4ure, enth\u00e4lt daher keinen freien kohlensauren Kalk, keine Muschel- oder\n Polythalamien Reste. 5. Beym Verdunsten des befeuchtenden Wassers schie\u00dfen im\n Mikroskop auf den Objecttr\u00e4ger keine Crystalle an die Masse enth\u00e4lt daher keine\n freyen l\u00f6slichen Salze. 6. Die mikroskopische Mischung Die schwarzgraue wenig zusammen h\u00e4ngende Erde zerf\u00e4llt unter Wasser sogleich in\n einen feinen Schlamm, der zwischen den Fingern unf\u00fchlbar ist. Dem blo\u00dfen Auge und der\n Lupe erscheint er homogen nur isoliren sich feine schwarze Theilchen hie und da. Bei 300 maliger Vergr\u00f6\u00dferung im Durchmesser zeigt sich die Zusammensetzung als\n ein sehr feiner Mulm mit vielem feinen quarzigen Sande und vielen feinen\n Glimmertheilchen. In der Masse sind ansehnlich viele dunkelschwarze Partikelchen\n zerstreut welche beym Schlemmen sich als leichtere Stoffe an der Oberfl\u00e4che des\n erfolgenden Bodensatzes halten. Die\u00df sind die das Ganze beym Gl\u00fchen schw\u00e4rzenden\n Humustheilchen. Es lassen sich darunter nur selten aber hie und da deutliche\n Pfanzenreste erkennen auch fanden sich mehrgliedrige Sporangien von Pilzen oder\n Flechten. Unter den kieselerdigen Sandtheilchen seind sind Formen welche dem Lithostylidium rude und serpentinum (Grastheilen) \u00e4hnlich sind. Zellige vulkanische Schlacken und Bimstein Splitter fehlen. Nur ein\n zweyfelhaftes Bimsteintheilchen ist vorgekommen. Das \u00fcbersichtliche Resultat\n der Analyse w\u00e4re sonach: \/5\/ Positive Character Der Schlamm ist ein sehr feiner humusf\u00fchrender Mulm\n mit feinen granitischen Elementen die stets eckig nicht abgerieben oder gerundet sind\n und mit feinen Crystallen wie in den Tuffen . Die\n Humustheilchen sind\n erkennbaar\n Pflanzenstoffe von Dicotylen - Pflanzen und Luft- Cryptogamen also Waldhumus. Negative Character: Es fehlt jede Spur von Meerwasser Mischung. Kein Keine Polythalam Polythalamien kei keine Muschelfragmte Muschelfragmente . Es fehlt jeder vulkanische Charakter geschmolzner oder verschlackter\n Massen. Die Humus Mischung hat nicht den Charakter von Wasserschlamm,\n hat aber den Charakter von Waldhumus. E s fehlt jed jeder Charact Character v von Sumpf-Schlamm keine Spur von Spongolithen und Polygastern . Der Schlamm von Turbaco geh\u00f6rt mithin ebenfalls zu den S\u00fc\u00dfwassermischungen des vulkanischen Projectils\n ohne alle Spur von Meeres-Einflu\u00df. Vielj\u00e4hriges Kochen und Walken m\u00f6g m\u00f6gen solchen Mulm aus Oberfl\u00e4chen Massen bereiten mischen , es w\u00e4re also verarbeitete zerkleinerte Moya v von Pelileo . \/6\/ Nach Dr. Doktor Karstens m\u00fcndlichen Erl\u00e4uterungen ist die Stelle der\n Volcancitos so gro\u00df wie der Schlo\u00dfplatz, von Wald umgeben, vegetationslos, und kann\n au\u00dfer der Regenzeit betreten werden. Der Boden ist lehmartig salzig. Die R\u00f6hren f\u00fcr\n die Gas Ausstr\u00f6mung sind wie Pfeifenr\u00f6hren dick und haben ein einen Wall von ausgeworfner Erde um sich, sind zahllos und wenn sie sich\n verstopfen so bilden sich daneben andere. Der Wasser Abflu\u00df ist gering. Das\n ausstr\u00f6mende Gas ist brennbares Kohlen Wasserstoffgas. Hie und da sind\n halbverk\u00fcmmerte Gr\u00e4ser am Rand. Es ist keine Spur vulkanischer Th\u00e4tigkeit sichtbar.\n Das Wasser welches mit dem Gas aufsteigt hat die mittlere Temperatur des Ortes kann\n daher nicht aus gro\u00dfer Tiefe noch aus vulkanischem Herd kommen. Sein Salzgehalt ist\n bedeutend.","232":"Herrn Boussingault\u2019s Probe eines Filtrums\n des Turbaco -Schlam mes habe ich Ihrem Wunsche ge m\u00e4\u00df\n gestern alsbald etwas ge pr\u00fcft. Ich habe 10.\n genaue Ana lysen von 10. verschiedenen Theil chen gemacht und glaube nicht, da\u00df das\n gewonnene Resultat anders als in der Breite zunehmend sich \u00e4ndern w\u00fcrde,\n wenn ich die Zahl der Analysen mehrte. Einige Charak tere lassen sich an dem Material, weil es kein urspr\u00fcngliches\n ist, nicht sicher feststellen, z. zum B. Beispiel Gehalt an Seesalz, Gehalt an grobem San de, indem das Schlemmen und Filtri ren beydes weggenommen haben mag. Folgendes lie\u00df sich feststellen: Die Masse ist eine feine\n schwarz graue, wenig zusammenh\u00e4ngende Er de, die unter Wasser sogleich in ei nen feinen Schlamm zerf\u00e4llt der zwischen\n den Fingern unf\u00fchlbar ist und zwischen den Z\u00e4hnen fast gar nicht knirscht.\n Dem blo\u00dfen Auge und der Lupe erscheint er homo gen, thonig, nur isoliren sich hie und da feine schwarze\n Theilchen. Die Masse schw\u00e4rzt sich beim Gl\u00fchen und r\u00f6thet sich bey st\u00e4r kerem Gl\u00fchen, sie enth\u00e4lt also koh lige Stoffe und Eisen. Wenn die Kohle verfl\u00fcchtigt ist hat sich das Volumen nicht augenscheinlich\n verringert. Der Eisengehalt f\u00e4rbt alles, ist daher mulmartig und ebenfalls gegen das\n Volumen nicht bedeutend. S\u00e4ure bewirkt kein Brausen es hat daher die Masse keinen freien\n kohlensauern Kalkgehalt, keine Muschel oder Polythalamien -Fragmente. Beim Verdunsten des befruch tenden Wassers auf\n dem Objecttr\u00e4 ger erkennt man im Mikros kop keine\n Crystalle,\n es h\u00e4lt also die Masse keine freien l\u00f6slichen Salze. Die mikroskopische Mischung . Bey 300.maliger\n Vergr\u00f6\u00dferung im Durchmesser zeigt sich die Zu sammensetzung als ein sehr fei ner Mulm mit vielem feinen quarzigen Sande und feinen Glim mertheilchen . Ansehnlich viele dunkelschwarze Partikelchen sind in der Masse zerstreut und beym Zerfallen und Zerr\u00fchren der Masse im Uhrglase unter Was ser bleiben diese auf der Ober fl\u00e4che des Bodensatzes. Die\u00df ist das Verhalten von\n Humus. Darunter lassen sich auch Pflanzenreste direct erkennen, Fasern, Haare, Zellen -Promiszen, auch wiederholt Sporangien von Flechten. Unter den kieselerdigen Sand theilchen sind\n Formen, welche dem Lithosty lidium rude und serpenti num ( Grastheilen ) ganz \u00e4hnlich sind. Zellige vulkanische Splitter (von Schlacke oder Bimsstein ) fehlen. Das\n \u00fcbersichtliche Resultat der Ana lysen w\u00e4re\n sonach: A\n Positive\n Charactere: Der Schlamm ist ein sehr feiner humusf\u00fchrender Mulm mit unor ganischen granitischen Elementen als Hauptmasse. Das Unorganische ist eckig nicht gerundet und ent h\u00e4lt nicht wenig kleine Crystall prismen wie von Augit oder\n Py roxen, nach Art der\n vulkanischen Tuffe. Die Humustheilchen sind hier und da erkennbare Pflanzenstoffe Dicotylen-Pflanzen und Luft- Crypto gamen , also Wald- Humus. B. Negative Charactere: Es fehlt jede Spur von Meer wasser -Mischung, keine Salze, keine Polythalamien , keine\n Muschel-Frag mente . Es fehlen\n die Charactere vul kanischer\n Schmelzung . Es fehlt jeder Character von Sumpf-Bildung , keine Spur von Spon golithen, keine Wasser Polygastron Polygastren . Schlu\u00df Der Schlamm von Turbaco ge h\u00f6rt zu den vulkanischen S\u00fc\u00df wasser-Projectilen wie die Moya von Pelileo , ohne alle Spur von Meeres -Einflu\u00df. Ungemessnes Kochen und Walken der D\u00e4mpfe\n mag sol chen Mulm aus Oberfl\u00e4chenverh\u00e4lt nissen mischen. Es ist die immer von Neuem\n verarbeitete zerklei nerte Moya von Pelileo . Das Resultat wird Sie und Herrn Boussingault wenig befrie digen r\u00fccksichtlich der gew\u00fcnsch ten L\u00f6sung der Fragen die man gern an die\n Masse kn\u00fcpft, aber die gewonnenen Charactere sind fest und entschieden \u00fcber\n den Meeres einflu\u00df, dessen Nichtexistenz sie\n darthun. Auch die Vorstel lung von\n unterirdischen gro\u00dfen Seen will nicht passen zu dem humusreichen Auswurf ohne Spon golithen und Polygastron Polygastren . Ob einige dieser Elemente vulkanisch ver\u00e4n dert , gefrittet\n sind, w\u00e4re noch in Frage zu stellen und weiter zu pr\u00fcfen. Ich habe keine\n Anschauungen dieser Art zur Ueberzeugung gebracht. In herzlicher Verehrung Ihr dankbarster Ehrenberg. Berlin 6. Mai 1854","233":"Berlin 8\/8. 54. Da mein Vortrag vom Juni \u00fcber das kleine Leben der Mee restiefe im Aeg\u00e4ischen\n Meere jetzt in \u00dcbersicht gedruckt ist Ehrenberg 1854a , so erlaube ich mir Ihnen, mein innig verehrter Herr Baron, einen Abdruck zu senden. Ich hoffe, da\u00df damit eine Ver gleichung der Kreide und der jetzigen Ablagerungen einge leitet ist. Die Gr\u00fcnsande wachsen von allen Seiten ins Leben hienein. In herzlicher Verehrung Ehrenberg.","234":"Berlin , 4 . Sept September 1854. An Hermann und\n Adolph Schlagintweit Ich hatte diese Nacht, wo ich 4 lange, warme und listige Briefe Siehe zum Beispiel den Teildruck\n eines Briefs Humboldts an den Pr\u00e4sidenten der Asiatic Society of Bengal James William Colville ( Humboldt 1855 ). Vgl. auch die\n Erw\u00e4hnung eines Empfehlungsschreibens Humboldts vom 1. September 1854 an Mountstuart Elphinstone :\n Elphinstone an Humboldt, Bombay, 31. Dezember 1854, BSB M\u00fcnchen,\n Schlagintweitiana II.1.43, Bl. 27, sowie den Bericht \u00fcber\n Empfehlungsschreiben Humboldts an Brian\n Houghton Hodgson und Joseph\n Dalton Hooker in Ritter 1855 , 166. f\u00fcr Sie schrieb, meine liebensw\u00fcrdigen, theuren Freunde, nicht\n Musse gehabt, Ihnen ein Wort der Liebe, des Andenkens, der innigen Achtung und des ewigen Abschiede s Der vorliegende Brief ist das letzte\n Schreiben Humboldts an die Gebr\u00fcder Schlagintweit, bevor diese zu ihrer\n Forschungsreise nach Indien aufbrachen. zu sagen! Unter allen Dingen zu denen ich mitgewirkt, ist Ihre Exped. Expedition mir eine der wichtigsten geblieben. Es wird mich dieselbe\n noch im Sterben erfreuen . Sie werden geniessen, was zwischen der R\u00fcck k unft von Mexico und der Sibi rischen Reise ununterbrochen meine Phantasie\n besch\u00e4ftigt hat Humboldt plante nachweislich zwischen\n 1805 und 1822 eine Forschungsreise nach Indien und Innerasien . Vgl. Alexander von Humboldt-Chronologie\n (10. M\u00e4rz 1805), edition humboldt digital , https:\/\/edition-humboldt.de\/H0014753 . Die russisch-sibirische\n Reise 1829 f\u00fchrte ihn schlie\u00dflich in den Ural , durch Teile West sibiriens und des Altai . . M\u00f6ge es Ihnen wohl gehen. Ihr AlHumboldt Schicken Sie von Aden an G Gustav Rose 3\u20134 St\u00fccke Basalt , ob es Olivin ? ob Ob nich t etwas mehr Porphyr , Gr\u00fcnstein , Trachyt artiges daneben? Wie viel Angst hat mir Ihr theurer Robert verursacht Robert\n Schlagintweit war kurz zuvor von einer schweren\n Krankheit, die Humboldt f\u00fcr Cholera hielt, genesen. Vgl. Humboldt an Eduard Buschmann , [Berlin],\n Dienstag [29. August 1854], Biblioteka\n Jagiello\u0144ska, Krakau, Nachlass Alexander von Humboldt, Bd. 14\/2 Bl.\n 306r . , auch der K\u00f6nig der auf das lebhaf teste mit seiner Herstellung besch\u00e4ftigt war. Es giebt auch K\u00f6nige , die Gem\u00fcth haben . An die Herrn D. D. Doctores Hermann u. und Adolf Schlagintweit Wohlgeboren","235":"1) Num\u0305er. 1. Der erste Brief Ausz\u00fcge dieses Briefes wurden 1855 in\n der Zeitschrift f\u00fcr allgemeine Erdkunde ver\u00f6ffentlicht. Vgl. Schlagintweit, A. 1855 . der Gebr. Gebr\u00fcder Schlagintweit nach ihrer Ankunft in Ostindien . AHumboldt 5 . Jan. Januar 1855 Bombay , den 10 . November 1854. Seiner Excellenz Baron Alex. Alexander von Humboldt etc. et cetera etc. et cetera etc. et cetera Verehrteste Excellenz! Nach einer sch\u00f6nen gl\u00fccklichen Seereise kamen wir am 26 . Oktober hier in Bombay an Die Br\u00fcder Hermann , Adolph und Robert Schlagintweit bestiegen\n am 20. September 1854 in Southampton den Dampfer Indus .\n Ende September landeten sie kurzzeitig auf der Insel Malta an, bevor im Nildelta von Bord gingen. Die Br\u00fcder\n reisten anschlie\u00dfend von Alexandria \u00fcber Kairo nach Suez und von dort mit dem Dampfer Oriental nach Aden , wo sie auf die Auckland umstiegen. Am 26. Oktober 1854\n erreichten die Reisenden die indische Hafenstadt Bombay . Vgl. zu den Reiseetappen Gugger 2015 . . Wir waren in den ersten Tagen so besch\u00e4ftigt, da\u00df wir beiden\n die erste Post, die kurz nach unserer Ankunft abging , vers\u00e4umen mu\u00dften und erst jetzt mit der Post, die Bombay am 14 . November verl\u00e4\u00dft, im Stande sind Ihnen einige Nachrichten mitzutheilen. Wir Nachfolgender Satz ist aufgrund\n zahlreicher Streichungen unvollst\u00e4ndig. erlauben uns Ihnen beiliegend eine Abschrift des Resum\u00e9s\n unserer Beobachtungen\n w\u00e4hrend der Seereise mitzutheilen, NB. Nota Bene NB. Nota Bene Wir konnten leider vor Abgang der Post keine zweite\n Abschrift mehr f\u00fcr Sie erhalten. Eine vollst\u00e4ndige Copie ist in dem Briefe an Se. Seine Majest\u00e4t den K\u00f6nig einge schlossen, den wir gleichzeitig abgeschickt\n haben . welches wir gleichzeitig an das India House die Directoren der ostindischen\n Compagnie abgeschickt haben Die Br\u00fcder Schlagintweit unterstanden\n w\u00e4hrend der gesamten Reise der britischen East\n India Company , da diese einen Gro\u00dfteil dieser finanzierte.\n Sie waren gegen\u00fcber der EIC zu regelm\u00e4\u00dfiger Berichterstattung verpflichtet. Vgl. das\n Memorandum des Sekret\u00e4rs der Gesellschaft J. D.\n Dickinson \u201eAdvising the terms of his [Adolphe\u2019s]\n engagement for the continuance of the Magnetical Survey of India\u201c, BL,\n London, India Office Records, E\/1\/300, Nr. 1715. Zitiert nach Brescius 2015 . . Wir m\u00fcssen sehr um Entschuldigung bitten, da\u00df dieser Bericht englisch abgefa\u00dft ist; aber wir hatten unm\u00f6glich mehr Zeit ihn selbst\n deutsch abzuschreiben. Wir waren so gl\u00fccklich alle drei von der\n Seekrankheit fast v\u00f6llig unber\u00fchrt geblieben, so da\u00df wir uns ungest\u00f6rt\n unseren Beobachtungen widmen konnten. Sie w\u00fcrden uns sehr\n verbinden, wenn Sie uns die Ehre erzeigen k\u00f6nnten, dem K\u00f6nige unseren Bericht zur Ansicht vorzulegen, und ihn dan\u0305 vielleicht der Akademie zu \u00fcbersenden. Es w\u00e4re f\u00fcr uns von gro\u00dfer\n Wichtigkeit wenn die Akademie uns die Ehre erzeigen k\u00f6nnte vielleicht\n einen Theil des Berichtes in den Monatsberichten zu drucken In den Jahren 1836\u20131855 gab die K\u00f6niglich Preu\u00dfische Akademie zu\n Berlin den Bericht \u00fcber die zur Bekanntmachung geeigneten\n Verhandlungen der K\u00f6nigl. K\u00f6niglich Preuss. Preu\u00dfischen Akademie der Wissenschaften zu Berlin heraus. Vgl. Schlagintweit 1855 . , da die Directoren Der Court of\n Directors bezeichnete das aus 24 Direktoren bestehende\n Leitungsgremium der East India\n Company . es jedenfalls sehr g\u00fcnstig aufnehmen w\u00fcrden, wenn sie sehen,\n da\u00df man auch au\u00dfer England unseren\n Beobachtungen in Indien eine g\u00fctige\n Theilnahme schenkt. W\u00e4hrend der Reise von England nach Bombay zogen die verschiedenen Bilder und Eindr\u00fccke so rasch an uns vorbei, da\u00df uns jetzt das Ganze fast wie ein gro\u00dfes herrliches Panorama erscheint, welches noch langsam sich vor dem Reisenden aufrollt. Dieser Dieses Umstand Gef\u00fchl wird noch ganz besonders dadurch erh\u00f6ht, da\u00df man die K\u00fcsten u. und Inseln im\u0305er nur in einiger Entfernung unerreichbar vor sich liegen sieht und, wie auf einem Gem\u00e4lde ihre geologische\n Structur, die Natur der Felsarten nur aus den \u00e4u\u00dferen Formen\n ann\u00e4herungs weise entr\u00e4thseln kann ; und nicht in der N\u00e4he untersuchen kann. Wir verliessen Southampton am 20 . September mit dem Dampfschiffe Indus; nach\n einer sehr sch\u00f6nen Ansicht der spanischen K\u00fcste bei Cap Finisterre und Cintra kamen wir Abends am September in Gibraltar an. Bei dem sch\u00f6nsten Wetter durchfuhren wir das mittell\u00e4ndische Meer sahen die\n Inseln Galita u. und Pantellaria und landeten in Malta 30 . Sept. September Abends. Es blieb uns hier Son\u0305tag Morgens gerade Zeit genug um mit H\u00fclfe einiger Freunde eine ziemlich characteristische Sam\u0305lung\n der sch\u00f6nen Versteinerungen aus dem terti\u00e4ren Kalksteine ( oder\n theilweise ) der Insel Malta zusa\u0305menzubringen. 30 September 5 . Oktober Morgens kamen wir in Alexandrien an. Wir wurden Es warteten unser am Ufer eine gro\u00dfe Anzahl schwarzer Lasttr\u00e4ger aus\n allen Theilen \u00c4gyptens , Kamele usw und so weiter , die mit anerkennenswerther Energie die vorgefundene Masse\n von Gep\u00e4ck, von Brief- u und Geldkisten, sogleich weiter bef\u00f6rderten. Wir bedauerten unendlich, da\u00df es uns nicht m\u00f6glich war, in \u00c4gypten ungef\u00e4hr 14 Tage zu verweilen, aber\n da eben jetzt die gute Zeit f\u00fcr Reisen in Indien und beginnt , so konnten wir unsere Ankunft in Indien unm\u00f6glich verz\u00f6gern. Wir verliessen daher mit einem Zuge der neu er\u00f6ffneten Eisenbahn Die britischen Beh\u00f6rden strebten\n durch den Ausbau des Eisenbahnnetzes eine Erschlie\u00dfung des afrikanischen Kontinents an. Ein erster\n Teilabschnitt der neuen Bahnstrecke f\u00fchrte ab 1854 von Alexandria nach Kairo . Vgl. Sandwith 1910 , 430. schon nach wenigen Stunden Alexandrien . Der Anblick der \u00e4gyptischen Delta-ebene von der Eisenbahn aus war sehr characteristisch u. und interessant. Eine n r der sch\u00f6nsten Momente war bei dem gro\u00dfen Orte Damanhour , wo wir des\n Abends bei einer raschen Wendung der Bahn pl\u00f6tzl eine herrliche \u00c4gyptische Abendlandschaft mit schwachen niederen H\u00fcgelz\u00fcgen in der Ferne, u und den braunen elenden H\u00e4usern und\n Kuppeln von Damanhour im Vordergrunde vor uns hatten. In Chafralik begaben wir uns des Nachts auf den kleinen Nil dampfer u. und des anderen Morgens 10 Uhr langten wir in Cairo an. Wir hatten sehr gro\u00dfe M\u00fche\n bei der raschen Expedition durch \u00c4gypten unsere sch\u00f6nen 2). Instrumente Die Br\u00fcder Schlagintweit reisten mit\n modernen Messinstrumenten, die ihnen von der britischen East India Company zur Verf\u00fcgung gestellt\n wurden. Darunter befanden sich unter anderem einige Magnetometer und ein\n Theodolit. Vgl. Reich\/Roussanova\n 2015 . vor Unf\u00e4llen zu sch\u00fctzen. Allein dadurch, da\u00df wir einen eigenen Drago man Ein Arabisch sprechender Einwohner,\n der sich als Fremdenf\u00fchrer bet\u00e4tigte. zur Begleitung und \u00dcberwachung des Gep\u00e4ckes von Alexandrien bis Suez nahmen und durch die gro\u00dfe R\u00fccksicht, welche die\n Transit administration auf unsere\n Instrumente nahm, war es uns m\u00f6glich alles ganz unversehrt nach Suez zu schaffen. Nachts um 12 Uhr\n verliessen wir nach 14 st\u00fcndigem Aufenthalte Cairo in einem der 2 r\u00e4derigen Karren mit 6 Sitzen, in welchen man nach Suez expedirt\n wird. Wir hatten durch besondere G\u00fcte einen eigenen Wagen f\u00fcr uns allein erhalten, u. und wir konnten ihn nach Belieben zum Zwecke unserer Beobachtungen einige Augenblicke anhalten lassen. Bis zur mittleren\n Station ist der Weg durch die W\u00fcste ziemlich gut hergestellt; erst\n sp\u00e4ter f\u00e4hrt man \u00fcber den blo\u00dfen Sand hinweg. Mit dem Sande sind\n jedoch \u00fcberall eine gro\u00dfe Anzahl kleiner Geschiebe u. und \u00f6fter selbst Bl\u00f6cke von 10000 bis 20000 Cubic Centimeter Inhalt vermischt, die dem Boden eine ungleich gr\u00f6\u00dfere Festigkeit\n verleihen als man anfangs vermuthen w\u00fcrde. Es sind 16 Poststationen von Cairo bis Suez , auf denen\n jedesmal 4 Pferde vorgespannt werden; u. und 4 gr\u00f6\u00dfere Stationen f\u00fcr Erfrischungen. Nach 18 Stunden kamen wir in Suez an. Der eigenth\u00fcmliche,\n wirklich gro\u00dfartige Character der W\u00fcste mit den ganz kahlen Bergz\u00fcgen\n im S\u00fcden hatte f\u00fcr uns etwas sehr ergreifendes. Wir waren hier ebenso\n wie im Nildelta \u00f6fter auf das freudigste \u00fcberrascht\n Landschaftsbilder zu finden die uns auf das lebhafteste an die\n wirklich ganz characteristischen Ansichten in Lepsius\u2019 Atlas Die Forschungsreise Karl Richard Lepsisus \u2019 durch \u00c4gypten , f\u00fcr die sich Humboldt in Berlin unter anderem beim Preu\u00dfischen Kultusministerium eingesetzt hatte. Vgl.\n beispielsweise Humboldt an Kultusminister Friedrich Eichhorn , Berlin, 17. Dezember 1840 ( SBB-PK, Nachl. Alexander von Humboldt, kl. Kasten 1a, Nr.\n 8p ). erinnerten. Er steht in \u00c4gypten in sehr frischem gutem Andenken; ich bitte viele\n Gr\u00fcsse von uns zu melden. Wir sahen in der W\u00fcste eine sehr sch\u00f6ne Mirage, die wir auf einer unserer Zeichnungen wiederzugeben suchten. Der gr\u00f6\u00dfte Theil des W\u00fcstensandes\n scheint wohl aus den leicht zerst\u00f6rbaren terti\u00e4ren Bildungen zu\n stam\u0305en, welche am Saume der W\u00fcste in gro\u00dfen Massen anstehen. Die\n W\u00fcste ist eine entschiedene Meeresbildung, wir waren so gl\u00fccklich etwas im S\u00fcden der Station 12, der\n letzten Erfrischungsstation, eine Reihe ganz deutlicher Meeres strandlininien circa 200 Fu\u00df \u00fcber dem Meere (ich kann die H\u00f6he aus\n unseren Beobachtungen im Augenblicke unm\u00f6glich genau berechnen) aufzufinden, mit zahlreichen Meeresmuscheln, Ostrea , Echinus, Cardium , Cidaris , Cyprea , die specifisch sich von den entsprechenden Arten, die ich in Suez aus dem rothen Meere erhielt, nicht zu unterscheiden scheinen. Wir verliessen Suez am\n 8 . Oktober nachmittags 3 Uhr mit dem\n Dampfer der Peninsular u und Oriental Company \u201eOriental\u201c. Am rothen Meere war es in der That sehr warm; das Max. Maximum im Schatten war 8 35,7\u00b0 Cels Celsius ; wir f\u00fchlten jedoch die Hitze nicht sehr unangenehm; das Meer war ungew\u00f6hnlich ruhig; Von Zeit zu Zeit erblickten wir einige Inseln u und K\u00fcstenstreifen der aus weissen kahlen Felsenbergen gebildet, bis wir am 14 . Okt. Oktober Abends 9 Uhr in Aden ankamen. Wir mu\u00dften hier aus dem \u201eOriental\u201c der nach Ceylon ging auf das die Kriegsfregatte der ostindischen\n Compagnie \u201eAuckland\u201c \u00fcberschiffen, auf welche f\u00fcr 10\n Passagiere in der That ungemein wenig Platz vorhanden war. Des\n folgenden Tages um 9 Uhr verliessen wir Aden u und nach einer interessanten aber etwas langsamen Farth Fahrt kamen wir am 26 . Oktober Abends\n 11 Uhr hier in Bombay an. Wir wurden hier von allen Seiten auf das freundlichste aufgenom\u0305en . , Wir hatten bereits Gelegenheit von der Insel u und ihren Umgebungen sehr viel zu sehen u und wir werden uns erlauben mit der n\u00e4chsten Post (in 14 Tagen) Ihnen einige Resultate unserer Beobachtungen Vgl. das Schreiben von Adolph , Hermann und Robert\n Schlagintweit an Friedrich\n Wilhelm IV ., Bombay, 14. November 1854, BSB,\n Schlagintweitiana II.1.43.14. mitzutheilen. Wir wohnen hier in dem h\u00fcbschen Landhause des Hamburgischen Consuls Herrn Ventz , der wahrscheinlich die Ehre haben wird bei einer kurzen Reise nach Deutschland im Mai des n\u00e4chsten\n Jahres Sie in Berlin zu besuchen u und m\u00fcndlich einige Nachrichten von uns mitzutheilen. Wir denken in ungef\u00e4hr 14 Tagen von hier wegzufahren; u. und auf 2 verschiedenen Wegen \u00fcber Mahabaleshwar , einer der h\u00f6chsten Punkte auf dieser Seite Indiens , u. und Poonah die Kette der Ghants zu \u00fcbersteigen, ein Weg der f\u00fcr uns in\n geologischer Beziehung das h\u00f6chste Interesse bietet. Gegenw\u00e4rtig ist 3) es hier in der That nicht sehr\n unangenehm hei\u00df, u und wir sehen jetzt der k\u00fchlen Saison entgegen, die uns f\u00fcr unsere\n Beobachtungen w\u00e4hrend der Reise sehr n\u00fctzlich sein wird. Wir haben auf der w\u00e4hrend der Reise von England bis hieher\n versucht, eine Reihe der interessantesten Punkte, welchen wir begegneten, zu zeichnen. Das kleine Album, welches auf diese Weise\n entstanden ist, geht mit dieser\n Post\n an Col. Colonel Sykes nach England ab NB Nota Bene Geht erst in 14 Tagen ab. , der nach wenigen Tagen\n Ihnen dasselbe nach Berlin \u00fcbersenden\n wird. Wir w\u00e4ren Ihnen sehr verbunden, we\u0305n Sie mit gewohnter G\u00fcte\n Gelegenheit finden k\u00f6nnten es Se Seiner Majest\u00e4t dem K\u00f6nige , dem wir so unendlich zu Danke verpflichtet sind, als einen kleinen Beweis unserer schwachen Bestreben Bestrebungen vorzulegen. Es w\u00e4re wohl das Beste we\u0305n Herr von Olfers , dem wir einige Zeilen\n schicken werden, die G\u00fcte haben k\u00f6nnte, diese\n Zeichnungen deren wir sp\u00e4ter sehr nothwendig bed\u00fcrfen, bis zu unserer\n R\u00fcckkunft im Museum Wohl das Neue\n Museum , das Ethnographika pr\u00e4sentierte. Ignaz von Olfers stand diesem als\n Generaldirektor der K\u00f6niglichen Museen zu Berlin vor. Vgl. das nicht n\u00e4her datierte Schreiben von\n Humboldt an Ignaz von Olfers , wohl\n aus dem Jahr 1855, Humboldt\n 1913 , 189. f\u00fcr uns aufzubewahren. Ihrem erfahrenen Rathe folgend, haben wir gesucht, so sehr es uns auf dem Schiffe m\u00f6glich war, auf den Erl\u00e4uterungsbl\u00e4ttern verschiedene Bemerkungen u und numerische Data in Bezug auf die Zeichnungen zusam\u0305enzudr\u00e4ngen. F\u00fcr Ihren\n Brief an Lord\n Elphinstone Wahrscheinlich das\n Empfehlungsschreiben Humboldts vom 1. September 1854 an Mountstuart Elphinstone . Vgl. die\n Erw\u00e4hnung dieses Briefes: Elphinstone an Humboldt, Bombay, 31. Dezember 1854, BSB\n M\u00fcnchen, Schlagintweitiana II.1.43, Bl. 27. der sich sehr dar\u00fcber erfreut f\u00fchlte u und n\u00e4chstens antworten wird, sind wir Ihnen ungemein verbunden. Es wei\u00df hier Jederma\u0305n ebenso gut wie in England , da\u00df Euer Excellenz allein die Veranlassung zu unserer Reise nach Indien gewesen\n sind. Wen\u0305 Sie uns vielleicht einmal mit ein Paar Zeilen erfreuen\n sollten , bitten wir Sie dieselben an\n die K\u00f6nigl. K\u00f6nigliche Gesandtschaft nach London zur Weiterbef\u00f6rderung zu \u00fcbersenden . Adresse Madras , wo wir Mitte Februar\n sp\u00e4testens abgehen. Meine Br\u00fcder Hermann u und Robert lassen sich mit dem Ausdrucke Ihrer ihrer dankbarsten Verehrung Ihnen bestens empfehlen. Ich habe die Ehre zu sein in aufrichtigster Verehrung Euer Excellenz dankbarst ergebener Adolph Schlagintweit .","236":"Die Uebersiedelung nach Charlottenburg und der Geburtstag der K\u00f6nigin haben mich theurer\n Freund u und College gehindert Ihnen etwas Bestimmtes zu schreiben. Gestern Abend hat mir der K\u00f6nig mit grosser Freundlichkeit gesagt, dass ihn nichts hindern werde ihr grosses Werk Ehrenberg 1854 aus Ihren H\u00e4nden zu empfangen \u201eer z\u00f6ge vor sie zu Mittag zu sehen, damit die K\u00f6nigin auch Freude an dem Werke zu nehmen nehme , ich solle zugleich Graf Keller daran erinnern, da dieser jeden Morgen die Vorschl\u00e4ge erneuert.\u201c Dankbarst Ihr treuer AlHumboldt Montags fr\u00fch.","237":"Wie w\u00fcrde ich, theurer Freund, an Ihrer sch\u00f6nen und so zwekm\u00e4ssig abgefassten\n Prosa etwas zu \u00e4ndern w\u00fcnschen k\u00f6nnen. Vielleicht erlauben Sie, dass ich\n collectiv, f\u00fcr Sie und Rose , da wir wohl die\n einzigen Halb-Moscoviten der praesentia gewesen sind, etwas hinzuseze. Wenn Sie\n und Rose es billigen, was Beider besondere Unterschrift daneben nicht entbehrlich macht,\n so trage ich dann\n ipsissima\n verba auf die Reinschrift \u00fcber, bitte aber dann (damit\n es ipsissima werden) dass Sie die heutige Composition des Drama\u2019s beilegen. Dankbarst u und Verehrungs voll Ihr AHumboldt d. den 24 Nov. November Der Antiquar Herr von Kohne schikt ein (damit ein Orden erfolge) f\u00fcr den K\u00f6nig 1) ein popul\u00e4res russisches naturhist. naturhistorisches Journal mit schlechten Kupfern von Mr Monsieur Charles Ronillus , Fischers Nachfolger blosse compilation 2) Abbildungen der Kloster u und Kirchen von Moskau per Mr Monsieur de Martineff architecte de\n l\u2019Empereur . Lezterer kam in Person und da\n ich sehr mit Unrecht f\u00fcr den Ministre responsable des invitations de S. Seiner M Majest\u00e4t gelte, so kam er alle Morgen fragend: esse ich morgen? Der Ungl\u00fckliche ist unge gessen nach 12\n Tagen Harren abgereist .","238":"Bombay , 14 . Dec. December 1854 Hochverehrteste Excellenz! Um die Proben unserer Photographien Siehe Carl\n Ritter s Bericht \u00fcber diese erste Sendung von\n fotografischen Aufnahmen durch die Schlagintweits aus Bombay : Es sind 12 sch\u00f6ne\n Photographien bedeutender Pers\u00f6nlichkeiten aus Bombay , an deren Spitze die der\n bedeutendsten Person, des geistvollen und gro\u00dfen Staatsmannes Lord Elphinstone selbst,\n vortrefflich gelungen ist; dann folgen 7 verschiedene Racenbilder\n mit Bemerkungen und Messungen einzelner Gliedertheile und ihrer\n Verh\u00e4ltnisse in Meters nach einem beigef\u00fcgten, von Robert Schlagintweit ausgearbeiteten\n tabellarischen Schema, wie ein solches mit den gefundenen Angaben\n alle nachfolgenden Racen-Photographien begleiten soll. Ritter 1855 , 152. Zu den\n Fotografien der Br\u00fcder im kolonialen Kontext vgl. Jarvis 2015. noch bis zum Abgange der Mail fertig zu bringen, waren wir\n durch einige kleine Ungl\u00fccke beim Copiren so weit zur\u00fcckgehalten wurden worden , dass ich nur die letzten Augenblicke ben\u00fctzen kann, uns\n Ihrer wohlwollenden Eri\u0305nerung zu empfehlen, und Sie zugleich zu\n bitten in gewohnter G\u00fcte und Nachsicht unsere ersten Versuche beim K\u00f6nige zu erl\u00e4utern; wir haben\n unsere Beobachtungen in Bombay jetzt nahe vollendet; Adolph ist bereits seit 10 Tagen \u00fcber Mahabaleshwar und Sattara nach Poona abgereist , wir werden ihm wo m\u00f6glich in den n\u00e4chsten Tagen nachfolgen und dann\n direct nach Poona \u00fcber den Borghat gehen. Was uns hier noch zur\u00fcck h\u00e4lt , ist das\n Arrangement unserer Reisekosten und Ausr\u00fcstung mit dem Govern ment. Wir sind zwar im Ganzen sehr zu frieden, aber anderererseits andererseits ist die n\u00f6thige Ausr\u00fcstung so mannigfaltig und kostspielig, dass wir so sehr als m\u00f6glich sparen m\u00fcssen , nur auf dem Wege von hier nach Madras nicht, des prosaischen Geldpunktes wegen manche\n interessante Seitenstation unbesucht lassen zu m\u00fcssen. Ich weiss nicht, ob wir nicht selbst bei Ihrer stets so grossen Nachsicht\n gegen uns sehr unbescheiden scheinen m\u00fcssen, wenn wir Sie mit der\n Bitte bem\u00fchen, uns vielleicht einen etwas gr\u00f6sseren Reisebei trag vom K\u00f6nige zu verschaffen. Verzeihen Sie die fast unerlaubte\n Offenherzigkeit, und nehmen Sie zugleich die lebhafteste Versicherung\n entgegen, dass wir uns stets auf das eifrigste bestreben werden, das gro\u00dfe Vertrauen und die uns so\n sehr begl\u00fcckende Theilnahme des K\u00f6nigs durch m\u00f6glichst angestrengte Th\u00e4tigkeit zu sec zu verdienen . Indem ich die verbindlichste Empfehlung meines Bruders Robert beif\u00fcge bin ich in\n ausgezeichnetste r Hochachtung u. und Verehrun g E Euer Ex Excellenz dankbarst ergebener HSchl Hermann Schlagintweit","239":"Sie haben zum Feste auch Leo pold Voss zu einem gl\u00fccklichen Menschen gemacht. Da ich\n dabey selbst betheiligt bin so danke ich Ihnen samt dem tyran bien faisant mit w\u00e4rmstem Dank und sende Ihnen seinen Brief innliegend zu.\n Gleichzeitig erhielt ich heut von der General-Ordens- Commission den Rothen\n Adler-Orden 2ter Klasse mit Eichenlaub. Die ser letztre Zusatz\n erhebt das K\u00f6nigliche Ehrengeschenk sehr hoch. Es wird diesen Abend noch eine Festgabe f\u00fcr die Meini gen bilden. Nach den Feyertagen wer de ich m\u00fcndlich um\n Ihre g\u00fctige Anweisung bitten ob ich Sr. Seiner Maje st\u00e4t f\u00fcr die Hohe Gnade selbst schriftlich zu danken habe. M\u00f6gen Sie zum Feste in hei terer Gesundheit\n seyn. Ich verbleibe in inniger Verehrung Ihr dankbar ergebenster CGEhrenberg. Berlin 24\/12. 54.","240":"I Darjeeling , 24 . April\n 1855. Hochverehrteste Excellenz! Nachdem wir unsere Reise durch\n Central indien vollendet , ist es\n unsere angenehmste Pflicht , Ihnen einige\n Mittheilungen \u00fcber dieselbe zu machen; wir m\u00fcssen dabei vor allem mit\n dem besten Danke erw\u00e4hnen wie wichtig und werthvoll Ihre Briefe uns\n waren. \u00dcberall wurden wir in folge Folge Ihrer warmen Theilnahme an unseren Bestrebungen mit der gr\u00f6ssten Zuvorkom\u0305enheit aufgenom\u0305en und fanden stets alle H\u00fclfe\n der Beh\u00f6rden die wir zur F\u00f6rderung unserer Beob achtungen\n w\u00fcnschen konnten. Ihr Name ist hier so verehrt und bekannt wie \u00fcberall; selbst viele der unterichtetereren unterichteteren Natives in den St\u00e4dten, \u00fcberraschten uns sehr h\u00e4ufig mit den\n speciellsten Erkundigungen nach Ihnen, nachdem Sie sie ge h\u00f6rt hatten dass wir aus\n Deutsch land kamen. Wir haben uns erlaubt an den K\u00f6nig nicht nur einen Bericht \u00fcber die Reise (vielleicht mit Ausnahme des ersten und letzten Satzes die f\u00fcr die geogr. geographische Gesellschaft passend) sondern auch den\n officiellen Rapport an die indische Regierung zu \u00fcbersenden. Humboldt sandte die mit dem\n vorliegenden Brief eingegangenen Berichte der Schlagintweits im Juli\n 1855 an den Pr\u00e4sidenten der Berliner Gesellschaft f\u00fcr Erdkunde Carl Ritter . Vgl. Humboldt 2010 , 155\u2013157. Ritter ver\u00f6ffentlichte diese,\n sowie das Schreiben der Gebr\u00fcder an Friedrich\n Wilhelm IV. aus Calcutta vom 4. April 1855, auszugsweise\n in der Zeitschrift f\u00fcr allgemeine Erdkunde .Vgl. Ritter 1855 . Aus diesem w\u00fcrden wir Sie bitten der Academie aus III A. jenen Theil der sich auf die\n Abend - und Morgen r\u00f6the bezieht, und aus Theil IV. vielleicht ebenfalls\n einiges mitzutheilen. D r Doctor Rath Wohl der Geologe Gerhard vom Rath . oder Ewald sind wohl so g\u00fctig , die Sachen zu \u00fcbersetzen; es war uns bei der grossen Mannigfaltig keit der interessantesten Gegenst\u00e4nde , die uns jeden Tag umgeben , nicht m\u00f6glich selbst die \u00dcbersetzung zu machen. In Theil III A. finden Sie, wenn auch mit der Unvollst\u00e4ndigkeit die auf Reisen fast unm\u00f6glich zu vermeiden ist, verschiedene\n Beobachtungen \u00fcber die Abendr\u00f6the, die zun\u00e4chst durch Ihre Anregung\n uns au f gefallen sind. (Auch das\n Alpengl\u00fchen, ist die seconde coloration , ist hier ganz ebenso zu und das lang an dauernde n\u00e4chtliche Leuchten des Schnees ist hier in ebenso zu Darjeeling Kinchinjinga ebenso zu sehen wie wir es in den Alpen gefunden; ich werde n\u00e4chstens wieder einige Zeilen, speciell \u00fcber diesen Gegen stand Ihnen senden . ) Nachdem diese kleinen Mittheilungen II der Academie vorgelegt, w\u00fcrden wir sehr bitten, verzeihen Sie diese rasche Folge\n fast zu unbescheidener W\u00fcnsche, das erstere Prof Professor Poggen dorff f\u00fcr\n die Annalen, das 2 te der geologischen\n Gesellschaft mitzutheilen Die daraufhin von Humboldt angeregte\n Ver\u00f6ffentlichung der Forschungsergebnisse der Schlagintweits in Poggendorffs Annalen der Physik und Chemie und\n in der Zeitschrift der Deutschen Geologischen\n Gesellschaft gelang nicht. Vgl. Humboldt 2010 , 156. . Wir waren auf das freudigste von dem Beitrage \u00fcberrascht den S. Seine M Majest\u00e4t der K\u00f6nig uns zusenden\n lie\u00df.\n Wir bitten dem K\u00f6nige wiederholt unseren tief gef\u00fchlten Dank auszusprechen. Diese Sendung war uns gerade\n jetzt sehr werthvoll indem vielleicht von ihr die\n M\u00f6glichkeit nach Sikkim und dem Kinchinjinga zu kommen wesentlich abh\u00e4ngt. Unsere Pl\u00e4ne sind nemlich folgende : Meine beiden Br\u00fcder haben vor w\u00e4hrend des Sommers zun\u00e4chst Kamaon und Gurwal zu besuchen und gegen Ende des Sommers wo m\u00f6glich \u00fcber die P\u00e4sse an der Westgrenze Nepals nach Katmandu zu gehen . Der letztere Theil ihrer Reise ist nicht ganz bestimmt\n festgestellt , doch sind vom indischen Gouverne ment\n bereits sehr specielle Vor schl\u00e4ge an die\n nepaulesische Regierung gemacht worden . Ich selbst bin bereits nach am 5 ten April nach Darjeeling abgereist und werde versuchen von da nach Sikkim zu gehen. Der Raja hat die erste Anfrage der Regierung , wie ich erst hier in Darjeeling erfuhr , entschieden mit Nein beantwortet. Ich schlug jedoch jetzt vor, zun\u00e4chst durch D r Doctor Camp bell , den Residenten in Sikkim Darjeeling , nur direct an den Fuss des Kinchinjinga zu gehen. Ich\n bitte dieses nicht weiter mit zutheilen\n bis es gl\u00fccklichen Erfolg gehabt hat . Zu gleich wird es ganz unvermeidlich sein, wie wir bereits angedeutet , wurde den Beamten des Raja oder vielmehr indirect ihm selbst bedeutende Geschenke bis zum Betrage von etwa 1000 Rupien \u00e0 20 Sgr Silbergroschen zu machen, um unter wegs nicht aufge f h alten zu werden . Diess wird zun\u00e4chst von dem vom K\u00f6nige zu erhaltenden Beitrage zu bezahlen sein. Leider\n wird uns diess auch n\u00f6thigen uns in nicht zu ferner Zeit wiederholt um\n eine Geldsendung nach Berlin zu senden. D\u00fcrften wir hoffen dass Ihre g\u00fctige Vermittlung auch dieses mal uns unterst\u00fctzen wird. III Unsere Sammlungen , war bestehen vorzugsweise in geologischen Hand Gegenst\u00e4n Felsarten und Versteinerungen und in einer ziemlich vollst\u00e4ndigen S R eihe aller characteristischen Fluss - und Quellwasser, die wir auf unserer Reise durch Indien fanden. Sie wird in Glasflaschen mit eingeriebenen St\u00f6pseln und gut versiegelt, ein sehr interessantes Mat wie wir glauben , f\u00fcr sp\u00e4tere Analyse ausreichend gesichert . Unter den et h nographischen Gegen st\u00e4nden d\u00fcrften vielleicht besonders die Photographien und Abg\u00fcsse der Gesichter in Gips zu erw\u00e4hnen sein. Alles bis jetzt gesam\u0305elte Material liegt im Surveyor Generals office Bezeichnung f\u00fcr den St\u00fctzpunkt einer\n Regierung innerhalb eines bestimmten Ortes. Von hier aus wurden im\n Besonderen b\u00fcrokratische Abl\u00e4ufe geplant und angeleitet. (an das wir auch in Calcutta und wird sp\u00e4ter mit jenem aus dem Himalaya zusammen nach\n Europa geschickt. D\u00fcrften wir hoffen dass Sie uns auch die Ferne hin das Wohlwollen und die Theilnahme bewahren, die seit dem Beginner unserer ersten wissenschaft lichen\n Versuchen unsere wesentliche St\u00fctze war und die uns stets die sch\u00f6nste\n Erin n erung unseres Lebens bleiben\n wird. Ich wage kaum hinzu zuf\u00fcgen wie wir sehr wir durch einige wenn auch noch so kleine Mittheilung en von Ihrer Hand erfreut w\u00e4ren . (Addresse ( Surveyor Generals office Calcutta ). Mit dem Ausdrucke unbegrenzter Verehrung und Hochachtung Euer Excellenz ganz dankbarst ergeben er H. Hermann Schlgtwt. Schlagintweit S r Seiner Excellenz H err Bron Baron Humboldt etc et cetera etc et cetera etc et cetera Berlin","241":"Verehrteste\n Excellenz! Sie werden wahrscheinlich vor einigen Wochen durch meinen Bruder Herman\u0305 aus Calcutta einen kurzen Bericht Im angegebenen Zeitraum ist lediglich\n ein Schreiben Hermann Schlagintweits an Alexander von Humboldt aus\n Darjeeling (24. April 1855), bekannt. \u00fcber unsere Beobachtungen im s\u00fcdlichen Indien auf der Reise von Bombay nach Madras erhalten haben. Wir waren damals in Calcutta mit dem Packen unserer Instrumente und mit den Vorbereitungen f\u00fcr\n eine l\u00e4ngere Landreise so sehr besch\u00e4ftigt, da\u00df ich unm\u00f6glich Zeit\n fand vor unserer Abreise aus Calcutta wie ich gew\u00fcnscht h\u00e4tte, einige Zeilen an Sie zu senden. Mein Bruder Robert u. und ich beabsichtigen, wie Sie wissen, nach Nepal zu gehen; wir h\u00f6rten jedoch in Patna da\u00df besonder theilweise auch wegen der Grenzstreitigkeiten, die gegenw\u00e4rtig zwischen den Nepalesen u. Tibetanern stattfinden Zwischen 1855 und 1856 kam es entlang\n der Grenze zwischen Nepal und Tibet zu kriegerischen\n Auseinandersetzungen. Vgl. Schlagintweit et al. 1884 , 407. , f\u00fcr diesen Som\u0305er durchaus keine Hoffnung vorhanden sei, da\u00df die Nepal esische Regierung uns\n gestatten w\u00fcrde, uns von Kathmandu in\n das Innere des Landes zu begeben. Wir beschlossen daher weiter westlich nach Kemaon zu gehen. Wir hatten Calcutta am 25sten M\u00e4rz\n verlassen und kamen Mitte April in Naiy Nainy Tal an, einer h\u00fcbschen englischen Station in der\n Vorkette des Himalaya bei circa 6400\u2032 Engl. Englischen F. Fu\u00df etwas s\u00fcdlich von Almorah . Von der Hitze des April, die\n gew\u00f6hnlicher in den Ebenen Bengal s\n sehr gro\u00df ist, hatten wir verh\u00e4ltni\u00dfm\u00e4\u00dfig nur wenig gelitten, da dieses Jahr ungew\u00f6hnlich k\u00fchl war . ( n\u00e4mlich k\u00fchl im bengalischen Sin\u0305e f\u00fcr den\n Monat April , , wobei das Thermometer Mittags stets 30\u00b0 Cels Celsius , wahrscheinlich 33\u00b0 u und oft 36\u201337\u00b0 Cels Celsius 28.8 \u2013 29.6\n R\u00e9aumur stand.) Aber wir fanden die Hitze in der\n That mit einiger Vorsicht, weit weniger unangenehm u und weniger st\u00f6rend f\u00fcr Beobachtungen als ich\n fr\u00fcher gef\u00fcrchtet hatte. Von Nainy\n Tal aus machten wir verschiedene sehr interessante\n geologische Excursionen in den Vorketten des Himalaya , die hier aus neueren Schichten mit Foraminiferen u und Fucoiden bestehen, die mit alpinen Schichten\n die gr\u00f6\u00dfte \u00c4hnlichkeit haben . Wir wohnten je 3 Tage auf 2 der h\u00f6chsten Punkte, der Vorkette des Himalaya , auf dem Ch\u00ednur Pick ( circ circa 8700 E Englische F. Fu\u00df ) u und dem Loeria Kanta (circa 8200\u2032 ) von wo aus wir\n einen ungemein sch\u00f6nen u und belehrenden \u00dcberblick des Himalaya von den Nepal esischen Ketten an \u00fcber Nanda\n Devi , Trisool , Niti , Badrinath bis \u00fcber Gangotri hinaus\n genossen. Wir versuchten mehrere Zeichnungen dieser prachtvollen Himalaya Picks zu machen, u und wir massen zu verschiedenen Malen mit unserem vortrefflichen Pistor schen Theodoliten den Horizontal- u und H\u00f6henwinkel aller wichtigen Punkte. Wir erhielten hier einen sehr\n guten allgemeinen \u00dcberblick \u00fcber die Orographie dieses\n Theils des Himalaya . Der Com\u0305issioner Mr Mister Batten (dessen Sie\n sich wahrscheinlich von Prinz Waldemar \u2019s Reise Prinz\n Waldemar von Preu\u00dfen bereiste von 1844 bis 1846 Indien,\n wo er als Kriegsbeobachter auf britischer Seite am Ersten Sikh-Krieg\n teilnahm. Im Gefolge Waldemar s\n reisten unter anderem der Hauptmann im Generalstab Eduard von Oriola sowie \u2013 auf Empfehlung Humboldts \u2013 der Arzt und\n Naturforscher Werner Friedrich\n Hoffmeister . Humboldt verfasste ein Vorwort zum\n Prachtwerk Zur Erinnerung an die Reise des Prinzen\n Waldemar von Preu\u00dfen nach Indien 1844\u20131846 ( Mahlmann\/Oriola 1853, I,\n ii\u2013v ). her erin\u0305ern werden) u und Capt Captain Ramsay , welche mit der Topography\n von Kemaon sehr vertraut vertraut\n sind, unterst\u00fctzten uns bei mehreren Beobachtungen auf die zuvorkom\u0305endste\n Weise. Eine gro\u00dfe Eigenth\u00fcmlichkeit ist, da\u00df sich die h\u00f6chste Kette, oder vielmehr die h\u00f6chsten von Ost nach West fortziehenden Gruppen , da sie \u00fcberall durch tiefe Thaleinschnitte getrennt sind, M m auerartig sehr pl\u00f6tzlich \u00fcber die niederen\n Nordketten erheben. Es verleiht dieses dem Himalaya gegen\u00fcber den Alpen einen ganz eigenth\u00fcmlichen Character. Wir haben noch\n zu wenig vom Himalaya gesehen, um\n einen Vergleich mit den Alpen zu\n wagen; \u00fcberraschend sch\u00f6n ist jedenfalls hier die Vegetation; die sch\u00f6nen\n Eichen am Ch\u00ednur und das frische \u00fcppige Gr\u00fcn aller Laubb\u00e4ume an den Abh\u00e4ngen sind\n sicher in den Alpen nirgend sch\u00f6ner zu finden; die Rhododendron B\u00e4ume, die gerade als\n wir hieher kamen voll rother Bl\u00fcthen hingen , verleihen der Landschaft einen ganz eigenth\u00fcmlichen,\n reichen Character. Wir haben vor einigen Tagen 70 Coolies (Lasttr\u00e4ger) mit unseren Instrumenten, Zelten usw und so weiter nach Almorah vorangesandt; Robert ist heute Morgen\n abgegangen, ich werde morgen nachfolgen. Wir werden von hier zun\u00e4chst\n auf 2 verschiedenen Wegen nach Milum einem Dorfe der Bhootias Bezeichnung f\u00fcr eine in Sikkim lebende Bev\u00f6lkerungsgruppe. am Ostfu\u00dfe der Nanda\n Devi Gruppe gehen. Mein Bruder Robert geht mit dem gr\u00f6\u00dferen Theile der Coolies auf dem directeren Wege; ich\n selbst werde zun\u00e4chst die Gletscher am Ursprung des Pindur Stromes besuchen u und dort den S\u00fcdfu\u00df des Nanda Devi u. und Nanda Kot untersuchen, und von da\n \u00f6stlich in das Thal von Milum ( circ. circa 11400 E. Englische F Fu\u00df ) einbiegen. Wir werden in Milum etwa 14 Tage uns aufhalten u und von da nur mit dem n\u00f6thigsten Ger\u00e4th versehen nach Tibet gehen; in Tibet wird die Ausdehnung unserer Reise sehr von den Umst\u00e4nden u und von dem Zusam\u0305entreffen mit den Eingeborenen abh\u00e4ngen; wir\n haben vor dort uns westlich zu wenden und\n \u00fcber den Managhaut nach Badrinath zur\u00fcck zu kom\u0305en; von hier gehen wir nach Gangotri u und dan\u0305 auf 2 verschiedenen Wegen nach Simlah , wo wir Mitte October anzukom\u0305en hoffen. Durch das g\u00fctige Interesse, welches Mr. Mister Colvin , der Lt. Lieutenant Governor der NordWest\n Provinzen an unseren Beobachtungen nim\u0305t, werden wir in den Stand gesetzt\n werden, sehr zuverl\u00e4\u00dfige correspondirende Barometer- Beobachtungen so mit guten Instrumenten sowohl hier in Nainy Tal als in Agra zu erhalten. Von meinem Bruder Hermann der sich wie Sie wissen in Darjeeling befindet,\n kann ich Ihnen keine neueren Nachrichten mittheilen. Er befindet sich,\n eben so wie wir beide, fortw\u00e4hrend sehr wohl u und hat wie er uns schrieb in Sikkim reichen Stoff f\u00fcr seine Beobachtungen gefunden. Wir werden uns erlauben Ihnen zu schreiben sobald wir in Milum angelangt sein werden. Mein\n Bruder Robert , der sich Ihnen nochmal\n empfehlen l\u00e4\u00dft, wird dan\u0305 im Stande sein Ihnen eine kleine Sam\u0305lung von Photographien aus dem Himalaya zu senden Die Sammlung der Fotografien umfasst\n ethnographische und topographische Motive. Vgl. Jarvis 2015 , 161. , welche er hier bereits mit ziemlichem Erfolge begon\u0305en\n hat. Genehmigen Euer Excellenz die Versicherung der aufrichtigsten Verehrung u und des innigsten Dankgef\u00fchls mit welchem ich die Ehre habe zu sein Euer Excellenz dankbarst ergebener Adolph\n Schlagintweit. Nainy Thal in Kumaon 17 . Mai\n 1855. Sr Seiner Excellenz Baron von Humboldt etc et cetera etc et cetera etc et cetera verte. P. S. Post Scriptum Wir ersuchen Euer Excellenz uns Herrn von Olfers ,\n dessen freundlichen Brief wir in Calcutta empfingen, Graf D\u00f6nhoff ebenso wie Herren Prof. Professoren Ritter , Ehrenberg , H Heinrich Rose , G Gustav Rose , Weiss , Poggendorf usw und so weiter usw und so weiter vielmal zu empfehlen. Wir ersuchen Sie speciell uns bei Herrn von Savigny u und Herrn von Malzen in\n Erin\u0305erung zu bringen.","242":"Mit inniger Betr\u00fcbniss erfahre ich aus Ihrem lieben Briefe Dieses Schreiben konnte bislang nicht ermittelt\n werden. , theurer Rugendas , dass, was so\n vielen Zu f\u00e4lligkeiten eines bewegten\n Lebens entgegen entgangen war, in Ihrer ruhigen Wohnung durch Feuer und Wasser gelitten\n hat. Ein solcher Verlust von Ihrer Meisterhand, von der Hand dessen, der\n als der Urheber und Vater aller Kunst in Darstellung der Physiognomik der Natur betrachtet werden kann, ist sehr\n beklagen s werth, so viel Ihr Fleiss auch davon wieder restaurirt hat . Leider ! habe ich, der (wie Sie aus 30j\u00e4hriger Erfah rung wissen) so gern jedem Ihrer W\u00fcnsche\n zu vorkomme, seit schon 9 Monaten nicht\n mehr die Macht Ihnen durch Herrn von Kaulbach zuzu senden, was\n Sie auf eine so liebensw\u00fcrdige Weise erbitten. Die 4 . so herrlich unter G\u00e9rard \u2019s Auf sicht 1826 von Fortier (nicht von dem Raphael esken Forster ) gestochenen\n Kupfertafeln unter\n denen 3 Palmen sind, A c rocomia sclerocarpus sclerocarpa , Cocos coronata und Ela e is guineensis ,\n liegen in mit anderen Materialien, nicht mehr bei\n mir in Berlin , wo Sie sie\n sahen, sondern bei meinem Freunde Herrn von Cotta in Stuttgart . Es wird in weniger\n als in Jahresfrist eine neue Ausgabe von meinem Naturgem\u00e4lde der Tropenwelt mit einem Atlas in folio\n erscheinen, der neben jenen 4 For tier schen\n Kupfern, 6\u20138 andere botanische Profil zeichnungen des Pics von Teneriffa , Chimborazo , der Ackerbaugrenzen \u2026 enth\u00e4lt. Der Stich der 4 Kupferplatten hatte mir mich 1650 francs gekostet, die mit den 1500 francs, dem wohlfeilen Preise der von Ihnen acquirirten sch\u00f6nen Originale ein mir nicht ganz\n unwichtiges Geld object waren . Ich kann nicht disponiren was \u00fcber das was nicht mehr mein Eigenthum ist und in jener verh\u00e4ngnisvollen\n Rolle liegt . Mit alter Anh\u00e4nglichkeit und Freundschaft Ihr ergebenster AlHumboldt Berlin , d. den 20 . Juli 1855. An Herrn Maler Moriz\n Rugendas , Ritter des K\u00f6n. K\u00f6niglich Preuss. Preussischen Rothen Adler - Ordens, dritter Classe zu M\u00fcnchen frei AlHumboldt","243":"Berlin 14. Sept. September 1855. Innigst verehrter Herr Wenn auch die Geburtstage im sp\u00e4teren Leben die gr\u00f6\u00dften Feinde der Men schen sind, so erlauben Sie doch zu die sem neuen Siege \u00fcber den Erbfeind Ihnen\n meinen herzlichsten Gl\u00fcckwunsch auszusprechen. Vorgestern sprach ich den\n alten Herrn Dishen aus Peters burg , der uns damals\n so freundlich in seinem Hause bewirthet, und mit Romberg -Violoncell Concerte er heiterte und der jezt sehr schwer be weglich,\n eine Reise nach Deutschland unternommen hat, um sich auf Rath der \u00c4rzte zu verj\u00fcngen, was ihm auch\n ziemlich gelungen zu seyn scheint. Er leidet an Asthma und hat die Treppen\n bis zu mir nur durch zwischen dieselben gestellte St\u00fchle \u00fcber wunden. Er ist jezt ein Mann von 76. Jahren, war, ich glaube 1834., mit Frau und 12 frischen Kindern zur gol denen Hochzeit seiner Eltern nach L\u00fcbeck gereist und hatte bald dar auf 2 T\u00f6chter und 1 Sohn an demsel ben Tage trauen lassen. Sein gro\u00dfes Droguerie-Handlungshaus gedeiht unter dem Sohne und Schwiegersohn gl\u00fccklich fort. Sein Kampf mit den Geburtstagen ist weniger vollkom men aber doch auch gl\u00e4nzend. So m\u00f6ge nun ferner Ihnen die Kraft zum leichtesten Siegen bleiben, damit der\n Segen, welchen die Vorsehung durch Sie verbrei tet Ihnen selbst nicht allzul\u00e4stig wird. In herzlichster\n Verehrung wie immer Ihr dankbarster Ehrenberg.","244":"Um den sehr bescheiden bescheidenen Herrn Mariette der die ungeheure Entdeckung vom Serapis Tempel mit 63 Sarkophagen von Granit gemacht und den (in\n gegenseitiger Armuth) hier der junge Brugsch beherberget, zu ehren m\u00fcssen Sie, theurer Freund n\u00e4chsten Donnerstag um 3 Uhr bei mir speisen. Ich flehe, Sie den Aegypter mit zwei drei anderen Aegyptern zu vereinigen ist mein Wunsch. Sie werden finden (unaegyptisch) Rauch , Liszt , den \u00e4cht aegyptischen Hildebrandt und mein Hausbesizer Alexander Mendelsohn . Die Akad Akademie wird Sie hoffent lich nicht\n abhalten . Ich kann Sie vor 5 frei lassen,\n aber ungern. Mariette\u2019s Abreise zwingt mich zu dem unbequemen Tage . Ihr treuer AlHumboldt Montag Nacht Welch wundersch\u00f6nes roth im Blutregen . Das vom Abendmal! war etwas violetter.","245":"Euere Exzellenz! Wir hatten von Agra aus die Ehre einen ausf\u00fchrlicheren Bericht \u00fcber den Fortgang unserer Reise an S. Seine Majest\u00e4t den K\u00f6nig abzusenden. Wir waren in Agra so sehr mit Gesch\u00e4ften \u00fcberh\u00e4uft,\n da\u00df wir uns damals das Vergn\u00fcgen versagen mu\u00dften mit der eben\n abgesandten Post einige Zeilen an Euere Exzellenz zu senden. Wir verlie\u00dfen Muhsoorie am 9 . November, blieben einige Tage in Dehra am Fu\u00dfe des Gebirges und gingen von hier \u00fcber Rurki , wo der gro\u00dfe Ganges Tha Ganges canal uns manche gute Durchschnitte zu geologischen\n Beobachtungen darbot Der Bau eines Kanalsystems in den\n Jahren 1848\u20131854 diente der Bew\u00e4sserung der Region zwischen den Fl\u00fcssen Ganges und Yamuna . Vgl. Vernon-Harcourt 2015 ,\n 439. , nach Agra . Wir verlie\u00dfen Agra am 29 sten November um w\u00e4hrend der kalten\n Jahreszeit unsere Beobachtungen in den Gebirgsz\u00fcgen von Central- Indien fortzusetzen. Wie im vergangenen\n Jahre haben wir wieder Camele zum Transport der Zelte und des Gep\u00e4ckes\n genom\u0305en, w\u00e4hr die gro\u00dfenteils Nachts vorausmaschieren, w\u00e4hrend wir selbst zu\n Pferde von Morgens 4 Uhr bis gegen 10 und 11 Uhr nach reiten. Es wird uns auf diese Weise m\u00f6glich h\u00e4ufig 20 und 27 engl. englische Meilen in einem Tage zu machen, eine bei der\n indischen Art zu reisen, ziemlich bedeutende Distanz. In diesem Theile von Indien kann man\n wirklich von einer kalten Jahreszeit sprechen; die N\u00e4chte und Morgen\n bei +6 bis 7\u00b0 Cels. Celsius sind in der That k\u00fchl; Mittags bei 24 bis 28\u00b0 Cels. Celsius im Schatten wird die indische Sonne kr\u00e4ftig\n genug, um den Europ\u00e4er, der sich zu viel im Freien bewegt, daran zu\n erinnern, da\u00df er sich in einem fremden, tropischen Clima befindet. Mein Bruder Robert und ich trafen im\n be\u00dften Wohlsein am 7 . Dec. December in C\u0321hia\u0361nsi ein. Wir fanden unterwegs manche geologische Erscheinungen, die uns\n durch ihre gro\u00dfe \u00c4hnlichkeit mit den Verh\u00e4ltnissen in S\u00fcd- Indien sehr \u00fcberraschten. In beiden F\u00e4llen\n tritt eine ausgedehnte Granit formation mit\n zahlreichen Granitkuppen von concentrisch-schaliger Absonderung auf;\n rings um diese Granitplateaus breiten sich horizontale Sandsteinlagen aus; offenbar das Material zu ihrer Bildung wurde deutlich durch die Zersetzung\n des Granites geliefert; diese horizontal liegende Sandsteine sind sowohl Bundelkund Terti\u00e4r Steinkohle Sandst. Sandstein mit Diamant Mergelsch Mergelschiefer des Jura Granit Humboldts Schnittdarstellung der Gesteinsschichten bei Bundelkhand nach den brieflichen\n Angaben von Adolph Schlagintweit hier in Bundelcund als\n in S\u00fcdindien das diamantenf\u00fchrende Gestein, und in beiden Localit\u00e4ten\n ruhen sie in \u00fcbergreifender Lagerung auf (gest\u00f6rten) u und gehobenen Mergelschiefern, die letzteren\n geh\u00f6ren , wie ich zu glauben viele Ursache habe, zur Juraformation. Wir werden Gelegenheit haben im Laufe dieses Winters die\n Verarbeitung dieser Gesteine, ebenso wie die Lagerungsverh\u00e4ltnisse einer sehr wahrscheinlich terti\u00e4ren Kohlenbildung von gro\u00dfer Ausdehnung,\n welche die Diamantensandsteine \u00fcberlagert, n\u00e4her zu verfolgen. Wir hoffen bis ungef\u00e4hr 15 . Dec. December die Station Sager zu\n erreichen; von dort aus werden mein Bruder Robert und ich verschiedene Wege verfolgen. Robert beabsichtiget von Sager \u00fcber Hosungabad nach Baitul zu gehen um ein Profil der Satpura Berge am S\u00fcdufer der Nerbudda zu erhalten, von\n dort wird er nach Jubulpoor und\n nach dem kleinen Plateau von Umercuntuk gehen, welches die\n Central Wasserscheide zwischen der Nerbudda und Sone bildet, u und dan\u0305 nach Agra zur\u00fcckkehren. Ich selbst gehe direct nach Jubulpoor und Nagpoor und von da noch\n etwas s\u00fcdlicher in die Richtung gegen Hyderabad im Deccan . Ich erlaube mir zum Schlusse Sie noch mit einer Bitte zu\n bel\u00e4stigen. Es w\u00e4re uns besonders f\u00fcr die Beobachtungen im Himalaya u und in Tibet von sehr gro\u00dfem Nutzen wenn\n wir 3 kleine gut getheilte Theodoliten aus Berlin erhalten k\u00f6nnten. Wir besitzen zwei gro\u00dfe\n Theodoliten von Ertel und von Pistor , die uns an allen gr\u00f6\u00dferen Stationen vortreffliche Dienste leisten; aber sie sind etwas zu gro\u00df um im\n Gebirge, wo wegen vor\u00fcberziehender Wolken oft gro\u00dfe Eile n\u00f6thig ist,\n so h\u00e4ufig aufgestellt und abgelesen zu werden, als wir w\u00fcnschen\n w\u00fcrden. Wir fanden es mitunter sehr schwer ohne Zeitverlust ein\n gr\u00f6\u00dferes Instrument auf hohe Gletscherp\u00e4\u00dfe herauf- zuschaffen, und in\n Tibbet, wo wir um dem Mi\u00dftrauen der chinesischen Beh\u00f6rden zu entgehen \u00f6fter\n sehr rasch u und mit m\u00f6glichst wenig Gep\u00e4ck reisen mu\u00df, ist es bei manchen Excursionen ganz unm\u00f6glich andere als sehr compendische Instrumente\n mitzunehmen. Die kleineren englischen Theodoliten, welche wir uns hier in Indien zu verschaffen suchten, sind wirklich schlecht u und von verh\u00e4ltni\u00dfm\u00e4\u00dfig sehr grober Theilung, und von der ostindischen Compagnie k\u00f6nnen wir jetzt, nach den gro\u00dfen Auslagen die sie f\u00fcr unsere Instrumente gehabt hat, wie wir\n k\u00fcrzlich erfahren haben, auf keinen Fall mehr neue kleinere Theodoliten\n erhalten. Euer Excellenz w\u00fcrden uns daher in der That einen sehr\n gro\u00dfen Dienst erweisen, wenn Sie bei dem K\u00f6nige die Erlaubni\u00df zur Absendung der Instrumente von Berlin aus f\u00fcr uns mit Ihrer gewohnten G\u00fcte, erhalten k\u00f6nnten. Ich habe mir erlaubt, ein Blatt\n mit einigen Bemerkungen \u00fcber die Theodoliten f\u00fcr den Mechaniker diesem\n Briefe beizuf\u00fcgen . Die deutschen Theodoliten\n sind jetzt weit besser getheilt als die englischen , ich glaube Pistor , oder Repsold oder Andere werden wohl kleine Theodoliten ungef\u00e4hr von der\n gew\u00fcnschten Gr\u00f6\u00dfe u und Construction vorr\u00e4thig haben; auf die Anfertigung neuer\n Instrumente zu warten, w\u00fcrde wie ich f\u00fch f\u00fcrchte , bei der leider zu allgemeinen Langsamkeit mechanischer Institute zu lange Zeit in Anspruch nehmen . Ich f\u00fcrchte Eure Excellenz werden mich in der That sehr\n unbescheiden finden[,] wenn ich mir erlaube zu bemerken, da\u00df uns die\n Instrumente doppelt werthvoll w\u00e4ren, wenn wir sie m\u00f6glichst rasch erhalten k\u00f6nnten, um sie noch im n\u00e4chsten Som\u0305er im Himalaya ben\u00fctzen zu k\u00f6n\u0305en. Wir\n w\u00fcrden bitten dieselben \u00fcber Triest ( per Overland Mail nach Bombay zu senden; sie brauchen von Berlin aus auf diesem Wege circa 5\n Wochen bis Bombay , w von wo sie in 9\u201314 Tagen nach Simla kom\u0305en.\n Wenn vielleicht Herr Profe\u00dfor Enke die\n gro\u00dfe G\u00fcte haben wollte die Instrumente sobald ( als m\u00f6glich auszuw\u00e4hlen u und sogleich verpacken u und absenden zu lassen, so k\u00f6nnten sie noch ganz gut bis Anfang Mai\n oder Ende April in Simla eintreffen.\n Sie w\u00fcrden gewi\u00df im Himalaya nicht\n unbenutzt bleiben. Ich erlaube mir ferner noch um 3 kleine Taschensextanten (vielleicht franz\u00f6sische oder englische wen\u0305 in Berlin keine vorr\u00e4thig sein sollten,) zu bitten; sie w\u00e4ren uns von h\u00f6chstem\n Nutzen; wir besitzen jetzt gar keinen; ein englischer , den wir hatten, ging leider durch das Erst\u00fcrzen des Tr\u00e4gers w\u00e4hrend\n der zweiten tibbetanischen Reise ganz zu Grunde. Unser Bruder Hermann befindet sich\n jetzt in Ober Assam ; Ich verbleibe in gr\u00f6\u00dfter Verehrung u und Dankbarkeit Euer E x zellenz ganz ergebenster Adolph Schlagintweit Sangor 15 . December 1855 Sangor ? p. page 3 steht Sager Theodoliten Die w\u00fcnschenswertheste Gr\u00f6\u00dfe w\u00e4re ungef\u00e4hr f\u00fcr 2 Theodoliten ein\n Durchmesser de s r getheilten Kreise von etwa 13 bis 14 Centimeter; der dritte\n d\u00fcrfte etwas kleiner sein , circa 10\n Centimeter Durchmesser (um unter allen Umst\u00e4nden leicht transportirt\n werden zu k\u00f6nnen). Der VerticalKreis sollte ebenfalls ein ganzer Kreis\n sein f\u00fcr Sum\u0305enbeobachtungen usw und so weiter . Die Transportabilit\u00e4t w\u00fcrde\n sehr erleichtert, wen\u0305 der H\u00f6hen-Abstand von dem\n Horizontal - zum VerticalKreise nicht m\u00f6glichst klein w\u00e4re, und wenn das Fernrohr f\u00fcr die Verpackung etwas\n stark in einander geschoben werden k\u00f6nnte. Eine m\u00f6glichst solide\n Verbindung des Vertical- mit dem HorizontalKreise, gute\n Befestigung der Niveaus usw. und so weiter w\u00e4re bei dem starken Sch\u00fctteln der Instrumente auf Camelen u und Packpferden sehr w\u00fcnschenswerth. Eine sehr compacte und feste\n Verpackung in guten Holzkisten w\u00fcrde die Brauchbarkeit der Instrumente\n f\u00fcr unsere Reisen wesentlich erh\u00f6hen; der Holzkasten und alle\n Hol z vor- spr\u00fcnge im Innern sollten\n mit Schrauben befestiget sein, da der blo\u00dfe Leim in einem hei\u00dfem Clima\n nicht dauernd h\u00e4lt. \u00dcber den Holzkasten bitten wir einen festen\n Leder\u00fcberzug mit Schnallen machen zu lassen, mit 2 Trageriemen um\n von einem Man\u0305e auf dem R\u00fccken getragen zu werden. Ich erlaube\n mir f\u00fcr den Mechaniker noch an 2\u20133 Son\u0305engl\u00e4ser, Prisma, Beleuchtungsapparat f\u00fcr die F\u00e4den bei Nachtbeobachtungen, Schraubenzieher u und Stift zum Niveaucorrigiren, Pinsel zu r Entfernung des Staubes usw und so weiter zu erinnern. Ich glaube da\u00df Lu Loupen u. und eine gute Verniertheilung einer Ablesung durch Microscope mit\n Trom\u0305eln vorzuziehen w\u00e4ren, da die letztere bei so kleinen\n Instrumenten etwas zu zeitraubend ist. Wenn der Mechaniker vielleicht eine kleine Notiz \u00fcber etwaige\n Eigenth\u00fcmlichkeiten in der Construction der Instrumente oder in der Art u und Weise der Correctionsschrauben f\u00fcr die Niveaus\n hinzuf\u00fcgen k\u00f6nnte, so werde es uns vielleicht von Nutzen sein. Es\n w\u00e4re vorteilhaft, wen\u0305 an dem Theodoliten eine\n Magnetnadel angebracht w\u00e4re zur schnelleren Orientation? Wir bitten f\u00fcr jeden der 3 kleinen Theodoliten einen eigenen Stand\n beizuf\u00fcgen, der fest aber nicht zu schwer sein sollte. Ich glaube es\n w\u00e4re am zweckm\u00e4ssigsten wen\u0305 die 3 F\u00fcsse des Standes sich\n zusam\u0305enklappen liessen, und wen\u0305 oben auf eine feste\n Schraube sich ein mit 3 Rin\u0305en versehenes Brett aufschrauben\n liesse; auf das wen\u0305 m\u00f6glich w\u00fcrden wir bitten an dem Stande kein Eisen sondern nur Messing anwenden zu lassen; es k\u00f6nnte\n dan\u0305 zugleich zur Aufstellung von magnetischen Instrumenten,\n prismatischem Compa\u00df usw und so weiter ben\u00fctzt werden. Taschensextanten 3 gute Taschensextanten (Snuff Box oder Pocket Sextant) w\u00e4ren uns zu\n manchen Messungen die zur Erl\u00e4uterung geologischer Profile dienen,\n bei welchen nicht die letzten Genauigkeit erfordert ist , aber Zeitersparni\u00df von gro\u00dfer Wichtigkeit\n ist, sehr n\u00fctzlich. Wir erlauben uns zu bemerken: 1) . Der Kreis sollte wirklich bis 180\u00b0 (90\u00b0 jede Seite) getheilt u und ablesbar sein, was f\u00fcr rasche u und h\u00e4ufig wiederholte Son\u0305enbeobachtungen an\n wichtigeren Zwischenstationen sehr n\u00fctzlich ist; Son\u0305engl\u00e4ser u und kleines Fernrohr mit Son\u0305englas n\u00f6thig. 2) (Wen\u0305) 2 kleine Niveaus, das eine\n f\u00fcr horizontale , das zweite f\u00fcr\n verticale Stellung des Taschensextanten w angebracht w\u00e4ren, so k\u00f6nnten den Sextanten\n f\u00fcr geologische Zwecke zu raschen Winkelmessungen u und Absteckung von Horizontalen sehr vortheilhaft ben\u00fctzt\n werden. 3) An den Deckel des Sextanten bitten wir eine Schraube anpa\u00dfen zu\n lassen mit einem Kis Kniegelenke , welches sowohl in horizontaler als verticaler Richtung beweglich sein sollte. Diese Schraube k\u00f6nnte\n dan\u0305, sobald die Niveaus ben\u00fctzt werden sollen, in das Holz\n irgend eines unserer St\u00e4nde eingeschraubt werden. 4 ) . 3 kleine k\u00fcnstliche Horizonte aus schwarzem Glas von circa\n 8 Cent. Centimeter Durchmesser bitten von den Sextanten\n beizupacken. Adresse . Adolphe\n Schlagintweit Esq. Esquire In Charge Magnetic Survey of India at Bombay Care of A. August Huschke & Cp. Company the Consul for Hamburgh at Bombay . Fort Glass Great care Via Per Overland Mail , via Triest . Die Overland Mail ist\n bei weitem der rascheste Weg, um das Cap brauchen die Instrumente 4 Monate l\u00e4nger. Adresse in Kiste sehr deutlich einzuschneiden u und anzumalen. Sehr feste Verpackung in gute Kiste mit leichten\n Eisenreifen n\u00f6thig; da die Kisten f\u00fcr die Overland Mail nicht zu gro\u00df\n sein d\u00fcrfen, w\u00e4re eine Verpackung s\u00e4m\u0305tlicher Instrumente in 2\n Kisten sehr vortheilhaft. Ein Agent in Triest wird n\u00f6thig sein, da\n erst von Alexandria aus die\n Overland Mail das Gep\u00e4ckst\u00fcck in Empfang nim\u0305t. Eine Declaration\n mit Angabe des Werthes u. und eine Versicherung auf dem Werthe entsprechend, wird die Sicherheit des Transportes\n sehr bef\u00f6rdern.","246":"Allerdings sind Herrn Radlkofers Ar beiten antigobineauischen Inhalts sehr merkw\u00fcrdig. Darf ich, theurer Freund, Sie\n bitten Burmeisters zoonomische Briefe Burmeister 1856 , deren Zueignung ich nicht vermeiden kann, anzusehen und mir m\u00fcndlich zu sagen, ob irgend etwas Gr\u00fcndliches\n in der Eintheilung der Infusorien! liegt . Dankbar Ihr AHt Donnerstag","247":"Mein theurer Freund und Reisecumpan! Ich habe jezt nach Erhaltung Ihres so aufkl\u00e4renden Briefes die frechen, vornehm\n absprechenden zoonomischen Stellen nachgelesen. Mein Ent schluss\n war gleich gefasst. Hier meine Antwort die bereits abgegangen ist. \u201eF\u00fcr die Mittheilung Ihrer zoon. zoonomischen Br. Briefe Burmeister 1856 die gewiss schon wegen ihrer Form einen grossen Leser kreis finden werden, sage ich Ihnen meinen innigen Dank. Ihren mir \u00fcberaus\n ehrenvollen Antrag der Zueignung, so sehr er mich zur Dankbarkeit\n verpflichtet, werde ich leider! nicht annehmen k\u00f6nnen, nicht etwa wegen meiner Art des Liberalismus welcher als alter Freund von Wilberforce und Vertheidiger der Gleichberechtigung aller Carusschen Nacht- und\n D\u00e4mme rungs-Menschen ein Gr\u00e4uel hat an Gobineau\u2019s aristocratischer Doctrin von der Ungleichheit der menschlichen Rassen;\n nicht etwa (Sie z\u00fcrnen nicht \u00fcber meine Scherze!) als m\u00f6chte ich Ihr folgsames Carlchen schon S. Seite 20 zum Rebelliren auf fordern, weil\n etwas vorbereitet wird was wohl zu meiner Betr\u00fcbniss in den nicht gesehenen\n lezten 15 Bo gen stehen k\u00f6nnte. Das alles ist\n heiterer Scherz und zwischen uns beiden schon einmal besprochen; nein die\n ernste Ursache aus der ich Sie bitten muss, meinen Namen diesem Werke nicht\n vorzusezen ist in zarten Gef\u00fchlen innigster Hochsch\u00e4zung und Freundschaft\n f\u00fcr den mir ewig theuren Ehrenberg gegr\u00fcndet. Ich bin weit davon entfernt zu glauben, dass er seinen Rang als Systema tiker herabgedr\u00fckt,\n sein Beobachtungstalent selbst verd\u00e4chtigt hat ; wird; einer ja dass einer ein immer mehr sich noch verdunkelnder Schatten auf seine Leistungen gefallen ist. Das ist viel in eine Phrase zusammen gedr\u00e4ngt . In China geschehen die grossen Hinrichtungen nicht im Fr\u00fchjahr\n sondern im Herbste, daher nannte Klaproth eine brochure in der er sich anmuthig mit seinen Gegnern bescheftigte: les\n grand ex\u00e9cutions d\u2019automne . \u201c Ich denke die Antwort wird ihm etwas unangenehm sein . Ihr ewig treuer AlHumboldt d. den 22 . M\u00e4rtz 1856 Nachts","248":"Sie erhalten hier, mein theurer liebensw\u00fcrdi ger Freund den Antrag an\n die Akademie, der mir sehr sehr am Herzen liegt und von dem Ihnen Klotzsch , der ihn mit unter schreiben muss, schon gesprochen hat . Sie erlauben wohl dass die Abhandlung \u00fcber die Corallinen von Schacht Schacht\n 1856a Montag am 19 Mai in der physikal. physikalischen Klasse vorge legt werde: auch bitte ich dass Sie\n g\u00fctigst die Abhandl. Abhandlung \u00fcber die Abnormit\u00e4t der Gewebe in der kranken Kartoffelpflanze Schacht 1856 circulire n . So eine Abhandlung heilt\n nicht aber sie stellt wissenschaftlich die Thatsachen dar in den afficirten\n Theilen . Aber alles das interessirt mich weniger als Ihr Kummer der nun ganz der meinige wird. Am meisten \u00e4rgert sie, sobald wir vorw\u00e4rts gehen! Goethe 1816 Die Berliner lassen mich alle gr\u00fcssen und hassen mich bis\n in den Tod . G\u00f6the Goethe 1828 Ich tadle ihn nicht denn auch ich bin nie\n gleichg\u00fcltig gewesen wenn ich Jahre lang im Quar terly Review von Barrow als ein\n ober fl\u00e4chlicher Compilator bin\n heruntergerissen worden, wenn in einem Register von Bory St Saint Vincent , dem ich in seiner Verbannung Aufnahme in Holland u und Berlin verschafft, stand Humboldt , ouvrages: voyez Bonpland . Ich verstehe ganz wie Sie bei Ihrem raschen\n Fortschreiten in dem geologischen und hypsometrischen Theile Ihrer\n gl\u00e4nzenden Entdeckung, durch nahes neidisches Gebelle gest\u00f6rt werden! Bei\n mir dauert so ein \u00c4rger 2-3 Tage: er wird gelindert durch 2 Mittel a) etwas\n Rache auszu\u00fcben wie Sie auch wollen, durch eine heterogene Zertreuung Zerstreuung im Anblik der Natur . Leider! hindert\n Sie wohl Ihr Herrscherposten Ehrenberg war 1855\/56 Rektor der Berliner\n Universit\u00e4t von einem Sonnabend bis Montag Abend nach dem sch\u00f6nen Tharandt oder nach Heimburg zu gehen . Der Burmeister (ein sehr anmaassender ekliger, ausser der Insectenwelt sehr oberfl\u00e4chliger Schriftsteller von dem die Nachwelt nichts wissen wird) w\u00fcrde ich Ihnen nicht haben\n schicken k\u00f6nnen da ich ihm sein Buch Burmeister 1856 zur\u00fck geschikt hatte als ich mir eine Dedication verbat von einer Schrift, in der \u201emein theurester Freund , einer der gr\u00f6ssten und begabtesten Naturforscher aller\n Zeiten\u201c so schreiend ungerecht behandelt wurde. Ich wusste gar nicht dass\n das elende Buch erschienen sei . Er hat es\n mir nicht geschikt. Ihre neuen Mittheilungen \u00fcber die belebte Meerestiefe Ehrenberg 1856 sind vom h\u00f6chsten Interesse. Ich begreiffe nicht wie man sich nach den fr\u00fcheren Erfahrungen der Idee widersezen kann, dass die Thiere auf\n dem Meeresgrunde leben. Die Uebersiedelung des Hofes eben Montag von Charlottenburg nach Sanssouci hindert mich Montag in\n der Klassensizung zu erscheinen . Die grosse Wichtigkeit die ich in dem bald erscheinenden 4ten Bande des vielgelesenen Cosmos Humboldt 1845-1862 , IV auf Ihre Entdeckungen besonders in Hinsich t auf Geologie u und Geographie der belebten Formen u und Zustand der Atmos ph\u00e4re lege wird wohl etwas als Ableiter dienen. Uebrigens ist es meine feste Meinung, dass\n der, welcher und uns die langweilige einseitigste Ein Zelle Alexander Braun geschenkt und bei einer ebenfalls\n sehr grossen Einseitigkeit des Wissens von Schmeichlern get\u00e4uscht mit\n einer unglaublich frechen Beharrlichkeit und Anmaassung an der Verminderung des Ruhmes derjenigen Jahre lang arbeitete, die er hasste weil sie seine Ausspr\u00fcche nich t f\u00fcr Evan gelien hielten, den Hauptgrund zu gewissen Abneigungen in der\n Akademie gelegt hat. Ich kenne niemand der so unabl\u00e4ssig daran\n arbeitete anderen zu schaden die das Ungl\u00fck hatten ihm zu misfallen! Ihr dankbarer AHt Freitag tiefe Nacht Ich habe leider Comptes rendus nur bis 25 Fevrier wo ich nicht v. von Ihrer Sendung an Elie de Beaumont finde . Auch nichts im Journal Du Cosmos bis 5ten Mai . Das lezte St\u00fcck, das ich habe . Seit Arago\u2019s Tode hat unter dem stumm und geistes schwachen Elie de Beaumont den Buch aus Gr\u00fcnden viel so sehr gelobt, das Institut alles Leben\n verloren.","249":"Ich eile, theurer Freund, da ich selbst heute Nachmittag nach Potsdam muss Ihnen die Africana Ehrenberg 1856b , die \u00e4usserst interessant sind, schon jezt zur\u00fckzusenden, damit sie Ritter bald durch Ihre G\u00fcte f\u00fcr die Zeitschrift Ritter 1856 erhalten k\u00f6nne. Ich habe ebenfalls Peters gebeteten gebeten mit dem Auszug, den mir der Vater geschikt und der die Beschreibung des Manati ( Lamantin ) enthielt ein\n gleiches zu thun . Wegen der Bernsteinthiere werde ich nach Ihrem Rathe einen f\u00f6rmlichen Antrag fordern . Ich werde aber deshalb von Potsdam aus an Prof Professor Baum schreiben, habe aber sch\u00e4ndlich ver gessen wo er ist. Ich denke\n Professor in G\u00f6ttingen ? Wenn der Brief an mich, wie ich glaube in Ihren H\u00e4nden geblieben ist, so bitte ich Sie ihn mir noch heute zum hierher nach Berlin zu\n schicken . Ihr treuester AlHumboldt Sontags eiligst Ich denke in Baum\u2019s Briefe gelesen zu\n haben dass das Bernstein MSS Manuskript ganz fertig redigirt, und zwar\n dieses Mal von einer Person redigirt ist.","250":"Da ich eben erst mit Ihrer immer wohlth\u00e4tigen H\u00fclfe, theurer Freund, der Classe\n mit einigen Thr\u00e4nen zur Rettung des braven Schacht 400 Reichsthaler abgelokt habe, so ist es allerdings\n unbescheiden, dass ich Ihre Freund schaft schon wieder in Anspruch nehme . Die Bernstein Fauna die D r Doktor Behrends in Danzig unter beg\u00fcnstigenden Verh\u00e4ltnissen hat zusammen tragen k\u00f6nnen, die nicht wieder kehren, ist zu wichtig als dass\n ich nicht auch von meiner Seite einen Versuch machen sollte Prof. Professor Baums Wunsch zu erf\u00fcllen . Der An trag der Familie ist bei\n ihren geringen Geldmitteln sehr bescheiden und es w\u00e4re traurig wenn das\n Werk unvollendet bliebe . Ich bitte Sie inst\u00e4ndigst da meine Uebersiedlung nach Potsdam mich hindert Sie pers\u00f6nlich anzuflehen,\n die Sache zur Sprache zu bringen und durch Ihr m\u00e4chtiges Wort zu\n unterst\u00fczen . Der so vornehm thuende Hallische Archont hat\n es f\u00fcr bequemer gehalten die b\u00f6sen Briefe mir Durch den Verleger Herrn Wigand schicken zu lassen mit einem\n Briefe von diesem der eine Art Klage enth\u00e4lt, dass ich die Zueignung zur\u00fck\n gewiesen . Dies hat mir dann Gelegen heit gegeben mich \u00fcber die Ursache der Zur\u00fcckweisung, die Roheit allgemein\n absprechen der Urth anmaassender Urtheile ueber einen der ersten Naturforscher des 19 t. ten Jahrhunderts (meinen innigen Freund und Reisegef\u00e4hrten) wiederum etwas deutlich zu erkl\u00e4ren . Mein Brief wird gewiss mitgetheilst mitgetheilt . Indess hat Burmeister mir selbst aber bloss \u00fcber seine Patagonien-Reise (der\n Minister Raumer antwortet ihm nicht!)\n geschrie ben. Er r\u00fchmt sich dass er \u201edie mir so anst\u00f6ssige\n Stelle p pagina 41 ge\u00e4ndert zu haben und hofft und dass die gegenw\u00e4rtige Fassung gen\u00fcgen werde, voll Bedauern \u00fcber\n die urspr\u00fcngliche, aller dings zu r\u00fccksichtslose\n Fassung.\u201c Ich finde dass er im Texte jezt sehr lobend auftritt um in den\n Noten p pagina 326\u2013329 wieder unan st\u00e4ndig zu werden. Der allerdings vielgereiste aber langweilig breite Mr Monsieur Gaimard schreibt mir dass er den Pr Prinzen Napoleon (nich t Su Altezza Canina ) auf einer nordischen naturhist. naturhistorischen Expedition mit vielen Gelehrten (?) und 2 Corvetten den 15 Junius\n (einen Tag nach der heiligen Taufe des Pr. Prince Imp\u00e9rial ) abschift nach Nord\n Cap , Faroe , Island u und Spizbergen !! Mit alter Liebe und Verehrung Ihr AlHumboldt d. den 27 Mai 1856 Dr Doktor Vogel in Leipzig schreibt mir das gl\u00fck liche Nachrichten von seinem Sohne in Kuka vom Dec. December vorigen Jahres gekommen sind . Er schikt die Beschreibung eines Manati\u2019s am Benue -\n River . Er soll die sonderbare Eigenschaft haben den Fluss\n zu verlassen und ins Meer zu gehen um dort zu jungen.","251":"Kardong in Lahaul ( Kulu ) 15 . Juni 1856. Verehrteste\n Excellenz! Sie werden bereits einen kleinen Bericht \u00fcber den Fortgang unserer Beobachtungen in Indien Wohl das Schreiben von Adolph und Robert\n Schlagintweit an Friedrich\n Wilhelm IV. , Simla ,\n 26. Mai 1856, BSB, Schlagintweitiana II. 1.43.222. Vgl. auch die Briefe Adolph und Robert Schlagintweit s an den Pr\u00e4sidenten\n der Gesellschaft f\u00fcr Erdkunde\n zu Berlin , Carl\n Ritter , UB Freiburg; Ritter NL 33\/160, Kasten 4. erhalten haben, den wir von Simla aus Ende Mai nach Berlin absandten. Wir verlie\u00dfen Simla Ende Mai um auf verschiedenen Routen unsere Beobachtungen im\n westlichen Himalaya von Ladakh fortzusetzen. Mein Bruder Robert begleitete mich durch Kulu bis hieher nach Lahaul , von hier geht er \u00f6stlich\n \u00fcber den Para Lac\u0321ha Pass nach Ladakh , ich selbst gehe mehr westlich nach Zanskar . Unsere Reise durch Kulu war uns in vieler Beziehung\n interessant. Der Satelec\u0321kh l\u00e4uft\n entlang einer wichtigen geologischen Grenze. Auf der\n linken \u00f6stlichen Seite in den kleinen Staaten rings um Simla herrschen metamorphische aber urspr\u00fcnglich sedimentaire Gesteine, in denen es mir auch gelungen war , sehr ver\u00e4nderte Petrefacte (marinen ursprunges Ursprunges ) aufzufinden. Auf der rechten westlichen Seite des Satelech Thales hingegen , in Kulu , traten ganz\n verschiedene merklich crystallinische Gesteine, Gneiss , wahrer Glim\u0305erschiefer , Chloritschiefer auf, die eine ganz neue Gebirgsgruppe bilden. Durch Das sch\u00f6ne fruchtbare Thal des Bias entlang gingen wir \u00fcber Sultanpur u. und \u00fcber den Rotang Pass an der\n Quelle des Bias nach Lahaul in das L\u00e4ngenthal des oberen Chenab . Die Thalbildung hier im westlichen Himalaya ist sehr verschieden von der Thalbildung im Himalaya , von Kemaon und Gharwal . In\n dem letzteren Theile findet man nur ungeheure\n Querth\u00e4ler , die sich von der Wasserscheide des\n Gebirges in Tibbet ununterbrochen\n nach S\u00fcden herab fortsetzen. Im westlichen Himalaya hingegen kom\u0305en viele gro\u00dfe L\u00e4ngenth\u00e4ler vor mit sch\u00f6ner breiter culturf\u00e4higer Thalsohle; u. und auch die Querth\u00e4ler sind oft weniger steil u und eng als im Ost Himalaya . Hier in Lahaul bei 10000 u und 11000 sind wir so ziemlich au\u00dferdem au\u00dfer dem Bereiche der indischen Regenzeit; das Clima ist hier sehr\n sch\u00f6n, u und das Gebirge so gro\u00dfartig als irgend ein Theil des Himalaya , den wir bis\n jetzt zu besuchen Gelegenheit hatten. Die Bev\u00f6lkerung ist tibbetanisch, u und gro\u00dfentheils mit Handel besch\u00e4ftigt. Wir haben hier bereits viele\n geographische Angaben u und Routen gesam\u0305elt, die vielleicht zur L\u00f6sung der interessanten Fragen Ihres letzten Briefes Der hier erw\u00e4hnte Brief Humboldts\n konnte bislang nicht nachgewiesen werden. beitragen werden . Sie werden entschuldigen wen\u0305 ich mir erlaube Ihre uns so oft bewiesene\n G\u00fcte abermals in Aspruc Anspruch zu nehmen. Wir haben oft sehr vermi\u00dft, keine Karten vom westlichen Asien u. und Central Asien zu besitzen auf der wir im Stande waren die vielen uns von Eingeborenen jener L\u00e4nder\n (reisenden Kaufleuten) gegebenen geographischen Nachrichten u und Routen verfolgen u und eintragen zu k\u00f6n\u0305en. Einige kleine englische Karten die wir uns zu diesem Zwecke in Calcutta verschafften sind sehr schlecht u und ganz unbrauchbar. Es w\u00e4re uns sehr n\u00fctzlich einige der flei\u00dfigen und vollst\u00e4ndigen \u00dcbersichtskarten zu besitzen , die Herr Prof. Professor Ritter u und Herr Dr Doctor Kiepert in Berlin publicirten . Begleitend zu Carl Ritter s Hauptwerk Die Erdkunde im Verh\u00e4ltni\u00df zur Natur und zur Geschichte des\n Menschen, oder allgemeine vergleichende Geographie, als sichere\n Grundlage des Studiums und Unterrichts in physicalischen und\n historischen Wissenschaften, oder kurz allgemeine Erdkunde ( Ritter 1822\u20131859 )\n erschien zwischen 1833 und 1852 ein Atlas von Asien in zwanzig Bl\u00e4ttern.\n Vgl. Ritter\/O\u2019Etzel\n 1833\u20131852 . Die Karten der dritten und letzten Lieferung des\n Atlas hatte Ritters Sch\u00fcler Heinrich\n Kiepert entworfen. Ich habe Herrn Kiepert in dem beiliegenden Briefe Dieses Schreiben Adolph\n Schlagintweit s an Heinrich\n Kiepert konnte bislang nicht nachgewiesen werden. genau bezeichnet was wir von Karten zu erhalten w\u00fcnschten; ich\n habe in dem Briefe auch ein paar B\u00fccher der Ritter\u2019schen Geographie Die Allgemeine\n Erdkunde , Ritter s Hauptwerk, in dem er die Geographie Afrika s und Asien s behandelt. Vgl. Ritter 1822\u20131859 . erw\u00e4hnt; mit diesen u und den Karten versehen , w\u00e4ren wir im Stande in Kashmir , u und in Lahore u und Peshauer weit zuverl\u00e4ssigeres u und reichhaltigeres geographisches Material auf \u00fcber West Asien durch Befragen\n intelligenter Handelsleute zu erhalten, als es uns m\u00f6glich sein w\u00fcrde ohne diese H\u00fclfsmittel zu thu thun . Herr Kiepert wird\n die G\u00fcte haben, alles zu besorgen; u und wir w\u00fcrden Euer Excellenz sehr verbunden sein, we\u0305n Sie\n g\u00fctigst die Bezahlung der von Herrn\n Kiepert f\u00fcr die Karten usw. und so weiter gehabten Auslagen vermitteln wollten . \u2014 Wir wollen waren alle fortw\u00e4hrend sehr wohl; von meinem\n Bruder Herma\u0305n habe ich k\u00fcrzlich sehr gute Nachrichten\n aus Bissehr (Bissahir) erhalten. Mein Bruder Robert , welcher morgen nach Ladakh abgeht, ersucht mich Ihnen\n seine besten Empfehlungen zu melden. Ich verbleibe in ausgezeichnetster Verehrung Euer\n Excellenz dankbarst ergebener Adolph Schlagintweit. Adresse. Lahore , Penjaub . P.S. Ich ersuche Sie den Brief unserem lieben Bruder Emil mitzutheilen mit herzlichsten Gr\u00fcssen von unserer\n Seite; wir er werden wird in den n\u00e4chsten Tagen einen Brief von uns erhalten. Seiner Excellenz Baron Alexander von Humboldt etc et cetera etc et cetera etc et cetera Berlin . Schlagintweit","252":"Mit ganz ergebensten Danke sende ich Ihnen Herrn Bunbury\u2019s Uebersicht der Macaronesian Flora Bunbury 1856 , Stevens 1520 zur\u00fcck, welcher Ausdruck, wenn er von ihm erfunden ist, ganz ange nehm und zweckm\u00e4\u00dfig erscheint. Das\n Prognosticon des alten Drachen blutbaumes von Orotava , da\u00df er nicht noch 100 Jahre gr\u00fcnen\n werde ist betr\u00fcbend, da er Denks\u00e4ule d des Lebens als botanisches Schaust\u00fcck somit ein kur zes Daseyn hat, indem er erst seit Sie ihn\n sahen zu existiren angefangen hat. Uebrigens wird der so voll st\u00e4ndig zu seyn sich bem\u00fchende Herr Bunbury von seinen Landsleuten der Unvollst\u00e4ndigkeit angeklagt werden was die Land- Crypto gamen betrifft. Es fehlen die zahlreichen Bacillarien , welche Hooker und ziemlich alle schrift stellernden Botaniker Englands zu den Pflanzen stellen. Ich mei nerseits\n lobe den Autor, da\u00df er sie vergessen, oder als nicht zu den Pflzn Pflanzen geh\u00f6rig richtig beur theilt oder vergessen hat, denn eins von beyden hat ihn\n gehindert einen Fehler zu begehen. Beigehend sende ich Ihnen auch einen kleinen Aufsatz von Dr. Doktor Karsten die\n kleinen sogenannten Schlamm Vulkane bey Turbaco be treffend f\u00fcr den\n Fall, da\u00df er Ihnen unbekannt geblieben seyn sollte. Ich besitze\n ihn noch einmal in der Geologischen Zeitschrift Karsten 1851 , IV, 579 , die Sie freylich wohl auch zur Hand haben. Dr. Doktor Karsten ist noch\n etwas s\u00fcdlicher als Quito gewesen und ist\n jezt angestrengt besch\u00e4ftigt zur Naturforscher Versammlung in Wien eine geognostische Uebersicht seiner\n Erfahrung gem\u00e4\u00df zusammenzustellen. Sobald er fertig ist wird er sich Ihnen vorzustellen suchen. Vor einigen Tagen brachte er mir frische von ihm selbst gesammelte Asche des best\u00e4ndig auswerfenden Puraxi Vulkans bey Popayan und auch eine Schlammprobe von dort, die im Jahre 1848 ausgeworfen worden und die er in\n etwa 9000 Fu\u00df H\u00f6he in v\u00f6llig pflanzenloser Aschengegend selbst entnommen\n hat. Die erstere ist, nach einigen Analysen die ich gemacht habe, ohne\n organische Mischung , die leztere aber, der Schlamm, ist reich gemischt mit Polygastern und Phytolitharien , die gefrittet\n erschei nen. So sind denn auch dort wieder S\u00fc\u00dfwasser Formen, keine Meeresfor men im Auswurf . Dr. Doktor Karsten , als ich es ihm zeigte, wunderte sich \u00fcber die M\u00f6glichkeit. -Vielleicht hat es\n doch fr\u00fcher W\u00e4lder dort gegeben deren Gras und Humus verarbeitet worden sind. F\u00fcr seitdem dort gebildet h\u00e4lt er es nicht. Was die Parthenogenesis anlangt von welcher Sie neulich sprachen, so sind\n doch die Beweise und Schl\u00fcsse oft h\u00f6chst\n widerstrebend. Siebold hat neben manchen\n h\u00fcbschen Beobachtungen viele h\u00f6chst abentheuerliche und leichtfertige\n gemacht. Doppelthier das er als Syngamus trachealis 1836 abgebildet hat Siebold 1836 das nur ein im Begattungsact aneinander geklebter Da\u00df die in jedem Bienenstocke vorkommenden gelblichen Bienen italienisch zu\n nennen seyen ist wunderbar. Warum nicht Varie t\u00e4ten? Da\u00df die fr\u00fchere alte Meinung, die reichere oder kargere\n Kost regirte die verschiedenen Bienen u und Dronen aus gleichen geschlechtlich\n verschiedenen Eiern, nun pl\u00f6tzlich dahin um schlagen soll, da\u00df die M\u00e4nnchen aus un befruchteten, die Weibchen aus befruch teten entstehen ist viel zugemuthet und naiv genug ist das\n Raisonnement: \u201cden Unterschied der weiteren und engeren Zellen wird eine\n normale K\u00f6niginn gewi\u00df mit ihrem Hintertheile heraus f\u00fchlen und sie wird durch dieses Gef\u00fchl wissen , da\u00df sie in einer engen Zelle das abzu setzende Ey befruchten m\u00fc\u00dfte, w\u00e4hrend sie in einer weiten Zelle\n das Ei unbefruch tet abzulegen habe.\u201c Eben so\n naiv ist der Schlu\u00df aus einer erstarrten Biene, die\n dann nur M\u00e4nnchen gebar, auf den allgmeinen Satz, da\u00df die Erstarrung die Spermatozoen in ihrem Leibe get\u00f6dtet habe p. pagina 87. Siebold, Carl Theodor Ernst von: Wahre\n Pathenogenesis bei Schmetterlingen und Bienen. Ein Beitrag zur\n Fortpflanzungsgeschichte der Thiere Leipzig : Engelmann, 1856. Stevens\n 9642 Die Methode des Zerdr\u00fcckens der Bienen- Eier um die hineingekrochenen Sper matozoen zu sehen ist auch nichts we niger als fein. Die von Leuckart behauptete vielstrahlige Micropyle mi\u00dfbilligt v von Siebold p. pagina 106. Was mag Leuckart zu den\n zerdr\u00fcckten \u00fcberall un klar gewordenen Eiern\n sagen? Die ganze Beweisf\u00fchrung streicht \u00fcberall an jene, womit er die Polygastern f\u00fcr einfache Zellen mit einem Nucleus erkl\u00e4rt hat, obschon sie mehrere 100\n Zellen mit Speise gef\u00fcllt zeigen. Das Thema ist freylich sehr inte ressant, nur\n werden es schwerlich die Bienenz\u00fcchter l\u00f6sen. Die Darstellung in der\n kleinen Schrift l\u00e4\u00dft mich kalt. Es mu\u00df wohl eine ruhigere Wissenschaft lichkeit sich dahinein vertiefen. Die reich lich zusammengestellte Litteratur ist doch dankenswerth, obschon die Bienen v\u00e4ter das gro\u00dfe Wort haben. Ihre g\u00fctigen Bemerkungen \u00fcber die Ged\u00e4chtni\u00dfrede Ehrenberg 1856 lassen es mir doch bedenklich erscheinen dieselbe dem Antrage einer\n hiesigen Buchhandlung gem\u00e4\u00df be sonders\n auszugeben. Habe ich auch nur das allgemeine Betwesen im Sinne gehabt, so\n werden freylich die b\u00f6sen Zungen es beliebig partikula risiren und das Lob der einen zum Tadel des anderen machen. Ich werde mich am besten begn\u00fcgen meinem Amtsgesch\u00e4ft im kleinen Kreise nach gekommen zu seyn und von den Besten ein\n freundliches Wort erhalten zu haben. In herzlicher Verehrung Ihr ewig dankbarer Ehrenberg","253":"Ich war am Wrangel \u2013 Tage nur so wenige Stunden in Berlin , dass ich den Vorsaz nicht\n ausf\u00fchren konnte, theurer Freund, Ihnen zu danken f\u00fcr das Viele geistreich Ausgedr\u00fckte was ich Ihnen verdanke f\u00fcr mich, meinen Bruder und der Mythe\n des Rhodischen Genius. Trefliches und Freies haben Sie gesagt Ehrenberg 1856 was ich im weiten Kreis schon habe r\u00fchmen h\u00f6ren, politisches und\n \u00fcber die That des Betens. Die welche es nur mit den Lippen heuchelnd thun k\u00f6nnten freilich Sie verleumden, aber bisher habe ich noch nichts\n vernommen . Die Art wie Sie Ihres Begleiters Tod behandelt behandeln ist zart und anmuthig! Dankbar u und treu Ihr AlHumboldt Sonnabend M\u00f6chten Sie Sich und Ihrer lieben Familie doch einige Erholung in freier Natur g\u00f6nnen k\u00f6nnen .","254":"Vielen Dank! auch mir waren schon viele Zweifel \u00fcber Faden u und F\u00fcsse beim Zeitunglesen entstanden . In den Briefen des D r Doktor Bornemann der den vortreflichen chemischen Geologen in Neapel u und Sicilien begleitet, finden Sie p pagina 6 was Sie interessiren muss. Das Vorkommen des Jod in D\u00e4mpfen von Vulcano merkw\u00fcrdig wenn es sicher ist, also\n Communication mit dem Meere da R\u00fcppel ja in vulkan. vulkanischem Tuff selbst fossile Zosteren entdekt. Schikken Sie mir g\u00fctigst\n den Brief wieder . In der Geogr. Geographischen Ges Gesellschaft hat Herr Louis de Rieux (?) wieder gegen\n das Schwarze Fleisch w\u00fcthen wollen . Er hat mir, selbst deshalb sich entschuldigend geschrieben! Ihr treuer AHt Dienstag Nacht","255":"Ich habe mir, weil man wissen muss unter welchem frechen Gesindel man lebt,\n Herrn B\u00fcchner \u2019s Krafft u und Stoff , zugleich die Verherrlichung Burmeister s Karl Voigt s, Moleschott s und Wirchow (der zu uns kommt) geliehen. Ich\n habe es Zeile f\u00fcr Zeile gelesen und wenn Sie das Buch noch nicht gesehen,\n so lesen Sie es auch in der dritten Auflage. Politisch ist sehr merkw\u00fcrdig dass ein Buch 3 mal hat erscheinen k\u00f6nnen in\n dem Gott officieller gel\u00e4ugnet wird als ich je in Deutschland gesehen, auch\n beweist ein Capitel dass das Christenthum den Fortschritten der Mensch heit geschadet, ja dass der Zwek des Naturstudiums sei diese\n beiden Punkte (sammt der Mythe von ein bischen Unsterblichkeit) ins klare\n zu sezen . Behauptungen die freilich Herrn Wiese und Min. Minister Raumer bedenklich machen m\u00fcssen. Dass die Neger ungeschw\u00e4nzte Affen sind\n wissen wir l\u00e4ngst durch Burmeister , weniger durch Bibra Bibra 1854 (wo?) dass die Demoi selles ein kleineres Gehirn haben als\n die M\u00e4nner, dass das Gehirn vom 50 st sten Jahre an mit zuneh mender Imbecilit\u00e4t\n des Jugend greises, an Gewicht ansehnlich abnimmt und dass da die\n Natur fortf\u00e4hrt h\u00f6here organische Poten zen zu entwickeln auch\n h\u00f6here Wesen als die jezigen Menschen entstehen m\u00fcssen zu denen wir uns verhalten werden wie der jezige Mensch zum Affen-Neger. Ich muss heute zur K\u00f6nigin nach Potsdam wo ich bis Dienstag bleibe. Geben Sie dem theuren Freund nur eine neue Naturbiebel zur\u00fck.\n Vielleicht aber haben Sie dieselbe l\u00e4ngst gelesen, wie ich aus Ihrer lezten\n sch\u00f6nen Rede vermuthen m\u00f6chte . Ihr AlHumboldt B. Berlin Donnerstags Wer mag ein D r Doktor Weigel aus Berlin sein\n der die Wiener Naturforscher zu\n Telegraphie Ausgaben veranlasst.","256":"Hochverehrteste\n Excellenz! Es gelang uns j\u00fcngst, Herman n und mir selbst, unsere Beobachtungen auf\n einem f\u00fcr uns besonders interessanten Wege quer durch den Kuenluen , bis in die N\u00e4he von Elghi , der Hauptstadt Khotans fortzu setzen. Der Umstand, da\u00df so viel wir wissen, es niemals noch ein Europ\u00e4er versucht hatte, die Grenze von Ladak und Turkistan zu\n \u00fcberschreiten, mag wohl sehr wesentlich, vielleicht mehr als unsere eigenen, sehr geheimen Vorbereitungen zu Leh , dazu beigetragen haben, uns diese Reise m\u00f6glich zu machen. Bereits 1855 waren Adolph und Robert\n Schlagintweit nach dem unerlaubten Betreten tibetanischen Gebiets festgenommen\n worden. Eine Freilassung erfolgte aufgrund diplomatischer Vermittlung\n und der Zahlung von Bestechungsgeld. Der fortbestehende Wunsch, das\n wenig erforschte Gebiet Chinesisch-Turkestans zu bereisen, sollte ohne\n R\u00fccksprache mit der East\n India Company und mit Hilfe Ortskundiger\n verwirklicht werden. Im Zuge der Expedition wurden Adolph Schlagintweit und seine Begleiter\n 1857 in Kashgar , unter dem Vorwurf\n der Spionage, hingerichtet. Vgl. Brescius 2015 , 54\u201356 und Kreutzmann 2015 , 97. Dem Berichte, den wir uns erlaubten S. Seiner M. Majest\u00e4t d. dem K\u00f6nige vorzulegen Ritter ver\u00f6ffentlichte das Schreiben an Friedrich Wilhelm IV. vom 4. Juli 1856\n auszugsweise in der Zeitschrift f\u00fcr allgemeine\n Erdkunde . Vgl. Schlagintweit, R. 1856 . , f\u00fcgten wir auch eine Zusa\u0305menstellung einiger Resultate bei;\n vielleicht d\u00fcrfte diese Zusa\u0305menstellung, wenigstens ihrer Form nach,\n nicht ganz unpassend sein, vielleicht durch Ihre g\u00fctige Vermittlung den Academieen zu\n Berlin und Paris mit getheilt zu werden; (der Royal Society werden immer unsere Berichte von Colonel Sykes vorgelegt.) Wir f\u00fchlen lebhaft, wie unvollst\u00e4ndig dieser Bericht erscheinen mu\u00df und wie\n sehr es f\u00fcr uns n\u00f6thig ist, nachsichtige Beurthei lung zu beanspruchen, besonders von Eu rer Excellenz. Wir hatten so oft das Gl\u00fcck, Ihrer unsch\u00e4tzbaren Belehrungen uns zu erfreuen, da\u00df die Erin\u0305erung daran uns\n nur um so \u00e4ngstlicher macht, so allgemein gehaltene und\n gedr\u00e4ngte Mittheilungen, von der Zeit fast bedr\u00e4ngt, senden zu m\u00fcssen. PS. Empfangen Sie meinen ganz verbindlichsten\n Dank f\u00fcr die ermuthi gende Aufnahme, die unser Bruder Emil bei Ihnen gefunden\n hat; Humboldt unterst\u00fctzte den nachmaligen Indologen Emil Schlagintweit . Vgl. Neuhaus 2015 . alles was er uns dar\u00fcber schreibt , ist uns um so erfreulicher, da es uns auf das lebhafteste an die f\u00fcr uns so wichtige Zeit\n erin\u0305ert in der wir selbst das Gl\u00fcck hatten, mit E. Eurer Excellenz beka\u0305nt zu werd en. Mit den verbindlichsten Empfehlun gen von Hermann verbleibe ich mit\n ausgezeichnetster Verehrung und unbegrenzter Hochachtung. Euer Excellenz dankbarst ergebener Robert Schlagintweit Leh , in Ladak , 26. Sept. September 1856. Sr. Seiner Excellenz Hr. Herr Baron von Humboldt etc et cetera etc. et cetera etc et cetera etc et cetera","257":"Ich flehe, theurer Freund u und College dass Sie Sich uns anschliessen und und an des braven Weiss Stelle Ihre Stimme dem grossen Krystallo graphen,\n Geologen und feinen Optiker unserer Zeit, dem alles belebenden, wo Schwarze u und Braune das Licht verl\u00f6schen dem Sections Rath Haidinger in Wien geben. Versprechen Sie mir dass Sie deshalb auch mit unserem\n gemeinschaftlichen Freunde Mitscherlich sprechen wollen . Ihr treuer AlHumboldt B. Berlin den 9 Dec December 1856","258":"Rawul\n Pindee im Punjaub Dec December 11 1856 Hochverehrteste Excellenz! Es war uns eine grosse Freude in einem j\u00fcngst von unserem Bruder Emil er haltenem Briefe zu lesen, dass Sie die Be richte , die wir von Zeit zu Zeit \u00fcber\n unsere wissenschaftlichen Arbeiten in Indien geben , noch stets wie fr\u00fcher mit reger Theil nahme aufnehmen. Die Erinnerung an die Belehrungen und die vielfachen Anregungen , die wir Ihnen verdanken , ist uns stets auf das lebhafteste gegenw\u00e4rtig und es ist\n unser eifrigstes Bestreben, Resultate zu er halten, die vielleicht Ihrer Aufmerksam keit nicht ganz unwerth sein m\u00f6chten . Robert und ich haben \u00fcber unsere Beobachtungen im Kuenluen einen kleinen Bericht von Leh , Ende September abgesandt, der jetzt wohl Berlin erreicht hat. Ausz\u00fcge eines an Friedrich Wilhelm IV. gerichteten\n Berichtes von Hermann und Robert Schlagintweit vom 24. September\n 1856 wurden 1857 in der Zeitschrift f\u00fcr allgemeine\n Erdkunde ver\u00f6ffentlicht. Vgl. Schlagintweit, H.\/Schlagintweit, R.\n 1856 , 535\u2013541. Gleichzeitig mit diesem Briefe geht ein Bericht von Adolph Eine Zusammenfassung des Berichtes\n erschien in der Zeitschrift f\u00fcr allgemeine\n Erdkunde . Vgl. Schlagintweit, H.\/Schlagintweit, R. 1856 , 541. ab, der die etwas westlicher\n gelegenen Theile des Kuenluen untersucht hatte . Unsere Pl\u00e4ne f\u00fcr diese kalte Jahres zeit\n sind, dass Adolph nach Peshawar , und dann dem Indus folgend nach Kurachee und Bombay , Robert auf einer etwas s\u00fcdlicheren\n Route, \u00fcber Mul tan , und durch Scind und Guserat nach Bombay reisen. Ich selbst werde nach Lahore und Patna gehen, und von dort, was endlich\n definitiv arran girt zu sein scheint, Katmandu besuchen. Nach kurzem Aufenthalte in Nepal komme ich nach Calcutta . Wir glauben dann, durch gl\u00fcckliche Umst\u00e4nde beg\u00fcnstigt, die es uns m\u00f6glich machten fast immer getrennten Routen zu folgen, unsere Beobachtungen\n in Indien so weit vervollst\u00e4ndigt zu\n haben, dass wir gegen Anfang der heissen Jahres zeit aus Indien abzureisen\n beabsichti gen. Auch unsere Sammlungen, sowohl in Beziehung auf Geologie, geographische Botanik und Zoologie, als auch auf Ethnographie sind,\n glaube ich, ziemlich vollst\u00e4ndig. Wir haben w\u00e4hrend der Monate M\u00e4rz\n und April 1856 210 grosse Kisten an das India\n House abgesandt, j\u00fcngst 109, die Sammlungen dieses Jahres enthaltend. Von allem sind stets Douppletten vorhanden, und ich hoffe , dass es uns wohl gelingen wird vom Court of Directors einen\n grossen Theil auch f\u00fcr Preussen zu erhalten. Zahlreiche Korrespondenzen zwischen\n den Br\u00fcdern Schlagintweit, dem preu\u00dfischen Kultusministerium und\n weiteren Akteuren wie Humboldt oder Colonel\n Sykes dokumentieren den preu\u00dfisch-britischen Konflikt,\n der um die Sammlungen entstand. Er waren ein Resultat der hohen\n Reisekosten und der eingegangenen Verpflichtungen der Br\u00fcder gegen\u00fcber\n der East India\n Company . Vgl. beispielsweise das Schreiben von Colonel Sykes an Edward Sabine : vom 19. M\u00e4rz 1858 Es\n ist mir nicht bekannt, da\u00df die Direction die auf Kosten der\n Ost-Indischen Regierung gemachten Sammlungen oder irgend ein Theil\n derselben dem K\u00f6nig von Preu\u00dfen geschenkt hat; die Sammlungen waren\n immer, und sind noch, Eigenthum der Ost-Indischen Companie. \u00dcbersetzung des Briefes von William Henry\n Sykes an Edward\n Sabine , o. O. 19. M\u00e4rz 1858, GStA PK \/ I. HA Rep. 89\n Geheimes Zivilkabinett, j\u00fcngere Periode, Nr. 19767. Das einzige was unsere Abreise etwas verz\u00f6gern wird, sind die Gesch\u00e4fte des Rechnungsabschlusses mit dem Gouverne ment. Wir hatten es m\u00f6glich gemacht durch Privatarrangements mit unseren Agenten\n in Bombay und Calcutta , dann durch officielle Vorsch\u00fcsse\n vom Gouvernement gegen sp\u00e4tere Abrechnung, ohne Zeitverlust alle Theile Indiens bereisen zu k\u00f6nnen und\n auch die f\u00fcr Sammlungen n\u00f6thigen Ausgaben vor l\u00e4ufig zu decken. \u00dcberdiess ist der gr\u00f6sste Theil des\n Inlandtransportes noch nicht an unseren Agenten in Calcutta bezahlt . Ein sehr bedeutender Theil unserer Aus gaben sind pers\u00f6nliche f\u00fcr Zelte,\n Bediente , Pferde und besonders f\u00fcr Tr\u00e4ger (Coolies), Ausgaben, die\n in Indien stets sehr gross sind, und\n besonders bei best\u00e4ndigem Reisen sich rasch anh\u00e4ufen. Auch unsere Expe ditionen in die an das indische Reich angrenzenden Theile Tibets und Turkestans waren mit grossen Ausgaben verbunden , die wir dem indischen Gouvernement kaum vorlegen k\u00f6nnen. Wir fanden in den Briefen unseres Bruders Emil oft erw\u00e4hnt, dass Sie unser auch in dieser Beziehung\n oft ge dacht haben, und in gewohnter G\u00fcte\n Ihre Bereitwilligkeit unsere Arbeiten in In dien zu f\u00f6rdern\n aussprachen. Wir glaubten nicht, momentan mit den n\u00f6thigen Mitteln versehen, dass unsere Gesammtausgaben so sehr bedeutend sich anh\u00e4ufen w\u00fcrden. Da Sie selbst es gestatten , k\u00f6nnen wir nicht vermeiden, den Wunsch auszusprechen dass diess durch Ihre g\u00fctige\n Vermittelung S. Seiner M. Majest\u00e4t mitgetheilt w\u00fcrde. Wir erhielten von S. Seiner M. Majest\u00e4t so lange wir in Indien sind, ausser den 80 \u00a3 f\u00fcr den Theodolithen, nur\n einmal 100 \u00a3 ,\n Ende 1854 in Madras , obwohl wir uns durch Sie mitgetheilt wurde, dass der K\u00f6nig 3000\n Thaler j\u00e4hrlich schon am Anfange unserer Reise\n bestimmt hatte . Einen Einblick in die Finanzierung\n der Reise gew\u00e4hren Korrespondenzen und Dokumente der Akten GStA PK \/ I.\n HA Rep. 76 Kultusministerium Ve Sekt. 1 Abt. XV, Nr. 189 und GStA PK \/\n I. HA Rep. 89 Geheimes Zivilkabinett, j\u00fcngere Periode, Nr. 19767 und\n GStA PK \/ I. HA Rep. 162 Verwaltung des Staatsschatzes, Nr. 107 und GStA\n PK \/ III. HA Ministerium der ausw\u00e4rtigen Angelegenheiten, III Nr.\n 18929. Wir wissen wohl, dass unser stetes Reisen nachsenden Nachsenden von Geld sehr er schwert, allein\n wir w\u00fcrden jetzt sehr gl\u00fcck lich sein, wenn\n wir jetzt vor unserer Abreise aus Indien Geld in Calcutta bekom\u0305en k\u00f6nnten. Das beste w\u00e4re vielleicht einen Cre ditbrief\n an den preussischen Consul zu erhalten, der ihn berechtigt, uns bis zu einem gewissen Betrage\n unsere Aus gaben in Indien gegen vorgelegte Ab rechnung zu bezahlen. Der preussische Consul in Calcutta , M r Mister Kilbourn hat seit unserer Ankunft in Indien den lebhaftesten Antheil an unseren Reisen genom\u0305en, und gethan was er konnte, um unsere Arbeiten\n durch Nachsenden von Packeten und Correspon denz etc et cetera zu f\u00f6rdern. Er w\u00fcrde gewiss unse re Angelegenheiten, f\u00fcr die er auch die officielle Beh\u00f6rde ist, bestens besorgen. Unser Vorschlag, den wir Sie bitten S. Seiner M. Majest\u00e4t vorzulegen, w\u00e4re demnach folgender: Durch einen Brief des Handels mi ni steriums, oder des Ministeriums der ausw\u00e4rtigen Angelegenheiten m\u00f6chte Herr Kilbourn , k. k\u00f6niglich preussischer Consul in Calcutta , authorisirt werden,\n bis zu einem Betrage von 18000 bis 20000 Thalern (was nat\u00fcrlich die j\u00e4hrlich von S. Seiner M. Majest\u00e4t bereits bewilligten 3000 Thaler einschliesst) uns die Ausgaben f\u00fcr unsere Reisen in Indien zu bezahlen . Wir w\u00fcnschen sehr, dass diese Mittheilung an den preussischen Consul direct von Berlin nach Calcutta und nicht durch den Generalconsul in London und das In dia house geht. Das indische Gou vernement scheint in diesem Punkte sehr empfindlich, wie wir selbst bei der \u00dcber sendung der f\u00fcr Instrumente erhalte nen 80 \u00a3 sahen, die durch Herrn He belers Vermittlung \u00fcbersandt wurden. \u00dcberdiess ist es schon oft in den Zeitungen stark betont worden, dass\n wir keine Engl\u00e4nder seien. Erst j\u00fcngst war viel Unsinn in diesem Style in\n allen Zeitungen, \u00fcber \u201eunsere etwaigen Zu sammenk\u00fcnfte mit russischen A genten in Turkestan \u201c . Die Darstellung der Expedition\n innerhalb der britischen Presse wurde durch eine nationale F\u00e4rbung\n verzerrt. Eine Finanzierung deutscher Forscher wurde\n kritisiert.\n Vgl. Brescius 2019 , 247\n ff. Geldsendungen von Preussen durch das indische Gou vernement, w\u00fcrden\n uns besonders jetzt entschiedene Schwierigkeiten machen. Es bedarf sehr der Entschuldigung dass die Summe die wir zu nennen wagten, so gross ist. Aber die Ausgaben waren fast fast immer \u00fcber 3 verschiedene Routen w\u00e4h rend nahe 3 Jahren vertheilt, und es war uns nur durch\n Bem\u00fchung aller uns zug\u00e4ng lichen Transport-\n und Communicationsmittel m\u00f6glich in der verh\u00e4ltnissm\u00e4ssig nicht langen Zeit die f\u00fcr indische\n Verh\u00e4ltnisse bedeu tenden Distancen\n zur\u00fcckzulegen. Wir berechneten dieselben j\u00fcngst, und fanden, dass die Summe unserer Rou ten in Indien und im Himalaya ,\n von Bombay nach Madras und Calcutta , von Sadiya an der Umbiegungsstelle des Dihongi , Assam bis Trichinopoli in S\u00fcdindien, und von Bengalen bis zu den nordwestlichsten Punkten, in Tibet und Turkestan reichlich \u00fcber 15000 engl. englische Meilen betr\u00e4gt. Ein Umstand der vielleicht ebenfalls an gef\u00fchrt werden d\u00fcrfte, um die von uns ge nannte Summe zu entschuldigen , ist der, dass es uns ungleich leichter sein wird von\n unseren Sammlungen einen grossen Theil nach Berlin zu bekommen, wenn nicht alle Ausgaben daf\u00fcr dem\n Gouverne ment in Indien vorgelegt\n werden m\u00fcssen. Briefe von Berlin nach Calcutta brau chen jetzt gew\u00f6hnlich 1\u00bd Monate. Es w\u00e4re daher sehr wohl m\u00f6glich dass\n diese Autorisa tion an den preussischen Consul in Calcutta noch ganz fr\u00fch genug k\u00e4me, wenn durch Ihre g\u00fctige Vermittlung der\n Brief von dem betreffen den Ministerium g als sogleich ganz so bald als m\u00f6glich abgesandt werden k\u00f6nnte. Wir schreiben erst jetzt, weil wir\n erst jetzt im Stande waren, eine allgemeine Zusammenstellung unserer\n Ausgaben zu machen, ehe wir uns (f\u00fcr Indien ) definitiv trennten ; sie haben bis jetzt f\u00fcr jeden von uns im\n Durchschnitte 1000 Rup Rupien (1 Rup Rupie = \u2154 Thaler ) im Monate, im Ganzen, von October 1854 bis Anfang 1857 f\u00fcr alle 3\n etwas \u00fcber 70000 Rup Rupien betragen. Es d\u00fcrfte schwer sein f\u00fcr die Weit l\u00e4ufigkeit und Offenheit dieser Mittheilungen\n Entschuldigungen zu finden. Wir k\u00f6nnen als die einzige nur die lebhafte Theilnahme nennen die Sie\n stets unseren Untersuchungen und Reisen in Indien schenkten . Meine beiden Br\u00fcder werden, ebenso wie ich selbst Rawul Pindee in wenigen Tagen verlassen. Unsere Addresse ist am besten Calcutta , care of the Prussian Consul et et cetera Kilbourn e Esq. Esquire Mit wiederholtem Ausdrucke unserer aufrichtigsten Verehrung und Hochachtung. Euer Excellenz dankbarst ergebener Hermann Schlagintweit","259":"Lahore Dec December 27\n 1856 Hochverehrteste\n Excellenz Ich beeile mich, Ihnen mit bestem Danke anzuzeigen, dass die Sendung von B\u00fc chern und Karten , die wir Ihnen und Herrn Kiepert verdanken Vgl. den Brief\n Adolph Schlagintweits an Humboldt, Kardung La, 15. Juni 1856 .\n Darin und in einem beigelegten Schreiben an den Berlin er Kartographen Heinrich Kiepert hatte A. Schlagintweit um B\u00e4nde der Erdkunde Carl Ritter s ( Ritter 1822\u20131859 ) sowie\n Bl\u00e4tter des begleitenden Kartenwerks ( Ritter\/O\u2019Etzel 1833\u20131852 )\n gebeten. , hier in Lahore mich erreichte. Ich f\u00fcrchte fast , dass Briefe, die etwa gleichzeitig abge sandt wurden, verloren oder verlegt sind, da ich weder von unserem Bruder Emil noch von Kiepert einen Brief mit\n den B\u00fcchern fand. Ich lege 4 Photographien bei, die ich Sie bitte S. M. Seiner Majest\u00e4t mit dem Ausdrucke unserer Ehrerbietung vorzulegen. NB Nota\n Bene mit dem Schreiben von E. Emil Schlg. Schlagintweit gingen nur 2 Photogr Photographien ein . O Olfers . Der Name der Gegenst\u00e4nde steht auf der R\u00fcckseite . Die Photographien sind nicht von uns gemacht (unseren Photographischen\n Apparat hat Robert bei sich) sondern von einem Herrn Moravia in Lahore . Mit wiederholten Entschuldigungen \u00fcber den Inhalt und die L\u00e4nge meines Briefes von Rawul Pindee in ausgezeichnetster Verehrung und\n Hochachtung Euer Excellenz dankbarst erbebener H Hermann Schlagintweit .","260":"Sie schenken wohl g\u00fctigst, edler Freund u. und College, dem Ueberbringer dieser Zeilen, dem Dr Doktor Scherzer , der aus den Ver. Vereinigten Staaten von Nord-Amerika u und Nicargua zur\u00fckkehrt und von der Akad. Akademie der Wissenschaften zu Wien dem Gen General Gouvernement als Redacteur der Reise um die Welt auf der Fregatte\n Novara vorgeschlagen ist, einige Augenblick e des Rathes. D r Doktor Scherzer mit Anthropologie besch\u00e4ftigt ist mir vom jungen Erzherzog Ferdinand Maximilian (Chef der Marine u und k\u00fcnftiger Vice K\u00f6nig der Lombardei ) dringend empfohlen . Liebevoll Ihr AHumboldt Dienstag 28 Jan. Januar 18 57. Lehren Sie Ihn die Aufbewahrung des kleinen Lebens (nach Ansicht Ihrer Sammlungen ).","261":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg AlHumboldt Ich eile Ihnen zu melden, dass der K\u00f6nig eine grosse Vorliebe f\u00fcr Sie als Entdekker, wie als hochbegabter, geistreicher, kr\u00e4ftiger und edler Mensch hat , ganz nach eigener Wahl, dem jungen Begas aufgetragen hat, Sie zu malen. Ich habe es dem K\u00fcnstler eben\n anbefohlen und auch Sie k\u00f6nnen Sich dieser Anerkennung des K\u00f6nigs nicht entziehen . Dankbar Ihr treuer AlHumboldt Berlin d. den 7. Febr Februar 1857","262":"Katmandoo Nepal M\u00e4rz 7 1857 Hochverehrteste Excelenz Nach \u00e4ngstlichem Zweifeln, ob meine Reise nach Nepal , die ich fast mit zu grosser Zuversicht in\n meinem letzten Briefe erw\u00e4hnte, wirklich zur Ausf\u00fchrung kom\u0305en werde,\n erreichte ich \u00fcber Lahore Jhelum , Loodiana , Dehli und G A gra Dar\u00fcber\n von fremder Hand wiederholt: Agra. die Station Patna Dar\u00fcber von fremder Hand wiederholt:\n Patna. , wo ich einen Brief von vom nepale sischen Gouvernment fand, durch den sowohl Dar\u00fcber von fremder Hand wiederholt:\n sowohl. mir als mei nem\n Establishment von Beobachtern und Sam\u0305lern Die Br\u00fcder Schlagintweit reisten\n stets mit einer Entourage, darunter Lastentr\u00e4ger, \u00dcbersetzer und\n Zeichner. Vgl. Brescius\n 2019 , 161\u2013216. die Reise nach Nepal gestattet wurde. Ich habe in einem Briefe an S. Seine M Majest\u00e4t \u00fcber einige mei ner Beobachtungen berichtet Ausz\u00fcge dieses Schreibens vom 7. M\u00e4rz\n 1857 wurden in der Zeitschrift f\u00fcr allgemeine\n Erdkunde ver\u00f6ffentlicht. Vgl. Schlagintweit, H. \/ Schlagintweit,\n R. 1857 , 432\u2013434. und auch erw\u00e4hnt dass es mir gestattet war so wohl weit mehr in Centralnepal zu reisen und mit Instrumenten zu beob achten, als ich hoffen konnte. Ich werde, da ich gegen Anfang May Indien verlassen werde, in nicht zu ferner Zeit das Gl\u00fcck haben, Ihnen pers\u00f6n lich unsere Beobachtungen vorzulegen. Hermann und Robert\n Schlagintweit trafen Humboldt erstmals am 17. Juni 1857\n in Berlin wieder. Vgl. das\n Schreiben von Hermann Schlagintweit an Alexander von Humboldt, Berlin, 17. Juni 1857, SBB-PK,\n Handschriftenabteilung, Slg. Darmstaedter, Asien 1855: Schlagintweit,\n Hermann von; Bl. 71-72. Ich erhielt in Patna , eben\n vor meiner Abreise nach Nepal den Brief des k k\u00f6niglichen preussischen Consuls mit dem den von S Seiner M. Majest\u00e4t bewilligten 3000 Thalern , f\u00fcr welche wir S Seiner M Majest\u00e4t unseren tiefgef\u00fchlten Dank auszusprechen\n bitten. Bei Ihrer stets so liebevollen Theilnahme an unseren Arbeiten wage ich kaum zu wiederholen, w i a s ich in meinem letzten Briefe \u00fcber die Summe schrieb, die uns zur Regelung unserer Ausgaben in Indien n\u00f6thig scheint; Friedrich Wilhelm IV. unterst\u00fctzte\n die Reise der Gebr\u00fcder Schlagintweit finanziell. Auch nach der R\u00fcckkehr\n aus Indien erbaten die Forscher\n Unterst\u00fctzung unter anderem bei der Publikation ihrer Ergebnisse. Vgl.\n beispielsweise das Schreiben Humboldts an den K\u00f6nig vom 20. Juni 1857: schenken Sie der Dreiheit noch ein Jahr der bisherigen\n Unterst\u00fczung. Es ist viel Ausgabe, die (ich weiss es,) Ew. Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t unmittelbar und ausschliesslich zur Last\n f\u00e4llt , Humboldt an Friedrich\n Wilhelm IV., Berlin, 20. Juni 1857 , GStA PK \/ I. HA Rep.\n 89 Geheimes Zivilkabinett, j\u00fcngere Periode, Nr. 19767, Bl. 51\u201352. Adolph , der\n noch einige Monate l\u00e4nger in In dien\n bleiben wird, zun\u00e4chst um jenen Theil des Himalayas zwischen Kangra Dar\u00fcber von fremder Hand: ?.\n Unterstreichung von fremder Hand. und Kashmir zu untersuchen, den keiner von uns bereist hatte, wird dann unsere Geldangelegenheiten in Indien , auch nach Roberts und meiner Abreise arrangiren k\u00f6nnen. Mit wiederholtem bestem Danke und mit dem Aus drucke aufrichtigster Verehrung und\n Hochachtung Ihr H. Hermann Schlagintweit . Addresse f\u00fcr Adolph A\n Kilburn Esq Esquire Prussian Consul Calcutta","263":"Berlin 10 Maerz 1857. Innig verehrter Herr\n Baron Ihr kr\u00e4ftiger Organismus hat, uns zum Gl\u00fcck, den Feind so entschieden\n abgewiesen, da\u00df Sie uns hei\u00dfen k\u00f6nnen sorglos zu seyn. Auf Ihr Gehei\u00df ist\n man es gern. M\u00f6chten Sie sich nur noch etwas langweilen k\u00f6nnen in der\n Zeit des raschen Tempera turwechsels, denn die\n Medicinal Gesetze verlangen dergleichen. Um Sie langweilen zu helfen sende ich Ihnen zweyerley und halte\n ein drittes zur\u00fcck. Zuerst steht das vom Kayser lichen\n National-Museum in Innsbruck schon vom Februar angekommene beigehende Blatt des Radetzki Albums, welches der Vorstand mit\n der Bitte an Prof. Professor Heinr. Heinrich Rose gesandt hat, um Ihren Namen darauf zu empfangen. Zweytens sende ich Ihnen in k\u00fcrzester K\u00fcrze das Resultat der mir von Ihnen\n aufgetragenen Analysen des Meeresbodens in der Telegraphen\n Linie zwischen England und Amerika. Ich habe es in der Akademie vorgetragen und davon eine \u00dcbersicht des Verhaltens aller bisher untersuchten Tiefgr\u00fcnde geschlossen. Alle Theilchen der gehobenen Erden sind so vorherrschend organisch , da\u00df das Anaor ganische kaum 1 p pro C Cent der Masse ist und das Organische ist vorherrschend wohl er halten. I Telegraphen Plateau. Gesamt Zahl der Arten 2.400\u2019 9.540\u2019 9.600\u2019 9.780\u2019 11.580\u2019 17 Polygastern \u2013 16 \u2013 4 \u2013 Kiesel Theile 16 Polycystinen \u2013 15 \u2013 1 \u2013 Kiesel Theile 2 Geolithien \u2013 1 \u2013 \u2013 1 Kiesel Theile 9 Phytolitharien 2 2 4 1 7 Kiesel Theile 85 Polythalamien 21 20 13 12 23 Kalk Theile 1 Entomostraceen \u2013 1 \u2013 \u2013 \u2013 Kalk Theile 1 weiche Pflanzen Reste 1 \u2013 \u2013 \u2013 \u2013 2 Anorganisches 1 2 1 1 1 Quarz sand 25 57 18 19 32. Leider hatte ich nur \u00bd C Linie Substanz von jeden in Nr Nummer I. II Tiefgrund\n aller\n Meere Gesamt Zahl der Arten. 100-500\u2019 501-1000\u2019 1001-5000\u2019 5.001-10000\u2019 10.000-15000\u2019 15.001-20000\u2019 Kiesel Theile 150 Polygastern 48 17 59 36 50 23 Kiesel Theile 73 Polycystinen 1 3 6 53 36 13 Kiesel Theile 62 Phytolitharien 23 22 30 11 26 6 Kiesel Theile 7 Geolithien 2 2 2 5 4 - Kalk Theile 198 Polythalamien 69 46 44 47 35 - Kalk Theile 2 Radiaten 2 1 - - - - Kalk Theile 2 Bryozoen 2 - - - - 1 Kalk Theile 1 Annulaten - 1 1 - - - Kalk Theile 3 Mollusken 1 - 3 - - - Kalk Theile 2 Crustaceen 1 - - 1 - - Kalk Theile 2 Zoolitharien - 2 - - - - 1 Acaroiden - - - 1 - - 9 weiche Pflanzen 2 2 1 2 5 - Quarz sand 11 Anorganisches 3 3 1 1 8 - Die letzte Reihe in der II ten Rubrik ist\n nicht von mir, sondern von Bailey analysirt und aus 16200\u2019 Tiefe im Kamt schatkischen Meere. Nirgends ist Kreidemischung aus Polythalamien ohne Polygastern. \u00dcberall ist\n Mergel, die lezte Tiefe ist offenbar wohl ein lokales Tri pel-Verh\u00e4ltnis. Polythalamien und Polygastern sind die\n \u00fcberwiegenden Formen; Polycystinen erscheinen in der Tiefe von 5000 Fu\u00df an \u00fcberall sehr massenhaft. Die meisten Phyto litharien sind Spongolithen , deren For men den 3 ten oder\n 4 ten Rang einzunehmen pflegen. Das was ich zur\u00fcckhalte ist die Beurtheilung des Agassiz schen Werkes welches Sie mir sandten. Davon ein\n andermal. Gott erhalte Sie in frischem Muthe Ehrenberg","264":"Ich brauche wohl nicht erst Sie zu bitten mit uns Ihre Stimme zum Ersaze\n von Hammer dem gr\u00f6ssten Kenner der\n altindischen Litteratur Prof. Professor Lassen in Bonn zu geben, auf auch auf Enke , Johann M\u00fcller und Mitscherlich zu\n wirken . Ihr AlHumboldt d. den 16 April 1857","265":"Deutsch-Oesterreichischer-Telegraphen-Verein. Von der K\u00f6nigl. K\u00f6niglich Preuss. Preussischen Telegraphen-Station in Berlin Telegraphische Depesche No. 4120 26 Worte F\u00fcr Irrth\u00fcmer u. Verz\u00f6gerungen bei Bef\u00f6rderung oder\n Zustellung der Depeschen wird keine Gew\u00e4hr geleistet. Aufgegeben in Triest den 8 ten Juni 1857 3 Uhr 40 Min. Vormitt. Nachmitt. Angekommen in Berlin den 9 ten Juni 1857 5 Uhr 8 Min. Vormitt. Nachmitt. Baron von Humboldt Berlin . Hochverehrteste Exzellenz! Robert und ich sind heute Triest an gekommen. Adolph noch in Indien . Gehen direkte Berlin wo wir 17 ten eintreffen. Hermann Schlagintweit . K\u00f6nigliche Telegraphen Station Kaecke .","266":"Berlin , H\u00f4tel de Rome , Juni 17 1857 Hochverehrteste\n Excellenz! Robert und ich sind heute morgens hier angekommen; wie sehr freuen wir uns dass wir das Gl\u00fcck haben, Sie wieder pers\u00f6nlich begr\u00fcssen, und Ihnen wieder holen zu k\u00f6nnen, wie\n unsch\u00e4tzbar f\u00fcr uns Ihre Belehrungen und die stets lebhafte Erinnerung an Ihre Theilnahme an unseren Arbeiten gewesen\n sind. Als wir, fast genau vor 8 Jahren zum ersten Male das Gl\u00fcck hatten Sie zu sehen, war es Ihre ermunternde , damals kaum ver diente Belehrung, der wir die Anregung zu unseren sp\u00e4 teren Arbeiten verdankten. Aber auch jetzt k\u00f6nnen wir Ihr Ur theil \u00fcber unsere Un tersuchungen und Reisen in Indien fast nur mit glei cher \u00c4ngstlichkeit erwarten. Der Gegenstand , der uns besch\u00e4ftigte , war so wichtig und die L\u00e4nder , die\n wir durchreisen konnten , so ausgedehnt, dass wir kaum dar\u00fcber nachzudenken wagen, ob,\n besonders in Ihren Augen, die erhalte nen Resultate die sen g\u00fcnstigen Um st\u00e4nden gen\u00fcgend entsprechen . Wir werden versuchen , Sie heute gegen 12 h 30 zu besuchen, wenn Sie uns schon heute empfan gen k\u00f6nnen. Mit wiederholtem Aus drucke\n in\u0305igster Verehrung und Dankbarkeit Ihr H. Hermann Schlagintweit .","267":"Ew. Eure K\u00f6nigliche Majest\u00e4t S. Seine M. Majest\u00e4t bewilligen 3000 Reichsthaler aus d. der Schatulle zur\n H\u00e4lfte sogleich, zur andern am 1. Jan Januar k. kommenden J Jahres zahlbar. Ordre an p. Sch\u00f6ning . Nachricht an p . v. von Humboldt . Ill Illaire 4\/7 v G. von\n Gerlach pr praesentatum 24\/6 haben,\n als ich Sie auf der Eisenbahn verliess, mir nicht bloss erlaubt, Sie haben wie die herrliche K\u00f6nigin , mit der\n unaussprechbaren Huld, die das Gl\u00fcck und der Trost meines greisen Alters\n ist, mir befohlen, von Zeit zu Zeit Nachricht von mir und der langsam\n fortschreitenden, mich aber keineswegs beunruhigenden oder im Arbeiten\n st\u00f6hrenden Abnahme meiner Kr\u00e4fte zu geben. Die L\u00f6wen des Tages sind \u2154 der Schlagintweits , Hermann und Robert ,\n die \u00fcber Aegypten hier angekommen sind, gerade die,\n welche in Kaschmir , Ladak , West- Tibet und jenseits der Tibet und Turkestan ( Yarkand und Khotan ) scheidenden Kuenl\u00fcn -Kette waren, da wo jenseits des 18000 engl. englische Fuss hohen Karakorum - Alpenpasses noch kein\n Europ\u00e4er von S\u00fcden her gelangt war, nach dem Zeugniss der neuesten\n Reisenden in dieser Gegend, des Botanikers Thomson , Joseph\n Hooker s Reisebegleiter , der in der geographischen Einleitung zur Flora Indica (1856) sehr bestimmt sagt: the axis of the Kouenlun , forming the northern\n boundary of Tibet and not less elevated than the Himalaya , has not been crossed by any European traveller. Hooker\/Thomson 1855 , 215. Moorcroft war nur s\u00fcdlich vom Kuenlun bei den heiligen Seen. Diese grosse\n Ausdehnung des geographischen Wissens verdanken wir, wie schon Ritter ausgesprochen hat, allein Ew. Eurer Majest\u00e4t da Sie den ersten grossen\n Gedanken der Reise auf gefasst und dem englischen\n Gouvernment zur Mith\u00fclfe vorgeschlagen haben, wie wir Ihrer Liebe zur Erdkunde die aegyptischen Ent deckungen von Lepsius und Brugsch ; die Kenntniss der\n altgermanischen Sprachstamm-Districte des Kaukasus durch Rosen verdanken. Ich lobe nicht, ich erz\u00e4hle: Hermann und\n der j\u00fcngste, herangewachsene Schlagintweit, Robert , haben sich in Alexandrien getroffen, wohin der eine\n von Calcutta , der andere von Bombay , in wenigen Wochen Unterschied,\n ankam. Ein Drittel Schlagintweit, Adolf ist noch in Indien bis November geblieben.\n Wundersam ist es dass alle 3, so jung und daher noch viel empf\u00e4nglicher f\u00fcr\n klimatische Einfl\u00fcsse in den brennend heissen Diamanten Districten, wie in den verpesteten hohen Bergth\u00e4lern immerfort\n unter Gottes, des Allm\u00e4chtigen, gn\u00e4digem Schuze ununterbrochen der kr\u00e4ftigsten Gesundheit sich erfreuten 3 Jahre lang, wie ich f\u00fcnf Jahre\n und 3 Monate lang. Es ist von den edelsten Gef\u00fchlen tiefer Dankbarkeit\n getrieben dass die beiden Reisenden von Triest aus, (ehe sie nach M\u00fcnchen zur Mutter und zur dortigen nach noch f\u00fcnfk\u00f6pfigen kleinen Schlagintweitbrut eilten) geraden Weges sich\n nach Berlin begaben, da wo sie die\n Dankbarkeit hinrief. Sie wollen in Berlin nur 4 Tage noch verweilen, um einen sie begleitenden, auf Kosten der ostindischen\n Compagnie ihnen mitgegebenen jungen\n Inder, einen Munschi (Art\n Schriftgelehrter) der nur hindostani . Die und arabisch, nicht englisch, spricht, hier unterzubringen . Die Schlagintweits haben so gel\u00e4ufig\n hindostani gelernt, dass Sie sie das lezte Jahr ohne alle Dolmetscher reisen konnten. Die\n Sammlungen , die sie bringen und die im ostindischen\n Hause jezt liegen aber zur H\u00e4lfte hieher kommen sollen,\n werden unsere Museen auf das Gl\u00e4n zendste\n bereichern: Herbarien von der Meeresk\u00fcste bis zu 21000 Fuss H\u00f6he am Ibi\n Gamin in Thibet gesammlet, mit allen Angaben der H\u00f6hen , 3000 Arten; in 12000 Exemplaren. F\u00fcnf bis sechs hundert Baumschnitte von prachtvollen H\u00f6lzern ; . Sechs hundert tausend V\u00f6gel Sketet Skelette und B\u00e4lge . 46 Sch\u00e4del verschiedener Menschenracen ; . 256 Gipsabg\u00fcsse der Gesichter der Racen, mit vielen dazugeh\u00f6rigen Lichtbildern; 50 bis 60 Abg\u00fcsse von H\u00e4nden und F\u00fcssen (also Gyps,\n viel Gyps, aber von der lebenden Creatur genom\u0305en) . 20 complete Skelette von Menschen im Himalaya , Thibet ,\n schwer zu erlangen . Die wichtigsten geologischen Sammlungen, umfassend alle Gebirgsarten vom 5 ten bis 37 sten Grad der Breite von der Insel Ceylon bis Khotan am n\u00f6rdlichen Abfall\n des Kuenlun , wohl 20,000 St\u00fccke\n Gebirgsarten, von denen Deutschland bisher kein einziges besizt . Ein Schaz\n von Versteinerungen in Kreide und Terti\u00e4rgebirgen . Das wirkliche Geh\u00f6rn des Einhorn, ein wildes Schaf dessen 2 H\u00f6rner so nahe stehen dass sie , unten eine Wulst\n bildend , in ein einziges Horn\n zusammenwachsen . Kleider, Waffen, Hausger\u00e4te . Es sind dazu schon auf dem Wege, um nach Bremen auszuschiffen ausgeschifft von zu werden, von lebendigen grossen\n Thieren: Zwei wilde eingefangene Esel aus Gorka . Zwei turkestanische , zwei buklige Kamele, dieselbe Art die dort\n wild ist. Zwei turkestanische Pferde, Hengst\n und Stute. Dazu Bestimmung der magnetischen Curven,\n Beobachtungen \u00fcber den jezigen Zustand des Erdmagnetismus in ganz Hindostan im Auftrage des magnetischen Instituts unter der Direction des Major General Edward Sabine dessen\n r\u00f6tliche Nordpol-Nase (es war dieselbe in den zwei ersten arctischen Entdeckungsreisen unter Ross und Parry ) Ew. Eure Majest\u00e4t zu Charlottenhoff vor 8\u201310 Jahren\n in der Abendd\u00e4merung gesehen haben. Um sich dem Gouvernment zu einer Zeit angenehm zu machen, wo das Parlament \u00fcber die so lange geduldeten, etwas unz\u00fcchtigen Zangenkneiff -Mittel zu schnellerem Einziehen der Abgaben\n zu moralisiren beginnt, hat die Ostindische\n Company die dreij\u00e4hrige grosse magnetische Arbeit auf\n ihre Kosten in Calcutta drucken lassen. Zehn Hefte ( Reports on\n the proceedings of the Officers ( Hermann , Adolphus and Robert Schlagintweit , Esq. Esquire ) engaged in the magnetic Survey of India 1855 \u2013 bis 1857 ) , liegen auf meinem Tische,\n \u00fcber 200 Seiten lang wovon (sonderbar genug ) noch die lezten den Titeln) in Lahore gedruckt sind. Ich habe die Schlagintweits von Ihr ihrem Drange, sich Ew Eurer Majest\u00e4t in Marienbad vorzustellen und \u00fcber Marienbad nach M\u00fcnchen zur Mutter ( il dolce nido ) zu gehen, nicht abhalten\n wollen. Ich habe eher dazu gerathen, weil sie finden ich ahnen kann, dass diese bescheidenen und k\u00fchnen, sich wissenschaftlich so\n vielseitig und gl\u00e4nzend ausgezeichneten jungen Leute Ew. Eurer Majest\u00e4t einige Stunden angenehmer Unterhaltung gew\u00e4hren werden. Sie flehen und ich mit Ihnen den Reisenden , dass Ew Eure Majest\u00e4t ihnen noch auf ein Jahr von jezt an, die\n bisherige Unterst\u00fczung huldreichst schenken m\u00f6gen. Von der ostindischen Company , die (wie der Sohn meines Freundes, des\n ber\u00fchmten Staatsmannes Canning , der\n jezige General Gouverneur) den daurendsten und wohlth\u00e4tigsten Antheil an\n der Expedition genommen hat, h\u00f6rt alle pers\u00f6nliche Geldunterst\u00fczung auf,\n von dem Augenblick, wo die Reisenden in Triest landen. Die Company wird aber h\u00f6chst-wahr scheinlich das Reisewerk , englisch von ihnen\n geschrieben, und mit vielen Karten und Kupfern versehen, auf \u00f6ffentliche\n Kosten drucken lassen. F\u00fcr F\u00fcr die deutsche Ausgabe aber einer, auf Befehl und theilweise auf Kosten Ew Eurer Majest\u00e4t , ganz wissenschaftlichen Reise , sind nicht Vorsch\u00fcsse von deutschen\n Buchh\u00e4ndlern zu hoffen. Tibet und der Kuenl\u00fcn (mein Demant) intressiren\n in Deutschland nicht wie Timbuctu . Niemals totgeglaubte Reisende sind\n keine erstan denen Leichen; sie sind\n geologisch, magnetisch, Sch\u00e4del abformend, skelettirend; sie sind alles nur\n nicht dramatisch in den Augen der Menge. Die bei den heili gen Seen Manasaro var Zwei Tintenflecke am rechten Seitenrand Drei solcher undramatischen Reisenden , die von denen 3 Jahre lang alle drei der meist jeder wo anders war, wollen aber essen. Ich\n flehe , schenken Ew Eure Maj. Majest\u00e4t zur\n Erleichterung der deutschen Ausgaben und da der\n reine Aether wie alle Bergluft, den Appetit, das Nahrungsbed\u00fcrfniss\n bekanntlich erh\u00f6ht , schenken Sie der Dreiheit noch ein Jahr der bisherigen\n Unterst\u00fczung. Es ist viel Ausgabe, die (ich weiss es,) Ew. Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t unmittelbar und ausschliesslich zur Last\n f\u00e4llt! Aber es ist Vollendung von dem was Sie ins Leben gerufen , zu Ehre und zum Glanze Ihrer Epoche! Ich verzage nicht\u2026 Nach Kaschmir und den\n Interessen der jungen Reisenden, die mich sehr beunruhigen , darf ich wohl noch zwei Curiosa ber\u00fchren in denen der Imperialismus sich wenigstens mit grosser delicatesse f\u00fcr mich benommen hat. Der Brief des Grafen Walewski ist in so fern der\n ausgezeichnetste, da er von der Besch\u00e4ftigung des Kaisers Napoleons mit einigen meiner Werke und von einer\n gewissen Vorliebe f\u00fcr meinen Character spricht. Ich darf Ew Eure K\u00f6nigliche Majest\u00e4t wohl um die Gnade bitten mir die beiden Briefe Humboldt war durch ein Schreiben des\n Prinzen Napol\u00e9on sowie durch eines\n des franz\u00f6sischen Au\u00dfenministers Alexandre\n Colonna-Walewski \u00fcber die Verleihung des Gro\u00dfkreuzes des\n Ordens der Ehrenlegion durch Kaiser Napol\u00e9on\n III . in Kenntnis gesetzt worden. Die beiden Schreiben\n sind nicht \u00fcberliefert. Vgl. Humboldt an Friedrich Wilhelm IV ., Berlin, 19. Juni 1857, Humboldt 2013 , 523f. wieder zufertigen zu lassen . Ich habe\n eine grosse, grosse Freude \u00fcber die Wiederkehr der warmen Tage, welche den\n Genuss der Bewegung im Freien so sehr beg\u00fcnstigen, Ihrer Constitution eine\n nothwendige Lebensbedingung. Mit den herzlichsten W\u00fcnschen und der dankbarsten Ehrerbietung Ew. Eurer K\u00f6niglichen Majest\u00e4t aller getreuester AlHumboldt Berlin , den 20 . Juni 1857.","268":"Ew. Eure K\u00f6nigliche Majest\u00e4t S. Seine M. Majest\u00e4t bewilligen d. den Orden, welchen die GOKom\u0305. Generalordenskommission dem Min. Pr\u00e4s. Ministerpr\u00e4sidenten zusenden soll, und ihn mit einem\n Schreiben an den p Sykes beh\u00e4ndigen\n lassen soll. Exped. Expedition d. des Ordens von d der GO. K. Generalordenskommission \u2014 an Min. Minister v. von Manteuffel Schreiben an Sykes und p v. von Humboldt beif\u00fcg einh\u00e4ndigen . Ill Illaire 7\/8 vG. von Gerlach pr praesentatum \/8 haben geruht, mit einigem Wohlgefallen, gleich nach Ihrer R\u00fcckkunft aus Tepliz , einen unvollst\u00e4ndigen\n Vortrag anzuh\u00f6ren, den ich mir erlaubte \u00fcber die moralische Notwendig keit zu halten, dem als , als altindischen Arch\u00e4ologen und Administrator bei der ostindischen Company gleich ausgezeichneten Colonel Sykes , ohne dessen Vorliebe f\u00fcr die Gebr\u00fcdern Gebr\u00fcder Schlagintweit der lezteren so erfolgreiche Expedition nach dem Himalaya , Tibet und dem Kouen-l\u00fcn\n Gebirge nicht w\u00fcrde zu Stande gekommen sein, ein Zeichen\n Ihres k\u00f6niglichen Wohlwollens zu geben. Da die Reisenden, um einen\n gr\u00f6sseren Theil des Landes gleichzeitig untersuchen zu k\u00f6nnen fast immer\n abgesondert vorgedrungen sind, so haben sie mehr ausgegeben, als die 8000 Thaler , die ihnen\n vom Colonel Sykes gezahlt wurden: sie haben\n noch einen extraordinairen Zuschuss von wenigstens 14000 Thalern von der ostindischen Compagnie zu fordern . Sie drangen daher in mich,\n auch um jene Forderung leichter beg\u00fcnstigt zu sehen, meinen Antrag um ein Zeichen des k\u00f6niglichen\n Dankes zu beschleunigen. Da nun Colonel\n Sykes , President of the Court of\n Directors im East India House , ein sehr beg\u00fcterter Mann ist und materielle Geschenke schwer zur Befriedigung auszuw\u00e4hlen sind, so liess ich ihn durch die\n Schlagintweits, schon von Berlin aus,\n schriftlich fragen, ob ihm eine allergn\u00e4digste Ordensverleihung nicht besonders angenehm\n sein w\u00fcrde. Er hat die Antwort unmittelbar un d t er dem 27 . Juni an mich\n gerichtet Vgl. William Henry Sykes an Humboldt, London,\n 27. Juni 1857, Slovensk\u00e1 n\u00e1rodn\u00e1 kni\u017enica \u2013 Liter\u00e1rny arch\u00edv, Martin\n (Slowakei). und eiligst ausgesprochen welche Freude, ja selbst welchen Nuzen ihm\n es machen w\u00fcrde, wenn His Majesty the King of Prussia should be\n induced to testify his thanks for my humble aid in the promotion of\n scientific researches through the Messieurs Schlagintweit by some\n mark of his favor. Ich brauche Ihnen nicht\n zu sagen, sezt Colonel Sykes hinzu, dass\n die successfull results\n of the indefatigable labours of my young friends are an ample reward of the interest I\n have taken in their researches. Nevertheless any direct mark of the\n King \u2019 s approbation could not\n but be honorable to me und ich w\u00fcrde es mit ehrerbietigster Dankbarkeit anerkennen . Die Beilage \u00fcber\n Geburtsadel seines eigenen Stammes, der\n bis zu Walter de Sykes (of Sykes Dyke bei Carlisle )\n unter K\u00f6nig Richard II . , Sohn des Schwarzen Prinzen , zum 14ten Jahrhundert aufsteigt, und \u00fcber den Geburtsadel der M rs Sykes , deren mother, Grand mother and Great Grandmother !! vollbl\u00fctig rein,\n mit der grossen Familie Errol und den Earls\n Marshal s of Scotland and the Highland-Chieftains of Kilravock zusammenh\u00e4ngt, l\u00e4sst deutlich erkennen warum der\n Orden von Ew. Eurer Majest\u00e4t ihm auch , troz der W\u00fcrden, die er seit Jahren bekleidet und troz seines\n Parlamentssizes auch in England n\u00fczlich werden kann. Er l\u00e4chelt in dem Briefe ( it\n would deter me from accepting ) \u00fcber die Civil\n Knightships (Nicht erbliche Ritter-W\u00fcrden, wie sie Schomburgk und Murchison haben, ohne Baronet\n Titel) die man lawyers, municipal officiers and other Civil functionaries,\n h\u00e4ufig verleiht. Er will eine bleibende Erh\u00f6hung seiner uralten Familie und\n hofft, dass eure die Gnade Ew. Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t die Aufmerksamkeit seines eigenen Gouvernements auf ihn lenken werde. Colonel Sykes , dessen Freundschaft ich l\u00e4nger\n selbst als Bunsen geniesse , hat nicht bloss, als gelehrter Sanskritforscher und Mitglied der k\u00f6niglichen Societ\u00e4t zu London , sondern auch\n durch seinen Milit\u00e4rdienst in den indischen Feldz\u00fcgen sich einen\n ausgezeichneten Ruf erworben. Geboren 1790 trat er schon 1804 in die Bombay sche Armee; commandirte 1817 das Daporee -Regiment, wohnte mehreren\n Schlachten bei, besuchte 1820 bis 1824 England ,\n kehrte aber mit Lord Elphinstone , als political and statistical Reporter nach Indien zur\u00fcck zur\u00fcck wo er in einem wichtigen Administrations-Posten durch bis 1831 eine tiefe Kenntnisse der indischen Angelegenheiten sich neben der erweiterten Sprachkunde in sanscrit, bengali, pali und neu-persisch erwarb. Er wurde schon 1840 gew\u00e4hlt zum Director of the East India Company , in der er einen\n grossen, den Wissenschaften n\u00fczlichen Einfluss bis heute aus\u00fcbt; 1856\n Chairman of the East India-Company , und von leztem M\u00e4rz 1857 Parlaments Mitglied for the ancient City of Aberdeen . Nach Herz\u00e4hlung aller dieser\n Vorz\u00fcge enth\u00e4lt nun der Brief des Colonel Sykes , der avant la lettre , (vor der Nachricht aus der Mogulstadt Im Mai 1857 brach unter anderem in der alten\n Hauptstadt des Mogulreiches Shahjahanabad der Indische Aufstand gegen die\n Herrschaft der British East India\n Company aus. ) diesen Herbst mich in Berlin zu besuchen drohte, die mich bedr\u00e4ngende Aeusserung: dass mein good judgment could best point out was ihm n\u00fczlich sein k\u00f6nne. Nach der wichtigen und vornehmen Stellung des als Gelehrter und Adminis trator wichtigen ausgezeichneten Mannes, nach dem moralischen Bed\u00fcrfniss , dem etwas recht angenehmes und n\u00fczliches zu\n verleihen , ohne den die Hy Hi malaya und tibetanische Reise nicht w\u00e4re m\u00f6glich\n gewesen , schlage ich Ew Eurer K\u00f6n. K\u00f6niglichen Majest\u00e4t allerunterth\u00e4nigst vor: dem Colonel Sykes den Rothen Adler Orden zweiter Classe und das schriftliche das Versprechen einer grossen Porzellan Vase mit Abbildungen von Sanssouci und Charlottenburg durch Graf\n Bernstorff \u00fcbergeben zu lassen . Geruhen Ew Eure Majest\u00e4t diesen Vorschlag zu genehmigen, so werde ich eilen , (wegen der\n Geldforderung der Schlagintweits in London , wo sie nach einem sehr neuen Briefe von Sir Roderick Murchison bereits angekommen sind) den Entwurf einer Cabinetts Order\n einzureichen und mich des Ausdrucks bedienen : L\u2019envoi du Vase de la Manufacture de Porcelaine,\n orn\u00e9 de souvenirs des\n sites royaux, suivra de pr\u00e8s . Da\n fremde Orden in England zwar sehr beliebt\n sind, aber nicht getragen werden, so wird die Aufstellung eines Geschenkes des K\u00f6nigs von Preussen in Syke\u2019s Wohnung im East\n Indiahouse , am wohl th\u00e4tigsten den\n Zwek\n eines Aufmerksamkeit-erregenden Mittels zur Verherrlichung der Nachkommen\n \u201e of old Walter de Sykes \u201c erf\u00fcllen. Ich erwarte dar\u00fcber den allerh\u00f6chsten Befehl. In tiefster Ehrerbietung ersterbend Ew Eurer K\u00f6n. K\u00f6niglicher Majest\u00e4t allergetreuester AlHumboldt Potsdam, den 31 . Juli 1857","269":"Berlin 22 Sept September 1857 Ich habe viel Achtung f\u00fcr die Gr\u00fcndlichkeit der zoologischen Kenntnisse des D r Doktor Weinland , aber es ist schwer sich f\u00fcr eine so ganz gestaltlos vorgeschlagene Sache zu interessiren. Die\n Empfehlung deutcher deutscher Gelehrten die auf deutschen Universit\u00e4ten erzogen sind, w\u00fcrde einem\n solchen gar nicht neuen Vorschlag, meinen Bedenken auch wenig n\u00fczen. Der\n Begriff einer deutschen Universi t\u00e4t ist so complex, nothwendig\n Philologie, Geistes gelehrtheit, die f\u00fcr das Advocatenreich Amerika so wichtie wichtige Jurisprudenz u und Medicin begreifend, dass eine gr\u00fcndliche Auseinandersezung des\n Bisherigen uns wenig Bekanten Bekannten mit dem Neu Einzuf\u00fchrenden von der Hand ber\u00fchmter, amerikanischer in Berlin und G\u00f6ttingen gebildeter Gelehrter wie Tiknor u und Everett , der erste Geschichtschreiber der\n Spanischen Litteratur, der zweite Senator und einst Gouverneur des Staats v von Massachusets erforderlich w\u00e4re. Sie f\u00fchren selbst, mein theurer Freund, sehr richtig den\n Mangel an vorbereitenden Gymnasien an . Eine\n Universit\u00e4t l\u00e4sst sich nicht stiften wie ein Naturalien Cabinet oder eine\n Bibliothek . Das Bed\u00fcrfniss ver\u00e4nderter Lehrmethoden, das Eingreiffen, der Zusammenhang des zu Lehrenden muss erst\n in Schriften entwickelt werden . Das Empfehlen\n eines gestalt losen Vorschlages w\u00fcrde nicht mehr wirken als wenn\n ein Deutscher das Lesen deutscher B\u00fccher empf\u00e4hle. Die Gek\u00fcssten auf dem Munde ( Bunsen , \u201eGott\u201c der Geschichte Bunsen 1857[-1858] ) auf der Schulter (Pastor Kind in Neapel auf der Schulter von einer italienischen Dirne)\n verlassen. Sie waren berufen um sich zu lieben und der Offenbarung den\n Titel der Unvernunft zu vindiciren\u2026 Mit alter Liebe noch aber die ungel\u00e4uterte u und Anh\u00e4nglichkeit Ihr AlHumboldt","270":"Ich besize nichts, theurer Freund, was Sie w\u00fcnschen: ich habe nie eine deutsche Zeitung von Melbourne gehabt, wohl\n aber von S. Francisco zugleich mit anglo-chinesischen auch 2 deutsche Kansas Bl\u00e4tter die ich beilege in denen eine Nachricht von einer\n neu gegr\u00fcndeten Humboldtstadt enthalten ist nicht zu verwechseln: mit der\n \u00e4lteren Stadt Humboldt etwas n\u00f6rdlich vom Cap Mendocino in der seit\n mehre n Jahren ein in California viel gelesenes Blatt unter dem Titel Humboldt- Times herauskomt herauskommt . Mehr glaube ich wird die geogr. geographische Gesellschaft Prof Professor Burmeister \u2019s Aufnahme u und Ansicht der Cordillere von Chile interessiren von Mendoza Mendoza aus also von Osten gesehen . ich habe die Rolle \u00fcber Buenos\n Ayres erhalten ohne weitere Beschreibung. Es ist ein Werk\n r\u00fchmlichen Fleisses und grosser Genauigkeit in den Umrissen . Da ich das Bild dem K\u00f6nig vorlegen soll\n so bitte ich es mir wieder von neuem sorgf\u00e4ltig gerollt . Sp\u00e4ter werde ich die Zeichnung den Archiven der geogr. geographischen Ges Gesesellschaft wieder \u00fcbergeben, damit Prof. Professor Burmeister selbst nach seiner R\u00fcckunft dar\u00fcber disponiren kann . Von meinem theuren Freunde Bonpland der in der besten Gesundheit den 28sten August seinen 84sten Geburtstag zu feiern gedachte habe ich durch Herrn Gener. General Consul von G\u00fclich angenehme u und lehrreiche Briefe aus Corrientes vom\n 7 ten Juni 1857 . Er\n h\u00e4tte ganz mit wissenschaftlichen Untersuchungen noch lebhaft besch\u00e4ftigt\n einem jungen deutschen Reisenden Herrn Julius Fischer seine Herbarien zu zeigen . Er suchte alle Dek bl\u00e4tter zusammen f\u00fcr das neue Museum der Naturgeschichte zu Corrientes dessen Direction ihm von der Regierung \u00fcbertragen ist . J\u2019ai promis heisst es in dem Briefe \u201e Mr Monsieur le Gouverneur actuel de la Provence de Corrientes, Don Juan Pujol , homme tr\u00e8s colaire, les doubles de toutes mes Collections pour le Mus\u00e9e public et\n je remplirai ma promesse. Ce travail termin\u00e9, je devrais parcourir les\n diff\u00e9rentes Provinces de la Conf\u00e9d\u00e9ration argentine mais ; s\u2019il\n n\u2019est possible je pr\u00e9f\u00e9rerais porter moi m\u00eame mes Collections \u00e0 Paris pour les d\u00e9poser au Mus\u00e9um , ainsi que mes\n manuscrits et prendre les mesures n\u00e9cessaires pour la publication de mes herbiers qui ne laisse pas\n d\u2019avoir de l\u2019inter\u00eat . Mon voyage en Europe doit\n \u00eatre de courte dur\u00e9e , car je veux revenir \u00e0 St Saint Ana o\u00f9 je suis tranquille et heureux . Je veux \u00eatre enterr\u00e9 enterr\u00e9 sous les arbres que j\u2019ai plant\u00e9s .\u201c Diese Stelle des Briefes ist sehr beruhigend. Sie giebt die Gewissheit dass\n mein Freund nie daran gedacht hat seine\n botanischen, unedirten Sch\u00e4ze in einem unbesuchten Provinzial-Museum zu vergraben sondern dass er diese Sch\u00e4ze noch immer den Botanikern Europa\u2019s bestimmt. Sollte er die Reise nach Paris und Berlin von der er oft\n in fr\u00fchern Briefen gesprochen nicht selbst ausf\u00fchren k\u00f6nnen, so wird er\n Vorkehr ungen treffen seine Herbarien und Manuskripte (leztere sind von grosser Wichtigkeit f\u00fcr die Geographie der Pflanzen!) auf sicherem Wege an die Proffessoren des Jardin des\n Plantes zu Paris zu senden. Dort im Jardin des Plantes werden schon aufbewahrt alle\n botanischen Tageb\u00fccher welche in mehren mehreren B\u00e4nden Bopland Bonpland und ich (er zu \u00be des Ganzen) in der gemeinschaftlichen Reise gehalten von Juni 1799 bis August 1804 gehalten haben . Am Ende des Briefes hies heisst es noch: je pense Je compte bient\u00f4t aller d\u2019ici \u00e0 San\n Borja et je serai de retour \u00e0 Corientes dans le courant de Septembre. Je travaillerai alors de nouveau sans rel\u00e2che aux herbiers et je mettrai \u00e0 part\n pour la Prusse et de pr\u00e9f\u00e9rence pour l\u2019 Universit\u00e9 de Greifswalde qui m\u2019a donn\u00e9 tant de marques de\n son souvenir bienveillant le plus de plantes possibles propres \u00e0 cette partie de l\u2019Am\u00e9rique , si peu visit\u00e9e jusqu\u2019ici . Ich darf wohl hoffen, theurer Freund, dass mir vom Journal nach Pots dam geschikt,\n wohin ich Sonnabend leider! \u00fcberziehe, nur die Correctur f\u00fcr alles franz\u00f6sische vorgelegt wird. AlHumboldt Donnerstag Nacht","271":"Sie haben, theurer Freund und College bei mir grosse Freude \u00fcber das nicht bloss\n kleine sondern tiefe Leben (nicht entseelte tote Reste wie der einseitige Maury will), in ganz Sanssouci die Hofdamen besonders mitgerechnet \u00fcber die behaarte mexicanische Miss erregt. Es ist\n erst die erste rationale Beschreibung die wir von meiner Landsm\u00e4nnin\n erhalten haben . Nehmen Sie meinen innigen Dank daf\u00fcr freundlichst an . Ich habe durch Trendelenburg heute eine Bitte f\u00fcr Buschmann an den Ausschuss gerichtet dessen m\u00e4chtiges Mitglied Sie sind . Es handelt sich um Bewilligung von mehr Bogen . Es w\u00e4re doch innigst zu bedauern wenn eine ein viel Neues enthal tende s n\u00fczliche s , schon in MSS Manuskript ganz vollendete s Werk Buschmann 1859 das einzige \u00fcber ame rikanische Sprachfamilien, nach den neueren Ansichten von Bopp , Grimm und Wilhelm von Humboldt \u00fcber grammatischen Sprach\n Organismus abgefasst, nicht ver\u00f6ffentlicht werden k\u00f6nnte. Helfen Sie dem\n Jugendgreise in den tr\u00fcben Tagen der verh\u00fcllten Sternschnuppen . Dankbar Ihr AlHumboldt Potsdam 14 Nov November 1857.","272":"Der K\u00f6nig , der mich gestern Nachmittag zum ersten\n Male hatte kommen lassen , hat sich mit grosser Freundlichkeit Ihrer beiden, meine theuren\n Freunde und mit Besorgniss Ihres abwesenden Bruders erinnert: auch l\u00e4sst die K\u00f6nigin sehr warm f\u00fcr die zierlichen Bilder auf Elfenbein\n danken . Ihr AlHumboldt Sr Seiner Wohlgeboren den Herrn Gebr\u00fcdern\n Schlagintweit eiligst AlHumboldt","273":"Sr Seiner Wohlgeboren Herrn Professor D r Ehrenberg mit 3 B\u00e4nden Java Junghuhn 1854 AlHumboldt Ihre herzlichen W\u00fcnsche und die Nachricht von den wunderbaren magnetischen Meteorkugeln Ehrenberg 1858 ver pflichten mich zu freundlichstem\n Danke: aber leider! weiss ich in meinem eigenen Buche ( B Band IV des Kosmos Humboldt 1845-1862 , IV ) die von mir aus Junghuhn citirte Stelle nicht auffinden aufzufinden . Alles von Junghuhn \u00fcber Java ist in 3\n B\u00e4nden Junghuhn 1854 von sehr ungleicher Dicke herausgekommen, die ich Ihnen (der Privat Bibl. Bibliothek des K\u00f6nigs geh\u00f6rig) heute schicke.\n Geben Sie die B\u00fccher an mich zur\u00fck. Empfangen Sie und Ihre theure Familie\n den grossen Infanten eingerechnet auch meine besten W\u00fcnsche f\u00fcr das b\u00f6se mit einem Freitag beginnende Jahr. Ihr AlHumboldt Neujahr","274":"Berlin , den 4. Januar\n 1858. Euer\n Wohlgeboren ersuche ich, gef\u00e4lligst alle Briefe und\n Packete, die an die Adresse meines Bruders Herrmann Schla gintweit ( Leipzig , H\u00f4tel de Bavi\u00e8re) an Sie kommen\n m\u00f6ch ten, bis zu seiner Ankunft, die zwischen dem 7 . u. und 11. d. des M. Monats erfolgen wird, aufbewahren zu wollen. Hochachtungsvoll u und ergebenst Robert Schlagintweit .","275":"Sr Seiner Wohlgeboren Herrn Prof. Professor Ehrenberg AlHumboldt Ich freue mich der Holkugeln Ehrenberg 1858 , theurer Freund, und werde dem D r Doktor Semper auf Ihren Wunsch gern eine Empfehlung\n an die spanischen Beh\u00f6rden zu Manilla geben . Mein ungl\u00fcklicher Stundenzettel ist\n aber voll Sontag u und Montag ich muss Sie also bitten mir\u00b4 den Reisenden erst Dienstag 12 ten Januar um ein Uhr zu\n schicken . Dankbarst Ihr AlHumboldt Freitag Abend Dass eine Facult\u00e4t durch leidenschaftliche Phantasie geleitet so gar\n keine Wichtigkeit auf ferne Reisen, ihre Gefahrnisse und\n Selbstbeobachtung der freien tropischen Thiernatur zu legen versteht und\n einen gediegenen wissenschaftlichen, der Anatomie besonders kundigen Zoologen den man besizt secundo loco aufstellt, eine 5 j\u00e4hrige Resultatreiche Forschung in Ostafrika u und Madagascar f\u00fcr nichts achtet ist eine traurige Erschei nung . Wie hat sich Magnus mit dem ich damals gefochten ehe ich seine Einwirkung kannte, von einem ihm ganz fremden Fache von dem\n einzelligen botanischen Tr\u00e4umer hat einsch\u00fcchtern lassen k\u00f6nnen . Also ein Mathem Mathematiker Chemi ker u und Botaniker entsenden in der Zoologie .","276":"Berlin, 12. t 12. Februar 1858 Hochverehrteste\n Excellenz! Es ist kaum n\u00f6thig zu sagen, welch lebhaftes Vergn\u00fcgen es f\u00fcr uns ist, so gl\u00fccklich zu sein, Ihre interessanten Fragen, soweit es uns m\u00f6glich ist,\n beantworten zu d\u00fcrfen. Dieses Schreiben Humboldts konnte bislang nicht\n identifziert werden. Ihrem Wunsche gem\u00e4\u00df haben wir die Namen der Gipfel nach dem System von Lepsius Carl Richard\n Lepsius ver\u00f6ffentlichte 1855 das\n Allgemeine Linguistische Alphabet , mit dem eine \u00dcbertragung\n au\u00dfereurop\u00e4ischer Sprachen in lateinischerSchrift m\u00f6glich wurde.\n Besondere Relevanz erhielten dabei Akzentuierungen, anhand derer die\n Aussprache des Wortes nachvollzogen werden konnte. Vgl. Lepsius 1855 , 57\u201361. , aber mit einigen Modificationen genau so geschrieben, wie wir\n sie in unserem Buche Wohl Schlagintweit, H.\/Schlagintweit,\n A.\/Schlagintweit, R. 1861\u20131866 . drucken lassen: ts\u0306 f\u00fcr tsch dz\u0306 f\u00fcr dsch a mit einem K\u00fcrzezeichen (a\u0306); wenn es ein a von unvoll kommener Bildung ist, \u00e4hnlich im Hindostanischen dem\n offenen u der Engl\u00e4nder in \u201emud\u201c = Schlamm, \u201e cut \u201c = schneiden;\n doch ist der Ton nicht ganz identisch damit. Vokale mit dem Perispomenon, a\u0303, e\u0303, i\u0303, o\u0303, u\u0303, lauten nasal, wie z. zum B. Beispiel a in antique, o in salon. \u00dcberdie\u00df hat jedes Wort einen Accent, um zu zeigen, d auf welcher Silbe der Ton liegt. I. Namen der h\u00f6chsten Berg gipfel des Himalaya in der Richtung von\n Osten nach Westen: 1.) Ts\u0306amalha\u0301ri in Bhuta\u0301n . (Chu malari nach engl. englischer Schreibart.) 2.) Ka\u0306nts\u0306indz\u0306i\u0301nga in Sikkim (Kanchinjinga, Kanchinjunga, oder Kinjinjinga nach engl. englischer Schreibart.) 3.) Gaurisa\u0306\u0301nkar (nepalesisch,) Ts\u0306ingopa\u0303mari\u0301 (tibetanisch), von Colonel Waugh Mount Everest genannt, in Nepa\u0301l . 4 . ) Gosaintha\u0301n in Nepal . 5.) Ya\u0301hsa , bisher Dhaulagiri, Dholagiri oder Dhawalagiri genannt in Nepal . 6.) Mats\u0306ipu\u0301ts\u0306a (Machipucha nach englischer Schreibart) in Nepa\u0301l . 7.) Na\u0301nda De\u0301vi in Ka\u0306ma\u0301on (Kumaun), fr\u00fcher als Jawahir bekannt, ein Name, der wahr scheinlich daher k\u00f6mmt, da\u00df er der h\u00f6chste Gipfel eines Bezirkes ist, der fr\u00fcher Jawahir, jetzt aber Dz\u0306oha\u0301r (Johar) hei\u00dft. 8.) Ibi Ga\u0303\u0301min , der einzige Gipfel von bedeutender H\u00f6he, welcher fast genau in dem Hauptkamme des Himalaya , in Ga\u0306rhva\u0301l liegt. 9.) Dia\u0301mer in Haso\u0301ra , nord westlich von Kashmi\u0301r ,\n da, wo der Indus seine\n nordwestliche Richtung verlassend, eine pl\u00f6tzliche Biegung nach\n S\u00fcden macht, nahe, aber etwas \u00f6stlich von dem Puncte, wo der Himalaya und Kara korum zusammentreffen. II. H\u00f6hen. Der h\u00f6chste, bis jetzt bekannte, Gipfel ist der Gaurisa\u0306\u0301nkar , nach Colonel Waugh 29002 E.F . Englische Fu\u00df = 27212 P.F . Pariser Fu\u00df = 4543 T. Toisen hoch. Nach unseren Messungen, soweit wir dieselben bis jetzt berechnen\n konnten, scheint er 2) etwas h\u00f6her, es ist derselbe Gipfel , von dem Hermann in seinem Briefe von Phalut (1855) Dieses Schreiben konnte bislang nicht\n nachgewiesen werden. geschrieben hat, wo er ihn unter Winkeln von \u00fcber 4\u00b0 messen\n konnte. Im \u00fcbrigen sind die H\u00f6hen der einzelnen Gipfel von Osten nach Westen\n folgende: Ts\u0306amalha\u0301ri : 23946 E.F. Englische Fu\u00df = 22468 P.F . Pariser Fu\u00df = 3745 Toisen. Ka\u0306nts\u0306indz\u0306i\u0301nga : 28156 E.F. Englische Fu\u00df = 26419 P.F . Pariser Fu\u00df = 4403\n Toisen . Ya\u0301hsa : 26826 E.F . Englische Fu\u00df = 25171 P.F . Pariser Fu\u00df = 4192\n Toisen . Na\u0301nda De\u0301vi = 25750 E.F. Englische Fu\u00df I\u0301bi Ga\u0306\u0301min nach Strachey : 25500 Engl. Englische Fuss. Der h\u00f6chste, von uns am Ibi Ga\u0303min am 19 . August 1855 erreichte Punct ist,\n barometrisch bestimmt, 22260 E.F . Englische Fu\u00df = 20888 P.F . Pariser Fu\u00df hoch. Dia\u0301mer , soviel es uns bis jetzt m\u00f6glich war, zu berechnen circa 26200 E.F . Englische Fu\u00df hoch. Unsere eigenen H\u00f6hen konnten wir bis jetzt, mit der sorgf\u00e4ltigen, wiederholten Vergleichung der Instrumenten Correction besch\u00e4ftiget, noch nicht berechnen. III . Bedeutung der Namen Ts\u0306amalha\u0301ri . Wir finden in unseren Manuscripten ( Band 39 , Abthlg Abtheilung 5) In dem 39. Band der Manuskripte hielten die\n Br\u00fcder Schlagintweit besonders Ortsnamen und ihre etymologischen\n Eigenheiten fest. Vgl. Schlagintweit, A. H. R. 1854\u20131858 . da\u00df Ts\u0306amalha\u0301ri genau derselbe Name ist, wie Gaurisa\u0306\u0301nkar , dessen Bedeu tung wir erst 3 Jahre sp\u00e4ter erfuhren. Ein einziger, unwesent licher Unterschied ist, da\u00df in \u201e Gaurisa\u0306\u0301nkar\u201c das Wort \u201eBerg\u201c fehlt, w\u00e4hrend es in Ts\u0306amalha\u0301ri in der letzten Silbe\n enthalten ist. Ts\u0306amalha\u0301ri ist bhutanischer, Gaurisa\u0306\u0301nkar sanscrit\n Name , Ts\u0306a\u0301ma ist Name einer weiblichen, Lha einer m\u00e4nnlichen Gottheit. Ri hei\u00dft Berg od oder Gipfel. Gauri ist gleichfalls eine G\u00f6ttin, und zwar der Tochter des Himalaya , und sa\u0306\u0301nkar (sanscrit sa\u0306\u0301nkara)\n ist einer der vielen Namen, welche dem Gotte Si\u0301va gegeben werden. In beiden F\u00e4llen ist also die Bedeutung des Namens: Der Gipfel\n der G\u00f6ttin und des Gottes par excellence. Ka\u0306nts\u0306i\u0301ndz\u0306i\u0301nga . Die Bedeutung der\n einzelnen Silben l\u00e4\u00dft sich im bhutanischen Dialect des Tibetanischen aufs deutlichste bestimmen. Die w\u00f6rtliche \u00dcbersetzung ist: \u201e Der hohe Schneeberg von 5 Sch\u00e4tzen \u201c kan = Schneeberg (ga\u0303\n tibetanisch) Ts\u0306in = hoch dz\u0306i\u0301nga = 5 Sch\u00e4tze . Die allgemeine Bedeutung des Namens k\u00f6nnte etwa, wie Hermann in Sikkim erfuhr folgende sein: Der Schneegipfel der 5\n Sch\u00e4tze, wobei sich die letzteren auf 5, hier etwa mit Silber\n vergleichen, Anh\u00e4ufungen von gro\u00dfen Firnmassen an seinen Abh\u00e4ngen\n beziehen. Deodunga Dieser Berg konnte bislang nicht identifiziert\n werden. , was Gottesfelsen bedeutet, ist ein kleiner Berg, der von Kathman du gesehen, parallactisch dem Gaurisa\u0306nkar vorliegt. Ya\u0301hsa . Die Bedeutung dieses Wortes\n konnten wir nicht erfahren. Dhaulagiri hei\u00dft nepalesisch, w\u00f6rtlich \u00fcbersetzt, Schneegebirge, identisch mit dem engl. englischen Worte \u201eSnowy range\u201c oder dem deutschen Worte \u201eAlpen \u201c. Mats\u0306ipu\u0301ts\u0306a , im Sanscrit Wort, der\n Ma\u0301ts\u0301ya pu\u0301ts\u0306a geschrieben, heisst Fischschweif, ma\u0301ts\u0306i = Fisch\n (ma\u0301ts\u0306li hindost hindostanisch ) pu\u0301ts\u0306a = Schweif . 3). Na\u0301nda De\u0301vi bedeutet : die G\u00f6ttin (De\u0301vi) Na\u0301nda. I\u0301bi Ga\u0303\u0301min , ein tibetanisches Wort,\n welches, w\u00f6rtlich \u00fcbersetzt, die alte Verwandte oder Schwester des\n Schnees hei\u00dft. I\u0301bi = alt Ga\u0303 = Schnee min = Verwandte, od oder Schwester. Die Bedeutung und die zu Grunde liegende Idee\n ist, da\u00df Ibi Ga\u0303\u0301min die erhabene\n Schnee spitze des Hima\u0301laya sei, im\n Gegensatze der n\u00f6rdlich von Tibet , ihr gegen\u00fcber liegenden (verwandten) Karakorum Kette . In Beziehung auf den letzten Punct Ihres\n Briefes\n \u00fcber Erosion & Spalten der Th\u00e4ler des Himalaya erlaube ich mir folgende Bemer kungen: Die Richtung der Th\u00e4ler ist urspr\u00fcnglich durch Spalten\n bestimmt; man erkennt noch jetzt in vielen F\u00e4llen h\u00e4ufig das Streichen der Faul s t s im Gesteine als parallel mit der Richtung des Thales. Die Fl\u00fcsse aber weichen in einzelnen Theilen von dieser allgemeinen\n Richtung der Th\u00e4ler etwas ab, von der sie sich, der Form nach einer\n vom Winde bewegten Flagge nicht un\u00e4hnlich, nach rechts oder links entfernen. Wo die Thalw\u00e4nde unmittel bar am Ufer eines\n Gebirgsflusses ebenfalls diese gewundene Form haben, die im Himalaya bei weitem die vorherrschende ist, l\u00e4\u00dft sich schon daraus, aber noch ohne alle bestim\u0305te Bauweise die Aush\u00f6hlung als unmittelbare Wirkung des Flusses betrachten, da die Spalten viel regelm\u00e4\u00dfiger gerichtet sind. Als direkte Beweise, die uns bei der Bestim\u0305ung der Erosion leiteten,\n f\u00fchre ich an: 1) L\u00f6ffelf\u00f6rmig gerundete Auswaschun gen l\u00e4ngs der ganzen W\u00e4nde der Abh\u00e4nge zum\n Flusse . 2) Ablagerungen, ebenfalls l\u00e4ngs der Abh\u00e4nge zum Flusse, die weiter oben im Thale anstehend gefunden werden. Selbst wenn wir uns auf diese beiden Daten allein beschr\u00e4nkten, kamen\n wir, unabh\u00e4ngig von einan der, zu dem\n Resultate, da\u00df die Erosion im Himalaya 1200 bis 1500 F u ss betrug, eine H\u00f6he, die sie aber oft \u00fcberstieg. Die\n gr\u00f6\u00dften Erosionen erreichen 3000 F u ss. Die Folgen der Erosion sind au\u00dferordentlich ausgedehnt & \u00fcber raschend; ich nenne nur den Mangel aller Wasserf\u00e4lle, den Mangel, d. das i. ist die Entleerung aller Seen und das langsame, aber stetige Vermindern der absoluten Gr\u00f6sse der Gletscher. Ich habe im Dec. December ersucht, in der geogr. geographischen Gesellschaft einen kleinen Vortrag \u00fcber\n diesen Gegenstand zu halten, der, einer der interessan testen & wichtigsten, uns\n vielfach im Himalaya besch\u00e4ftigte. Ein in der Zeitschrift f\u00fcr allgemeine Erdkunde abgedruckter Aufsatz von Robert Schlaginitweit behandelte\n die Erosionsformen der indischen Fl\u00fcsse. Vgl. Schlagintweit, R.\n 1857 . Ich werde mir erlauben, Ihnen morgen ein Exemplar dieses bereits gedruckten Vortrages zu schicken, sobald ich es von Reimer erhalte. Wir werden, wegen der Wichitgkeit des Gegenstandes, uns sehr gl\u00fccklich sch\u00e4tzen, dar\u00fcber auch Ihre An sicht\n vernehmen zu k\u00f6nnen. Unabh\u00e4ngig von den eben mitgetheilten wissenschaftlichen Daten erlaube ich mir, Ihnen mitzutheilen, da\u00df wir heute das Gl\u00fcck hatten, den Gro\u00dfherzog von Mecklenburg , mehr als 2\n Stunden in Monbijou zu sehen . Er wurde von F\u00fcrst\n Reuss eingef\u00fchrt den wir \u00f6fter im Kasino bei Tisch sahen, und schien mit\n vielem In teresse unsere Sam\u0305lungen zu sehen. Soeben erhielten wir auch einen Brief vom Gro\u00dfherzog von Sachsen Weimar , der uns morgen um \u00be 9\n Uhr Morgens zu sich beschied. Wir werden uns erlauben Ihnen sogleich\n N\u00e4heres \u00fcber diesen uns erwarteten Besuch mitzutheilen. Mit dem Ausdrucke der aus gezeichnetsten Hochachtung und in\u0305igsten Verehrung Eurer Excellenz dankbarst ergebener Robert Schlagintweit .","277":"Meine theuren Freund e ! Keiner kann mit so tr\u00fcber Bek\u00fcmmerniss die dr\u00fcckende Lage f\u00fchlen in der Sie Sich befinden,\n als der \u00e4lteste aller Reisenden unter den Zeitgenossen . Ich w\u00fcnsche innigst, dass dem\n edle n , immer so gern h\u00fclfreichen Prinz von Preussen in\n seinem Gesundheitszustande erm\u00f6glicht sei, Ihnen eine Audienz zu geben. Hermann und Robert Schlagintweit\n planten, ihre Sammlungen in Berlin in einem neu einzurichtenden\n \u201eIndischen Museum\u201c auszustellen. Nach der Erkrankung des K\u00f6nigs wandten sich die Br\u00fcder mit ihrem\n Anliegen an dessen Stellvertreter : Hermann und Robert Schlagintweit an\n Wilhelm Prinz von Preu\u00dfen. Berlin, 12. M\u00e4rz 1858 . Das R\u00fchmliche Ihres grossen und gefahrenvollen Unternehmens beruht auf den\n reichen Sammlungen , die Sie heimgebracht, auf den geographischen Aufschl\u00fcssen die durch\n astronomische Ortsbestimm ungen unterst\u00fczt\n sind; auf der Zahl magne tischer, in Indien selbst publicirter Beobachtun gen Vgl. Schlagintweit, H.\n 1856 . , auf den H\u00f6henMessungen und meteorolo gischen Arbeiten, die Sie vollbracht und gesamlet , auf der Bereicherung unserer botanischen, zoo logischen , und geologischen und et h nographischen Sammlungen. Sie haben in jener fernen Zone mehr geleistet als das was Leopold von\n Buch , und Prof. Professor Ritter und ich auf Ihre zwei grossen Werke \u00fcber die westlichen und \u00f6stlichen Alpen Die von Hermann und Adolph\n Schlagintweit verfassten Untersuchungen \u00fcber die\n physicalische Geographie der Alpen ( Schlagintweit, H.\/Schlagintweit, A.\n 1850 ) war vor allem den Ostalpen gewidmet, w\u00e4hrend sich die Neue[n] Untersuchungen \u00fcber die physicalische\n Geographie und Geologie der Alpen ( Schlagintweit, A.\/Schlagintweit, H.\n 1854 )auf die Westalpen konzentrierten. gest\u00fczt von Ihnen erwarten konnten! Ich habe noch vor wenigen\n Tagen in die H\u00e4nde des G.O.R. Geheimen Oberregierungsraths Raths Schulze einen eigenh\u00e4ndigen Brief Sr Seiner Majest\u00e4t an mich von Marienbad gerichtet, gelegt in der Hofnung , dass durch Vorlegung desselben der Herr Minister von Raumer seine Antwort beschleunigen werde . Als Ehrenberg von Aegypten zur\u00fckkam , wurde ihm auf Antrag einer akademischen Commission, deren Mitglied ich war, zur Heraus gabe seines Werkes und f\u00fcr das\n Mitgebrachte , die Sammlungen bereichernde Material von des hochsel hochseligen K\u00f6nigs Majest\u00e4t eine Summe von 20000\n Thalern bewilligt. Humboldt empfahl im Namen einer\n Kommission der K\u00f6niglich Preu\u00dfischen Akademie\n der Wissenschaften zu Berlin die Finanzierung eines\n Werkes, das die wissenschaftlichen Ergebnisse der Reise Christian Gottfried Ehrenberg s und Wilhelm Hemprich s durch Teile\n Nordafrikas und Vorderasiens enthalten sollte, durch den preu\u00dfischen\n Staat. Vgl. Humboldt 1826d ,\n 133f. F\u00fcr solche Comissionen und Berichte und Commissionen einer Akademie ist jezt, um Gefahr abzuwenden, keine Zeit, aber die auf einmale\n Bewilligung von 10.000 bis 12000\n Thalern w\u00fcrde als zu berechnender Vorschuss dem Ganzen\n abhelfen. M\u00f6gen meine besten Hofnungen bald in Erf\u00fcllung gehen! AlHumboldt den 5 . M\u00e4rz 185 6 8 Der Pr. Prinz v von Preussen K\u00f6n. K\u00f6nigliche Hoheit wird auch mit Freuden durch mich vernehmen dass\n der Herr Grossherzog von Weimar erstaunt \u00fcber den Reichthum Ihrer Samlungen in Monbijou Ihnen beiden\n seinen\n Orden verliehen hat. Hermann und Robert\n Schlagintweit hatten vom Gro\u00dfherzog von\n Sachsen-Weimar-Eisenach Carl\n Alexander den Hausorden der\n Wachsamkeit oder vom Wei\u00dfen Falken des Gro\u00dfherzogtums\n Sachsen-Weimar verliehen bekommen. Vgl. K\u00f6nigreich Bayern 1867 ,\n 141. Siehe auch: Robert Schlagintweit an\n Alexander von Humboldt, [Berlin, 12. Februar 1858]. Die Sammlung von Leop. Leopold von Buch Vgl. Buch 1825 . ist mit 16000 , die orientalische von Sprenger voriges Jahr mit 32000 Thalern erkauft worden . Aloys Sprenger sammelte\n Handschriften in Arabisch, Persisch und Urdu, die Friedrich Wilhelm IV. 1857 f\u00fcr die K\u00f6nigliche Bibliothek erwarb. Die\n Herausgabe des vortreflichen Werkes von Lepsius \u00fcber Aegypten Vgl. Lepsius 1849\u20131859 . \u00fcbersteigt 60.000\n Thaler .","278":"Da ich Ihnen, mein Hochver ehrtester Herr Baron, neulich von\n Herrn Beissels Best\u00e4 tigung des organischen Quarz sandes und von den Zust\u00e4nden ganzer Schichten einige\n Andeu tung gab, so sende ich Ihnen hier bey die \u00fcbersichtliche Darstellung aus den Monatsberichten Ehrenberg 1858 , 10-40 . Mir will es scheinen als m\u00fcsse aus diesen Keimen ein Baum\n werden. Was die Sicherheit der vul kanischen Mischungen\n mit dem Leben anlangt, \u00fcber die Sie mich neulich befragten, so kann wer dem Leben eine secund\u00e4re Stelle anweist und Fremdes in die Definition mischt oder diese nicht pr\u00e4cisiert, sorglich jede einzelne der f\u00fcr solche Mischung sprechenden Beobachtungen als nicht scharf\n bewei send ansehen, aber das \u00fcbersichtliche Zu sammenfassen der betreffenden Erschei nungen scheint mir doch\n nothwendig und zur Beachtung zwingend. Was die gefritteten Formen anlangt\n welche meist dabey (und durch Verglasen allemal) unkenntlich oder sehr schwer kenntlich werden, so imponirt mir am meisten das gro\u00dfe patago nische Tuffgebieth der Ostk\u00fcste aus Darwin und meinen Analysen. Der Bimstein Einschlu\u00df in der Bombe vom Kammerb\u00fchl klingt mehr schlagend als er zwingend ist, tiefes Leben bey Vulkanen anzunehmen. Die meisten Bomben am Kammerb\u00fchl enthalten Glimmerschiefer und Quarz Brocken. So, wird man immer sagen k\u00f6nnen, kann je ein schon einmal ausgeworfenes St\u00fcck Bimstein welches am Craterrand mit anderen Erden in Ber\u00fchrung kam in die fl\u00fcssige Lava\n zur\u00fcckgefallen und schnell umschlossen und wieder ausgeschleudert seyn. Die\n mit Ba salt \u00fcberlagerten und damit abwech selnden Polygastern Tripel k\u00f6nnen verschiedene\n Entwicklungszeiten gehabt haben. Beschr\u00e4nkte gefrittete Lagen k\u00f6nnen\n entstanden seyn wie der Marmor aus Kreide in Irland. Das alles l\u00e4\u00dft sich im\n Einzelnen zweyfelhaft machen. Der wei\u00dfe 100 Meilen breite Tuff Patagoniens leidet nicht an dieser Unsicherheit. Ich kann aber auch das Uebrige noch nicht gewi\u00df geben, so lange die Generatio spontanea nicht erwiesen ist. Allen meinen eigenen Untersuchungen der\n h\u00f6ch sten\n Art weicht die leztere aus und die welche Sie annehmen haben sich stets auch die neuesten grobe Bl\u00f6\u00dfen in den Methoden und Schl\u00fcssen gegeben. Ist aber das Leben\n prim\u00e4r, so kann man mit dem \u00dcbrigen es ruhig abwarten. Das Sammeln der\n einschlagenden Erschei nungen wird immer engere\n Kreise ziehen und was sich jezt in unabsehbare Breite verl\u00e4uft wird sp\u00e4ter\n schon ein bequemes L\u00fcftchen werden. Am lezten Donnerstag war Dr Doktor Hermann Schlagintweit Lector\n in der Akademie Schlagintweit 1858 , 248 . Ich gab nachtr\u00e4glich noch eine \u00dcbersicht der aus den Erden des Milum und Ibi Gamin Passes entwickelten Lebensformen, deren Beobachtung ihre f\u00fcr diesen Zweck sehr\n sorgf\u00e4ltig behandelten Sammlungen m\u00f6glich machen. Seit einigen Tagen bin ich in Besitz der s\u00e4mmtlichen 209 Grundproben welche das amerikanische Recognoscirungs Schiff Vincennes Capit. Brooke bey Japan und den Stations Puncten bey Ochotsk und in der Behringsstra\u00dfe bis zum 72\u00b0 N N\u00f6rdlicher B. Breite die tiefsten aus 200 fa thoms aufgenommen\n hat. Es ist sehr Schade, da\u00df auch hier wieder einige Angaben des speciellen\n Verzeichnisses mit den in kleineren Gl\u00e4sern befindlichen scheinbar sorg f\u00e4ltig gesammelten Materialien nicht stim men. Mit wissenschaftlicher Genauigkeit scheinen die Schiffsf\u00fchrer nicht zu Werk zu gehen. Was nicht stimmt mu\u00df ich\n unbeachtet lassen. Im \u00dcbrigen ist das Material zur Kennt ni\u00df der Meere mit denen ich mich jezt besch\u00e4ftige sehr\n einladend. Sie fanden am Jahres Anfange ein \u00fcbles omen im Freytag. Humboldt\n an Christian Gottfried Ehrenberg. [Berlin], [1. Januar\n 1858] Mir hat es viel Kummer und Sorge gebracht und fast fortw\u00e4hrende\n Migr\u00e4ne. Jezt habe ich mich wohl in so weit zurecht gefunden da\u00df ich den\n Fu\u00df auf dem Nacken der Fein de habe, aber es scheint fast als sey die Parterre Wohnung im Haus der Naturforscher f\u00fcr mich auch kein Gl\u00fcck gewesen zumal wenn ich nicht lange\n wohnen bleibe, sie mir sehr theuer ist. Hoffentlich kann ich im n\u00e4chsten Sommer einen Ausflug an irgend ein Meer\n machen um wieder leichtes Blut und frischen Muth zu gewinnen. Die colles leucogaei und manche andere Dinge h\u00e4tte\n ich gern selbst gesehen. Sollten Ihnen noch einige Nach weisungen\n erw\u00fcnscht seyn, so befehlen Sie \u00fcber mich. M\u00f6ge\n das hereinbrechende milde Fr\u00fchjahr alle Leiden von Ihnen fern halten. In herzlicher Verehrung Ihr ganz ergebenster Ehrenberg Martius in M\u00fcnchen schreibt mir \u201eHerrn v von Humboldt habe ich eben auch \u00fcber die Vocabularia Indianorum Martius 1858 , 8-51, Stevens\n 6391 ge schrieben, die ich jetzt drucken lasse. Es w\u00e4re\n recht sch\u00f6n wenn Du Ihn bestimmen k\u00f6nntest mir die seinigen abschreiben zu lassen, das w\u00e4re mir ein kostbar Denk mal Seiner Gunst.\u201c Der \u00e4rmste klagt sehr \u00fcber den erschrecklichen Glaspalast in M\u00fcnchen den Zustrom seines botanischen Gartens.","279":"Weimar ,\n den 14 t . April 1858. Hochverehrteste Excellenz! Leider erhielten wir neulich, anstatt irgend einer g\u00fcnstigen Antwort\n des Ministeriums einen Brief von geh. geheim Rathe Illaire Dieses Schreiben konnte bislang nicht\n ermittelt werden. , worin uns mitgetheilt wurde, da\u00df \u00fcber den Verlauf der Verhandlungen der Kom\u0305ission Eine Kommission des\n Kultusministeriums untersuchte die M\u00f6glichkeit des Ankaufs der\n Schlagintweit-Sammlung und der Einrichtung eines Indischen Museums in Berlin . In ihrem Bericht an\n Minister Raumer riet die Kommission\n bereits am 29. M\u00e4rz 1859 von einem Ankauf ab. Siehe Brescius 2019 , 275. ein Bericht derselben nicht eingegangen ist, ungeachtet un serer\n wohlbekannten dringenden Abreise nach England . Noch betr\u00fcbender als die\u00df, waren die Nachrichten, die wir officiell vom India House gestern \u00fcber Adolph erhielten. Es wird von Yarkandis , die nach Ladak kamen, ger\u00fccht weise erz\u00e4hlt, er habe in einem\n Gefechte gegen die Chinesen, in der N\u00e4he Yar- kand s das Leben verloren! Wir werden Ihnen die Original Briefe in Berlin zeigen, erlauben uns aber, jetzt\n schon, den Schluss des Briefes des India\n Houses mitzutheilen, da er zeigt, welch pers\u00f6nliches Interesse man in England an ihm\n und uns nim\u0305t, so ver schieden von der\n offiziellen Aufnahme, die unsere Bestrebungen in Preussen finden. Nicht nur die ablehnende Haltung\n des preu\u00dfischen Kultusminsteriums gegen\u00fcber der Idee eines Indischen\n Museums in Berlin entt\u00e4uschte die Br\u00fcder Schlagintweit. Sie sahen sich\n dar\u00fcber hinaus \u00f6ffentlicher Kritik \u2013 bis hin zur satirischen Darstellung\n ihrer Person und ihrer Reise in der Berliner Zeitschrift Kladderadatsch \u2013 ausgesetzt Vgl. Brescius 2015a , 258f. The Court will not fail to com\u0305unicate to you, at the earliest moment, any further information, which may reach there regarding your brother, whose death, if it should unhappily prove to have taken place, will be much deplored by them. London, 8 th April 1858. Hier wurden wir allerdings auf das w\u00e4rmste aufgenommen; wir hatten das\n Gl\u00fcck bei den Hoffesten und auch bei einem Diner, die Prinzess von Preussen zu sehen, die sich lebhaft f\u00fcr unsere Sam\u0305lungen und das, was aus Ihnen werden wird, zu interessiren schien. Wir werden Montag Abend ( d den 19 t. ) in Berlin eintreffen, und hoffen so gl\u00fccklich zu sein, Ihnen n\u00e4heres berichten zu k\u00f6nnen. Mit d. dem Ausdrucke der ausge zeichnetsten\n Hochachtung & Verehrung Eurer Excellenz dankbarst ergeben ster Robert Schlagentwei t","280":"Darf ich Sie bitten theurester College das an mich von dem Director der K\u00f6n. K\u00f6niglichen Prov. Provinzial Gewerbschule in Potsdam : Herrn Langhoff gerichtete Gesuch zu erf\u00fcllen, das Gesuch nemlich der Akademie der Wissen schaften das Sonnen-mi croscopische, photogra phische Album seines Schwagers des Herrn Harsnack zu Paris , jezigen Besizer des optischen Ateliers von Georg Oberh\u00e4use gewogentlichst zur Ansicht vorzulegen und an\n mich zur\u00fck schicken zu lassen . Mit inniger Freundschaft Ihr AlHumboldt d. den 2 Mai 1858. Vielleicht k\u00f6nnte die Ansicht des Albums der Herren Harsnack und Bertsch in den Mon Monats -Berichten erw\u00e4hnt werden. Hr. Ehrenberg legte im Auftrage des Hrn.v. Humboldt das saubere\n photographische Album der Hrn. Bertsch und Hartnack in Paris vor, welches\n eine zu vervielf\u00e4ltigende Sammlung vergr\u00f6sserter Bilder mikroskopischer\n f\u00fcr scharfe photographische Darstellung sich besonders eignender\n Gegenst\u00e4nde in ungew\u00f6hnlicher Sch\u00e4rfe darbietet. Ehrenberg 1858d","281":"Sr Seiner Wohlgeboren Herrn Professor Ehrenberg mit 4 B\u00fcchern AlHumboldt Mit vielem Danke, theurer Freund, schicke ich Ihnen zur\u00fcck die Monatsberichte 1844 Ehrenberg 1844 45 K\u00f6nigl. Preuss. Akademie der\n Wissenschaften 1845 46 K\u00f6nigl. Preuss. Akademie der\n Wissenschaften 1846 55 K\u00f6nigl. Preuss. Akademie der\n Wissenschaften 1855 die ich alle nebst der herrlichen Mikrologie Mikrogeologie Ehrenberg 1854\u20131856 f\u00fcr den lezten Band des Kosmos Humboldt 1845-1862 sorgsam benuzt habe . In dem Monatsberichte f\u00fcr 1858 S. Seite 5. u und 6 Ehrenberg 1858 ist ein Druckfehler . Es sollte heissen Junghuhn Th Theil II, nicht Th Theil III, der nur \u00fcberhaupt 316 Seiten enth\u00e4lt da Sie f\u00fcr\n Eisensand S. Seite 835 citiren Junghuhn 1854 . Sie sehen dass ich Sie genau zu studieren weiss. Donnerstag werden\n Sie auf der Akademie ein Pariser Album von Sonnen-Microscop-Photographien mit einigen Zeilen f\u00fcr Sie bloss zur Ansicht hieher\n geschikt, etwas schwarz kleksig vorfinden . K\u00f6nigl. Preuss. Akademie der Wissenschaften\n 1858 , 370 Ihr AlHumboldt Montags","282":"Berlin 7 Mai 1858. Die sonnenmikroskopischen Photographien der Herren Bertsch und Hartnack habe ich\n Ihrem Wunsche gem\u00e4\u00df gestern in der Plenarsitzung der Aka demie vorgelegt und es wird dar\u00fcber eine kurze Anzeige in den Monatsbericht Bericht \u00fcber die zur Bekanntmachung geeigneten\n Verhandlungen der K\u00f6nigl. Preu\u00df. Akademie der Wissenschaften zu Berlin 1858 , 370 kommen. Schon seit Jahren sind dergleichen wissenschaftlich doch\n nicht hinreichend scharfe, stark contourirte Bilder in England verk\u00e4uflich und ich besitze deren von\n dort, wobey auch dieselben Gegenst\u00e4nde als leichter darstellbar\n vorkommen. Vielleicht wird es in den H\u00e4nden m\u00fc\u00dfiger Reichen doch auch einst n\u00fctzlich\n wie die Aufnahmen von Landschaften und Bauwerken schon ein n\u00fctzliches Spielzeug der Vergn\u00fcgensreisen den geworden\n sind. Ich sende hierbey das Album unbesch\u00e4digt zur\u00fcck. Seit Kurzem besitze ich neue Materalien des untersiluri schen Gr\u00fcnsandes von Petersburg welche mir Pander als viel tiefer geschichtete Massen zugeschickt hat, im Vergleich zu jenen von mir 1854 analysirten. Es kommen die se Sande\n bis in die Thone hinein vor, welche die sogenannten Conodonten -Z\u00e4hnchen enthalten und Pander scheint dieselben f\u00fcr entschiedene\n unorganische Concre tionen anzusehen. Allein es waren schon in den von mir 1854 analysirten\n Gr\u00fcnsanden Ehrenberg 1854b , 374-377 Ehrenberg 1854 ,\n 384-410 Fragmente von Conodonten h\u00e4ufig , und die Felsart\n geh\u00f6rte mithin schon dem Bereich an und die mir jezt zugekommenen viel tiefer liegenden Gr\u00fcnsande sind voll von \u00fcberraschend\n deutlich erhal tenen Formen aus den meisten Familien der Polythalamien und lassen specielle Bestimmungen zu. So ist denn wieder ein Schritt tiefer in das Leben gethan, dessen Feinde\n jezt Wort und Lehre haben. Die von mir gegebenen Abbil dungen\n auf Tafel VI des Gr\u00fcn sandes Ehrenberg, Christian Gottfried: \u00dcber den Gr\u00fcnsand\n und seine Erl\u00e4uterung des organischen Lebens. In: Abhandlungen der\n K\u00f6niglichen Akademie der Wissenschaften zu Berlin. 1855. S.85-176,Taf.\n VI , welche als Solenolithis und Dermatholithis bezeichnet\n sind, erkennt Pander als von ihm sp\u00e4ter so benannte Conodonten und f\u00fcr Siphonotreten-Theile an wodurch das von mir benuzte Ma terial des\n hiesigen mineralogischen Cabinets als untersilurische Felsart best\u00e4tigt\n wird, wenn es auch noch tiefere Schichten dort giebt. Da\u00df aber die tiefer\n liegenden noch deutlichere Formen zeigen w\u00fcrden und zwar massenhaft, habe ich\n selbst nicht erwartet. Ich habe die Zeichnungen und Pr\u00e4parate gestern der\n Akademie vorgelegt. F\u00fcr Bemerkung des Druckfehlers aus Junghuhn , den ich \u00fcbersehen habe ABBAW, NL Ehrenberg 230. 3. Mai 1858. bin ich sehr dankbar, schlimmer ist, da\u00df im Aufsatz vom 26 . Nov. 1857. p. pagina 545 Ehrenberg 1857a der Ausdruck terti\u00e4r anstatt statio n\u00e4r (Zeile 7 von oben) stehen geblieben was zum Gl\u00fcck\n keinen Sinn giebt. Verehrungsvoll Ihr Ehrenberg","283":"London , 19 t. Mai 1858. (92 Jermyn Street S. W.) London 117 Jermynstreet 8 . Juni 1858 jezt :Jermyn Street, London , n numero 117 Hochverehrteste Excellenz, Obwohl unsere Arrangements mit dem India\n House noch nicht so weit vorgeschritten sind, da\u00df wir\n schon jetzt Bestim\u0305tes berichten k\u00f6nnten, erlauben wir uns doch, Ihnen einige Mittheilungen zu machen, da wir wie stets auf Ihre g\u00fctige\n Theilnahme rechnen. Wir sind erst seit 14 Tagen in London , da wir in Br\u00fcssel in Folge der huldvollen Aufnahme des K\u00f6nigs uns mehrere Tage aufhielten. Wir haben Col. Colonel Sykes und General Sabine \u00f6fters gesehen; allein der Sturz des\n President of the Board of Control (Lord Ellenborough ,) sowie die poli tische Unsicherheit,\n besonders in Beziehung auf Indien In dem sogenannten Sapoy-Aufstand\n begehrten indische Milit\u00e4rs gegen die Herrschaft der East India Company und der Britischen Krone\n auf. , haben unsere Arrangements etwas verz\u00f6gert. Wir ben\u00fctzen diese Gele genheit, Ihnen\n mitzutheilen, da\u00df wir k\u00fcrzlich von Professor Harless , dem Ihnen r\u00fchmlichst 10 24 17 - 10 = 7 40 - 17 = 23","284":"Berlin Montag 21 Juni 1858. Beigehend erhalten Sie, etwas fr\u00fcher als das Publicum, die \u00e4l testen organischen Formen der Erde zur Ansicht, welche bisher er reichbar gewesen Ehrenberg 1858b . Nach Lyells Taxirungen w\u00fcrden sie 45000 Fu\u00df tief liegen, da er die blau en Thone bey Petersburg ebenso wie Murclieson Murchison f\u00fcr die \u00e4ltesten bekannten versteinerungsf\u00fchrenden Sedimentschichten erkl\u00e4rt. Den Aufsatz Ehrenberg 1858a besitzen Sie wohl schon im Mayhefte des akademischen Monatsberichtes. Die Kupfertafel kommt ins Juni-Heft. Seitdem habe ich von Pander neue Gr\u00fcnsande erhalten und zwar besonders auch die untersten\n gr\u00fc nen Schiefer der blauen Thone. Das ist alles Leben. In den verschiedenen \u00d6rtlichkeiten fast gleicher Tiefe\n wech seln die Formen. Es sind nicht \u00fcberall Polythalamien . Einer der\n tiefen Gr\u00fcnsande enth\u00e4lt zahllose Mengen kleinster Mollusken die oft dem blo\u00dfen Auge auch als dunkle P\u00fcnctchen nicht mehr zug\u00e4nglich sind. Dazwischen liegen mikroskopische Encrinite - Glieder, ein wunderbares\n Gemisch, v\u00f6llig deutlich. Es giebt 5 eckige und runde kleinste Encriniten ( Pentacriniten ). \u2013 Nun wird man\n wie der die blauen Thone bey Peters burg als\n ganz hoch \u00fcber der Grau wacke liegend v ersch r ei n en, wie mir schon Herr Borraude Barrande brieflich der gleichen zu verstehen\n giebt, allein der General Hoffmann sagte mir, da\u00df, wenn er sich recht erinnere, ein\n Bohrloch bei Narwa Granit un ter dem blauen Thone ergeben habe. Pander schreibt mir, da\u00df bei 500 Fu\u00df\n Tiefe der Thon bey Peters burg nicht durchsunken sey. Freylich m\u00f6gen Murchisons und Lyells Berechnungen der ungeheueren M \u00e4 M\u00e4 htigkeit M\u00e4chtigkeit der Schichten oft durch Verwerfungen vul kanisch ger\u00fcttelter Felsmassen in England unsicher und irrig seyn. Fest steht, da\u00df gr\u00fcne Sandsteine und Schiefer in den untersten Sedimentschichten nirgends fehlen und da\u00df ein \u00e4ltestes massen haftes mikroskopisches Leben brei te Basis gewonnen hat durch den\n Gr\u00fcnsand. Die massenhaften mikroskopischen Mollusken sind den Enomphalis am meisten verwandt, doch giebt es auch sehr davon\n abweichende Gestalten. Die sogenannten Algen von Mu rchison im\n tiefsten blauen Thone sind, wie schon Pander selbst bemerkt Ei sen-Anflug, urspr\u00fcnglich wohl\n den dritisch. Die \u00fcbrigen Algen welche schiefrige Lagen bilden, sind ohne alle\n Pflanzenstructur und offen bar Bl\u00e4tterkohle\n (Dysodil) aus Quarz sand und \u00d6hlen (?). Ich\n sp\u00fcre jezt den organischen Quarzk\u00f6rnern nach. Neue Sendungen von Mate rial bringen vielleicht wichtige Neuigkeiten in dieser Richtung. In herzlicher dankbarster Verehrung Ehrenberg. Der Ganges soll beym Hoch wasser in der Sekunde 500000 Cu bickfu\u00df Wasser bewegen, der Nil 176148 Cf Cubikfu\u00df . Nach obiger Jahres-Anga be w\u00fcrde\n der Mississippi durchschnitt lich in jeder Sekunde 434711 Cubf. Cubikfu\u00df also beynah genau so viel als der Ganges , 2 \u00bd mal soviel als der Nil bewegen. In diesen diesem Wasser des Mississippi w\u00fcrde\n die Tr\u00fcbung 1\/2950, mithin in jeder Sekunde 147 Cubf. Cubikfu\u00df Festes betragen. Im Ni e l betr\u00e4gt es 130 9\/10. Cf. Cubikfu\u00df im Ganges 557 Cf. Cubikfu\u00df in der Sekunde. Hier nach w\u00fcrde der Mississippi bey einer dem Ganges \u00e4hnlichen Was ser-Menge nur eine dem Nil \u00e4hnliche Masse von festen Theilen bewegen. Meinen directen Untersuchungen nach betr\u00e4gt die mikroskopische organische Lebens-Mischung der Flu\u00dftr\u00fcbungen: Im Ganges (\u215b\u2013\u00bc ) in\n jeder Sekunde 69\u2013139 Cubfu\u00df Cubikfu\u00df , Im Nil (1\/20\u20131\/10) in jeder\n Sekunde 6\u201313 Cubfu\u00df Cubikfu\u00df , Im Mississippi (1\/50\u20131\/33) \u2014 \u2014 \u2014 in jeder Sekunde 2\u20134. \u2014 Cubfu\u00df Cubikfu\u00df . Das Letztere ist offenbar zu wenig und wird durch Pr\u00fcfung der seitlichen, au\u00dfer halb des Stromes vorkommenden, fei neren\n Tr\u00fcbungen wahrscheinlich modi ficirt\n werden. Durch die Analyse der mir im Jahre 1846 von Calcutta aus \u00fcbersandten 21. Quartflaschen voll Wasser des Ganges und Bramaputra aus allen Monaten ( s. siehe Monatsbericht 1846. p. pagina 278. Ehrenberg 1846f , 277 ) habe ich am Ganges Wasser die\n meisten und intensivsten Untersuchungen \u00fcber den gro\u00dfen Antheil des\n mikroskopischen Lebens an den Deltabildungen ge macht. Demnach ist es wahrscheinlich, da\u00df die Zahlen f\u00fcr die beyden\n anderen Fl\u00fcsse h\u00f6her steigen werden. Die weitere Ausf\u00fchrung des Details dieser Untersuchungen ist in dem der\n Herausgabe n\u00e4her r\u00fcckenden zweyten Bande des gr\u00f6\u00dferen Infu sorien-Werkes Ehrenberg 1854 , den Mikrogeologi schen Forschungen, vom Ganges - und Nil -Delta bereits gedruckt.","285":"117 Jermynstreet Juli 21 1858 Hochverehrteste\n Excellenz! Empfangen Sie unseren w\u00e4rmsten Dank f\u00fcr die theilnahmsvolle Mittheilung der Nachrichten \u00fcber Adolph ; so sehr sie noch der Best\u00e4tigung be d\u00fcrfen (wir haben seit 12 Monaten\n keine Zeile von Adolph oder irgend einem seiner Leute erhalten) , es sind doch diese letzten Nachrichten, wenigstens dem Inhalte nach nicht ganz ohne Wahrscheinlich keit; gerade der Aufent halt in dieser diesen Gegenden Adolph\n Schlagintweit wollte \u00fcber die Gebirgskette des Kunlun bis nach Ost- Turkestan reisen. Vgl. Kreutzmann 2015 , 97. liesse das lange Ausbleiben aller Nachrichten erkl\u00e4ren ohne\n gerade das Schlim\u0305ste zu f\u00fcrchten. Auch hier sind heute Briefe und die Dehli Gazette angekom m en, die in de n r Home R Indian Mail ausgezogen sind; wir erlauben uns diese beizulegen. Es freut uns zugleich beif\u00fcgen zu k\u00f6nnen, dass\n unter Col Colonel Sykes \u2019 th\u00e4tiger und erfolgreicher Hilfe, ungeachtet aller politischer\n St\u00fcrme denen das India\n house in seiner bisherigen Form unterlegen\n ist Die East\n India Company verlor im Sepoy-Aufstand von 1857 beinahe die Herrschaft \u00fcber Indien . Durch das Government of India Act (1858) \u00fcbernahm die britische\n Regierung die Verwaltungskontrolle \u00fcber das Gebiet. Vgl. Nolte 2017 , 322. , unsere Arrangements mit dem Indiahouse gerade noch zur rechten Zeit gl\u00fccklich beendet wurden. Wir waren ohnehin eben im Begriffe Ihnen diese\n angenehme Nachricht mitzutheilen, als wir das Gl\u00fcck hatten\n Ihren Brief zu erhalten. Wir werden selbst in wenigen Tagen (etwa 28) in Berlin eintreffen, wo es uns eine ganz besondere Freude sein wird Sie\n wieder zu begr\u00fcssen, und Ihnen m\u00fcndlich alles N\u00e4here mitzutheilen. Mit dem Ausdrucke ausgezeichnetster Hochachtung und Verehrung Euer Excellenz dankbarst ergebener H. Hermann Schlagintweit .","286":"117 Jermynstreet Juli 22 1858 Hochverehrteste\n Excellenz So eben im Begriffe den beiliegenden Brief abzu schicken, wurden wir aufs Neue durch Mittheilungen von Ihnen und durch Gumperts Brief erfreut; wir danken wiederholt\n auf das lebhafteste f\u00fcr Ihre so begl\u00fcckende Theilnahme am\n Schicksale unseres Bruders . M\u00f6gen die\n Nach forschungen, die Consul Gumpert mit so warmem Eifer\n fortf\u00fchrt anzu stellen, recht bald noch bestimmtere Resultate bringen. Ich sehe, dass wir in unserem ersten Briefe vergassen zu erw\u00e4hnen, dass wir j\u00fcngst im Parliament einen klei nen Bericht \u00fcber Communi cationswege zwischen Indien und Centralasien und \u00fcber die allgemeinsten orographischen Verh\u00e4ltnisse zu geben gaben . Hermann und Robert Schlagintweit\n wurden am 6. Juli 1858 vom Select Committee on\n Colonisation and Settlement (India) des House of Commons befragt. Vgl. Brescius 2019 , 251 sowie House of Commons 1858 ,\n 1\u201310. Es ist kaum n\u00f6thig zu erw\u00e4hnen, dass wir bei dieser Gelegenheit wiederholt auf Ihre Karte der Asie\n centrale Die Humboldt 1843 beigegebene\n Karte \u201eCha\u00eenes de montagnes et volcans de l\u2019Asie\n centrale selon les observations astronomiques et les mesures\n hypsom\u00e9triques les plus r\u00e9centes\u201c . hinzuweisen hatten, die wir mitbrachten ,\n noch immer die einzige vern\u00fcnftige allgemeine Karte; ihre so\n belehrende Klarheit und Bestimtheit wurde auch diessmal aufs neue\n ganz besonders bewundert. Der kleine Bericht wird n\u00e4chstens gedruckt werden; doch wird das blue book , das ihn enthalten wird Vgl. House of Commons 1858 , 1\u201310. , uns erst nach Berlin nachgeschickt werden k\u00f6nnen; es wird uns eine grosse Freude sein es Ihnen dann\n sogleich vorzulegen. Mit unbegrenzter Hochachtung und Verehrung Euer Excellenz dankbarst ergebener H. Hermann Schlagintweit .","287":"Ich\n vermuthe, theurer Freund, dass die ver sp\u00e4tete Ankunft Ihres\n Bruders Hermann mir die Freude entzogen\n hat, Sie zu sehen. Gestern war der ehemalige Min. Minister of foreign affairs Lord Clarendon bei mir u und bleibt noch einige Tage hier. Wollten Sie ihn nicht besuchen in meinem\n Namen H\u00f4tel Royal . Innigen Dank ich f\u00fcr den Brief des Missionars Es handelt sich wohl um den Tibetologen und\n Missionar in Nord indien Heinrich August J\u00e4schke , der bei der\n Suche nach Adolph Schlagintweit Informationen beigetragen hatte (vgl. Schlagintweit,\n H.\/Schlagintweit R. 1859 ). . M\u00f6ge Lord Hill Diese Person konnte bislang nicht identifiziert\n werden. tr\u00f6stlicher sein . Ich sah Sonnabend den K\u00f6nig der gleich nach ihm\n fragte . Ihr AHumboldt Montags 3 . Oct. October 1858 Der wohl von Robert Schlagintweit notierte\n Empfangsvermerk ist nicht korrekt: Der 3. Oktober 1858 war ein\n Sonntag, so dass Humboldt den Brief wahrscheinlich am Montag, 4.\n Oktober 1858 verfasste. Sr Seiner Wohlgeboren Herrn D r Doktor Robert Schlagintweit AlHumboldt","288":"Herrn Professor D r Doktor Ehrenberg (AlHumboldt) Eine Bitte und zwar sehr unbequeme! Sollte es Ihnen m\u00f6glich sein durch Bl\u00e4ttern etwa in Gmelin\u2019s Reise Gmelin 1751-1752 od oder einer Flora sibirica Gmelin 1747-1769 die Stelle aufzufinden in der be hauptet wird, dass es \u00f6stlich vom Ural keine Eichen ( Quercus ) und keine\n Flusskrebse Cancer asta cus gab. Eichen fangen wieder an in Japan . Welch ein\n Prachtwerk ist Kotschy Eichen des Orients Kotschy 1858 . Ich kann es Ihnen zeigen . Ihr ewig dankba rer AlHumboldt B. Berlin 27 Dez Dezember 1858 Meine Ver ehrung Ihrer theuren Familie","289":"Eichen Georgi II 639 lezte aus der Kama in Perm \u00f6stlichste Grenze ist vor nertschinsk Ural Keine Eichen in Sibirien Es freut mich, da\u00df ich Ihnen die gestern Abend gew\u00fcnschte Stelle der Nachricht \u00fcber die \u00f6stlichsten Krebse und Eichen in Ru\u00dfland sogleich nach weisen kann. Es ist nicht in Gme lins Reisen,\n sondern in Georgi 's Reise von 1772, ed. editio 1775. W\u00e4hrend Pallas in seiner Reise I. p. pagina 134 von den be sonders gro\u00dfen aber\n unschmackhaften Krebsen der Wolga spricht, meldet Georgi I. p. pagina 356,\n da\u00df es in den Nert schinskischen Fl\u00fcssen,\n besonders der Ingoda, einem Quellflusse der Schilka, also jenseits des\n Baikal Sees in Daurien, unserem Flu\u00dfkrebs gleichend aber kleinere Krebse\n giebt, die er f\u00fcr die Fl\u00fcsschen erkl\u00e4rt und f\u00fcr Sibirien abspricht. Was die \u00f6stlichsten Eichen an langt, so ist\n davon auch bei Georgi II p. pagina 639 im Permschen Gebiet der Kama die Rede. Sie sollen den\n \u00f6stlichen Gebirgen, also dem Ural zun\u00e4chst, fehlen. Das erste Dorf bey dem\n sie in kleinem Maa\u00dfstabe vor kommen hei\u00dft\n Dabrowskoje Selo (Eichendorf). Eine kurze Wieder holung der Angabe findet sich bey Georgi II. p. pagina 385. Ich wei\u00df nicht da\u00df neuerlich Zweyfel \u00fcber die Identit\u00e4t des daurischen Asta cus mit unsrem erhoben worden w\u00e4ren. Weder Audouin noch Brandt haben ihn unterschieden. Wir selbst haben ebenfalls \u00fcber Perm hinaus keine Eichen gesehen. Von Kotschys Prachtwerk habe ich\n beim Osterreichischen Gesandten in Florenz , Herrn v H\u00fcgel ein Heft gesehen. Es schien\n mir fast mehr eine Demonstration als eine zweckm\u00e4\u00dfige Ausstattung der\n deutschen Eichen zu seyn. In herzlicher Verehrung Ihr dankbar ergebenster Ehrenberg Berlin den 28 December 1858.","290":"Berlin , 20 t Maerz 1859. (Behrenstra\u00dfe\n 1 a ) Hochverehrteste Excellenz! Da die Publication unsres Werkes Der Reisebericht Results of a Scientific Mission to India and High Asia ( Schlagintweit, H.\/Schlagintweit,\n A.\/Schlagintweit, R. 1861\u20131866 ). n\u00e4chstens beginnen wird, haben wir nicht vers\u00e4umt uns auf das\n Angelegentlichste wiederholt mit Brockhaus wegen der deutschen Ausgabe Eine vierb\u00e4ndige deutschsprachige\n Ausgabe des Reiseberichts erschien erst ab 1869 beim Verlag Costenoble . Vgl. Schlagintweit, H.\n 1869\u20131880 . zu besprechen, die wir dann hoffen das Gl\u00fcck zu haben ganz\n unabh\u00e4ngig von der englischen Ausgabe S r Seiner Majest\u00e4t dem K\u00f6nige von Preussen in tiefgef\u00fchlter\n Dank barkeit widmen zu d\u00fcrfen. Wie aus dem beiliegenden Briefe hervorgeht , ist dieselbe nur dann m\u00f6glich, wenn die Regierung auf 60\n Exemplare subscribirt . Das Verlagshaus F. A. Brockhaus teilte in einem Schreiben\n an Hermann und Robert Schlagintweit mit: \u201eDas India House subscribirt wie mir officiell mitgetheilt worden ist, auf 60 Exemplare\n des Werkes [...]. Ich k\u00f6nnte nun auf die deutsche Ausgabe nur dann\n eingehen, wenn von derselben mindestens auf eine gleiche Anzahl\n subscribirt w\u00fcrde.\u201c F. A Brockhaus an H. Hermann und R. Robert Schlagintweit (Abschrift), Leipzig, 12. M\u00e4rz\n 1859, GStA PK, VI. HA, FA Olshausen, (v.), B I, Nr. 7, Lit. Hir\u2013Hu, Bl.\n 134r. Der Preis eines Exemplares, welches aus 9 B\u00e4nden besteht , betr\u00e4gt per Band 18 Thaler , sohin im Ganzen 162 Thaler ; f\u00fcr 60\n Exemplare sind die Auslagen 9720 Thaler , die sich auf wenigstens 3 oder selbst 4 Jahre\n vertheilen. So bedeutend auch dieser Preis von 162 Thaler f\u00fcr das ganze Werk von 9 B\u00e4nden mit einem Atlas von 100 Tafeln\n erscheinen mag, so d\u00fcrfte doch zur Vergleichung an die Preise anderer,\n \u00e4hnlicher Werke, z.b. zum Beispiel description de l\u2019\u00c9gypte , Lepsius \u2019 gro\u00dfes Werk pp perge perge hingewiesen werden. Vielleicht d\u00fcrfen wir noch die Frage beif\u00fcgen, ob wir bei der\n huldvollen Theilnahme S r Seiner Majest\u00e4t an unsren Reisen und Arbeiten hoffen d\u00fcrfen den uns fr\u00fcher w\u00e4hrend der\n Reise bestimmten Gehalt auch w\u00e4hrend der Ausarbeitung der deutschen Ausgabe zu erhalten, was w\u00e4hrend des letzten Jahres durch die tief\n betr\u00fcbende Krankheit S r Seiner Majest\u00e4t , ungeachtet der\n noch fortdauernden Ab wesenheit unsres\n Bruders Adolph selbst so lange derselbe\n noch sicher als lebend betrachtet werden kon\u0305te , unterbrochen war. Wir haben die letzte Rate der von S r Seiner Majest\u00e4t zuletzt bestimmten 3000 Thaler f\u00fcr das Jahr 1857 Ende 1857\n erhalten. Wir benutzen diese Gelegenheit Ihnen auf das ver bindlichste f\u00fcr Ihre uns stets so sehr begl\u00fcckende Theilnahme zu danken. Mit dem Ausdrucke ausgezeichnetster Hochachtung und Verehrung Euer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit An S e Seine Excellenz Herrn Baron von Humboldt etc et cetera etc et cetera etc et cetera etc et cetera","291":"Berlin,\n 20 . Maerz 1859. (Behrenstra\u00dfe 1 a ) Hochverehrteste Excellenz! Da Sie selbst so \u00fcberaus g\u00fctig waren in dem letzten Briefe , mit dem Sie uns begl\u00fcckten , den Brief ei a n Brockhaus und unsre Vorschl\u00e4ge in Betreff der deutschen Ausgabe unsres Werkes zu verlangen , wagen wir es, ungeachtet des erschreckenden\n Aufrufes in der Spiker\u2019schen Zeitung Die von 1826 bis 1858 von Samuel Heinrich Spiker herausgegebenen Berlinischen Nachrichten von Staats- und gelehrten\n Sachen . Der hier erw\u00e4hnte Artikel konnte noch nicht\n identifiziert werden. eine Abschrift desselben Vgl. Verlagshaus F. A Brockhaus an Hermann und Robert\n Schlagintweit (Abschrift), Leipzig, 12. M\u00e4rz 1859, GStA\n PK, VI. HA, FA Olshausen, (v.), B I, Nr. 7, Lit. Hir\u2013Hu,Bl.\n 134r\u2013135r. beiliegend zu \u00fcbersenden. Eine demiofficielle Note haben wir uns erlaubt beizulegen, die vielleicht\n den Brief von Brockhaus begleiten k\u00f6nnte . Wir d\u00fcrfen wohl uns erlauben beizuf\u00fcgen, da\u00df wir gestern Abend den badischen Gesandten sahen, der uns\n davon sprach, da\u00df wir hoffen d\u00fcrften der Gro\u00dfherzog w\u00fcrde unsre Sammlungen sehen wenn die Zeit es\n er laubt, was wir wahrscheinlich nur\n wieder Ihrer G\u00fcte allein werden zu danken haben. Mit dem Ausdrucke ausgezeichnetster Hochachtung und Verehrung Euer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit .","292":"Berlin , 24 . Maerz 1859. Hochverehrteste\n Excellenz! Als Fortsetzung des Briefes, den wir das Gl\u00fcck hatten, Ihnen vor einigen Tagen mit Bezug auf die Publication unsres Werkes \u00fcber Indien und Hochasien zu\n schicken , erlauben wir uns Ihrem\n gestern ausgesprochenen Wunsche gem\u00e4\u00df die Beantwortung Ihrer Fragen zu\n \u00fcbersenden. 1.) Der Titel der englischen Ausgabe wird Results of a scientific mission to India and High Asia\n 1854\u20131858. 2.) Nach dem letzen Briefe von Brock haus Vgl. Verlagshaus F. A Brockhaus an Hermann und Robert\n Schlagintweit (Abschrift), Leipzig, 12. M\u00e4rz 1859, GStA\n PK, VI. HA, FA Olshausen, (v.), B I, Nr. 7, Lit. Hir\u2013Hu, Bl.\n 134r\u2013135r. h\u00e4ngt die M\u00f6glichkeit der deutschen Ausgabe von der\n Subscription von 60 Exemplaren ab, und was uns das Wichtigste ist , wird es uns dadurch allein m\u00f6glich eine\n vollst\u00e4ndige Ausgabe, wenn es uns gestattet wird, S r Seiner Majest\u00e4t dem Koenige zu widmen. Der Titel der deutschen\n Ausgabe wird: Resultate einer wissenschaftlichen Sendung nach Indien und Hoch\n Asien 1854\u20131858 Eine vierb\u00e4ndige deutschsprachige\n Ausgabe des Reiseberichts erschien erst ab 1869 beim Verlag Costenoble unter dem Titel Reisen in Indien\n und Hochasien ( Schlagintweit, H.\n 1869\u20131880 ). 3.) Die s\u00e4m\u0305tlichen Ausgaben berechnen sich: a. ) f\u00fcr 9 B\u00e4nde mit einem Atlas\n von 100 Tafeln per Band 18 Thaler \u2013 162 Thaler Die\u00df multiplicirt mit 60 (162 x 60) = 9720 Thaler b.) Gehalt w\u00e4hrend der Zeit f\u00fcr die Be arbeitung, wie Sie ihn in Ihrem Briefe f\u00fcr 4\n Jahre zu 3000 Thaler im Jahre annehmen \u2013 12000 Thaler ____________ Total Sum\u0305a f\u00fcr 4 Jahre, 21720 Thaler oder 5430 Thaler per Jahr Wir m\u00fcssen es ganz Ihrer G\u00fcte \u00fcberlassen jene Details zu\n geben durch welche allein diese Zahlen erl\u00e4utert werden. Mit dem Ausdrucke der ausgezeichnetsten Hochachtung und innigsten\n Verehrung Euer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit","293":"Berlin , den 26 ten M\u00e4rz 1859 Schneeh\u00f6he Hochverehrteste\n Excellenz! Ihrem Wunsche gem\u00e4\u00df beeilen wir uns, Ihnen einige Mit theilungen \u00fcber unsere Messungen\n der Schneegrenze an den verschiedenen Abh\u00e4ngen der Gebirgsketten\n Hochasiens, n\u00e4mlich des Himalaya , Karakorum und Kuenluen zu senden. Ein Brief, in dem Humboldt die\n Messungen zu den Schneegrenzen erfragte, ist bisher unbekannt. Was uns diese Beobachtungen ganz besonders wichtig machte, war die genaue\n Bestimmung der Verschiedenheit der H\u00f6he der Schneegrenze am s\u00fcdlichen und\n n\u00f6rdlichen Abfalle des Himalaya . In\n der Asie Centrale (deutsche Ausgabe Bd. Band II. S. Seite 177 bis S. Seite 203) haben Sie, wie bereits 1820, in bewunderungsw\u00fcrdiger Weise alle That sachen zusammengestellt, welche\n sich auf das so anormale Ver h\u00e4ltni\u00df beziehen, da\u00df, verschieden von wohl allen anderen Ge birgen der n\u00f6rdlichen Hemisph\u00e4re,\n im Himalaya die Schneegrenze auf dem S\u00fcdabhange weiter herabreicht als auf dem\n Nordabhange. Vgl. den Aufsatz \u00fcber Schneegrenzen\n im Himalaya und am \u00c4quator in der Annales\n de Chimie et de Physique ( Humboldt 1820a , 16 ff.). Es wurde dies zwar, in vorschneller Weise von Manchen be stritten, die es theils nur theoretisch bezweifelten, theils nur einzelne Punkte des Himalaya gesehen\n hatten. Aber neuere Beobachter, wie: Hooker , Thompson , Cunningham , Strachey , Hodg son etc. et cetera theilen vollkommen Ihre Ansicht. Nach unseren eigenen Beobachtungen (in der L\u00e4nge von Sikkim bis Kabul und in der Breite von Indien bis Yar kand ) k\u00f6nnen wir Ihre Bestimmungen des\n Unterschiedes der H\u00f6he der Schneegrenze auf dem n\u00f6rdlichen und s\u00fcdlichen\n Ab hange vollkommen best\u00e4tigen. Unter\n den Ursachen des nie drigeren\n Standes der Schneegrenze auf der S\u00fcdseite ist als die bei weitem\n wichtigste, die gro\u00dfe Verschiedenheit der Schneemenge zu nennen, wie auch\n Sie es aussprechen. Nichts kann in Beziehung auf raschen Wechsel des\n climati schen Characters die Gegens\u00e4tze\n \u00fcbertreffen, die Nepal und Tibet , Kulu und Spiti , in Beziehung auf atmosph\u00e4rische Feuchtigkeit und Regenmenge bieten. Dieselbe Ursache macht sich nochmals, und zwar in einer wenigstens eben so\n auffallenden Form geltend, wenn man die mittlere Schneegrenze der 2 ten Kette,\n der nach uns als eigentliche Wasserscheide zu betrachtenden Karakorum Kette mit der mittleren Schneegrenze\n des Himalaya vergleicht. Obwohl f\u00fcr\n den Karakorum die Breite (im Mittel 3\u00b0)\n n\u00f6rd licher als f\u00fcr den Himalaya ist, steigt doch im Karakorum die Schneegrenze noch bedeutend h\u00f6her, aber die Differenz zwischen den\n beiden Abh\u00e4ngen ist wieder dieselbe gewor den, wie sie es gew\u00f6hnlich ist, am tibetanischen, am S\u00fcdabhange ist die\n Schneegrenze im Mittel 500 bis 600\u2032 h\u00f6her, als am\n n\u00f6rdlichen Turkistanischen . In der 3 ten Kette endlich, im Kuenluen , ist der Unter schied zwischen der gr\u00f6\u00dferen H\u00f6he der\n Schneegrenze auf der S\u00fcdseite und der (geringeren) H\u00f6he auf der Nordseite\n noch bedeutender, weil hier die Nordseite der Region eines etwas\n weniger trockneren Klimas zugewandt ist. Auch die mittlere H\u00f6he sinkt hier\n rascher als dem Breitenun terschiede nach\n zu erwarten w\u00e4re. Die folgende Zusammenstellung enth\u00e4lt die Mittel f\u00fcr die H\u00f6hen der\n Schneegrenze, deren einzelne Bestimmungen ( Bd. Band 15 & 41. unserer Mansuscripte Manuskriptb\u00e4nde zur Asienreise. Band\n 15: Hyposometrische Beobachtungen und Gang des\n Barometers . Band 41: Pflanzen-Geographie. \u2013\n Periodische Erscheinungen der Pflanzen. \u2013 Schneegrenzen . Vgl. Schlagintweit, A. H. R.\n 1854\u20131858 . ) wir fr\u00fcher das Gl\u00fcck hatten Ihnen vor zulegen. Schneelinie. Kette S\u00fcdlicher Abhang N\u00f6rdlicher Abhang Himalaya 16000 E. F. Englische Fu\u00df 17400. E. F. Englische Fu\u00df Karakorum 19100 18600. Kuenluen 15200 14400 Mit dem Ausdruck der ausgezeichnetsten Hochachtung und\n innigsten Verehrung Eurer Excellenz dankbarst ergebene Hermann Schlagintweit Robert Schlagintweit","294":"an Herr n D r Doctor Schlagintweit mit dringender Bitte mir diesen Brief morgen Sontag vormitag bis bis 9 Uhr zur\u00fckzusenden Das beigelegte Schreiben konnte\n bislang nicht identifiziert werden. weil ich G.R Geheimrath Olshausen um die Zeit erwarte. D. D. De Dato Berlin 2 . April 1859. AlHumboldt","295":"Sr Seiner Wohlgeboren Herrn Prof Professor Ehrenberg Secretar der Akademie der Wissenschaften Papagayen Die Stelle im Plinus Plinius Schlagw Schlagwort Register T Tomus VIII p pagina 215 qu\u00e4lt mich . psittacos ubi primum viderunt Nerones exploratores lib VI \u00a7 185 in\n Insula Gagaudi \u00dc: Wo die Kundschafter des Nero zum ersten Mal Papgeien\n sahen Buch VI \u00a7 184 auf der Insel Gagaudes Insel Gagaudi bei Tergidum im\n Troglodytenlande wo in westlicher l latitudine de Meridie vom Tsadsee erste n\u00f6rdlichste Papagaien seien. Plinius\n Secundus Ehrenbg Ehrenberg u und Dr Doktor Barth VI cap caput 39 \u00a7 185,9 erregt meine ganze Aufmerksam keit . Haben Sie Papagayen nicht viel n\u00f6rdlich n\u00f6rdlicher in Aegypten gefunden theurer Ehrenberg . Schreiben od oder besser sagen Sie mir etwas dar\u00fcber . Wie haben die R\u00f6mer erst so sp\u00e4t unter Nero Pap Papagayen kennen gelernt . Ist denn Herr von Martius auch so sehr alt . Er citirt in einem Briefe an mich sein gedr\u00fcktes 90j\u00e4hri ges Leben ? Verzeihung, theurer Ehrenberg dass ich Sie qu\u00e4le! 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