From 1fcadafa6435a64a3e4d10fa5dd45602fe4b6996 Mon Sep 17 00:00:00 2001 From: oscar-wallis Date: Wed, 18 Sep 2024 19:43:05 +0100 Subject: [PATCH 1/8] Creating the IEEE branch with the Sub-Kernel tutorial. --- .../Sub-Kernel_IEEE_QW_tutorial.ipynb | 1357 + .../Sub-Kernel_IEEE_QW_tutorial_Master.ipynb | 1544 + .../Subkernel_results.json | 23729 ++++++++++++++++ .../data/dataset_graph7.csv | 128 + .../img/schematic-view.jpg | Bin 0 -> 818777 bytes .../The_Sub-Kernel_Method/requirements.txt | 126 + 6 files changed, 26884 insertions(+) create mode 100644 IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb create mode 100644 IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb create mode 100644 IEEE2024/The_Sub-Kernel_Method/Subkernel_results.json create mode 100644 IEEE2024/The_Sub-Kernel_Method/data/dataset_graph7.csv create mode 100644 IEEE2024/The_Sub-Kernel_Method/img/schematic-view.jpg create mode 100644 IEEE2024/The_Sub-Kernel_Method/requirements.txt diff --git a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb new file mode 100644 index 000000000..93ba0af57 --- /dev/null +++ b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb @@ -0,0 +1,1357 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "38df9aa0", + "metadata": {}, + "source": [ + "# Efficient Parameter Optimisation for Quantum Kernel Alignment: A Sub-sampling Approach in Variational Training\n", + "\n", + "*The following tutorial has been built around the work by E. Sahin et al.* [[1]](https://arxiv.org/abs/2401.02879)\n", + "\n", + "The focus of this tutorial is on how to implement these methods with Qiskit and Qiskit machine learning, there are tasks throughout the notebook. The answers are hinted to but not there, any time you're stuck, first check the docs linked throughout, next ask one of the presenters for help and if neither of those suits you, just go to the completed version of this notebook with all these answers filled in. Keep in mind, if you do want to code along with us, you will need to fill out the answers whether you came to them yourselves or needed them revealed, naturally the notebook needs the lines filled in to run." + ] + }, + { + "cell_type": "markdown", + "id": "2f8480a2-ab6a-4253-964f-d218a8d4fa30", + "metadata": {}, + "source": [ + "![method scheme](img/schematic-view.jpg)\n", + "\n", + "**Figure 1 A)** Quantum kernel alignment uses n qubits to encode the dataset into a feature map, estimate the kernel,\n", + "and optimize parameters θ until kernel separation improves. **B)** In the sub-sampling method, subsets with *k* elements of\n", + "the dataset are similarly processed using *n* qubits. This cycle repeats with different subsets, optimizing θ until the entire\n", + "dataset is sampled, yielding an optimized kernel. This will end with the estimation of the full dataset, optimised kernel." + ] + }, + { + "cell_type": "markdown", + "id": "15ddc459-66de-49db-91aa-0eb87c173f18", + "metadata": {}, + "source": [ + "### The notebook structure\n", + "\n", + "0. Import Local, External, and Qiskit Packages\n", + "1. Prepare the dataset\n", + "2. Quantum Fidelity Kernel classification\n", + "3. Quantum Kernel Alignment\n", + "4. The Sub-Kernel Method" + ] + }, + { + "cell_type": "markdown", + "id": "ed6aafa9", + "metadata": {}, + "source": [ + "## 0. Import local, external, and Qiskit packages" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "1a646351", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib\n", + "from sklearn.metrics import roc_auc_score, f1_score, accuracy_score\n", + "from timeit import default_timer as timer\n", + "from typing import Callable, Optional, Union, List, Dict, Any, Sequence\n", + "import json\n", + "from functools import partial\n", + "\n", + "\n", + "# Qiskit imports\n", + "from qiskit import QuantumCircuit\n", + "from qiskit.circuit import ParameterVector\n", + "\n", + "# Qiskit Machine Learning requirements\n", + "from qiskit_machine_learning.kernels import (\n", + " FidelityStatevectorKernel,\n", + " TrainableKernel,\n", + " TrainableFidelityStatevectorKernel,\n", + ")\n", + "from qiskit_machine_learning.kernels.algorithms import QuantumKernelTrainer\n", + "from qiskit_machine_learning.utils.loss_functions import SVCLoss\n", + "from qiskit_machine_learning.algorithms.classifiers import QSVC\n", + "\n", + "# Qiskit algorithms requirements, soon to be a part of qiskit_machine_learning too\n", + "from qiskit_algorithms.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" + ] + }, + { + "cell_type": "markdown", + "id": "39535c04", + "metadata": {}, + "source": [ + "## 1. Prepare the Dataset\n", + "\n", + "We start by preparing the dataset. In this notebook, we use the the Labeling Cosets with Error (LCE) dataset [[2]](https://www.nature.com/articles/s41567-023-02340-9), this is group theory based synthetic dataset designed to evaluate quantum machine learning algorithm accuracies. We load the file `dataset_graph7.csv` from the Quantum Kernel Training (QKT) Toolkit [[3]](https://github.com/qiskit-community/prototype-quantum-kernel-training/tree/main/data). More information about the structure of this particular dataset is in the QKT Toolkit [[4]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb). If we inspect the dataset, we see that each sample has 14 features and the labels are binary $\\pm1$.\n", + "\n", + "In the original paper [[1]](https://arxiv.org/abs/2401.02879), the method subkernel method was benchmarked on the Labeling Cosets with Error and Second order Pauli-Z evolution datasets and then finally on a real life breast cancer dataset. All of which benefitted from applying the methodology." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "3e169c74-0a69-4dec-bf45-15a96f59b7e8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "training_data: (96, 14)\n", + "training_labels: (96,)\n", + "test_data: (32, 14)\n", + "test_labels: 32\n" + ] + } + ], + "source": [ + "def train_test_split(data_filepath, num_train=10, num_test=10, balanced=False):\n", + " \"\"\"\n", + " Quick function used to split data into test and training samples.\n", + "\n", + " Args:\n", + " data_filepath (str): filepath to read the data from.\n", + " num_train (int): number of training samples.\n", + " num_test (int): number of test samples.\n", + " balanced (bool): whether there are an equal number of each class represented.\n", + "\n", + " Returns:\n", + " X_train (np.ndarray): training sample features.\n", + " y_train (np.ndarray): testing sample features.\n", + " X_test (np.ndarray): training sample labels.\n", + " y_test (np.ndarray): testing sample labels.\n", + " \"\"\"\n", + " df = pd.read_csv(data_filepath, sep=\",\", header=None)\n", + " train_indices = []\n", + " test_indices = []\n", + "\n", + " if balanced:\n", + " unique_labels = df.iloc[:, -1].unique()\n", + "\n", + " for label in unique_labels:\n", + " label_indices = df[df.iloc[:, -1] == label].index.to_numpy()\n", + " np.random.shuffle(label_indices)\n", + "\n", + " train_count = min(num_train, len(label_indices))\n", + " test_count = min(num_test, len(label_indices) - train_count)\n", + "\n", + " train_indices.extend(label_indices[:train_count])\n", + " test_indices.extend(label_indices[train_count : train_count + test_count])\n", + "\n", + " else:\n", + " indices = np.arange(len(df))\n", + " np.random.shuffle(indices)\n", + "\n", + " train_indices = indices[:num_train]\n", + " test_indices = indices[num_train : num_train + num_test]\n", + "\n", + " X_train = df.iloc[train_indices, :-1].to_numpy()\n", + " y_train = df.iloc[train_indices, -1].to_numpy()\n", + "\n", + " X_test = df.iloc[test_indices, :-1].to_numpy()\n", + " y_test = df.iloc[test_indices, -1].to_numpy()\n", + "\n", + " return X_train, y_train, X_test, y_test\n", + "\n", + "\n", + "# Load the dataset and split into train and test sets\n", + "DATA_FILEPATH = \"data/dataset_graph7.csv\"\n", + "training_data, training_labels, test_data, test_labels = train_test_split(\n", + " DATA_FILEPATH, num_train=96, num_test=32\n", + ")\n", + "# The proportion of train and test datapoints can be adjusted as needed.\n", + "# Doing some quick checks.\n", + "print(\"training_data: \", training_data.shape)\n", + "print(\"training_labels: \", training_labels.shape)\n", + "print(\"test_data: \", test_data.shape)\n", + "print(\"test_labels: \", len(test_labels))" + ] + }, + { + "cell_type": "markdown", + "id": "21274c57-72fd-4c6d-9d26-686e8b5b0842", + "metadata": {}, + "source": [ + "## 2. Quantum Fidelity Kernel classification.\n", + "Here we show how to create a Quantum Kernel (QK) in Qiskit and run a classification task using Qiskit machine learning's Quantum Support Vector Classifier (`QSVC`). Before we can create a QK, we must first design our feature map.\n", + "\n", + "\n", + "### 2.a. The Covariant Feature Map\n", + "\n", + "We create the `CovariantFeatureMap` map taken from the QKT Toolkit. This is an extension of Qiskit's [`QuantumCircuit`](https://docs.quantum.ibm.com/api/qiskit/qiskit.circuit.QuantumCircuit). This feature map is tailored to the group structure of this particular dataset and is parameterised by a vector of parameters $\\mathbf{\\theta}$ of length equal to the number of qubits (feature dimension). For a deeper look into covariant quantum kernels for data with group structure consult the QKT Toolkit docs [[4]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb). For more information on defining quantum feature maps in Qiskit, consult their guide on creating custom feature maps [[5]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/create_custom_quantum_feature_map.ipynb) and building trainable feature maps from existing circuits in Qiskit's circuit library [[6]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/train_kernels_using_qiskit_feature_maps.ipynb). \n", + "\n", + "To instantiate the `CovariantFeatureMap`, we specify:\n", + "- Feature dimension\n", + "- Entanglement structure of the quantum circuit\n", + "- Type of parametrization for the trainable parameters\n", + "\n", + "In this example, we set the `feature_dimension` to that of the dataset. In addition, the `entanglement` parameter controls the structure of the fiducial state of the covariant quantum feature map [[4]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb). We choose `entanglement` to match the graph used to generate the dataset (a subgraph of the heavy-hexagon lattice [[7]](https://www.ibm.com/blogs/research/2020/09/hardware-aware-quantum/)). With this selection, we expect our model to perform well on this dataset. However, other entanglement structures can be used if one does not have prior knowledge of what might constitute a good choice." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "878aaa1d", + "metadata": {}, + "outputs": [], + "source": [ + "class CovariantFeatureMap(QuantumCircuit):\n", + " \"\"\"The Covariant Feature Map circuit.\n", + "\n", + " On 3 qubits and a linear entanglement, the circuit is represented by:\n", + "\n", + " .. parsed-literal::A\n", + "\n", + " ┌──────────────┐ ░ ┌─────────────────┐┌─────────────────┐\n", + " q_0: ┤ Ry(θ_par[0]) ├─■─────░─┤ Rz(-2*x_par[1]) ├┤ Rx(-2*x_par[0]) ├\n", + " ├──────────────┤ │ ░ ├─────────────────┤├─────────────────┤\n", + " q_1: ┤ Ry(θ_par[1]) ├─■──■──░─┤ Rz(-2*x_par[3]) ├┤ Rx(-2*x_par[2]) ├\n", + " ├──────────────┤ │ ░ ├─────────────────┤├─────────────────┤\n", + " q_2: ┤ Ry(θ_par[2]) ├────■──░─┤ Rz(-2*x_par[5]) ├┤ Rx(-2*x_par[4]) ├\n", + " └──────────────┘ ░ └─────────────────┘└─────────────────┘\n", + "\n", + " where θ_par is a vector of trainable feature map parameters and x_par is a\n", + " vector of data-bound feature map parameters.\n", + " \"\"\"\n", + "\n", + " def __init__(\n", + " self,\n", + " feature_dimension: int,\n", + " entanglement: Union[str, List[List[int]], Callable[[int], List[int]]] = None,\n", + " include_training_parameters: bool = True,\n", + " name: str = \"CovariantFeatureMap\",\n", + " ) -> None:\n", + " \"\"\"Create a new Covariant Feature Map circuit.\n", + "\n", + " Args:\n", + " feature_dimension (int): The number of features.\n", + " entanglement (str, List, Callable): Specifies the entanglement scheme.\n", + " include_training_parameters (bool): If True, includes trainable parameters, otherwise excludes them.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + " if (feature_dimension % 2) != 0:\n", + " raise ValueError(\n", + " \"\"\"\n", + " Covariant feature map requires an even number of input features.\n", + " \"\"\"\n", + " )\n", + " self.feature_dimension = feature_dimension\n", + " self.entanglement = entanglement\n", + " self.include_training_parameters = include_training_parameters\n", + " self.training_parameters = None\n", + " self.input_parameters = None\n", + "\n", + " num_qubits = feature_dimension // 2\n", + " super().__init__(num_qubits, name=name)\n", + "\n", + " self._generate_feature_map()\n", + "\n", + " @property\n", + " def settings(self) -> Dict[str, Any]:\n", + " training_parameters_list = [param for param in self.training_parameters]\n", + " input_parameters_list = [param for param in self.input_parameters]\n", + " return {\n", + " \"feature_dimension\": self.feature_dimension,\n", + " \"entanglement\": self.entanglement,\n", + " \"include_training_parameters\": self.include_training_parameters,\n", + " \"training_parameters\": training_parameters_list,\n", + " \"input_parameters\": input_parameters_list,\n", + " }\n", + "\n", + " def _generate_feature_map(self):\n", + " # If no entanglement scheme specified, use linear entanglement\n", + " if self.entanglement is None:\n", + " self.entanglement = [[i, i + 1] for i in range(self.num_qubits - 1)]\n", + "\n", + " # Vector of data parameters\n", + " input_params = ParameterVector(\"x_par\", self.feature_dimension)\n", + "\n", + " if self.include_training_parameters:\n", + " training_params = ParameterVector(\"\\u03B8_par\", self.num_qubits)\n", + " # Create an initial rotation layer of trainable parameters\n", + " for i in range(self.num_qubits):\n", + " self.ry(training_params[i], self.qubits[i])\n", + " self.training_parameters = training_params\n", + " else:\n", + " self.training_parameters = []\n", + "\n", + " self.input_parameters = input_params\n", + "\n", + " # Create the entanglement layer\n", + " for source, target in self.entanglement:\n", + " self.cz(self.qubits[source], self.qubits[target])\n", + "\n", + " self.barrier()\n", + "\n", + " # Create a circuit representation of the data group\n", + " for i in range(self.num_qubits):\n", + " self.rz(-2 * input_params[2 * i + 1], self.qubits[i])\n", + " self.rx(-2 * input_params[2 * i], self.qubits[i])" + ] + }, + { + "cell_type": "markdown", + "id": "929f0422", + "metadata": {}, + "source": [ + "### Task 1.\n", + "Have a crack at utilising the `CovariantFeatureMap` class. \n", + "1. Create a version with trainable parameters and without trainable parameters.\n", + "2. Try printing out the circuit using \\.draw(\"mpl\"). \n", + "3. Extension - try to print out the training parameters of the circuit with trainable parameters, this will be important later. Checkout the `QuantumCircuit` docs for help.\n", + "\n", + "We're starting small but don't be afraid to ask for assistance, we know some people here may be completely new to Qiskit even if they are adept in other QC compatible languages." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "2c8504d5-ab6a-4b98-8302-8621469a2ff0", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "num_features = np.shape(training_data)[1]\n", + "entangler_map = [[0, 2], [3, 4], [2, 5], [1, 4], [2, 3], [4, 6]]\n", + "\n", + "# Creating the feature map without trainable params\n", + "# we will use this for an initial QSVC\n", + "fm = \n", + "\n", + "# With trainable params\n", + "fm_n =\n" + ] + }, + { + "cell_type": "markdown", + "id": "e6bd94b3-fc38-490a-9e19-bee24efe7df1", + "metadata": {}, + "source": [ + "### 2.b. Performing a classiciation task using a QSVC.\n", + "\n", + "As mentioned previously, to utilise a kernel, classical or quantum we need to perform a classication algorithm on it. Here, we get our first taste of what the Qiskit machine learning package can do - we can perform a `QSVC` using a built in [`QSVC`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.algorithms.QSVC.html) feature, which is an extension of sklearns SVC. The `QSVC` is initialised with a QK and when the fit method is called, it calls the QK to evaluate itself and then passes the resultant kernel to the SVC fit method.\n", + "\n", + "We create a `run_QSVC` function to create and fit our `QSVC` as well as calculate some popular machine learning metrics (ROC AUC, F1, Test accuracy) to evaluate training success.\n", + "\n", + "### Task 2.\n", + "1. Create a `QSVC` object (make sure to add the `probability = True` attribute so we can calculate probability outputs)\n", + "2. Add a line that fits the `QSVC`.\n", + "\n", + "Consult the docs for `QSVC` for help on creating these lines or simply ask one of us." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "a1992310-1672-4664-ab72-8a6f15fd8dc2", + "metadata": {}, + "outputs": [], + "source": [ + "def run_QSVC(training_input, train_labels, test_input, test_labels, quantum_kernel):\n", + " \"\"\"A function to fit and score a quantum support vector classifier.\n", + "\n", + " Args:\n", + " training_input (np.ndarray): training sample features.\n", + " train_labels (np.ndarray): training sample labels.\n", + " test_input (np.ndarray): testing sample features.\n", + " test_labels (np.ndarray): testing sample labels.\n", + "\n", + " Returns:\n", + " qsvc (QSVC): the fitted qsvc object.\n", + " auc (float): the ROC AUC score.\n", + " f1 (float): the f1 score.\n", + " \"\"\"\n", + " # Create the QSVC\n", + " qsvc = \n", + "\n", + " # Fit the QSVC\n", + " \n", + "\n", + " # predict probabilities\n", + " predicted = qsvc.predict(test_input)\n", + " predicted_proba = qsvc.predict_proba(test_input)\n", + " # Calculate F1-Score and write\n", + " f1 = f1_score(test_labels, predicted, average=\"weighted\")\n", + " # calculate scores\n", + " try:\n", + " auc = roc_auc_score(\n", + " test_labels, predicted_proba, multi_class=\"ovo\", average=\"weighted\"\n", + " )\n", + " except:\n", + " auc = roc_auc_score(test_labels, predicted_proba[:, 1])\n", + " \n", + " acc_score = accuracy_score(test_labels, predicted)\n", + " # summarize scores\n", + " return qsvc, auc, f1, acc_score" + ] + }, + { + "cell_type": "markdown", + "id": "001ebbd2-1861-451f-a9b3-62bc9b509917", + "metadata": {}, + "source": [ + "Now to run our first experiment. Before running the `QSVC` we must create our QK, we will utilise Qiskit machine learning's [`FidelityStatevectorKernel`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.FidelityStatevectorKernel.html#fidelitystatevectorkernel), this is an implementation of the `BaseKernel` which is optimised for simulated statevectors. `FidelityStatevectorKernel` is initialised with a feature map and implements a quantum kernel based on the state fidelity. As a reminder, the kernel between two classical inputs $x_i$ and $x_j$ is given by:\n", + "$$ K(x_i, x_j) = | \\langle \\phi(x_i) | \\phi(x_j) \\rangle |^2 $$\n", + "where $|\\phi (x_i)\\rangle = U_{\\phi}(x_i) |0\\rangle^{\\otimes n}$ and $U_{\\phi}(x_i)$ is the unitary that implements the quantum feature map.\n", + "\n", + "\n", + "### Task 3\n", + "1. Create a variable `fidelity_kernel` and initialise it as a `FidelityStatevectorKernel` object with the covariant feature map with __no trainable parameters__ (fm_n).\n", + "2. Run the `run_QSVC` function to show a `QSVC` in Qiskit machine learning.\n", + "3. Extension - evaluate the kernel on the `training_data` and uncomment the plotting lines to visualise its output.\n", + "\n", + "The results of the `QSVC` will indicate a poorly trained model, with all metrics showing weak results. Additionally the kernel sees little difference between fidelity for a majority of the dataset, this in part leads to the poor performance." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "3dabf653-7b34-4d9f-b58c-1a162589c579", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Evaluating Quantum Fidelity kernel...\n", + "QSVC Training Runtime: 0.19731033299467526 secs\n", + "Quantum Fidelity Kernel F1 Score = 0.239\n", + "Quantum Fidelity Kernel ROC AUC = 0.591\n", + "Quantum Fidelity Kernel Accuracy Score = 0.375\n", + "\n" + ] + } + ], + "source": [ + "fidelity_kernel = \n", + "print(\"Evaluating Quantum Fidelity kernel...\")\n", + "# Evaluate the quantum fidelity kernel\n", + "start = timer()\n", + "qsvc, auc, f1, accuracy = run_QSVC(\n", + " training_data, training_labels, test_data, test_labels, fidelity_kernel\n", + ")\n", + "end = timer()\n", + "qsvc_runtime = end - start\n", + "print(f\"QSVC Training Runtime: {qsvc_runtime} secs\")\n", + "# Print results\n", + "print(\"Quantum Fidelity Kernel F1 Score = %.3f\" % (f1))\n", + "print(\"Quantum Fidelity Kernel ROC AUC = %.3f\" % (auc))\n", + "print(\"Quantum Fidelity Kernel Accuracy Score = %.3f\" % (accuracy))\n", + "print()\n", + "\n", + "# Visualising the untrained kernel\n", + "# untrained_kernel_eval = \n", + "# plt.imshow(untrained_kernel_eval, cmap=matplotlib.colormaps[\"bwr\"])\n", + "# plt.colorbar(label=\"fidelity\")\n", + "# plt.title(\"Untrained kernel\")\n", + "# plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d0811b4e", + "metadata": {}, + "source": [ + "## 3. Quantum Kernel Alignment\n", + "\n", + "Considering the poor performance of the `QSVC`, we now look at find a way of improving the kernel, this is where Quantum Kernel Alignment (QKA) comes in. QKA adds a variational layer $U(\\boldsymbol{\\theta})$ to the kernel, where $\\boldsymbol{\\theta}$ are trainable parameters. The elements of the fidelity kernel matrix are computed in the same way, but now depend on $\\boldsymbol{\\theta}$ as shown below:\n", + "\n", + "$$ K(x_i, x_j, \\boldsymbol{\\theta}) = |\\langle\\psi (\\boldsymbol{\\theta}, x_i)|\\psi (\\boldsymbol{\\theta}, x_j)\\rangle |^2 $$\n", + "where $|\\psi (\\boldsymbol{\\theta}, x_i)\\rangle = U_{\\phi}(x_i) U(\\boldsymbol{\\theta}) |0\\rangle^{\\otimes n} $.\n", + "\n", + "By adding training parameters to the feature map, the kernel can be optimised for the dataset. QKA aims to maximize the intra-class overlap and minimize the inter-class overlap [[2]](https://arxiv.org/pdf/2105.03406) whilst giving an upper bound on the generalisation error, allowing the SVC to generalise well and not overfit [[8]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/svm_weighted_kernel_alignment.ipynb).\n", + "\n", + "### 3.a. Loss and Callback\n", + "\n", + "To fit the kernel we need a metric for knowing how well the current parameters $\\boldsymbol\\theta$ are performing. Here we use Qiskit machine learning's [`SVCLoss`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.utils.loss_functions.SVCLoss.html). Given training samples, $x_{i}$, with binary labels, $y_{i}$ and a parameterised kernel, $K(\\boldsymbol\\theta,x_i, x_j)$ parameterized by values, $\\boldsymbol\\theta$, the loss is defined as:\n", + " \n", + "$$ \\text{SVCLoss} = \\sum_{i} a_i - 0.5 \\sum_{i,j} a_i a_j y_{i} y_{j} K(\\boldsymbol\\theta,x_i, x_j) $$\n", + "\n", + "where $a_i$ are the optimal Lagrange multipliers found by solving the standard SVM quadratic program. Note that the hyper-parameter `C` for the soft-margin penalty can be specified through the keyword args.\n", + "\n", + "Minimizing this loss over the parameters, $\\boldsymbol\\theta$, of the kernel is equivalent to maximizing a weighted kernel alignment, which in turn yields the smallest upper bound to the SVM generalization error for a given parameterization. See [[2]](https://arxiv.org/abs/2105.03406) for further details.\n", + "\n", + "Before performing the QKA, we need to define our optimisers and callback function. Callback functions are a feature of Qiskit machine learning and are used to provide feedback during the optimisation process. The `QKTCallback` class below is an implementation of this." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "bf8cc5f6", + "metadata": {}, + "outputs": [], + "source": [ + "class QKTCallback:\n", + " \"\"\"Callback wrapper class.\"\"\"\n", + "\n", + " def __init__(self) -> None:\n", + " \"\"\"Initialise the class with a data array.\"\"\"\n", + " self._data = [[] for i in range(5)]\n", + "\n", + " def callback(\n", + " self,\n", + " n_func_iter,\n", + " weights=None,\n", + " func_value=None,\n", + " step_size=None,\n", + " step_accepted=None,\n", + " ):\n", + " \"\"\"\n", + " Args\n", + " n_func_iter (int): number of function evaluations.\n", + " weights (np.ndarray): the current weights.\n", + " func_value (float): the function value.\n", + " step_size (float): the step size.\n", + " step_accepted (bool): whether the step was accepted.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + " self._data[0].append(n_func_iter)\n", + " self._data[1].append(weights)\n", + " self._data[2].append(func_value)\n", + " self._data[3].append(step_size)\n", + " self._data[4].append(step_accepted)\n", + "\n", + " def get_callback_data(self):\n", + " return self._data\n", + "\n", + " def clear_callback_data(self):\n", + " self._data = [[] for i in range(5)]" + ] + }, + { + "cell_type": "markdown", + "id": "5133c712", + "metadata": {}, + "source": [ + "### 3.b. Optimizer Helper Function\n", + "Now we need something to do the hard work: an opimiser. These optimisers originate from qiskit_algorithms but will soon join the Qiskit machine learning library. To optimize the parameters of our quantum circuit, we mostly use gradient-based optimization methods. There are several optimization methods to choose from, and the choice of the optimizer can significantly influence the speed of convergence and the quality of the final solution. For this notebook we will focus on the `SPSA` optimiser, though feel free to try some others later on.\n", + "\n", + "The get_optimizer_options function presented below allows us to flexibly choose from various optimization methods available in the Qiskit SDK [[9]](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.html) and returns the chosen optimizer function using partial to pass some optimised parameters found. We provide support for the following optimizers:\n", + "\n", + "* [Simultaneous Perturbation Stochastic Approximation](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.SPSA.html#qiskit.algorithms.optimizers.SPSA) (SPSA): SPSA is an gradient descent method for optimizing systems with multiple unknown parameters. As an optimization method, it is appropriately suited to large-scale population models, adaptive modeling, and simulation optimization.\n", + "\n", + "* [Adaptive Moment Estimation](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.ADAM.html#qiskit.algorithms.optimizers.ADAM) (ADAM): ADAM is an extension of stochastic gradient descent and is one of the default optimizers in many deep learning libraries. It is a gradient-based optimization algorithm that is relies on adaptive estimates of lower-order moments. The algorithm requires little memory and is invariant to diagonal rescaling of the gradients. Furthermore, it is able to cope with non-stationary objective functions and noisy and/or sparse gradients.\n", + "\n", + "* [Gradient Descent](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.GradientDescent.html#qiskit.algorithms.optimizers.GradientDescent) (GD): GD is a first-order iterative optimization algorithm for finding a local minimum of a differentiable function. It works by taking steps proportional to the negative of the gradient at the current point. \n", + "\n", + "* [Nakanishi-Fujii-Todo](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.NFT.html#qiskit.algorithms.optimizers.NFT) algorithm (NFT): The NFT is a sequential minimal optimization method for quantum-classical hybrid algorithms, which converges faster, is robust against statistical error, and is hyperparameter-free [[10]](https://arxiv.org/abs/1903.12166).\n", + "\n", + "* [Limited-memory Broyden-Fletcher-Goldfarb-Shanno (L-BFGS-B)](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.L_BFGS_B.html#qiskit.algorithms.optimizers.L_BFGS_B): The L-BFGS-B is an algorithm for solving nonlinear optimization problems. It is a member of the broad class of quasi-Newton optimization methods. L-BFGS-B uses a limited amount of computer memory to approximate the inverse Hessian matrix." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "47c27cad", + "metadata": {}, + "outputs": [], + "source": [ + "def get_optimizer_options(optimizer_type):\n", + " if optimizer_type == \"SPSA\":\n", + " optimizer = partial(SPSA, maxiter=300, learning_rate=0.002, perturbation=0.05)\n", + " callback = \"SPSACallback\"\n", + " elif optimizer_type == \"ADAM\":\n", + " optimizer = partial(ADAM, maxiter=600, tol=1e-08, lr=0.002)\n", + " callback = None\n", + " elif optimizer_type == \"GradientDescent\":\n", + " optimizer = partial(\n", + " GradientDescent,\n", + " maxiter=400,\n", + " learning_rate=0.002,\n", + " tol=1e-08,\n", + " perturbation=None,\n", + " )\n", + " callback = \"SPSACallback\"\n", + " elif optimizer_type == \"NFT\":\n", + " optimizer = partial(NFT, disp=False)\n", + " callback = None\n", + " elif optimizer_type == \"L_BFGS_B\":\n", + " optimizer = partial(\n", + " L_BFGS_B,\n", + " maxfun=15000,\n", + " maxiter=15000,\n", + " ftol=2.220446049250313e-15,\n", + " iprint=-1,\n", + " eps=1e-08,\n", + " )\n", + " callback = None\n", + " return callback, optimizer" + ] + }, + { + "cell_type": "markdown", + "id": "210d4d5a", + "metadata": {}, + "source": [ + "### 3.c. Experiment and Visualisation\n", + "\n", + "To train the quantum kernel on the dataset (samples and labels), we use the Qiskit machine learning [`QuantumKernelTrainer`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainer.html#qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainer) (QKT). This will take in a `TrainableKernel` object which is contains trainable kernel parameters, we use [`TrainableFidelityStatevectorKernel`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.TrainableFidelityStatevectorKernel.html#qiskit_machine_learning.kernels.TrainableFidelityStatevectorKernel), a trainable version of `FidelityStatevectorKernel`. The QKT also needs a loss function, we pass \"svc_loss\" to use the `SVCLoss` previously described. The QKA is performed by optimising the variational parameters using the `.fit` method.\n", + "\n", + "The output of `QuantumKernelTrainer.fit` is a [`QuantumKernelTrainerResult`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainerResult.html#qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainerResult) object. The results object contains the following class fields:\n", + " - `optimal_parameters`: A dictionary containing {parameter: optimal value} pairs\n", + " - `optimal_point`: The optimal parameter value found in training\n", + " - `optimal_value`: The value of the loss function at the optimal point\n", + " - `optimizer_evals`: The number of evaluations performed by the optimizer\n", + " - `optimizer_time`: The amount of time taken to perform optimization\n", + " - `quantum_kernel`: A `TrainableKernel` object with optimal values bound to the feature map\n", + "\n", + " ### Task 4.\n", + " 1. Initialise a `TrainableFidelityStatevectorKernel` quantum kernel. This time you will need to use the feature map that includes the trainable parameters and you will need to specify those parameters.\n", + " 2. Initilaise a `QuantumKernelTrainer` object using your quantum kernel. Here you'll need to specify the loss, optimizer and initial point for reproducable results.\n", + " 3. Fit the `QuantumKernelTrainer` using the `.fit` method." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "dc193c25", + "metadata": {}, + "outputs": [], + "source": [ + "# Instantiate quantum kernel\n", + "quant_kernel = \n", + "\n", + "# Set up the optimizer\n", + "optimizer = \"SPSA\"\n", + "cb, optimizer = get_optimizer_options(optimizer)\n", + "if cb == \"SPSACallback\":\n", + " callb = QKTCallback()\n", + " optimizer = optimizer(callback=callb.callback)\n", + "else:\n", + " optimizer = optimizer()\n", + "\n", + "init_p = 0.25 * np.random.uniform(\n", + " -np.pi, np.pi, len(fm.training_parameters)\n", + ") \n", + "# Instantiate a quantum kernel trainer.\n", + "qkt = \n", + "# Train the kernel\n", + "start = timer()\n", + "# Run the fit method\n", + "qka_results = \n", + "end = timer()\n", + "train_time = end - start\n", + "print(f\" Training Runtime: {train_time} secs. Results: \")\n", + "print('-'*80)\n", + "print()\n", + "# print(qka_results)\n", + "\n", + "# Evaulating the optimised kernel on the training data\n", + "trained_kernel_eval = qka_results.quantum_kernel.evaluate(training_data) \n", + "\n", + "# Graphing\n", + "if callb is not None:\n", + " plot_data = callb.get_callback_data() # callback data\n", + " fig, ax = plt.subplots(1, 2, figsize=(14, 5))\n", + " ax[0].plot([i + 1 for i in range(len(plot_data[0]))], np.array(plot_data[2]), c=\"k\", marker=\"\")\n", + " ax[0].set_xlabel(\"Iterations\")\n", + " ax[0].set_ylabel(\"Loss\")\n", + " ax[0].set_title(\"Loss during training\")\n", + " im = ax[1].imshow(trained_kernel_eval, cmap=matplotlib.colormaps[\"bwr\"])\n", + " ax[1].set_title(\"Trained Kernel\")\n", + " fig.colorbar(im, ax=ax, label=\"fidelity\")\n", + " plt.show()\n", + "else:\n", + " fig, ax = plt.subplots(1, 1, figsize=(5, 5))\n", + " ax[0].imshow(trained_kernel_eval, cmap=matplotlib.colormaps[\"bwr\"])\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "f3038fe3", + "metadata": {}, + "source": [ + "We can see the above loss graph shows us the loss has converged and the outputted trained kernel has much more contrast than our untrained kernel. This is the action of increasing intra-class fidelities and decreasing inter-class fidelities. We can next run a `QSVC` to see the increase in performance when using the Aligned QK." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "id": "3c0808f3", + "metadata": {}, + "outputs": [], + "source": [ + "# Evaluate the quantum fidelity kernel\n", + "start = timer()\n", + "qsvc, auc, f1, accuracy = run_QSVC(\n", + " training_data, training_labels, test_data, test_labels, qka_results.quantum_kernel\n", + ")\n", + "end = timer()\n", + "qsvc_runtime = end - start\n", + "print(f\"QSVC Training Runtime: {qsvc_runtime} secs\")\n", + "# Print results\n", + "print(\"Quantum Fidelity Kernel F1 Score = %.3f\" % (f1))\n", + "print(\"Quantum Fidelity Kernel ROC AUC = %.3f\" % (auc))\n", + "print(\"Quantum Fidelity Kernel Accuracy Score = %.3f\" % (accuracy))\n", + "print(\n", + " \"Increase in overall time by aligning kernel = %.3f\"\n", + " % ((train_time + qsvc_runtime) * 100 / qsvc_runtime),\n", + " \"%\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "ad1fd591", + "metadata": {}, + "source": [ + "The `QSVC` metrics are stellar across the board and the aligned QK is much successful at the classification problem. However, aligning the kernel increases runtime by a signficant margin, this increase is exactly correlated to the number of optimiser iterations. This is a steep cost for the increase in performance as the kernel calculation is already _quadratic_ with number of features and this must be done at each iteration step. Additionally, there are are other considerations with QKs like shot noise, higher error rates and the need for error mitigation or correction. This neatly brings us to the sub-kernel method, a way of reducing computational burden." + ] + }, + { + "cell_type": "markdown", + "id": "a92cce71-b961-4ba9-9a0c-6318b10dde57", + "metadata": {}, + "source": [ + "## 4. The Sub-Kernel Method\n", + "### 4.a. How to Implement\n", + "\n", + "The sub-kernel methodology is an adaptation of the QFK method which uses sub-portions of the dataset to calculate a sub-kernel. The core idea behind the sub-kernel methodology is to randomly select a subset of the data points, referred to as a \"sub-kernel\", on each step of the training process until optimal parameters are found. \n", + "\n", + "In mathematical terms, , we calculate the kernel function only for the points in $\\mathcal{D'}$ in each iteration.\n", + "\n", + "Formally, if $\\mathcal{D}$ is our dataset and $\\mathcal{D'}$ is a randomly sampled subset of $\\mathcal{D}$ for each iteration $i$, we sample a subset $\\mathcal{D}_i' \\subset \\mathcal{D}$ of size $k \\ll m$, where $m$ is the size of the full dataset. Then we compute the fidelity kernel $\\mathbf{K}_{\\mathcal{D}_i'}$ on the subset $\\mathcal{D}_i'$ and update the parameters of our variational parameteres accordingly. This process continues iteratively until given conditions met. \n", + "\n", + "This method aims at reducing the computational cost of kernel construction. Despite this reduction, it preserves the essential features of the data, and thus, maintains good classification performance.\n", + "\n", + "To realise the sub-kernel method in Qiskit, we must create two additional classes. The first is the `DataBatcher` class, used to generate a list of balanced batches, where each batch contains the same number of samples from each label or a list of imbalanced batches, where each batch may contain a different number of samples from each label with given options. This function creates set of $\\mathcal{D'}$ from $\\mathcal{D}$." + ] + }, + { + "cell_type": "code", + "execution_count": 73, + "id": "1db3eb26-17bf-4531-aa34-a09ec2eb39ba", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "class DataBatcher:\n", + " \"\"\"\n", + " A class used to batch dataset and labels.\n", + " \"\"\"\n", + "\n", + " def __init__(self, dataset, labels):\n", + " \"\"\"\n", + " Initialize a DataBatches object with the input dataset and corresponding labels.\n", + "\n", + " Args:\n", + " dataset (numpy array): A numpy array of shape (num_samples, num_features) containing the input dataset.\n", + " labels (numpy array): A numpy array of shape (num_samples,) containing the corresponding labels for the dataset.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + " self.dataset = dataset\n", + " self.labels = labels\n", + " self.num_samples = len(dataset)\n", + " self.unique_labels, self.label_counts = np.unique(labels, return_counts=True)\n", + "\n", + " def balanced_batches(self, batch_size, shuffle=False):\n", + " \"\"\"\n", + " Generate a list of balanced batches, where each batch contains the same number of samples from each label.\n", + "\n", + " Args:\n", + " batch_size (int): The desired size of each batch.\n", + " shuffle (bool): if True, shuffle batches.\n", + "\n", + " Returns:\n", + " batches (List): a list of batches where each batch is a tuple containing the batch data and corresponding labels.\n", + " \"\"\"\n", + " if batch_size > self.num_samples:\n", + " raise ValueError(\n", + " f\"Batch size {batch_size} is larger than the dataset size {self.num_samples}\"\n", + " )\n", + " if batch_size > 2 * np.min(self.label_counts):\n", + " raise ValueError(\n", + " f\"Batch size {batch_size} is 2x larger than the smallest label size {np.min(self.label_counts)}\"\n", + " )\n", + " samples_per_label = batch_size // len(self.unique_labels)\n", + " batches = []\n", + " for _ in range(self.num_samples // batch_size):\n", + " batch_data = []\n", + " batch_labels = []\n", + " for l in self.unique_labels:\n", + " label_indices = np.where(self.labels == l)[0]\n", + " if shuffle:\n", + " np.random.shuffle(label_indices)\n", + " if samples_per_label > len(label_indices):\n", + " batch_indices = label_indices\n", + " else:\n", + " batch_indices = label_indices[:samples_per_label]\n", + " batch_data.append(self.dataset[batch_indices])\n", + " batch_labels.append(self.labels[batch_indices])\n", + " batch_data = np.concatenate(batch_data, axis=0)\n", + " batch_labels = np.concatenate(batch_labels, axis=0)\n", + " batches.append((batch_data, batch_labels))\n", + " return batches\n", + "\n", + " def imbalanced_batches(self, batch_size, keep_ratio=False, shuffle=False):\n", + " \"\"\"\n", + " Generate a list of imbalanced batches, where each batch may contain a different number of samples from each label.\n", + "\n", + " Args:\n", + " batch_size (int): The desired size of each batch.\n", + " keep_ratio (bool): If True, maintain the same relative frequency of each label as in the original dataset.\n", + " If False, use the absolute frequency of each label to determine the number of samples per label.\n", + " shuffle (bool): If True, shuffle batches.\n", + "\n", + " Returns:\n", + " batches (list): a list of batches where each batch is a tuple containing the batch data and corresponding labels.\n", + " \"\"\"\n", + " if batch_size > self.num_samples:\n", + " raise ValueError(\n", + " f\"Batch size {batch_size} is larger than the dataset size {self.num_samples}\"\n", + " )\n", + " if keep_ratio:\n", + " # calculate the number of samples per label based on the relative label frequencies\n", + " label_freqs = self.label_counts / np.sum(self.label_counts)\n", + " samples_per_label = np.round(batch_size * label_freqs).astype(int)\n", + " else:\n", + " # calculate the number of samples per label based on the absolute label frequencies\n", + " samples_per_label = np.round(\n", + " batch_size * self.label_counts / np.sum(self.label_counts)\n", + " ).astype(int)\n", + " batches = []\n", + " for _ in range(self.num_samples // batch_size):\n", + " batch_data = []\n", + " batch_labels = []\n", + " for l, num_samples in zip(self.unique_labels, samples_per_label):\n", + " label_indices = np.where(self.labels == l)[0]\n", + " if shuffle:\n", + " np.random.shuffle(label_indices)\n", + " batch_indices = label_indices[:num_samples]\n", + " batch_data.append(self.dataset[batch_indices])\n", + " batch_labels.append(self.labels[batch_indices])\n", + " batch_data = np.concatenate(batch_data, axis=0)\n", + " batch_labels = np.concatenate(batch_labels, axis=0)\n", + " batches.append((batch_data, batch_labels))\n", + " return batches" + ] + }, + { + "cell_type": "markdown", + "id": "234f5934", + "metadata": {}, + "source": [ + "The second is the `BatchedSVCLoss` class. This is an extension of Qiskit machine learning `SVCLoss` and provides a kernel loss function for multiple batches of the sub-kernels. It calculates and updates the loss based of each of these classification tasks by fitting an SVC model from scikit-learn. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 74, + "id": "387aca47", + "metadata": {}, + "outputs": [], + "source": [ + "class BatchedSVCLoss(SVCLoss):\n", + " r\"\"\"\n", + " This class provides a kernel loss function for classification tasks by fitting an ``SVC`` model\n", + " from scikit-learn, extended for use with batches. Given training samples, :math:`x_{i}`, with binary labels, :math:`y_{i}`,\n", + " and a kernel, :math:`K_{θ}`, parameterized by values, :math:`θ`, the loss is defined as:\n", + "\n", + " .. math::\n", + "\n", + " SVCLoss = \\sum_{i} a_i - 0.5 \\sum_{i,j} a_i a_j y_{i} y_{j} K_θ(x_i, x_j)\n", + "\n", + " where :math:`a_i` are the optimal Lagrange multipliers found by solving the standard SVM\n", + " quadratic program. Note that the hyper-parameter ``C`` for the soft-margin penalty can be\n", + " specified through the keyword args.\n", + "\n", + " Minimizing this loss over the parameters, :math:`θ`, of the kernel is equivalent to maximizing a\n", + " weighted kernel alignment, which in turn yields the smallest upper bound to the SVM\n", + " generalization error for a given parameterization.\n", + "\n", + " See https://arxiv.org/abs/2105.03406 for further details.\n", + " \"\"\"\n", + "\n", + " def __init__(\n", + " self,\n", + " data: np.ndarray,\n", + " labels: np.ndarray,\n", + " sub_kernel_size: Optional[int] = None,\n", + " minibatch_size: Optional[int] = 1,\n", + " shuffle: bool = False,\n", + " balanced_batch: bool = False,\n", + " keep_ratio: bool = True,\n", + " encoder=None,\n", + " **kwargs,\n", + " ):\n", + " \"\"\"\n", + " Args:\n", + " data (np.ndarray): The data to evaluate the loss on.\n", + " labels (np.ndarray): The corresponding labels for the data.\n", + " sub_kernel_size (int, optional): The size of the sub-kernel batches to split the data into. If not provided,\n", + " the entire data set is used in a single batch.\n", + " shuffle (bool, optional): Whether to shuffle the data before splitting into batches. Default is False.\n", + " balanced_batch (bool, optional): Whether to use balanced or imbalanced batching. Default is False.\n", + " encoder (torch.nn): An instance to optionally reduce dimension before calculating loss\n", + " **kwargs: Arbitrary keyword arguments to pass to SVC constructor within\n", + " SVCLoss evaluation.\n", + " \"\"\"\n", + " super().__init__(**kwargs)\n", + " # Split data into batches\n", + " self.sub_kernel_size = sub_kernel_size\n", + " bg = DataBatcher(data, labels)\n", + " self.minibatch_size = minibatch_size\n", + " if self.sub_kernel_size == None:\n", + " self.batches = [data, labels]\n", + " elif balanced_batch:\n", + " self.batches = bg.balanced_batches(sub_kernel_size, shuffle=shuffle)\n", + " else:\n", + " self.batches = bg.imbalanced_batches(\n", + " sub_kernel_size, keep_ratio=keep_ratio, shuffle=shuffle\n", + " )\n", + "\n", + " self.idx = 0\n", + " self.epoch = 0\n", + " self.encoder = encoder\n", + " self.loss_arr = []\n", + "\n", + " def evaluate(\n", + " self,\n", + " parameters: Sequence[float],\n", + " quantum_kernel: TrainableKernel,\n", + " data: np.ndarray,\n", + " labels: np.ndarray,\n", + " ) -> float:\n", + " \"\"\"\n", + " Wrapper function for loss evaluation with batches of data. If sub_kernel_size is None, it will execute SVCLoss() on full dataset.\n", + "\n", + " Args:\n", + " parameter_values (Sequence[float]): The parameter values to evaluate the loss with.\n", + " quantum_kernel (TrainableKernel): The quantum kernel to use for evaluation.\n", + " Returns:\n", + " loss (float): the loss value for the given parameters and quantum kernel.\n", + " \"\"\"\n", + " if self.sub_kernel_size == None:\n", + " if type(self.encoder) != type(None):\n", + " weights = parameters[: self.encoder.num_weights]\n", + " variational_params = parameters[self.encoder.num_weights :]\n", + " self.encoder.set_weights(weights)\n", + " encoded_data = self.encoder.encode(data)\n", + " return super().evaluate(variational_params, quantum_kernel, encoded_data, labels)\n", + " else:\n", + " loss = super().evaluate(parameters, quantum_kernel, data, labels)\n", + " self.loss_arr.append(loss)\n", + " return loss\n", + "\n", + " if self.idx + self.minibatch_size > len(self.batches):\n", + " self.idx = 0\n", + " self.epoch += 1\n", + "\n", + " mini_batch = self.batches[self.idx : self.idx + self.minibatch_size]\n", + " # Evaluate the loss for each batch and accumulate the total loss\n", + " total_loss = 0\n", + " i = self.idx\n", + " for batch_data, batch_labels in mini_batch:\n", + " if type(self.encoder) != type(None):\n", + " weights = parameters[: self.encoder.num_weights]\n", + " variational_params = parameters[self.encoder.num_weights :]\n", + " self.encoder.set_weights(weights)\n", + " batch_data = self.encoder.encode(batch_data)\n", + " else:\n", + " variational_params = parameters\n", + " loss = super().evaluate(variational_params, quantum_kernel, batch_data, batch_labels)\n", + " total_loss += loss\n", + " i += 1\n", + " self.idx += self.minibatch_size\n", + " self.loss_arr.append(total_loss / self.minibatch_size)\n", + " param_loss = total_loss / self.minibatch_size\n", + " return param_loss" + ] + }, + { + "cell_type": "markdown", + "id": "93ca8e23-9b1d-4ab1-bb78-3647b32a5723", + "metadata": { + "tags": [] + }, + "source": [ + "### 4.b. Sub-Kernel Experiments\n", + "\n", + "This where we pull all the previous pieces together to align QFK using full and different-sized Sub-Kernels with different optimizers. The core of the algorithm is as follows.\n", + "\n", + "- *Variational parameter initialisation:* the variational parameters $\\boldsymbol{\\theta}$ of the quantum circuit are initialised as $\\boldsymbol{\\theta}_{init}$, giving an initial state $|\\phi(\\boldsymbol{\\theta}_{init})\\rangle$.\n", + "- *Variational parameters and loss function optimisation loop:* execute the optimisation loop and for each iteration, execute the following sub-steps:\n", + " - *Dataset subsampling:* initiate by randomly selecting a distinct subset of $k$ data points from the full dataset and employ the kernel equation to construct a sub kernel, $K_{\\text{sub}}$. Note that each time a new subset is selected, it is composed of previously unselected points until such a time that the entire dataset is exhausted (depending on the sub kernel and batch size), at which point previously selected points may be used again.\n", + " - *Loss function estimation:* compute the loss function $L$ using $K_{\\text{sub}}$.\n", + " - *Loss function optimisation:* perform an optimisation step on $L$ to update the parameters $\\boldsymbol{\\theta}$.\n", + "- *Full kernel estimation:* utilise the optimised parameters $\\boldsymbol{\\theta}_{opt}$ to compute the full quantum kernel $K_f(\\boldsymbol{\\theta}_{opt})$.\n", + "- *Training of classifier:* implement the full kernel in an SVM model for binary classification.\n", + "\n", + "This methodology can potentially decrease the computational burden associated with training on the full kernel, whilst retaining the classification accuracy as a minimum performance. The exact computational savings will depend on the specific distribution of data and the convergence behaviour of the training process. As such, while sub-kernel training can potentially reduce the computational burden, careful consideration must be given to the selection of sub-kernel size and the resulting impact on convergence rate.\n", + "\n", + "Below is the plotting function we use to display the QKA loss." + ] + }, + { + "cell_type": "code", + "execution_count": 75, + "id": "ea589b40-dc2b-45c3-b182-fac47072f8e8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "def plot_average_loss_with_variance(losses, N=10):\n", + " \"\"\"\n", + " Plots the average and variance of training loss over every N steps.\n", + "\n", + " Args:\n", + " losses (float): loss values to plot.\n", + " N (int): Number of steps to average over.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + "\n", + " # Calculate the means and variances over every N steps\n", + " means = []\n", + " variances = []\n", + "\n", + " for i in range(0, len(losses), N):\n", + " # Handle the last data point if it's smaller than N\n", + " end = i + N\n", + " if end > len(losses) and len(losses[i:]) < N:\n", + " chunk = np.concatenate([losses[i - (N - len(losses[i:])) : i], losses[i:]])\n", + " else:\n", + " chunk = losses[i:end]\n", + "\n", + " means.append(np.mean(chunk))\n", + " variances.append(np.var(chunk))\n", + "\n", + " # Create an x-axis for the plot\n", + " x = np.arange(0, len(losses), N)[: len(means)]\n", + "\n", + " # Plot the means and variances\n", + " plt.plot(x, means, \"-o\", label=\"Mean Loss\")\n", + " plt.fill_between(\n", + " x,\n", + " np.array(means) - np.array(variances),\n", + " np.array(means) + np.array(variances),\n", + " color=\"gray\",\n", + " alpha=0.2,\n", + " label=\"Variance\",\n", + " )\n", + "\n", + " # Set the title and labels for the plot\n", + " plt.title(\"Training Loss over Time\")\n", + " plt.xlabel(\"Steps\")\n", + " plt.ylabel(\"Loss\")\n", + " plt.legend()\n", + "\n", + " # Display the plot\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d3ee541a-ec8a-4cb2-a924-496f5276fa4c", + "metadata": {}, + "source": [ + "In the following cell, the sub-kernel method is executed. The user can control a number of conditions and parameters such as:\n", + "\n", + "- The **optimizer choice** (SPSA, ADAM, GD, L-BFGS-B, NFT);\n", + "- The **batch size**;\n", + "- The **sub-kernel size** from *k* to full size;\n", + "- *Optional* - balancing of the batches. Note that in this tutorial, the balancing funcion has not been declared.\n", + "- The **initialisation points** in ‘init_p‘ (0 to 0.5). The closer to 0, the poorer is the starting point. At 0.5, the circuit acts as an Hadamard gate.\n", + "\n", + "### Task 5\n", + "We'll start small, use a batch_size of just 1 and a sub_kernel_size of 4 and get the training loop to work once by following the sub-tasks.\n", + "1. Initialise the `TrainableFidelityStatevectorKernel`.\n", + "2. Initialise the `QuantumKernelTrainer` using the `BatchesSVCLoss` defined below.\n", + "3. Fit the `QuantumKernelTrainer`. \n", + "4. Retrieve the optimised kernel from the `QuantumKernelTrainerResult` returned from the `.fit()` method.\n", + "5. Run the optimised kernel through the `run_QSVC` function. The training time should be a matter of seconds, if it takes any longer a mistake has been made.\n", + "6. Once you've successfully completed steps 1-5, we can now run the full experiment, testing different batch sizes and sub kernel sizes. Run the settings below to retrieve the full experiment results.\n", + "~~~\n", + "optimizers = [\"SPSA\"]\n", + "batch_sizes = [1, 4, 8]\n", + "sub_kernel_sizes = [4, 8, 16, 32, None]\n", + "~~~" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "id": "a190efef", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "### Options\n", + "\n", + "optimizers = [\"SPSA\"]\n", + "batch_sizes = [1]\n", + "sub_kernel_sizes = [4]\n", + "batch_types = [False]\n", + "results = {}\n", + "#init_p is the initialisation points. The closer to 0, the worst the start. 0.5 is optimial, the circuit acts as an hadamard gate.\n", + "init_p = 0.25 * np.random.uniform(\n", + " -np.pi, np.pi, len(fm.training_parameters)\n", + ") \n", + "### End Options\n", + "\n", + "for opt in optimizers:\n", + " opt_results = []\n", + " for sub_kernel_size in sub_kernel_sizes:\n", + " for batch_size in batch_sizes:\n", + " if sub_kernel_size == None:\n", + " if batch_size != 1:\n", + " continue\n", + " for batch_type in batch_types:\n", + " if sub_kernel_size == None:\n", + " sk_size = len(training_data)\n", + " if batch_type == True:\n", + " continue\n", + " else:\n", + " sk_size = int(sub_kernel_size)\n", + " print(\"=\" * 50)\n", + " print(\"Training with \", opt, \" optimizer.\")\n", + " print(\n", + " \"Currently using subkernel size: \",\n", + " sub_kernel_size,\n", + " \" where loss is averaged over \",\n", + " batch_size,\n", + " \" loss.\",\n", + " )\n", + " print(\"Sub-kernels prepared according to Balanced:\", batch_type)\n", + " print(\"=\" * 50)\n", + " # Get optimizer options\n", + " cb, optimizer = get_optimizer_options(opt)\n", + " if cb == \"SPSACallback\":\n", + " callb = QKTCallback()\n", + " optimizer = optimizer(callback=callb.callback)\n", + " else:\n", + " optimizer = optimizer()\n", + " # Initialise quantum kernel\n", + " qk = \n", + "\n", + " # Instantiate Sub-kernel loss\n", + " loss = BatchedSVCLoss(\n", + " training_data,\n", + " training_labels,\n", + " minibatch_size=batch_size,\n", + " sub_kernel_size=sub_kernel_size,\n", + " balanced_batch=batch_type,\n", + " shuffle=True,\n", + " encoder=None,\n", + " )\n", + " # Instantiate a quantum kernel trainer.\n", + " qkt = \n", + "\n", + " # Train the kernel\n", + " start = timer()\n", + " qka_results = \n", + " end = timer()\n", + " train_time = end - start\n", + " print(f\" Training Runtime: {train_time} secs. Results: \")\n", + " print()\n", + " # print('-'*80)\n", + " # print(qka_results)\n", + " # print('-'*80)\n", + " # print()\n", + " # print(\"Evaluating optimized kernel with the optimal parameters...\")\n", + " optimized_kernel = \n", + "\n", + " start = timer()\n", + "\n", + " # Train the QSVC using optimized quantum fidelity kernel\n", + " qsvc, auc, f1, accuracy = \n", + " end = timer()\n", + " qsvc_runtime = end - start\n", + " num_support_vectors = len(qsvc.support_)\n", + "\n", + " print(f\"QSVC Training Runtime: {qsvc_runtime} secs\")\n", + "\n", + " # Print results\n", + " print(\"-\" * 50)\n", + " print(\"F1 Score = %.3f\" % (f1))\n", + " print(\"ROC AUC = %.3f\" % (auc))\n", + " print(\"Accuracy Score = %.3f\" % (accuracy))\n", + " print()\n", + " print()\n", + "\n", + " # Get the training loss\n", + " plot_data = (\n", + " len(training_data)\n", + " * np.array(loss.loss_arr)\n", + " / (sk_size * num_support_vectors)\n", + " )\n", + "\n", + " # Plotting\n", + " plot_average_loss_with_variance(plot_data, N=20)\n", + "\n", + " # Append the results\n", + " opt_results.append(\n", + " {\n", + " \"ROC\": auc,\n", + " \"F1\": f1,\n", + " \"accuracy\": accuracy,\n", + " \"sub_kernel_size\": sub_kernel_size,\n", + " \"batch_size\": batch_size,\n", + " \"Balanced\": batch_type,\n", + " \"train_time\": train_time,\n", + " \"qsvc_runtime\": qsvc_runtime,\n", + " \"training_loss\": plot_data.tolist(),\n", + " \"loss\": loss.loss_arr,\n", + " \"opt_params\": qka_results.optimal_point.tolist(),\n", + " }\n", + " )\n", + " results.update({opt: opt_results})\n", + "\n", + "with open(\"Subkernel_results.json\", \"w\", encoding=\"utf-8\") as f:\n", + " json.dump(results, f, ensure_ascii=False, indent=4)" + ] + }, + { + "cell_type": "markdown", + "id": "22b22dcc-9857-4416-a8ac-7a6d5c15105f", + "metadata": {}, + "source": [ + "### 4.c. Sub-Kernel Visualisation and Conclusion\n", + "By looking over the graphs produced in the experiment, we can see a trend, the larger the sub-kernel and the greater the batch size the better the model performs. This is intuitively correct, we knew that running a QSVC using the full kernel worked very well. The interesting thing we can note is that around the 16 size kernel mark we are already able to start replicating the performance of the full kernel training whilst drastically decreasing training time. This is showing the method working, that we can approximate for the whole dataset using these sub-kernels. \n", + "\n", + "More formally, the results show us that using the sub-kernel method for variational training of kernels leads to the construction of an \"optimised\" full kernel that delivers a binary classification model that is better performing (better F1 Score, AUC ROC and accuracy) compared to the use of an \"un-optimised\" full kernel, with lower training times than optimising the full kernel. From a Sub Kernel size of 16 upwards we can see metric results that rival the full kernel, and increasingly lowering final training loss. See results in section 2 of the paper for further conclusions [[1]](https://arxiv.org/abs/2401.02879).\n", + "\n", + "Below there is a quick plotting function simply to show the training time increasing as the kernel size and batch size is increased. This is a simple way to see how the training time is decreased whilst keeping the metrics up.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "id": "29798f2d", + "metadata": {}, + "outputs": [], + "source": [ + "def plot_sub_kernel_experiments(results):\n", + " \"\"\"\n", + " Plotting function to show a bar graph of the training time increasing with sub-kernel size and number of kernels evaluated.\n", + " Keep in mind this fucntion is expecting the final sub kernel size to be None for comparison.\n", + " Args:\n", + " results (dict): plot data from the sub-kernel experiments.\n", + "\n", + " Returns:\n", + " None\n", + "\n", + " \"\"\"\n", + " for key in results.keys():\n", + " plot_data = results.get(key)\n", + " selected_data = np.ones((len(plot_data), 6))\n", + " for i in range(len(plot_data)):\n", + " line = np.ones(6)\n", + " line[0] = plot_data[i].get(\"ROC\")\n", + " line[1] = plot_data[i].get(\"F1\")\n", + " line[2] = plot_data[i].get(\"accuracy\")\n", + " line[3] = plot_data[i].get(\"sub_kernel_size\")\n", + " line[4] = plot_data[i].get(\"batch_size\")\n", + " line[5] = plot_data[i].get(\"train_time\")\n", + " selected_data[i] = line\n", + "\n", + " bar_chart_data = np.ones((len(batch_sizes), len(sub_kernel_sizes) - 1, 6))\n", + " for j in range(len(batch_sizes)):\n", + " for k in range(len(sub_kernel_sizes) - 1):\n", + " bar_chart_data[j, k] = selected_data[len(batch_sizes) * k + j]\n", + "\n", + " fig, ax = plt.subplots(1, 1, figsize=(7, 5))\n", + " barWidth = 0.25\n", + " br = np.arange(len(sub_kernel_sizes) - 1)\n", + " for l in range(len(batch_sizes)):\n", + " label = \"batch size: \" + str(batch_sizes[l])\n", + " if l > 0:\n", + " br = [x + barWidth for x in br]\n", + " ax.bar(br, bar_chart_data[l][:, -1], width=barWidth, edgecolor=\"grey\", label=label)\n", + " ax.bar(\n", + " len(sub_kernel_sizes) - 1 + barWidth,\n", + " selected_data[-1, -1],\n", + " color=\"black\",\n", + " width=barWidth,\n", + " edgecolor=\"grey\",\n", + " label=\"Full kernel\",\n", + " )\n", + " ax.set_ylabel(\"Training time (s)\")\n", + " ax.set_xlabel(\"Sub kernel size\")\n", + " ax.set_xticks([r + barWidth for r in range(len(sub_kernel_sizes))], sub_kernel_sizes)\n", + " ax.set_title(\"Training time for sub kernel and batch sizes\")\n", + " ax.legend()\n", + "\n", + " print([\"ROC\", \"F1\", \"Accuracy\", \"Sub kernel size\", \"Batch size\", \"Train time (s)\"])\n", + " print(selected_data)\n", + "\n", + "\n", + "plot_sub_kernel_experiments(results)" + ] + }, + { + "cell_type": "markdown", + "id": "8f29a89a", + "metadata": {}, + "source": [ + "## References\n", + "1. Efficient Parameter Optimisation for Quantum Kernel Alignment: A Sub-sampling Approach in Variational Training, M. Emre Sahin and Benjamin C. B. Symons and Pushpak Pati and Fayyaz Minhas and Declan Millar and Maria Gabrani and Jan Lukas Robertus and Stefano Mensa, 2024, https://arxiv.org/abs/2401.02879\n", + "2. Covariant quantum kernels for data with group structure, Glick, Jennifer R. and Gujarati, Tanvi P. and Córcoles, Antonio D. and Kim, Youngseok and Kandala, Abhinav and Gambetta, Jay M. and Temme, Kristan, 2024, https://arxiv.org/abs/2105.03406\n", + "3. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/tree/main/data\n", + "4. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb\n", + "5. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/create_custom_quantum_feature_map.ipynb\n", + "6. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/train_kernels_using_qiskit_feature_maps.ipynb\n", + "7. The IBM Quantum heavy hex lattice, Paul Nation, Hanhee Paik, Andrew Cross, Zaira Nazario, 2021, https://www.ibm.com/quantum/blog/heavy-hex-lattice\n", + "8. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/svm_weighted_kernel_alignment.ipynb\n", + "9. Qiskit Algorithms 0.3.0, 2024, https://qiskit-community.github.io/qiskit-algorithms/apidocs/qiskit_algorithms.optimizers.html\n", + "10. Sequential minimal optimization for quantum-classical hybrid algorithms, Nakanishi, Ken M. and Fujii, Keisuke and Todo, Synge, 2020, https://arxiv.org/abs/1903.12166" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.4" + }, + "rise": { + "height": "90%", + "scroll": true, + "start_slideshow_at": "beginning", + "theme": "white", + "transition": "zoom", + "width": "90%" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb new file mode 100644 index 000000000..d4f1755d1 --- /dev/null +++ b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb @@ -0,0 +1,1544 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "38df9aa0", + "metadata": {}, + "source": [ + "# Efficient Parameter Optimisation for Quantum Kernel Alignment: A Sub-sampling Approach in Variational Training\n", + "\n", + "*The following tutorial has been built around the work by E. Sahin et al.* [[1]](https://arxiv.org/abs/2401.02879)\n", + "\n", + "Kernel methods are a cornerstone of classical machine learning, enabling algorithms like Support Vector Machines (SVMs) to tackle nonlinear problems by mapping data into higher-dimensional spaces. Quantum kernel methods extend this concept into the quantum domain, leveraging the high-dimensional space of quantum states to capture complex patterns in data. Despite their promise, quantum kernel methods, especially quantum kernel alignment (QKA), face significant scalability issues.\n", + "\n", + "The goal of QKA is to optimize the quantum kernel so that it aligns well with a given target. This target could be the labels of a supervised learning problem or another kernel that captures desired properties of the data. The alignment process involves adjusting the parameters of the quantum circuit that generates the quantum states, thereby optimizing the quantum kernel. This is done by minimizing (or maximizing) the alignment metric using techniques like gradient descent or other optimizers. The need to compute the full kernel matrix during each iteration of the training process results in substantial computational overhead, particularly as the size of the dataset increases (see Figure below, panel A).\n", + "\n", + "This tutorial will focus on a novel sub-sampling approach introduced to mitigate these computational challenges. By using only a subset of the kernel matrix at each training step, this method significantly reduces the number of quantum circuits required, making it a promising technique for more scalable and efficient quantum machine learning (panel B). \n", + "\n", + "Additionally, as the focus of this tutorial is on how to implement these methods with Qiskit and Qiskit machine learning, there are tasks throughout the notebook. The answers are hinted too but not there, any time you're stuck, first check the docs linked throughout, next ask one of the presenters for help and if neither of those suits you, just go to the completed version of this notebook with all these answers filled in. Keep in mind, if you do want to code along with us, you will need to fill out the answers whether you came to them yourselves or needed them revealed, naturally the notebook needs the lines filled in to run.\n" + ] + }, + { + "cell_type": "markdown", + "id": "2f8480a2-ab6a-4253-964f-d218a8d4fa30", + "metadata": {}, + "source": [ + "![method scheme](img/schematic-view.jpg)\n", + "\n", + "**Figure 1 A)** Quantum kernel alignment uses n qubits to encode the dataset into a feature map, estimate the kernel,\n", + "and optimize parameters θ until kernel separation improves. **B)** In the sub-sampling method, subsets with *k* elements of\n", + "the dataset are similarly processed using *n* qubits. This cycle repeats with different subsets, optimizing θ until the entire\n", + "dataset is sampled, yielding an optimized kernel. This will end with the estimation of the full dataset, optimised kernel." + ] + }, + { + "cell_type": "markdown", + "id": "f27e2bf6-d706-4f9a-9c5a-a89e4b28fda3", + "metadata": {}, + "source": [ + "## The method\n", + "\n", + "In this step-by-step notebook, we will use the above mentioned sub-sampling approach train a quantum kernel on a labeled dataset - the Labeling Cosets with Error (LCE) dataset [[2](https://www.nature.com/articles/s41567-023-02340-9)]- for a QSVM binary classifier. \n", + "\n", + "### Quantum fidelity kernels and quantum kernel alignment\n", + "\n", + "To build a quantum kernel matrix $K(x_i ,x_j)$, a quantum feature map, $\\phi(x_i)$, is used to transform classical data $x_i$ into a corresponding quantum state $ |\\phi(x_i)\\rangle$. The Quantum Fidelity Kernel (QFK) between two classical data points, $x_i$ and $x_j$, is computed using the overlap of the related quantum states $K(x_i, x_j) = | \\langle\\psi ( x_i)|\\psi (x_j)\\rangle |^2$, where $|\\psi (x_i)\\rangle = U_{\\phi}(x_i) |0\\rangle^{\\otimes n}$ and $U_{\\phi}(x_i)$ is the unitary that implements the quantum feature map. The quality of such kernels can be further improved by QKA techniques. More information about QKA can be found in [[2]](https://arxiv.org/abs/2105.03406).\n", + "\n", + "QKA adds a variational layer $U(\\boldsymbol{\\theta})$ to the kernel, where $\\boldsymbol{\\theta}$ are trainable parameters. The elements of the fidelity kernel matrix are computed in the same way, but now depend on $\\boldsymbol{\\theta}$ as shown below:\n", + "\n", + "$$ K(x_i, x_j, \\boldsymbol{\\theta}) = |\\langle\\psi (\\boldsymbol{\\theta}, x_i)|\\psi (\\boldsymbol{\\theta}, x_j)\\rangle |^2 $$\n", + "where $|\\psi (\\boldsymbol{\\theta}, x_i)\\rangle = U_{\\phi}(x_i) U(\\boldsymbol{\\theta}) |0\\rangle^{\\otimes n} $\n", + "\n", + "The training of the variational quantum kernel can be seen as finding a kernel that minimizes the upper bound of the SVM generalization error. This is equivalent to minimising a loss function $L$, expressed as\n", + "\n", + "$$ L=(\\boldsymbol{\\theta},a) = \\sum_{i} a_i - 0.5 \\sum_{i,j} a_i a_j y_{i} y_{j} K(\\boldsymbol{\\theta},x_i, x_j) $$\n", + "\n", + "where $a_i$ and $a_j$ are the optimal Lagrange multipliers, and $y$ are the labels of the binary classification problem.\n", + "\n", + "### The sub-sampling approach\n", + "\n", + "QKA has been shown to improve the performance of kernel methods, however it comes at a cost. For every iteration of the training process, the full kernel must be constructed which for a dataset with $m$ points requires $m^2$ inner product evaluations. Therefore, as the dataset size increases, the number of quantum circuits needed grows *quadratically*, becoming computationally and resource expensive as well as time-consuming.\n", + "\n", + "In the proposed methodology, we focus on the utilization of a subset of the kernel matrix, the sub-kernel, in each step of the variational training phase until optimal parameters, $\\boldsymbol{\\theta}_{opt}$, are discovered. Once obtained, these parameters are used to construct the entire fidelity kernel, which is then used for QSVM training and then classification.\n", + "\n", + "The workflow, represented in Figure 1.B, can be summarised as:\n", + "\n", + "- *Variational parameter initialisation:* the variational parameters $\\boldsymbol{\\theta}$ of the quantum circuit are initialised as $\\boldsymbol{\\theta}_{init}$, giving an initial state $|\\psi(\\boldsymbol{\\theta}_{init})\\rangle$.\n", + "- *Variational parameters and loss function optimisation loop:* execute the optimisation loop and for each iteration, execute the following sub-steps:\n", + " - *Dataset subsampling:* initiate by randomly selecting a distinct subset of $k$ data points from the full dataset and employ the kernel equation to construct a sub kernel, $K_{\\text{sub}}$. Note that each time a new subset is selected, it is composed of previously unselected points until such a time that the entire dataset is exhausted (depending on the sub kernel and batch size), at which point previously selected points may be used again.\n", + " - *Loss function estimation:* compute the loss function $L$ using $K_{\\text{sub}}$.\n", + " - *Loss function optimisation:* perform an optimisation step on $L$ to update the parameters $\\boldsymbol{\\theta}$.\n", + "- *Full kernel estimation:* utilise the optimised parameters $\\boldsymbol{\\theta}_{opt}$ to compute the full quantum kernel $K_f(\\boldsymbol{\\theta}_{opt})$.\n", + "- *Training of classifier:* implement the full kernel in an SVM model for binary classification.\n", + "\n", + "This methodology can potentially decrease the computational burden associated with training on the full kernel, whilst retaining the classification accuracy as a minimum performance. \n", + "\n", + "The exact computational savings will depend on the specific distribution of data and the convergence behaviour of the training process. As such, while sub-kernel training can potentially reduce the computational burden, careful consideration must be given to the selection of sub-kernel size and the resulting impact on convergence rate." + ] + }, + { + "cell_type": "markdown", + "id": "15ddc459-66de-49db-91aa-0eb87c173f18", + "metadata": {}, + "source": [ + "### The notebook structure\n", + "\n", + "0. Import Local, External, and Qiskit Packages\n", + "1. Prepare the dataset\n", + "2. Quantum Fidelity Kernel classification\n", + "3. Quantum Kernel Alignment\n", + "4. The Sub-Kernel Method" + ] + }, + { + "cell_type": "markdown", + "id": "ed6aafa9", + "metadata": {}, + "source": [ + "## 0. Import local, external, and Qiskit packages" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1a646351", + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "import matplotlib\n", + "from sklearn.metrics import roc_auc_score, f1_score, accuracy_score\n", + "from timeit import default_timer as timer\n", + "from typing import Callable, Optional, Union, List, Dict, Any, Sequence\n", + "import json\n", + "from functools import partial\n", + "\n", + "\n", + "# Qiskit imports\n", + "from qiskit import QuantumCircuit\n", + "from qiskit.circuit import ParameterVector\n", + "\n", + "# Qiskit Machine Learning requirements\n", + "from qiskit_machine_learning.kernels import (\n", + " FidelityStatevectorKernel,\n", + " TrainableKernel,\n", + " TrainableFidelityStatevectorKernel,\n", + ")\n", + "from qiskit_machine_learning.kernels.algorithms import QuantumKernelTrainer\n", + "from qiskit_machine_learning.utils.loss_functions import SVCLoss\n", + "from qiskit_machine_learning.algorithms.classifiers import QSVC\n", + "\n", + "# Qiskit algorithms requirements, soon to be a part of qiskit_machine_learning too\n", + "from qiskit_algorithms.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" + ] + }, + { + "cell_type": "markdown", + "id": "39535c04", + "metadata": {}, + "source": [ + "## 1. Prepare the Dataset\n", + "\n", + "We start by preparing the dataset. In this example, we load the file `dataset_graph7.csv` from the Quantum Kernel Training (QKT) Toolkit [[3]](https://github.com/qiskit-community/prototype-quantum-kernel-training/tree/main/data). This is the labeling Cosets with error dataset, which is synthetic dataset designed to evaluate quantum machine learning algorithm accuracies. More information about the structure of this particular dataset is in the QKT Toolkit [[4]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb). If we inspect the dataset, we see that each sample has 14 features and the labels are binary $\\pm1$.\n", + "\n", + "In the original paper [1], the method subkernel method was benchmarked on the Labeling Cosets with Error and Second order Pauli-Z evolution datasets and then finally on a real life breast cancer dataset. All of which benefitted from applying the methodology." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "3e169c74-0a69-4dec-bf45-15a96f59b7e8", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "training_data: (96, 14)\n", + "training_labels: (96,)\n", + "test_data: (32, 14)\n", + "test_labels: 32\n" + ] + } + ], + "source": [ + "def train_test_split(data_filepath, num_train=10, num_test=10, balanced=False):\n", + " \"\"\"\n", + " Quick function used to split data into test and training samples.\n", + "\n", + " Args:\n", + " data_filepath (str): filepath to read the data from.\n", + " num_train (int): number of training samples.\n", + " num_test (int): number of test samples.\n", + " balanced (bool): whether there are an equal number of each class represented.\n", + "\n", + " Returns:\n", + " X_train (np.ndarray): training sample features.\n", + " y_train (np.ndarray): testing sample features.\n", + " X_test (np.ndarray): training sample labels.\n", + " y_test (np.ndarray): testing sample labels.\n", + " \"\"\"\n", + " df = pd.read_csv(data_filepath, sep=\",\", header=None)\n", + " train_indices = []\n", + " test_indices = []\n", + "\n", + " if balanced:\n", + " unique_labels = df.iloc[:, -1].unique()\n", + "\n", + " for label in unique_labels:\n", + " label_indices = df[df.iloc[:, -1] == label].index.to_numpy()\n", + " np.random.shuffle(label_indices)\n", + "\n", + " train_count = min(num_train, len(label_indices))\n", + " test_count = min(num_test, len(label_indices) - train_count)\n", + "\n", + " train_indices.extend(label_indices[:train_count])\n", + " test_indices.extend(label_indices[train_count : train_count + test_count])\n", + "\n", + " else:\n", + " indices = np.arange(len(df))\n", + " np.random.shuffle(indices)\n", + "\n", + " train_indices = indices[:num_train]\n", + " test_indices = indices[num_train : num_train + num_test]\n", + "\n", + " X_train = df.iloc[train_indices, :-1].to_numpy()\n", + " y_train = df.iloc[train_indices, -1].to_numpy()\n", + "\n", + " X_test = df.iloc[test_indices, :-1].to_numpy()\n", + " y_test = df.iloc[test_indices, -1].to_numpy()\n", + "\n", + " return X_train, y_train, X_test, y_test\n", + "\n", + "\n", + "# Load the dataset and split into train and test sets\n", + "DATA_FILEPATH = \"data/dataset_graph7.csv\"\n", + "training_data, training_labels, test_data, test_labels = train_test_split(\n", + " DATA_FILEPATH, num_train=96, num_test=32\n", + ")\n", + "# The proportion of train and test datapoints can be adjusted as needed.\n", + "# Doing some quick checks.\n", + "print(\"training_data: \", training_data.shape)\n", + "print(\"training_labels: \", training_labels.shape)\n", + "print(\"test_data: \", test_data.shape)\n", + "print(\"test_labels: \", len(test_labels))" + ] + }, + { + "cell_type": "markdown", + "id": "21274c57-72fd-4c6d-9d26-686e8b5b0842", + "metadata": {}, + "source": [ + "## 2. Quantum Fidelity Kernel classification.\n", + "Here we show how to create a Quantum Kernel (QK) in Qiskit and run a classification task using Qiskit machine learning's Quantum Support Vector Classifier (`QSVC`). Before we can create a QK, we must first design our feature map.\n", + "\n", + "\n", + "### 2.a. The Covariant Feature Map\n", + "\n", + "We create the `CovariantFeatureMap` map taken from the QKT Toolkit. This is an extension of Qiskit's [`QuantumCircuit`](ref QuantumCircuit). This feature map is tailored to the group structure of this particular dataset and is parameterised by a vector of parameters $\\mathbf{\\theta}$ of length equal to the number of qubits (feature dimension). For a deeper look into covariant quantum kernels for data with group structure consult the QKT Toolkit docs [[4]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb). For more information on defining quantum feature maps in Qiskit, consult their guide on creating custom feature maps [[5]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/create_custom_quantum_feature_map.ipynb) and building trainable feature maps from existing circuits in Qiskit's circuit library [[6]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/train_kernels_using_qiskit_feature_maps.ipynb). \n", + "\n", + "To instantiate the `CovariantFeatureMap`, we specify:\n", + "- Feature dimension\n", + "- Entanglement structure of the quantum circuit\n", + "- Type of parametrization for the trainable parameters\n", + "\n", + "In this example, we set the `feature_dimension` to that of the dataset. In addition, the `entanglement` parameter controls the structure of the fiducial state of the covariant quantum feature map [[4]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb). We choose `entanglement` to match the graph used to generate the dataset (a subgraph of the heavy-hexagon lattice [[7]](https://www.ibm.com/quantum/blog/heavy-hex-lattice)). With this selection, we expect our model to perform well on this dataset. However, other entanglement structures can be used if one does not have prior knowledge of what might constitute a good choice." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "878aaa1d", + "metadata": {}, + "outputs": [], + "source": [ + "class CovariantFeatureMap(QuantumCircuit):\n", + " \"\"\"The Covariant Feature Map circuit.\n", + "\n", + " On 3 qubits and a linear entanglement, the circuit is represented by:\n", + "\n", + " .. parsed-literal::A\n", + "\n", + " ┌──────────────┐ ░ ┌─────────────────┐┌─────────────────┐\n", + " q_0: ┤ Ry(θ_par[0]) ├─■─────░─┤ Rz(-2*x_par[1]) ├┤ Rx(-2*x_par[0]) ├\n", + " ├──────────────┤ │ ░ ├─────────────────┤├─────────────────┤\n", + " q_1: ┤ Ry(θ_par[1]) ├─■──■──░─┤ Rz(-2*x_par[3]) ├┤ Rx(-2*x_par[2]) ├\n", + " ├──────────────┤ │ ░ ├─────────────────┤├─────────────────┤\n", + " q_2: ┤ Ry(θ_par[2]) ├────■──░─┤ Rz(-2*x_par[5]) ├┤ Rx(-2*x_par[4]) ├\n", + " └──────────────┘ ░ └─────────────────┘└─────────────────┘\n", + "\n", + " where θ_par is a vector of trainable feature map parameters and x_par is a\n", + " vector of data-bound feature map parameters.\n", + " \"\"\"\n", + "\n", + " def __init__(\n", + " self,\n", + " feature_dimension: int,\n", + " entanglement: Union[str, List[List[int]], Callable[[int], List[int]]] = None,\n", + " include_training_parameters: bool = True,\n", + " name: str = \"CovariantFeatureMap\",\n", + " ) -> None:\n", + " \"\"\"Create a new Covariant Feature Map circuit.\n", + "\n", + " Args:\n", + " feature_dimension (int): The number of features.\n", + " entanglement (str, List, Callable): Specifies the entanglement scheme.\n", + " include_training_parameters (bool): If True, includes trainable parameters, otherwise excludes them.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + " if (feature_dimension % 2) != 0:\n", + " raise ValueError(\n", + " \"\"\"\n", + " Covariant feature map requires an even number of input features.\n", + " \"\"\"\n", + " )\n", + " self.feature_dimension = feature_dimension\n", + " self.entanglement = entanglement\n", + " self.include_training_parameters = include_training_parameters\n", + " self.training_parameters = None\n", + " self.input_parameters = None\n", + "\n", + " num_qubits = feature_dimension // 2\n", + " super().__init__(num_qubits, name=name)\n", + "\n", + " self._generate_feature_map()\n", + "\n", + " @property\n", + " def settings(self) -> Dict[str, Any]:\n", + " training_parameters_list = [param for param in self.training_parameters]\n", + " input_parameters_list = [param for param in self.input_parameters]\n", + " return {\n", + " \"feature_dimension\": self.feature_dimension,\n", + " \"entanglement\": self.entanglement,\n", + " \"include_training_parameters\": self.include_training_parameters,\n", + " \"training_parameters\": training_parameters_list,\n", + " \"input_parameters\": input_parameters_list,\n", + " }\n", + "\n", + " def _generate_feature_map(self):\n", + " # If no entanglement scheme specified, use linear entanglement\n", + " if self.entanglement is None:\n", + " self.entanglement = [[i, i + 1] for i in range(self.num_qubits - 1)]\n", + "\n", + " # Vector of data parameters\n", + " input_params = ParameterVector(\"x_par\", self.feature_dimension)\n", + "\n", + " if self.include_training_parameters:\n", + " training_params = ParameterVector(\"\\u03B8_par\", self.num_qubits)\n", + " # Create an initial rotation layer of trainable parameters\n", + " for i in range(self.num_qubits):\n", + " self.ry(training_params[i], self.qubits[i])\n", + " self.training_parameters = training_params\n", + " else:\n", + " self.training_parameters = []\n", + "\n", + " self.input_parameters = input_params\n", + "\n", + " # Create the entanglement layer\n", + " for source, target in self.entanglement:\n", + " self.cz(self.qubits[source], self.qubits[target])\n", + "\n", + " self.barrier()\n", + "\n", + " # Create a circuit representation of the data group\n", + " for i in range(self.num_qubits):\n", + " self.rz(-2 * input_params[2 * i + 1], self.qubits[i])\n", + " self.rx(-2 * input_params[2 * i], self.qubits[i])" + ] + }, + { + "cell_type": "markdown", + "id": "929f0422", + "metadata": {}, + "source": [ + "### Task 1.\n", + "Have a crack at utilising the CovariantFeatureMap class. \n", + "1. Create a version with trainable parameters (fm_n) and without trainable parameters (fm).\n", + "2. Try printing out the circuit using fm.draw(\"mpl\"). \n", + "3. Extension - try to print out the training parameters only of the fm_n circuit, this will be important later. Checkout the `QuantumCircuit` docs for help.\n", + "\n", + "We're starting small but don't be afraid to ask for assistance, we know some people here may be completely new to Qiskit even if they are adept in other QC compatible languages." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "2c8504d5-ab6a-4b98-8302-8621469a2ff0", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "training parameters : ['θ_par[0]', 'θ_par[1]', 'θ_par[2]', 'θ_par[3]', 'θ_par[4]', 'θ_par[5]', 'θ_par[6]']\n" + ] + }, + { + "data": { + "image/png": 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3y6YFusHoJrChByxoB7cOwquAH7vB4/XBRf63CiGEiaGokHOzHuPEy405Na4FZ6f0oDCz5Pocty5dkxE3De2lVKrDpWwOPari5NhmXDtYcgbw+c/Hcvz5SA49quJm8tFSY89M7sbR4YFcWrvA+kFtiJObC92/nsiAXYvov3UeD//7HXwiS6/A0nL8ULzDgxVKWNrIzFU8uv1Dwrq3AsCnXgi9185kwK5F9N00G//G4aaxj6yaxhOnvibm+T5Kxa0SDlllyiv0UHIRqfXr16PRaLh69SrfffcdwcHV40UrKsfVCTrVKl3oVTLFRgghyhT88As0/eQMMQv/xL/do6QtGQXA1T2rSf/XG+hvXOVG4n5S549Ad/2yIhmNep3pv6NmxePXpjcAAR0HE/X+Llxr1r1jn6iZO/CP7W+1jLbszLdb+KnTWNY+9E/Obz5Axw9fBqBun/a0nvwkrn6e1GjVkM5LxuIW4K1IRpXT7Rq76bF3uLj9CAD3f/AiZ78ryX98yc90Wnj7GgebB0/jwm+Vu3hTdSaFvhoLiKlLn43v89jOBfT4YTJuQb5V/pze4cE8lb6C/lvmEtg0smSjSkW7955l4N4lDNyzmOhneprGx7zQl4F7FtN/y9wqzyaEEKLqqV3d8WvT23SNFq/G7SnKTgVKynLA/YPJ3bqMnE1LqTvmS3TXczn2bDjarGQAsn6aR+K0nhgN5a/lfehRFRe/e5tTr7bixMuNufz796b7Uj4cTsLrbTg1tjmJM/pQnJdl2ifjh6kkjG/LxeWTynxcn6ZdcK0RXuZ9wjx6bbGpHAPkHE7Eu07Jgc20DX+Qun4vDR/vTtTTj7Bn/FLcAn0ZcugzvCNKrr7c9KX+9Phh8j2PnI3MXEWrNx6n329zGbBrEfUHdjbd1/njcfT9dQ79t33Ig99OwiPY37RPy38Ope+m2bR+a/gdj+ke5EtQiwYkrd5pyutVO+iOTxjsjUPOHN6+fbvSEczSacEYdr/2MVdOptLw8e60nfIUu8YtqbLnu/VOV6cpZG2PCabtDQZ3wa9xHX7qOBYXX0/6b5lL1u4TXD2bzqnP13PleAqxM0ZWWS4hhLCU4OBgxo0bJ5+6VkD2+oX4x5acQ5a3dw03zu6jxoPP4NWkI2kfv0Cd5+YTPnIuyR8MJfyZeeRs/JjoeftRmTNNVaUiZsERtFnJJIxvg3eTjrjViiR81AJc/Er+H2Wtmk1G3DTqvvJpyT5qJ5p8aP61B8RfFzOqN+c3l3zPI3q3I7hVI86t2EH2/tN0mPsSB6Z+zcF3l9P18/EcnL6c6GceYX3vSWDOlCwjrHt4At4RNen36xyy959Gk57D/ilfo718HYBmYx6j5T+HsveNz0t20RtY3+vNMh/OK6wGBZfyMOpvv6HUXMzFK6wG+alZf/E7UX05ZKG3BYH31UN3s5ArJ1MBSPrxd9pOfQq1izOGYt0d4zstGI3RYMSvYRhugT7kHDrL3jc+R19YRL0BnYgZ1Qe1izMqtYrDc+JI33IIgJ6rp3PlVBo1WjZAX1jE7tc+ueOxI/vfT+L3WzEaDBRd1ZDyy27qDejEkTn/rtLvgRBCWFpQUBDDh995VM+RnJ7YgcKMxDLvi5l/BNfgOqbbmStnoc08R913twHg334AAR0GkhE3Da9GsQR0HIJKpSKwyxPkH99B4rRHaPzuNlMZv5caPUqm8riF1Me7aRc0J3fiViuSKzt/4MqObzEUF2IsKsTZt8btfR56trJfuvh/vdfNxLd+aJn3re0xgZsZt6dRNRs7EJ/IEPYMnQ7A+Y37OL9xHy3HDyX3yDlS1+0FIOXn3YR0vI8ecW+zeeh0Uxm/l7M/bAVAcz6bS/sSqNUhBs3K/1B/QCcaDH4AJzcXnNxc0F7JN+2T+G/bODBrTVLoqynviJoEREeUmsri7OGGZ0ggmgvZZe5T42+N2NBnEvqCIrp/PZGYF/pyfNEaMn4/SspPu0oeNzyYPhtmsbLtyxiKSt4Y+DUIZdOAKRh1+jJPcPEOq4EmPcd0W3Mhh+DWjS355QohhFVcv36d/fv3Exsbi69v1U9jrI6iP9hr1risn+Zxde8aGs3YitqtZEW4W9Nwaj8xrdRYo15HQdoJnHwCKbp8sfLhVCo0p3aRvX4R0XP24uJfk6v71pIRN8U0RO2uzHxte7Kx32SzxjV9qT91e7fjt6HT0RcUlbrv6Ic/lrqtclITEBWB9qoGz5DKX4jTaDRSMzaaJs/1ZmPftyi8fJ06D7eh1YRhpjG6G4V33f/GxVw8agWgclKbjtJ7h9XgxsXcSmeyBQ45h95W5BxJZG2PCaZ/xZqb5Y5PXbsH3Y1CjAYDiXHbqN25GQDeEbXo8cNkHt3xEd2/noirvzc+/z/PDSBp9U6MOn2Vfi1CCFEdZGRk8NZbb5GRkaF0lGrt0i8fkRcfR6MZW3D29r/n+IvL38Q9LIqo9+NJ//qfplVx7uXytq8B0F5KRXMqHu+Yzug0eTh5+ODsE4ShuIiczZ/9lS9FVFLMi32pN6Ajvw2bQdH18vsHQOvJT3It6SKbHnuHtlOeMnvOeqNh3YGSA441Y5uQ/UcCrn5e6DQFaPM0qF2caTyih9m5Cy9f58rxFBoM6gKUnMR7I/OKXU+3ATlCX21p0i7hFXb7I0YXbw+cPd25mXXF7Me4NXXtgaWvcmjm96Rt+AOAJ059jZPb7YXZy3unCyVzz7zDg8k5VHJ1Xe86wdy4mFPuPkIIIWxTUW466cvG4xpSn7NvdwNA5exGk3n7yhx/9cB6rh3+lSbz9qN286TOcx+R/MFQoufsQe3qXu5zGQ16Tr3aCoP2BnVGLcKtViSuQWFc+f07Tr4ShZNPEL4tHuLaFfOP+qd98iLXDm6gOC+LxGmP4OThw32fmfcGQ5TwDA0kdtpIrqdm0XPVNAD0RTo29Cn7ROTwh1oT1q0l63u/ib6giP3T/kXXz19nY7/J6LXF5T6XyklNv9/m4uzpxv53lqFJz+FG1hUaDOrCgF0L0eZpyIg/hlcFjvrvmfgZnRaMptnYgRRrCtj16sdm72urpNBXU1dOpmIo1hPapTmZO48RPfIRUn7ZXeb8+Vsi+7bn5Kfr0BcW0XBYdzLjjwHg6udtmqZTf1Bn3AJ8KpQlbd1eGg1/iNR1e3Hx9aTeox3ZOuL9yn9xQgghqi3XGuG0/sX89eX92/bFv21f0+2AjkMI6DjErH1rPTqesOHvltqmcnah/sQVpbaFjZgJYFauuq/IEf2/6mbmFb4JHWz2+PSth0jfesh0O239XtLWmze16+SnaznyQelz8ow6Pf95aX6pbUdmxwGYlet6UobZ04rshRT6amzn6IV0WjAa19nPk5+axc4xi8odn3s0iR5xb+Me5EvOobOc+mIDAPunLKPrF+MpunaTzN3HS82HN0fSqp0EtWzIwD2LMRqNnPxsHVdPn6/01yWEEEJYirN/Lc5OfoCwEe+b1qK/mzOTu1GUnYpXk45WSiesoSA7j55rZnBo1velltssyyOrpuFdJ5hLB85YKZ11SKGvxq6ePs/6nm+YPT4vIY3dr9+5Sk3y6niSV8ebbh+cvtz0378OmnrPxzUaDOx760vK/rBVCCFsh5ubG1FRUbi5uSkdxe4VX80mcdrDd2z3bdGD8GfmVuhTgPK0+Jf5c6OjZu6wyHMK87gH+fLwv9+5Y3vGzmMcfPfbCn0KUJ4VLZ43e+zmwdMs8pzVjRR6UYrBYEBXoKX/lrnsevVj07KZdxPzQl8aD3+Qm1l51gkohBB/Qb169fj222+VjuEQXPxrErPgqNIxhIIKL18vdV0bUXWk0NuQsO6taD3p73dsP7b4J4ud8HEz4zI/tnrB7PGnPl/Pqc/XW+S5hRBCCCFExUmhtyEXtx+559wwIYQQd3fmzBmeffZZli1bRlRUlNJxhBDCImQdeiGEEA7DaDRSXFyM0ZxL0gshhI2QI/TVhLOHG8OTvlM6hsU4e8gJZ0IIoSR3J4gvf9EX8T/cnZROYFn21i2swVb7ixT6akKlUuHiWf4FOIQQQghzqVTgIX/lHZp0C8chU26EEEIIIYSwYfLeXQghhMOIjIwkLi6OsLAwpaMIIYTFSKEXQgjhMNzd3WnQoIHSMYQQwqJkyo0QQgiHkZmZyXvvvUdmZqbSUYQQwmKk0AshhHAY165dY+3atVy7dk3pKEIIYTFS6IUQQgghhLBhUuiFEEIIIYSwYVLohRBCCCGEsGFS6IUQQjgMtVpNq1atUKvlz58Qwn7IbzQhhBAOw2AwcOTIEQwGg9JRhBDCYqTQCyGEEEIIYcOk0AshhBBCCGHDpNALIYQQQghhw6TQCyGEcBg+Pj707NkTHx8fpaMIIYTFOCsdQAghhLCWsLAwZsyYoXQMIYSwKDlCL4QQwmFotVouXLiAVqtVOooQQliMFHohhBAOIyUlhUGDBpGSkqJ0FCGEsBgp9EIIIYQQQtgwmUNfTRiNRnQF9vMRsLOHGyqVSukYQgjhsIxGKNQrncK2uDuBPf3psrduYQ222l+k0FcTugIt3zd4UukYFjM86TtcPN2VjiGEEA6rUA+dNyqdwrbE9wYPO2pG9tYtrMFW+4tMuRFCCCGEEMKG2dH7UCGEEKJ80dHR7N+/X+kYQghhUXKEXgghhBBCCBsmhV4IIYTDSEtL49lnnyUtLU3pKEIIYTFS6IUQQjiMgoICTpw4QUFBgdJRhBDCYqTQCyGEEEIIYcOk0AshhBBCCGHDZJUbOxLSoSk910wvta34RgHXkzNJWrWThK82YtQbFEonhBDCEeQf/52zb3crtU3t7oVb7cYEdR1Bzb7/QOUk9cNeSRdRhvxE2aHkNfGkbz8MKhUewf40HPIAsdNH4tcojL0TPlM6nhBCKCY0NJTp06cTGhqqdBS7F9DlCfxa9wajkeK8LC7/vpz0Za9TmJ5A3dGfKx1PVDHpItYlhd4OXT6eQvLqeNPtM99sZkD8Qhr//UEOz45De/m6gumEEEI5fn5+9OrVS+kYDsGz/t8I6nr7KqXBvV/h5CvR5G75ktpPzsTFL1jBdKKqSRexLplD7wB0BVpyDieiUqvxrVtL6ThCCKGYvLw8Vq5cSV5entJRHI6TuxdeUe3BaESblaR0HGFl0kWqlhR6B+ETWfLDo72qUTiJEEIo59KlS8ydO5dLly4pHcUh3Sryzt6BCicRSpAuUnUcotDn5uYyceJEGjZsiLu7O3Xq1GHcuHHcuHGD5557DpVKxZIlS5SOaTHOHq64BfrgFuSLf3QE7WaNIqhZfXIOJ3I9OVPpeEIIIRyAQXsT3fVciq/lUJB6nPOfjqYg+QiejWJxD2usdDxRxaSLWJfdz6E/evQovXr1IisrCy8vL2JiYsjIyGDRokUkJSVx5coVAFq2bKlsUAtqNfFxWk18vNS21A1/sG/SlwolEkJZlwvh5/Ow+xLkF4O7E0T7w5BIaOyndDoh7FNm3FQy46aW2ubfYSARL36sUCJhTdJFrMuuC31ubi79+vUjKyuL8ePHM3XqVHx8fAD44IMPeOONN3B2dkalUtG8eXOF01rOmW9/I3XdXtQuzgRER3Df6MfwCg1Cry0yjXlg6WugVvGfFz8ybXP19+ax3+dzcMZyktfEl/XQQtgUnQE+OglrUkFnLH1fwjX4KQ3+FgTv/Q1qeigSUQi7VeORFwi4fwhGfTEFacfJWjOHotx0VC7upjH5J+M5N+POk5SNuiKMBj2tf9JbM7KwIHO6iNrVmX6/zSXlp3iOLVxj2t5pwWjcg/3ZOnymEtFtkl1PuRk7dizp6emMGTOGefPmmco8wMSJE2nRogU6nY7IyEh8fX0VTGpZ15OzyIw/zsXtRzjxyS9se3o2NVo2oMOcF01j9k76gppto6j3WEfTtvazRpG9/7SUeWEXdAaYcAB+TLmzzP+3w5fhmV2QVWC9bEI5np6etGvXDk9PT6Wj2D230Eb4tnwIv9a9CBk4kYaT13Hz3AHOL33JNManaWdardCU+tf0k7M4+9Sg9t/fVTC9+KvM6SKGIh27xi6m2diBBMTUBSCiZ1vCe7Rh9+ufKBXdJtltoU9ISGDFihXUqFGD999/v8wxrVu3BqBFixambbfeAMTGxuLm5oZKpbJK3qqUc/AMSat2Uu+xjgS3iQKg6KqGPeOX0m7mKDxqBVC3T3tC7m/K3jdkbVhhH744C/Fmnvd4qQAm7AdjOcVf2IeIiAgWL15MRESE0lEcjneT+wnsOoK8XSvQJOwpc4yhWEvy7IF4x3QidMhbVk4oqlJZXQTg8rFkTi5dS+dF/8AzNJAOc19i31tfUnBJVqKqCLst9HFxcRgMBoYPH463t3eZYzw8Sj5j/+9Cf+7cOVavXk1ISAht27a1SlZr+HP+Kgw6Pa0mDDNtu7jjKKnr9tBlyVjaz36ePeOXos2TM8+F7SvUwcqUiu2TcK3kaL2wb3q9Ho1Gg14vUzmUEDrsHVA7kfHDlDLvP//JSxiKC4kc9411gwmrKKuLAPy5YDUGvZ7+W+aStfsEKb/sViih7bLbQr99+3YAunXrdtcx6enpQOlC36VLFzIzM1m7di0PPfRQ1Ya0ovzULFJ+2U3tLs2p2a6JafvB6cvxqRfCxe1HSN92WMGEQljO5gy4Xlzx/VamWjyKqGYSExPp3r07iYmJSkdxSO6hDQns/Dj5x7aRf7L09M7sdYu4dnA9DSb9jNpNpkTZo7t1EaNOT86BM7gH+XFuxQ4FE9ouuz0pNi0tDYC6deuWeb9Op2P37pJ3gP9d6NVqy7/HadOmDVlZWeWOcTGqmUqsxZ/7vx1buJp6j3Wk1YRhbB48DSi50IMmLZu8hPMWfa7GjRpTrDJY9DEtodaSNFRqJ/QGPeHhZb82hO3zHfEhnh2G3Xvg/9h8KovvHmtTBYlEVRo8eLDZY7OzswHYtGkThw4dMnu/AQMGVDiX0lSuHtRaUP3euIQMmcyV+DgyfphC1MyS8pZ/bAfpy9+g0ZRNuNWKVCxb48aNMBbZzwk11ugWFVVWF6nZrgkNh3Uj4auNxM54hrU9JqAvLCr/gaqIkv0lJCSEgwcPVmpfuy30N27cAKCgoOwfzBUrVpCbm4uPjw/16tWr0ixZWVlcvHix3DGuKif4ixdOy9p7km9C7/6H7VriRZaHV7zkVEZGZgZFxur3kXatW5OkjcZ7/j8RtsvNoKZSx/fcvOR1YYNu/b43x62/CQUFBRXazxZfF2o3z7/6Z6VSfJp1pfUvdz8hxaNOk1Kr12gvpZI8dyjhI+fi06yrFRLeXUZGBgbtTUUzWJIlukVFVbSLOHu602nBaA7N/J7T/9pMr59m8LdJf+fA1G+skPZO1bW/3IvdFvqQkBDy8vI4fPgwHTp0KHVfZmYmEyZMAKB58+ZVfuJrSEjIPce4GNVQ/Q5oV1rt0NrV8gg9t/5fq1SEhYUpm0VUGTdVJX8Za2/I68IGeXl5mT32Von38PCo0H62+LpQuVb/tVgN2pskvf8YfrH9qdlnjNJxqF27tt0doa/u3aLttKfQnM/m9De/ArBr3BL6b53H+U37uPRHgtXzKNlfzOmLd2O3hf6hhx4iISGBOXPm0KNHDxo3Lrkq3YEDBxgxYgS5ubmAdS4oZc7HJ8U3C/m+wZNVnsVaziaexcXT/d4DrSx2bcnvNie1k+kcCmF/NqXDO5U4JaTffSHMkNeFzTlw4IDZY0+fPk1cXBy9evUiOjra7P0WLFhQiWTKKtBB541Kpyhf3p7VFKT8SeHFs+TtWnHH/U2XnMI12HorEp09m4iHHTWj6t4twrq3ol7/jvzy4HjTtvy0Sxya+T0d549mbffx6Aq0Vs1UXfvLvdjRy7a0iRMn8sMPP3DhwgWaNm1KdHQ0hYWFnDt3jl69ehEZGcnmzZtLzZ93VL8OmnrvQULYkAdD4UNXuFrBKZhDIqskjqhGGjZsyObNm0tdl0QoJ6jbCIK6jVA6hlDIxe1H+CH66Tu2n/7mV9MRe2Eeu13lJjw8nPj4ePr06YO7uzupqakEBgby2WefsWHDBs6ePQsghV4IO+TqBH+vX7F9WgXCfQFVk0dUH87OzgQEBODsbLfHs4QQDsiuf6M1adKE9evX37Fdo9GQmpqKWq3mvvvuUyCZEKKqjWwEKfmwyYxzGSO8YE7b26dYCPuVnp7O/Pnzee211wgPD1c6jhBCWIRdF/q7OXnyJEajkcaNG5d5+e9Vq1YBcOrUqVK3IyMjadNGlrQTwhaoVTD9b1DbC+KS4GYZ58mqgC4h8E5L8He1dkKhBI1GQ3x8PM8//7zSUYQQwmIcstAfP34cuPt0myFDhpR5++mnn+abb76p0mxCCMtRq+DlaBjRADamw65LsCf79v0/Pwhh5i90IoQQQlRLUujLYDTeff1cIYTt8XaBofVK/t1a6UiNlHkhymIoKiR53uMUXjiF2tUDZ7+aRLy8FPfQhhiNRlQqFRlx0wjqPhLXmnWrfOnnezn0qAr3uvcR/tQc/Nr05uzUh9HlZYFajZOHD3WeX4Rn/VYAnJncjYLUPwkdNoVa/V9VNHd15uTmwgOfvoZfo3D0hUUU5l5j75tfkJ96+yKZLccP5dyKHWjScxRMWmJk5iryEtI4+N53ZO0+UW72R1ZNIzCmLn/OX8WpLzYonNxypNBXYwExdbl/3ku4eHtwIz2Hnf9YjPby9Sp9Tu/wYAb+sYSrCefZ9erHXDmZSviDf6PlxGEEREVwZvlm9k/5xjQ+5oW+RI98BN2NQtb2mFCl2YQQQlhH8MMv4Nu6FyqViuwNS0hbMoqomb9zdc9qbpw7gLFYy43E/WR8/zZ1Ri3E2TfI6hmNeh0qp5IaEzUrHmdvfwDqT/jR9N95e38ideFIYhb+WTJu5g5SF460elZbdObbLVzcfgSA6Gd60vHDl/l10FTq9mlPjZYNcXJzpkarhrR68wn2v7MMbZ7G6hlVTmqM+pI14zc99g5F12/i5OZy1+wAmwdPo9OC0VbPWtXsdpWb8mzfvh2j0UifPn2UjlKuTgvGsHfCZ/zc5VVS1u6l7ZSnqvT5VE4lLwedpqScXzmZCsD1lEx2v/YJJ5b+csc+pz5fz57xn1ZpLiGEsJTg4GDGjRtHcHCw0lGqLbWrO35tepuOvHs1bk9RdioAAR0HE3D/YHK3LiNn01LqjvkS3fVcjj0bjjYrGYCsn+aROK0nRkP5F+c59KiKi9+9zalXW3Hi5cZc/v17030pHw4n4fU2nBrbnMQZfSjOyzLtk/HDVBLGt+Xi8kllPu6tMg+gv3lNznavBL222FSIAXIOJ+Jdp+RnJm3DH6Su30vDx7sT9fQj7Bm/FLdAX4Yc+gzviJoANH2pPz1+mHzP7/3IzFW0euNx+v02lwG7FlF/YGfTfZ0/HkffX+fQf9uHPPjtJDyC/U37tPznUPpumk3rt4ZXKLs9c8gj9LYg8L566G4Wmkp10o+/03bqU6hdnDEU6+4Y32nBaIwGI34Nw3AL9CHn0Fn2vvE5+sIi6g3oRMyoPqhdnFGpVRyeE0f6lkMA9Fw9nSun0qjRsgH6wiJ2v/bJHY99PTkTgLq92lXdFyyEEFYQFBTE8OF3lgBxd9nrF+If+ygAeXvXcOPsPmo8+AxeTTqS9vEL1HluPuEj55L8wVDCn5lHzsaPiZ63H5XajGOGKhUxC46gzUomYXwbvJt0xK1WJOGjFuDiV1LCslbNJiNuGnVf+f+DR2onmnxY/sXEUuY/Rf7xHQA0mlLNr65lA2JG9eb85pLveUTvdgS3asS5FTvI3n+aDnNf4sDUrzn47nK6fj6eg9OXE/3MI6zvPQnMmcJshHUPT8A7oib9fp1D9v7TaNJz2D/la9OshGZjHqPlP4ey943PS3bRG1jf680KZ7dnUuirKe+ImgRER9B/y1zTNmcPNzxDAtFcyC5znxp/a8SGPpPQFxTR/euJxLzQl+OL1pDx+1FSftpV8rjhwfTZMIuVbV/GUFTyxsCvQSibBkzBqNPjHW7/72KFEI7r+vXr7N+/n9jYWHx9fZWOo4jTEztQmJFY5n0x84/gGlzHdDtz5Sy0meeo++42APzbDyCgw0Ay4qbh1SiWgI5DUKlUBHZ5gvzjO0ic9giN391mKuP3UqPHKADcQurj3bQLmpM7casVyZWdP3Blx7cYigsxFhXi7Fvj9j4PPXvPx6332nIALm//F+nL35BS/z96r5uJb/3QMu9b22MCNzMum243GzsQn8gQ9gydDsD5jfs4v3EfLccPJffIOVLX7QUg5efdhHS8jx5xb7N56HSzpwif/WErAJrz2Vzal0CtDjFoVv6H+gM60WDwAzi5ueDk5oL2Sr5pn8R/bzfrsf83uz2TQl+N5RxJZMsT75luP37iq3LHp67dg+5GIQCJcdto8lxvji9ag3dELbp8PA7P0CCMOj2u/t74RNTk2rkMAJJW78SoK2NNPyGEsDMZGRm89dZbLF++3GELffQHe80al/XTPK7uXUOjGVtRu5Us8XxrGk7tJ6aVGmvU6yhIO4GTTyBFl824+MPdqFRoTu0ie/0ioufsxcW/Jlf3rSUjboppiNrd2+yHC+r+NGlLX0J3/bIi8/yrq439Jps1rulL/anbux2/DZ2OvqD0pbePfvhjqdsqJzUBURFor2rwDAmsdDaj0UjN2GiaPNebjX3fovDydeo83IZWE4aZxtzqOpXNbo8ccg69LdCkXcIr7PYRCRdvD5w93bmZdcXsx7j1SdcDS1/l7Pfb+KXb66ztMQHdjUKc3G4vum3OD4YQQgjHcemXj8iLj6PRjC2l5qTfzcXlb+IeFkXU+/Gkf/1PCjPPmfU8l7d9DYD2UiqaU/F4x3RGp8nDycMHZ58gDMVF5Gz+zOzcOs1Vii5nmG5f/eNnnH2CcPKpfMF0VDEv9qXegI78NmwGRddv3nN868lPci3pIpsee4e2U57CJzLErOdpNKw7UDKDoGZsE7L/SMDVzwudpgBtnga1izONR/So0uz2QI7QV1NXTqZiKNYT2qU5mTuPET3yEVJ+2V3m/PlbIvu25+Sn69AXFtFwWHcy448B4OrnbZqmU39QZ9wCfKzyNQghhLA9RbnppC8bj2tIfc6+3Q0AlbMbTebtK3P81QPruXb4V5rM24/azZM6z31E8gdDiZ6zB7Wre7nPZTToOfVqKwzaG9QZtQi3WpG4BoVx5ffvOPlKFE4+Qfi2eIhrV8w76q+/eY3kD4ZgKCpApVLj7BtMw7fXK760pq3xDA0kdtpIrqdm0XPVNAD0RTo29Cn7ROTwh1oT1q0l63u/ib6giP3T/kXXz19nY7/J6LXF5T6XyklNv9/m4uzpxv53lqFJz+FG1hUaDOrCgF0L0eZpyIg/hpeZR/0rmt1eSKGvxnaOXkinBaNxnf08+alZ7ByzqNzxuUeT6BH3Nu5BvuQcOmtaX3X/lGV0/WI8Rddukrn7eIXXjA3t1IxOC8fg4uOBSqWibp8O/DHpCy78drDSX5sQQojqybVGOK1/Mf96LP5t++Lftq/pdkDHIQR0HFLOHrfVenQ8YcPfLbVN5exC/YkrSm0LGzET4J653GrWpcm8/WY9t7i7m5lX+CZ0sNnj07ceIn3rIdPttPV7SVtv3tSuk5+u5cgH/y61zajT85+X5pfadmR2HMA9c1U0u72QQl+NXT19nvU93zB7fF5CGrtfv3OVmuTV8SSvjjfdPjh9uem/b63LWp7MXcdZ2fpFs3MIIUR15ebmRlRUFG5ubkpHERbi7F+Ls5MfIGzE+/i16V3u2DOTu1GUnYpXk45WSiesoSA7j55rZnBo1vellqwsyyOrpuFdJ5hLB85YKZ11SKEXpRgMBnQFWvpvmWu6sFR5Yl7oS+PhD3IzK886AYUQ4i+oV68e3377rdIxHELx1WwSpz18x3bfFj0If2ZuhT4FKE+Lf2Xde9D/i5q5wyLPKczjHuTLw/9+547tGTuPcfDdby12JH1Fi+fNHrt58DSLPGd1I4XehoR1b0XrSX+/Y/uxxT+x69WPLfIcNzMu82OrF8wef+rz9Zz6fL1FnlsIIYT9cPGvScyCo0rHEAoqvHxdriJvJVLobcjF7Ufu+VGSEEKIuztz5gzPPvssy5YtIyoqSuk4QghhEbJspRBCCIdhNBopLi7GaM4VLIUQwkbIEfpqwtnDjeFJ3ykdw2KcPeSEMyGEUJK7E8SXf46o+B/uTkonsCx76xbWYKv9RQp9NaFSqXDxLH+9XiGEEMJcKhV4yF95hybdwnHIlBshhBBCCCFsmLx3F0II4TAiIyOJi4sjLCxM6ShCCGExUuiFEEI4DHd3dxo0aKB0DCGEsCiZciOEEMJhZGZm8t5775GZmal0FCGEsBgp9EIIIRzGtWvXWLt2LdeuXVM6ihBCWIwUeiGEEEIIIWyYFHohhBBCCCFsmBR6IYQQQgghbJgUeiGEEA4jMDCQp59+msDAQKWjCCGExUihF0II4TDUajUuLi6o1fLnTwhhP+Q3mhBCCIeRm5vLl19+SW5urtJRhBDCYqTQCyGEEEIIYcOk0AshhBBCCGHDpNALIYQQQghhw6TQCyGEcBg+Pj707NkTHx8fpaMIIYTFOCsdQAghhLCWsLAwZsyYoXQMIYSwKDlCL4QQwmFotVouXLiAVqtVOooQQliMFHohhBAOIyUlhUGDBpGSkqJ0FCGEsBiZclNNGI1GdAX2c8TI2cMNlUqldAwhhHBYRiMU6pVOYVvcncCe/nTZW7ewBlvtL1LoqwldgZbvGzypdAyLGZ70HS6e7krHEEIIh1Woh84blU5hW+J7g4cdNSN76xbWYKv9RabcCCGEEEIIYcOk0AshhBBCCGHD7OiDJSGEEKJ80dHR7N+/X+kYQghhUXKEXgghhBBCCBsmhV4IIYTDSEtL49lnnyUtLU3pKEIIYTFS6IUQQjiMgoICTpw4QUFBgdJRhBDCYqTQCyGEEEIIYcPkpFg7EtKhKT3XTC+1rfhGAdeTM0latZOErzZi1BsUSieEEMIR5B//nbNvdyu1Te3uhVvtxgR1HUHNvv9A5ST1w15JF1GG/ETZoeQ18aRvPwwqFR7B/jQc8gCx00fi1yiMvRM+UzqeEEIIBxDQ5Qn8WvcGo5HivCwu/76c9GWvU5ieQN3RnysdT1Qx6SLWJYXeDl0+nkLy6njT7TPfbGZA/EIa//1BDs+OQ3v5uoLphBBCOaGhoUyfPp3Q0FClo9g9z/p/I6jr7auUBvd+hZOvRJO75UtqPzkTF79gBdOJqiZdxLpkDr0D0BVoyTmciEqtxrduLaXjCCGEYvz8/OjVqxd+fn5KR3E4Tu5eeEW1B6MRbVaS0nGElUkXqVpS6B2ET2TJD4/2qkbhJEIIoZy8vDxWrlxJXl6e0lEc0q0i7+wdqHASoQTpIlVHptzYIWcPV9wCfUzz1qKeepigZvXJOZzI9eRMpeMJIYRiLl26xNy5c2nWrBkBAQFKx7FrBu1NdNdzMRqN6PKyyPn1UwqSj+DZKBb3sMZKxxNVTLqIdTlEoc/NzeWDDz5gzZo1pKenExwczMCBA5k1axZjx45l2bJlLF68mDFjxigd1SJaTXycVhMfL7UtdcMf7Jv0pUKJlKcphl2XwPj/t42AzgDODvIZldEIhy5DUj5o9eDvCp1qQaCb0smEtRTpS34GMv9/+fVaHiWvAXcnZXMJ+5UZN5XMuKmltvl3GEjEix8rlEhYk3QR67L7Qn/06FF69epFVlYWXl5exMTEkJGRwaJFi0hKSuLKlSsAtGzZUtmgFnTm299IXbcXtYszAdER3Df6MbxCg9Bri0xjHlj6GqhV/OfFj0zbXP29eez3+RycsZzkNfFlPbTNyboJXyfCpnS4qb+93Qj03woD68KTDcDdTn8S9EZYlQorUyD1fz7hdFbBQ7VhZCNo6KtIPGEF14vgX+fgl/Nwtaj0fb4u0D8Cnm4IAfLmTlhYjUdeIOD+IRj1xRSkHSdrzRyKctNRubibxuSfjOfcjF537GvUFWE06Gn9k/6O+4RtMKeLqF2d6ffbXFJ+iufYwjWm7Z0WjMY92J+tw2cqEd0m2fXxydzcXPr160dWVhbjx48nMzOTw4cPk5WVxZw5c9iwYQMHDhxApVLRvHlzpeNazPXkLDLjj3Nx+xFOfPIL256eTY2WDegw50XTmL2TvqBm2yjqPdbRtK39rFFk7z9tN2X+zDV4Oh5Wp5Uu87dkF8KnZ+ClvXCt6M77bV2RHt44AHOP31nmAXRG+PUiPBMPe7Otn09UvUsF8NyukkL/v2Ue4HoxfJdU8hpIv2H9fMK+uYU2wrflQ/i17kXIwIk0nLyOm+cOcH7pS6YxPk0702qFptS/pp+cxdmnBrX//q6C6cVfZU4XMRTp2DV2Mc3GDiQgpi4AET3bEt6jDbtf/0Sp6DbJrgv92LFjSU9PZ8yYMcybNw8fHx/TfRMnTqRFixbodDoiIyPx9bXfQ5Q5B8+QtGon9R7rSHCbKACKrmrYM34p7WaOwqNWAHX7tCfk/qbsfcM+1obNKoCxf8Bl7b3HnsiDf+4vmYJjT2b+Cb9n3XtcgR4mHIDTV6s8krCiG7qSn4EUM849S79ZMva6Hb6x/V+enp60a9cOT09PpaM4HO8m9xPYdQR5u1agSdhT5hhDsZbk2QPxjulE6JC3rJxQVKWyugjA5WPJnFy6ls6L/oFnaCAd5r7Evre+pOCSnLheEXZb6BMSElixYgU1atTg/fffL3NM69atAWjRooVp26pVqxg0aBB169bF09OT6OhoJk+ejEZj22dk/zl/FQadnlYThpm2XdxxlNR1e+iyZCztZz/PnvFL0ebZ9td5y7fnzCvztxy5Yl75tRWnr8GGdPPHF+ph6emqyyOsb935knMmzHX+BqxJq7o81UVERASLFy8mIiJC6SgOKXTYO6B2IuOHKWXef/6TlzAUFxI57hvrBhNWUVYXAfhzwWoMej39t8wla/cJUn7ZrVBC22W3hT4uLg6DwcDw4cPx9vYuc4yHhwdQutDPmzcPJycnZs2axaZNm3j55ZdZunQpPXv2xGCw3UO4+alZpPyym9pdmlOzXRPT9oPTl+NTL4SL24+Qvu2wggkt56YO1l+o+H6rUi0eRTGrUyu+z55smXZhL4xGWJla8f1Wp5acd2HP9Ho9Go0GvV7mZivBPbQhgZ0fJ//YNvJPlp7emb1uEdcOrqfBpJ9Ru8knKPbobl3EqNOTc+AM7kF+nFuxQ8GEtstuC/327dsB6Nat213HpKeXHML870K/bt06fvzxR4YPH84DDzzAuHHjWLJkCbt372bXrl1VG7qKHVtY8g74v98Z6wq0aNKyyUs4r2Ayy9qTXTLdoKIO5kJuoeXzWJvRCJsrcHTetB+wNcPicYQCzl6HtEp82JZZAMevWD5PdZKYmEj37t1JTExUOorDChkyGdTqUkfp84/tIH35G9SfuBK3WpHKhRNVrqwuUrNdExoO60bCVxuJnfEMTu6uCia0TSqj0WiXx2Pq1KlDeno6R44cKXMFG51OR2hoKLm5uSQlJVG/fv27PtbZs2eJiorihx9+4IknnqhwljZt2pCVVf58DhejmqmG2Ao/tiX0XD2dC1sOcfLTtRZ7zOnq/RSrlPlEw7PL0/g+Xrkz43Nn9kB3McHCiazMxZ2QhecqteuNbV+Qv3q6hQNVL7WWpKFSO2E06Lk0pq7ScaqEa5MuBP7jh0rtm/f582iPbrJwoqo1ePBgs8dmZ2cTFxfHE088Qc2aNc3eb9WqVZWJpiiVqwe1FlT/Ny7aS6mc/mdbQh+fSs0+yi4ffenVRhiLChTNYElKdgtzOXu603/bPE59tp7T/9pMr59mkPtnEgemfqNIHiX7S0hICAcPHqzUvna6WB/cuFEyd6CgoOwfzBUrVpCbm4uPjw/16tUr97F27Cj5+KdJkybljrubrKwsLl68WO4YV5UT2NGVkDMyMygyKvORdo3LOVT2FOesixfQ3uP/VbXn5ExIJXfNv5Z3z9eqrat16xiG0Wi3X6tPYBaVvQ7n5ewsrtnY9+XW73tz3PqbUFBQUKH9bPG1onbzrPZ/VgzamyS9/xh+sf0VL/MAGRkZGLQ3lY5hMbbQLdpOewrN+WxOf/MrALvGLaH/1nmc37SPS39Y/wCbkv3lr7DbQh8SEkJeXh6HDx+mQ4cOpe7LzMxkwoQJADRv3hyVSnXXx7l48SLvvPMOPXv2rPRa9SEh965XLkY12O4U/TvUDq2t2Dtc1+KrABiNxnL/3/4vY1EhwW5GjGFhVZTMevSXL+AUVKfC+3kU5BJmB19/uW69JlQqu/1a1caS+TYV+Rm4NdZPfx1vG/u+eHl5mT32Von38PCo0H62+FpRuXooHeGe8vaspiDlTwovniVv14o77m+65BSuwdY7gbl27dp2d4S+OneLsO6tqNe/I788ON60LT/tEodmfk/H+aNZ2308uoIKrHBhAUr2F3P64t3Y7ZSbsWPHsnjxYurUqcPWrVtp3LjkMtMHDhxgxIgRJCcnU1xczOjRo1myZEmZj6HRaOjatStZWVkcOHCA0NDQKstbfLOQ7xs8WWWPb23Dk77DxdP93gOrgMEIg7bDhQqe4NmvDkxtVTWZrG3ZWfikgqvWeDrBpkfAy27f5peIXVvy900N7O+vdJqq84+9sDenYvu0CoQvOlVNnqp04MABs8eePn2ap556iuXLlxMdHW32fm3btq1MNEUV6KDzRqVT2Jb43uBhR78D7a1bWIOS/eWvsNuTYidOnEhQUBAXLlygadOmNGvWjEaNGhEbG0v9+vXp3r07UPqE2P9WUFBAv379SElJ4bfffqvSMi8sS62CQZEV329wJfaprh6NAJcK/nT3qWP/Zd6RDC5/JqHF9rE1DRs2ZPPmzTRs2FDpKEIIYTF2W+jDw8OJj4+nT58+uLu7k5qaSmBgIJ999hkbNmzg7NmzQNmFvri4mMGDB3Pw4EE2bdpETEyMteOLv2hYPWhbw/zxzzSCpgFVl8fagtxhUgUuflzPG142/2ClsAFdapV86mSuh8OgR+2qy1NdODs7ExAQgLOzvHsVQtgPu/6N1qRJE9avX3/Hdo1GQ2pqKmq1mvvuu6/UfbfWrt+2bRsbN24kNrZ6nx0uyuaihg9j4c2DJctYlufZRvZZZvtHlKwpPvtY+WuLR/vBgnbgK6uE2RWVCia3AGc1/HSPC0b1CocpLUs+3bJ36enpzJ8/n9dee43w8HCl4wghhEXYdaG/m5MnT2I0GmncuPEdl/8ePXo0K1eu5M0338TT05M//vjDdF+DBg0IDg62dlxRSZ7OJUV1b3bJRaN2XSpZax3A3amkxAyOhCg/BUNWsQF1Sz6pWJ0Ka8/DteLb9/0tqOTr7xZa8ek5wjY4q+Gt5tC3TsnPwNYMKP6vc7161IYh9Urmzlfg/HGbptFoiI+P5/nnn1c6ihBCWIxDFvrjx48DZU+32bSpZP3l2bNnM3v27FL3ff3114wcObLK8wnLUaugY62Sf/nFkKcFJxUEuYG7g7z6w71gXFN4pQncv77kTY0K+Lyj0smENahU0CKw5N+k5vDAxtuvgffbKJ1OVEeGokKS5z1O4YVTqF09cParScTLS3EPbWhaDSkjbhpB3UfiWrNuhVYTqwqHHlXhXvc+wp+ag1+b3hx/PhKVsxtqt5JVfkIGTSKwc8lFjM5M7kZB6p+EDptCrf6vKpi6enNyc+GBT1/Dr1E4+sIiCnOvsffNL8hPvX1NnZbjh3JuxQ406RU8+74KjMxcRV5CGgff+46L24+Ytjcc1o1OC0az/Zk5nP+15OT5R1ZNIzCmLn/OX8WpLzYoFdniHKTSlFZeoU9NTbVymrsLiKnL/fNewsXbgxvpOez8x2K0l69X6XN6hwcz8I8lXE04z65XP+bKyVSaPNebxk8+BEYjRiOc+ORnkleXXLI7sv/9tBw/BM9agfwQ/XSVZvurfFxK/jkqF3VJibtV5oTj8XSW14AwT/DDL+DbuhcqlYrsDUtIWzKKqJm/c3XPam6cO4CxWMuNxP1kfP82dUYtxNk3yOoZjXodKqeSGhM1Kx5nb3/TffUnrMCzfss79omauYPUhSOtE9DGnfl2i6kcRz/Tk44fvsyvg6ZSt097arRsiJObMzVaNaTVm0+w/51laPMqcXnqv0jlpMaoL/nYcdNj71B0/fY1BLzDg2k8/CGyD54ptc/mwdPotGC0VXNag0N+0F5eoa9OOi0Yw94Jn/Fzl1dJWbuXtlOeqtLnUzmVvBx0mkLW9pjAlZOpAFw9c4GN/d/ml+7j2TpiFrEznsGnbsmVKlLX7mHr8FlVmksIIYT1qF3d8WvT23Tk3atxe4qyUwEI6DiYgPsHk7t1GTmbllJ3zJforudy7NlwtFnJAGT9NI/EaT0xGspfy/vQoyoufvc2p15txYmXG3P59+9N96V8OJyE19twamxzEmf0oTgvy7RPxg9TSRjflovLJ1XBVy8A9NriUke6cw4n4l2nZMpx2oY/SF2/l4aPdyfq6UfYM34pboG+DDn0Gd4RJVdfbvpSf3r8MPmec/lGZq6i1RuP0++3uQzYtYj6Azub7uv88Tj6/jqH/ts+5MFvJ+ER7G/ap+U/h9J302xavzW87AdWqbj/w5fZ9/ZXGIp0f+E7YTsc8gj99u3blY5wT4H31UN3s9BUqpN+/J22U59C7eKMofjOF2enBaMxGoz4NQzDLdCHnENn2fvG5+gLi6g3oBMxo/qgdnFGpVZxeE4c6VsOAdBz9XSunEqjRssG6AuL2P3aJ3c8duau46b/vplxmYLsq3jVrkF+2qWq+eKFEKKKBAcHM27cODkfqgKy1y/EP/ZRAPL2ruHG2X3UePAZvJp0JO3jF6jz3HzCR84l+YOhhD8zj5yNHxM9bz8qtRnHDFUqYhYcQZuVTML4Nng36YhbrUjCRy3Axa/k/1HWqtlkxE2j7iufluyjdqLJh+VfeyB1wVMYMeLVKJawp2abHktUTsyo3pzfXPI9j+jdjuBWjTi3YgfZ+0/TYe5LHJj6NQffXU7Xz8dzcPpyop95hPW9J4E5lzoywrqHJ+AdUZN+v84he/9pNOk57J/ytWlWQrMxj9Hyn0PZ+8bnJbvoDazv9eZdH7Lpi/3IPnCay8eS//oXbyMcstDbAu+ImgRER9B/y1zTNmcPNzxDAtFcKHvZlhp/a8SGPpPQFxTR/euJxLzQl+OL1pDx+1FSftpV8rjhwfTZMIuVbV82vWv1axDKpgFTMOr0eIeX/0svtHMzXP28yD16zkJfqRBCWE9QUBDDh9/lqJ6DOD2xA4UZiWXeFzP/CK7Bt9c7zVw5C23mOeq+uw0A//YDCOgwkIy4aXg1iiWg4xBUKhWBXZ4g//gOEqc9QuN3t5ldoGv0GAWAW0h9vJt2QXNyJ261Irmy8weu7PgWQ3EhxqJCnH1vr0Nc46Fny33MqFk7cQ2OwKgr5uL3b5O68GkaTZErbP233utm4lu/7OvrrO0xgZsZl023m40diE9kCHuGTgfg/MZ9nN+4j5bjh5J75Byp6/YCkPLzbkI63kePuLfZPHS62VOEz/6wFQDN+Wwu7UugVocYNCv/Q/0BnWgw+AGc3FxwcnNBeyXftE/iv+9+YNY/qg51+7Rj04ApZj2/vZBCX43lHElkyxPvmW4/fuKrcsenrt2D7kYhAIlx22jyXG+OL1qDd0Qtunw8Ds/QIIw6Pa7+3vhE1OTauQwAklbvxKjT3zOPf3QEneaP5j8vzbf6pZiFEMISrl+/zv79+4mNjcXX11fpOIqI/mCvWeOyfprH1b1raDRjK2q3khXhbk3Dqf3EtFJjjXodBWkncPIJpOjyxcqHU6nQnNpF9vpFRM/Zi4t/Ta7uW0tG3O1ypnb3LvchXIMjSh7K2YVa/V7lxMuNK5/HTm3sN9mscU1f6k/d3u34beh09AVFpe47+uGPpW6rnNQEREWgvarBMySw0tmMRiM1Y6Np8lxvNvZ9i8LL16nzcBtaTRhmGnOr65SlVrsmeNepyaA9iwHwCPanw9yX8KgZwJnlv1U6V3XnkHPobYEm7RJeYbePSLh4e+Ds6c7NrCtmP8atT7oeWPoqZ7/fxi/dXmdtjwnobhTi5HZ70fHyfjBu8WsczkPfTmLX65+Qvf+0+V+IEEJUIxkZGbz11ltkZGQoHaVau/TLR+TFx9FoxpZSJ5vezcXlb+IeFkXU+/Gkf/1PCjPN+xT38ravAdBeSkVzKh7vmM7oNHk4efjg7BOEobiInM2fmZ1bX3gDneaq6faV+Dg867cye39xW8yLfak3oCO/DZtR6mTTu2k9+UmuJV1k02Pv0HbKU/hEhpj1PI2GdQdKZhDUjG1C9h8JuPp5odMUoM3ToHZxpvGIHmbnPrP8N35s+TyrYl9hVewr5BxOZO+ET+26zIMcoa+2rpxMxVCsJ7RLczJ3HiN65COk/LK7zPnzt0T2bc/JT9ehLyyi4bDuZMYfA8DVz9s0Taf+oM64BfhUKItfozB6fPcWeyZ8SubOY5X/ooQQQlR7RbnppC8bj2tIfc6+3Q0AlbMbTebtK3P81QPruXb4V5rM24/azZM6z31E8gdDiZ6zB7Wre7nPZTToOfVqKwzaG9QZtQi3WpG4BoVx5ffvOPlKFE4+Qfi2eIhrV8w76q+7eomk2YPAoMeIEbda9Yl8dXnFvgECz9BAYqeN5HpqFj1XTQNAX6RjQ5+yT0QOf6g1Yd1asr73m+gLitg/7V90/fx1NvabjF5bXOY+t6ic1PT7bS7Onm7sf2cZmvQcbmRdocGgLgzYtRBtnoaM+GN4/YWj/o5ACn01tnP0QjotGI3r7OfJT81i55hF5Y7PPZpEj7i3cQ/yJefQWdP6qvunLKPrF+MpunaTzN3HK7xmbLt3n8XFx5M2k5+EyU8CcHDmd2T8/mflvjAhhBDVlmuNcFr/YsbJjP/Pv21f/Nv2Nd0O6DiEgI5DzNq31qPjCRv+bqltKmcX6k9cUWpb2IiZAPfM5RZSn5gFR8odI+7tZuYVvgkdbPb49K2HSN96yHQ7bf1e0tabN7Xr5KdrOfLBv0ttM+r0/Oel+aW2HZkdB1ChXAC/DppaofG2Sgp9NXb19HnW93zD7PF5CWnsfv3OVWqSV8eb1o0HODj99tEKc17ovz3+7j3HCCGEEEpw9q/F2ckPEDbiffza9C537JnJ3SjKTsWriVxZz54UZOfRc80MDs36vtRym2V5ZNU0vOsEc+nAmXLH2Rop9KIUg8GArkBL/y1zTReWKk9k//tp8eogCnKuWiWfEEL8FW5ubkRFReHm5qZ0FLtXfDWbxGkP37Hdt0UPwp+ZW6FPAcrT4l9Z9x70/6Jm7rDIcwrzuAf58vC/37lje8bOYxx899sKH22/mxUtnjd77ObB0yzynNWNFHobEta9Fa0n/f2O7ccW/8SuVz+2yHPczLjMj61eMHt86to9pK7dY5HnFkKIqlavXj2+/fZbpWM4BBf/msQsOKp0DKGgwsvXWdtjgtIxHIIUehtycfuRe36UJIQQQgghHIssWymEEMJhnDlzho4dO3LmjH3NnxVCODYp9EIIIRyG0WikuLgYozmXpBdCCBshU26qCWcPN4Ynfad0DItx9pATzoQQQknuThBf/qIv4n+4OymdwLLsrVtYg632Fyn01YRKpcLFs/wLcAghhBDmUqnAQ/7KOzTpFo5DptwIIYQQQghhw+S9uxBCCIcRGRlJXFwcYWFhSkcRQgiLkUIvhBDCYbi7u9OgQQOlYwghhEXJlBshhBAOIzMzk/fee4/MzEylowghhMVIoRdCCOEwrl27xtq1a7l27ZrSUYQQwmKk0AshhBBCCGHDpNALIYQQQghhw6TQCyGEEEIIYcOk0AshhHAYarWaVq1aoVbLnz8hhP2Q32hCCCEchsFg4MiRIxgMBqWjCCGExUihF0IIIYQQwoZJoRdCCCGEEMKGSaEXQgghhBDChkmhF0II4TB8fHzo2bMnPj4+SkcRQgiLcVY6gBBCCGEtYWFhzJgxQ+kYQghhUXKEXgghhMPQarVcuHABrVardBQhhLAYKfRCCCEcRkpKCoMGDSIlJUXpKEIIYTEy5aaaMBqN6Ars54iRs4cbKpVK6RhCCOGwjEYo1Cudwra4O4E9/emyt25hDbbaX6TQVxO6Ai3fN3hS6RgWMzzpO1w83ZWOIYQQDqtQD503Kp3CtsT3Bg87akb21i2swVb7i0y5EUIIIYQQwoZJoRdCCCGEEMKG2dEHS0IIIUT5oqOj2b9/v9IxhBDCouQIvRBCCCGEEDZMCr0QQgiHkZaWxrPPPktaWprSUYQQwmKk0AshhHAYBQUFnDhxgoKCAqWjCCGExUihF0IIIYQQwobJSbF2JKRDU3qumV5qW/GNAq4nZ5K0aicJX23EqDcolE4IIYQjyD/+O2ff7lZqm9rdC7fajQnqOoKaff+Byknqh72SLqIM+YmyQ8lr4knffhhUKjyC/Wk45AFip4/Er1EYeyd8pnQ8IYQQDiCgyxP4te4NRiPFeVlc/n056ctepzA9gbqjP1c6nqhi0kWsSwq9Hbp8PIXk1fGm22e+2cyA+IU0/vuDHJ4dh/bydQXTCSGEckJDQ5k+fTqhoaFKR7F7nvX/RlDX21cpDe79CidfiSZ3y5fUfnImLn7BCqYTVU26iHXJHHoHoCvQknM4EZVajW/dWkrHEUIIxfj5+dGrVy/8/PyUjuJwnNy98IpqD0Yj2qwkpeMIK5MuUrWk0DsIn8iSHx7tVY3CSYQQQjl5eXmsXLmSvLw8paM4pFtF3tk7UOEkQgnSRaqOTLmxQ84errgF+pjmrUU99TBBzeqTcziR68mZSscTQgjFXLp0iblz59KsWTMCAgKUjmPXDNqb6K7nYjQa0eVlkfPrpxQkH8GzUSzuYY2VjieqmHQR63KIQp+bm8sHH3zAmjVrSE9PJzg4mIEDBzJr1izGjh3LsmXLWLx4MWPGjFE6qkW0mvg4rSY+Xmpb6oY/2DfpS4USVQ96I9woBrUKvJxBpVI6kRDWZTCC8f//21juSCH+usy4qWTGTS21zb/DQCJe/FihRMKapItYl90X+qNHj9KrVy+ysrLw8vIiJiaGjIwMFi1aRFJSEleuXAGgZcuWyga1oDPf/kbqur2oXZwJiI7gvtGP4RUahF5bZBrzwNLXQK3iPy9+ZNrm6u/NY7/P5+CM5SSviS/roW3SyTxYlQq/XQTt/6+UFeAKj9WFQXUhxFPReEJUuVQNrE6FdedLF/o5x2BwJDTwVS6bsF81HnmBgPuHYNQXU5B2nKw1cyjKTUfl4m4ak38ynnMzet2xr1FXhNGgp/VPemtGFhZkThdRuzrT77e5pPwUz7GFa0zbOy0YjXuwP1uHz1Qiuk2y6zn0ubm59OvXj6ysLMaPH09mZiaHDx8mKyuLOXPmsGHDBg4cOIBKpaJ58+ZKx7WY68lZZMYf5+L2I5z45Be2PT2bGi0b0GHOi6Yxeyd9Qc22UdR7rKNpW/tZo8jef9puynyRHt45DE/Hw7oLt8s8QF4RfJ0I/bdCXLJyGYWoSkYjfJwAg7eXvM41utL3r0yFYb/DRydKjt4LYUluoY3wbfkQfq17ETJwIg0nr+PmuQOcX/qSaYxP0860WqEp9a/pJ2dx9qlB7b+/q2B68VeZ00UMRTp2jV1Ms7EDCYipC0BEz7aE92jD7tc/USq6TbLrQj927FjS09MZM2YM8+bNw8fHx3TfxIkTadGiBTqdjsjISHx97fcQVc7BMySt2km9xzoS3CYKgKKrGvaMX0q7maPwqBVA3T7tCbm/KXvfsI+1YfVGmHwINqWXP84AfHgCvjtnlVhCWNXCUyVvXO/lh+SSo/VGByj1np6etGvXDk9P+WjO2ryb3E9g1xHk7VqBJmFPmWMMxVqSZw/EO6YToUPesnJCUZXK6iIAl48lc3LpWjov+geeoYF0mPsS+976koJLcuJ6RdhtoU9ISGDFihXUqFGD999/v8wxrVu3BqBFixambfHx8Tz00EOEhobi5uZGeHg4w4YNIyEhwSq5q8qf81dh0OlpNWGYadvFHUdJXbeHLkvG0n728+wZvxRtnn2cef5TGuzIMn/8glNwTpbEFXZkXw58V4GVAVenwX8q8DNjqyIiIli8eDERERFKR3FIocPeAbUTGT9MKfP+85+8hKG4kMhx31g3mLCKsroIwJ8LVmPQ6+m/ZS5Zu0+Q8stuhRLaLrst9HFxcRgMBoYPH463t3eZYzw8PIDShT4vL49mzZqxaNEifvvtN+bMmcPJkyfp0KED6en3ONxbjeWnZpHyy25qd2lOzXZNTNsPTl+OT70QLm4/Qvq2wwomtByjEVamVHy/1akWjyKEYirzM7Ay1eIxqh29Xo9Go0Gvl7nZSnAPbUhg58fJP7aN/JOlp3dmr1vEtYPraTDpZ9Ru8gmKPbpbFzHq9OQcOIN7kB/nVuxQMKHtsttCv337dgC6det21zG3Cvp/F/r+/fszf/58hgwZwgMPPMDw4cNZs2YN165dY/Xq1VUbuoodW1jyDvi/3xnrCrRo0rLJSzivYDLLOpYHSfkV32/DBSjQ3XucENVdTiHsrMTR9n05kH7D8nmqk8TERLp3705iohlzkUSVCBkyGdTqUkfp84/tIH35G9SfuBK3WpHKhRNVrqwuUrNdExoO60bCVxuJnfEMTu6uCia0TXa7yk1aWhoAdevWLfN+nU7H7t0lH+n8d6EvS1BQEADOzpX7drVp04asrPL/uroY1UwltlKPf0vW3pN8Ezr4rvdfS7zI8vBhd73fkho3akyxynDvgVXAo+Pf8Rv+QYX3u6mH6Ngu6LPt9yzZWkvSUKmd0Bv0hIeX/bNh7xzhe+Da+H4CX/2xUvs+MOhptCe2WThR1Ro8+O6/9/5XdnY2AJs2beLQoUNm7zdgwIAK51KaytWDWgus/8bFp1lXWv9y9xMyPOo0KbV6jfZSKslzhxI+ci4+zbpaIeHdNW7cCGNRgaIZLMkS3aKiKtpFnD3d6bRgNIdmfs/pf22m108z+Nukv3Ng6jdWSHsnJftLSEgIBw8erNS+dlvob9woOcxUUFD2D+aKFSvIzc3Fx8eHevXq3XG/Xq/HYDCQlpbGpEmTCAkJYejQoZXKkpWVxcWLF8sd46pyAju6EnJGZgZFRmU+0g7W3KSyF3XPybtGwT3+X9myWrfOejQa7/matFeO8D3wrXmdyl6H88p1DVdt7Pty6/e9OW79TSgoKKjQfrb4WlG7eVb7PysG7U2S3n8Mv9j+1Oyj/LVgMjIyMGhvKh3DYmyhW7Sd9hSa89mc/uZXAHaNW0L/rfM4v2kfl/6w/vmLSvaXv8JuC31ISAh5eXkcPnyYDh06lLovMzOTCRMmANC8eXNUZVxh6IEHHjAdwW/YsCHbt28nODi40lnuxcWoLllyxU7UDq2t2Dtcd+eKP6/RaESlUlHD0xlDWFgVpKombr3WVSrC7PnrLI8DfA+c3Ss/m9LfTYWXjX1fvLy8zB57q8R7eHhUaD9bfK2oXD2UjnBPeXtWU5DyJ4UXz5K3a8Ud9zddcgrXYOudwFy7dm27O0JfnbtFWPdW1OvfkV8eHG/alp92iUMzv6fj/NGs7T4eXYHWqpmU7C/m9MW7URmN9rlQ2dixY1m8eDF16tRh69atNG5ccpnpAwcOMGLECJKTkykuLmb06NEsWbLkjv3PnDnD1atXSUlJYe7cuWRnZ7N79+4qWxmh+GYh3zd4skoeWwnDk77DxdP93gOrQH4x9PoNCiv4Brt5ACzrXDWZqovYtSW/29XA/v5Kp1GGI3wP9EYYuA0uVvBAY5AbbOgBzjZ2dtWBAwfMHnv69Gmeeuopli9fTnR0tNn7tW3btjLRFFWgg84blU5hW+J7g4cdHeq0t25hDUr2l7/Cxn5tm2/ixIkEBQVx4cIFmjZtSrNmzWjUqBGxsbHUr1+f7t27A3efPx8VFUW7du14/PHH2bZtG/n5+XzwQcXnZQvr83GBXuEV329wpMWjCKEIJxUMrMTpAQPr2l6Zr6iGDRuyefNmGjZsqHQUIYSwGLv91R0eHk58fDx9+vTB3d2d1NRUAgMD+eyzz9iwYQNnz54F7n1CLIC/vz8NGzbk3Dm5+pCteKpBSbE3V5QfPFi76vIIYW0D6kJYBVb+q+UOQ+48ncjuODs7ExAQUOlFDoQQojqy20IP0KRJE9avX09+fj75+fns27ePF154gRs3bpCamoparea+++675+NkZ2dz5swZGjRoYIXUwhLqeMP8WPA24292fR9Y2A7cnKo+lxDW4usKi9pDLTOmUQe5wcL2EOhW9bmUlp6ezvjx4236uiJCCPG/HPIQxcmTJzEajTRu3PiOy38/+eSTNGzYkJYtW+Lv709iYiLz58/H2dmZ1157TaHEojJaBsHXneGzM7Ajs2Re8X/zdoa+deDF6IodzRfCVtT1hm86w2enYVM6aP/nPC9XNTwSBi9GQYiDXMdHo9EQHx/P888/r3QUIYSwGIcs9MePHwfKnm7Tvn17li9fzsKFCyksLKROnTp069aNt956665r2ovqq54PzG5TcqGdrRnw4YmS7Spg08P2dfKTEGUJdoe3W8K4prDlImQVgJGSKTYPhYG/XL9FCCFsnkPWmfIK/ZgxYxgzRvm1cIVlBbvDE/Vh/omSFU5USJkXjsXHBQZGKp1C2AJDUSHJ8x6n8MIp1K4eOPvVJOLlpbiHNjQt8ZsRN42g7iNxrVm3zKWfrenQoyrc695H+FNz8GrcjrNTHjTdZ9DeRJuVTIvl2Tj7BHJmcjcKUv8kdNgUavV/VbnQ1ZyTmwsPfPoafo3C0RcWUZh7jb1vfkF+6u2LZLYcP5RzK3agSc9RMGmJkZmryEtI4+B733Fx+xHUrs60nfo0YV1botcWceVUGvFjFgHwyKppBMbU5c/5qzj1xQaFk1uOQ1aa8gp9dRIQU5f7572Ei7cHN9Jz2PmPxWgvX6/S5/QOD2bgH0u4mnCeXa9+zJWTqUSP7EnUUz0w6g2onJ04+91WEr4qWQst5oW+RI98BN2NQtb2mFCl2YQQQlhH8MMv4Nu6FyqViuwNS0hbMoqomb9zdc9qbpw7gLFYy43E/WR8/zZ1Ri3E2TfI6hmNeh0qp5IaEzUrHmdvfwBiFhw1jcn6aR6ak//B2afkUmtRM3eQunCklZPapjPfbuHi9iMARD/Tk44fvsyvg6ZSt097arRsiJObMzVaNaTVm0+w/51laPM0Vs+oclJj1JfMJdz02DsUXS9Zq7f15CfBaGRNx38A4BHsb9pn8+BpdFow2upZq5pDFvrt27crHcEsnRaMYfdrJaW64ePdaTvlKXaNu3PNfEtROZWcI63TlC7nSat3mq7g5uLtwaO/f8SlfQlcOZHCqc/Xc+V4CrEzRlZZLiGEsJTg4GDGjRtX6QsFOgK1qzt+bXqbbns1bs+ln+cBENBxMK4163L2nQe5mfInjaZuoig7jVOvtiBq1k7cQuqT9dM88v/cSsMpG1Gp7772xqFHVYQMmcy1gxswaG8QOmwqQV2HA5Dy4XAKL57BqCvCpUYdIv/xFS4BIRx6VEXosClcO7QRn/u6Ev7M3HK/lstbvyJsxPsW+K44Fr222FTmAXIOJ3LfyyUX7kjb8Aea9BweWTmVgJhItg6fiVd4MP23fsimAe+gOZ9N05f6U7tLM7YMnwXlXO5oZOYq/lywivAHW+Ps6cafH60keU08AJ0/Hodfg9qoXZy5kZHLnteXUpBzlZGZqzj64Y+EP/g3svac5OC735Z6TGcPNxo90Z2Vf3vRtK0g56oFvzvVk0MWelsQeF89dDcLuXIyFYCkH3+n7dSnULs4YyjW3TG+04LRGA1G/BqG4RboQ86hs+x943P0hUXUG9CJmFF9ULs4o1KrODwnjvQthwDouXo6V06lUaNlA/SFRex+7ZM7Hrs4//bVaZw93VDLcm9CCBsVFBTE8OHDlY5hU7LXL8Q/9lEA8vau4cbZfdR48Bm8mnQk7eMXqPPcfMJHziX5g6GEPzOPnI0fEz1vf7ll3kSlImbBEbRZySSMb4N3k4641YokfNQCXPxK3nRlrZpNRtw06r7yack+aieafHjvi4lpEvag0+Th17Zvpb92USJmVG/Oby75nkf0bkdwq0acW7GD7P2n6TD3JQ5M/ZqD7y6n6+fjOTh9OdHPPML63pPKLfMmRlj38AS8I2rS79c5ZO8/jSY9h/1TvjbNSmg25jFa/nMoe9/4vGQXvYH1vd4s8+F8IkMouqqh+diBhHZpjr6wiKPzfiRz13HLfDOqKWlm1ZR3RE0CoiPov+X20QdnDzc8QwLRXMguc58af2vEhj6T0BcU0f3ricS80Jfji9aQ8ftRUn7aVfK44cH02TCLlW1fxlBU8sbAr0EomwZMwajT4x1e9lGrun3a03LCMHwjQzj8/g9cOZFi4a9YCCGq3vXr19m/fz+xsbH4+voqHUcRpyd2oDAjscz7YuYfwTW4jul25spZaDPPUffdbQD4tx9AQIeBZMRNw6tRLAEdh6BSqQjs8gT5x3eQOO0RGr+7zVTG76VGj1EAuIXUx7tpFzQnd+JWK5IrO3/gyo5vMRQXYiwqxNm3xu19HnrWrMfO3foVQd2eMk3LEbf1XjcT3/qhZd63tscEbmZcNt1uNnYgPpEh7Bk6HYDzG/dxfuM+Wo4fSu6Rc6Su2wtAys+7Cel4Hz3i3mbz0OlmTxE++8NWADTns7m0L4FaHWLQrPwP9Qd0osHgB3Byc8HJzQXtlXzTPon/vvtMC5WzGu86NbmamM6hWd8TeF89Hl7xDj8/8BqFudfMymSL5FVejeUcSWTLE++Zbj9+4qtyx6eu3YPuRiEAiXHbaPJcb44vWoN3RC26fDwOz9AgjDo9rv7e+ETU5Nq5DKBkSo1Rpy/3sdM2/EHahj/wDg+m27KJXNh6iOtJGX/xKxRCCOvKyMjgrbfeYvny5Q5b6KM/2GvWuKyf5nF17xoazdiK2q1kXdNbJ8DWfmJaqbFGvY6CtBM4+QRSdPli5cOpVGhO7SJ7/SKi5+zFxb8mV/etJSNuimmI2t37ng+jL9CQt+tHs47kO6KN/SabNa7pS/2p27sdvw2djr6gqNR9Rz/8sdRtlZOagKgItFc1eIYEVjqb0WikZmw0TZ7rzca+b1F4+Tp1Hm5DqwnDTGNudZ2y3LiYi0GvJ3l1ydSdKydS0JzPJqBJBJnx9nuU3q4vLGXLNGmX8Aq7fUTCxdsDZ093bmZdMfsxbn3S9cDSVzn7/TZ+6fY6a3tMQHejECe322vVlfeDcUeu9BxyjyRS56HWZu8jhBDCtlz65SPy4uNoNGOL6WTT8lxc/ibuYVFEvR9P+tf/pDDTvCurX972NQDaS6loTsXjHdMZnSYPJw8fnH2CMBQXkbP5swrnz9u1Ao96LXAPj67wvqJEzIt9qTegI78Nm2E62bQ8rSc/ybWki2x67B3aTnkKn8gQs56n0bDuQMkMgpqxTcj+IwFXPy90mgK0eRrULs40HtHD7NzaK/lk7jpB7a4lC59416mJd0RNriX+hTeaNkCO0FdTV06mYijWE9qlOZk7jxE98hFSftld5vz5WyL7tufkp+vQFxbRcFh3MuOPAeDq522aplN/UGfcAnwqlMWvcTjXzpZcVdEtyJeQjveRuuGPSn5lQgghqrOi3HTSl43HNaQ+Z9/uBoDK2Y0m8/aVOf7qgfVcO/wrTebtR+3mSZ3nPiL5g6FEz9mD2tW93OcyGvScerUVBu0N6oxahFutSFyDwrjy+3ecfCUKJ58gfFs8xLUrFStjuVu+osbDcvGwyvIMDSR22kiup2bRc9U0APRFOjb0mVTm+PCHWhPWrSXre7+JvqCI/dP+RdfPX2djv8notcXlPpfKSU2/3+bi7OnG/neWoUnP4UbWFRoM6sKAXQvR5mnIiD+GVwWO+u+d+BkdP3qFNm8/idFgZO/Ezyp0QNQWSaGvxnaOXkinBaNxnf08+alZ7Pz/NVTvJvdoEj3i3sY9yJecQ2dN66vun7KMrl+Mp+jaTTJ3H6/wmrExo3pTq12Tkjn3KhWnvthA5s5jlf66hBBCVF+uNcJp/YsZJzP+P/+2ffH/rxNPAzoOIaDjELP2rfXoeMKGv1tqm8rZhfoTV5TaFjZiJoDZuaI/2GPWOFG2m5lX+CZ0sNnj07ceIn3rIdPttPV7SVtv3tSuk5+u5cgH/y61zajT85+X5pfadmR2HIBZuTTns9k8eJpZz28vpNBXY1dPn2d9zzfMHp+XkMbu1+9cpSZ5dbxpLhnAwenLTf/966Cp93zcvRM/NzuDEEJUZ25ubkRFReHm5qZ0FGEhzv61ODv5AcJGvF9quc2ynJncjaLsVLyadLRSOmENBdl59Fwzg0Ozvi+13GZZHlk1De86wVw6cMZK6axDCr0oxWAwoCvQ0n/LXNOFpcoT80JfGg9/kJtZedYJKIQQf0G9evX49ttv7z1Q/GXFV7NJnPbwHdt9W/Qg/Jm5FfoUoDwt/pV170H/L2rmDos8pzCPe5AvD//7nTu2Z+w8xsF3v63QpwDlWdHC/OlV9nrkXgq9DQnr3orWk/5+x/Zji39i16sfW+Q5bmZc5sdWL5g9/tTn6zn1+XqLPLcQQgj74eJfs9RVW4XjKbx8Xa4ibyVS6G3Ixe1H7vlRkhBCiLs7c+YMzz77LMuWLSMqKkrpOEIIYRGybKUQQgiHYTQaKS4uxmjOFSyFEMJGyBH6asLZw43hSd8pHcNinD3khDMhhFCSuxPEl3+OqPgf7k5KJ7Ase+sW1mCr/UUKfTWhUqlw8Sx/vV4hhBDCXCoVeMhfeYcm3cJxyJQbIYQQQgghbJi8dxdCCOEwIiMjiYuLIywsTOkoQghhMVLohRBCOAx3d3caNGigdAwhhLAomXIjhBDCYWRmZvLee++RmZmpdBQhhLAYKfRCCCEcxrVr11i7di3Xrl1TOooQQliMFHohhBBCCCFsmBR6IYQQQgghbJgUeiGEEEIIIWyYFHohhBAOQ61W06pVK9Rq+fMnhLAf8htNCCGEwzAYDBw5cgSDwaB0FCGEsBgp9EIIIYQQQtgwKfRCCCGEEELYMCn0QgghhBBC2DAp9EIIIRyGj48PPXv2xMfHR+koQghhMc5KBxBCCCGsJSwsjBkzZigdQwghLEqO0AshhHAYWq2WCxcuoNVqlY4ihBAWI4VeCCGEw0hJSWHQoEGkpKQoHUUIISxGCr0QQgghhBA2TObQVxNGoxFdgf18BOzs4YZKpVI6hhBCOCyjEQr1SqewLe5OYE9/uuytW1iDrfYXKfTVhK5Ay/cNnlQ6hsUMT/oOF093pWMIIYTDKtRD541Kp7At8b3Bw46akb11C2uw1f4iU26EEEIIIYSwYXb0PlQIIYQoX3R0NPv371c6hhBCWJQcoRdCCCGEEMKGSaEXQgjhMNLS0nj22WdJS0tTOooQQliMFHohhBAOo6CggBMnTlBQUKB0FCGEsBgp9EIIIYQQQtgwKfRCCCGEEELYMFnlxo6EdGhKzzXTS20rvlHA9eRMklbtJOGrjRj1BoXSCSGEcAT5x3/n7NvdSm1Tu3vhVrsxQV1HULPvP1A5Sf2wV9JFlCE/UXYoeU086dsPg0qFR7A/DYc8QOz0kfg1CmPvhM+UjieEEIoJDQ1l+vTphIaGKh3F7gV0eQK/1r3BaKQ4L4vLvy8nfdnrFKYnUHf050rHE1VMuoh1SaG3Q5ePp5C8Ot50+8w3mxkQv5DGf3+Qw7Pj0F6+rmA6IYRQjp+fH7169VI6hkPwrP83grrevkppcO9XOPlKNLlbvqT2kzNx8QtWMJ2oatJFrEvm0DsAXYGWnMOJqNRqfOvWUjqOEEIoJi8vj5UrV5KXl6d0FIfj5O6FV1R7MBrRZiUpHUdYmXSRqiWF3kH4RJb88GivahROIoQQyrl06RJz587l0qVLSkdxSLeKvLN3oMJJhBKki1QdmXJjh5w9XHEL9DHNW4t66mGCmtUn53Ai15MzlY4nhBDCARi0N9Fdz8VoNKLLyyLn108pSD6CZ6NY3MMaKx1PVDHpItZl94U+NzeXDz74gDVr1pCenk5wcDADBw5k1qxZjB07lmXLlrF48WLGjBmjdFSLaTXxcVpNfLzUttQNf7Bv0pcKJVKW0QhHrsCv6XDrvHoDkKaBut5KJhPWUmyA7Zmw69Lt14ARuKoFfzclk1nP2Wuw7gJk3Sz52mt6QN86EOOvdDJhrzLjppIZN7XUNv8OA4l48WOFEglrki5iXXZd6I8ePUqvXr3IysrCy8uLmJgYMjIyWLRoEUlJSVy5cgWAli1bKhvUws58+xup6/aidnEmIDqC+0Y/hldoEHptkWnMA0tfA7WK/7z4kWmbq783j/0+n4MzlpO8Jr6sh7Y5e7Nh/klIzr/zvkHboV0wvNkM6kixt0tGI/w7Bb5JhMva/7kP6L0FeoXD+PvA005/G56+Bh8cg2NlTBn/MQWa+sOEZnBfgNWjCTtX45EXCLh/CEZ9MQVpx8laM4ei3HRULu6mMfkn4zk3486TlI26IowGPa1/0lszsrAgc7qI2tWZfr/NJeWneI4tXGPa3mnBaNyD/dk6fKYS0W2S3c6hz83NpV+/fmRlZTF+/HgyMzM5fPgwWVlZzJkzhw0bNnDgwAFUKhXNmzdXOq5FXU/OIjP+OBe3H+HEJ7+w7enZ1GjZgA5zXjSN2TvpC2q2jaLeYx1N29rPGkX2/tN2U+Z/TYdx+8ou87fsy4FndsE5Odne7hiNMO8EfHjizjJ/S5EBfjkPL+4GTbF181nD4cvw/K6yy/wtJ6/CC7vhj2yrxVKUp6cn7dq1w9PTU+kods8ttBG+LR/Cr3UvQgZOpOHkddw8d4DzS18yjfFp2plWKzSl/jX95CzOPjWo/fd3FUwv/ipzuoihSMeusYtpNnYgATF1AYjo2ZbwHm3Y/fonSkW3SXZb6MeOHUt6ejpjxoxh3rx5+Pj4mO6bOHEiLVq0QKfTERkZia+vr4JJq17OwTMkrdpJvcc6EtwmCoCiqxr2jF9Ku5mj8KgVQN0+7Qm5vyl737CPtWFP5MG0I2Aw3nvs1SIY94d9FjpH9mMqrEgxb2zCNZh8qErjWF1WAYzfDwVmHOAsMsDEA3DBAc5Ti4iIYPHixURERCgdxeF4N7mfwK4jyNu1Ak3CnjLHGIq1JM8eiHdMJ0KHvGXlhKIqldVFAC4fS+bk0rV0XvQPPEMD6TD3Jfa99SUFl2Qlqoqwy0KfkJDAihUrqFGjBu+//36ZY1q3bg1AixYt7vo4vXr1QqVSMW3atKqIaVV/zl+FQaen1YRhpm0Xdxwldd0euiwZS/vZz7Nn/FK0efbxF/3bc6Azo8zfcqkQ1l+oujzCunSGkmk2FbE7u2R6ir1YlQL5FXiTelNfMj3J3un1ejQaDXq9TOVQQuiwd0DtRMYPU8q8//wnL2EoLiRy3DfWDSasoqwuAvDngtUY9Hr6b5lL1u4TpPyyW6GEtssuC31cXBwGg4Hhw4fj7V325GgPDw/g7oX+xx9/5OjRo1UV0eryU7NI+WU3tbs0p2a7JqbtB6cvx6deCBe3HyF922EFE1pOTiH8nlXx/VallkzTELbvP1klr4OKWp1q8SiKKNLDz+crvt/6C3BTZ/k81UliYiLdu3cnMbGC7/iERbiHNiSw8+PkH9tG/snS0zuz1y3i2sH1NJj0M2o3mRJlj+7WRYw6PTkHzuAe5Me5FTsUTGi77LLQb9++HYBu3brddUx6ejpQdqG/fv06r776KvPmzauagAo5trDkHfB/vzPWFWjRpGWTl1CJv/7V1L4c0FeimKdqILPA8nmE9e2t5HzwPXayNPnpayVTySrqhg6OXbF8HiH+W8iQyaBWlzpKn39sB+nL36D+xJW41YpULpyocmV1kZrtmtBwWDcSvtpI7IxncHJ3VTChbVIZjfZ3TLJOnTqkp6dz5MiRMlew0el0hIaGkpubS1JSEvXr1y91/z/+8Q+OHz/O77//jkqlYurUqX9p2k2bNm3Iyir/kLGLUc1UQ2yln+Ov6Ll6Ohe2HOLkp2st9pjT1fspVhnuPbAKeHZ9Bt+hlTuZKnfWw+jST1k4UfVRa0kaKrUTRoOeS2PqKh2nyvg9txSP1v0qvJ+hUEP269FVkMi6XGO6Ejjmu0rtm/fFi2iPbLBwoqo1ePBgs8dmZ2cTFxfHE088Qc2aNc3eb9WqVZWJpiiVqwe1FlT/TyK0l1I5/c+2hD4+lZp9lF1C+tKrjTAW2c+RHSW7hbmcPd3pv20epz5bz+l/babXTzPI/TOJA1O/USSPkv0lJCSEgwcPVmpfu1yo7caNGwAUFJT9Q7lixQpyc3Px8fGhXr16pe47ePAgX3zxBYcOWe4MuaysLC5evFjuGFeVE9jRlZAzMjMoMiozRzUo6yKVPc05Ky0ZbVb5/69sWa1b79+Nxnu+Jm2Z89XLeFRiP/3NfLv4vnj7naey1+HMzTjPdRv7Htz6nW+OW38XCgoKKrSfLb4u1G6e1f7PikF7k6T3H8Mvtr/iZR4gIyMDg/am0jEsxha6RdtpT6E5n83pb34FYNe4JfTfOo/zm/Zx6Y8Eq+dRsr/8FXZZ6ENCQsjLy+Pw4cN06NCh1H2ZmZlMmDABgObNm6NSqUz36fV6XnzxRcaMGUPTpk0tmudeXIzq21e8sQO1Q2sr9g7X+VoaAEajsdT/33vRX8+hhqsewsKqKprybn0/VCrC7PjrdMk5W6n99BeO2cX3RVV0GWNRISpX93sP/i9GfTF+BZfwsbHvgZeXl9ljb5V4Dw+PCu1ni68LlWtl3tZaV96e1RSk/EnhxbPk7Vpxx/1Nl5zCNdh6KxLVrl3b7o7QV+duEda9FfX6d+SXB8ebtuWnXeLQzO/pOH80a7uPR1dwl3WHq4iS/cWcvng3djnlZuzYsSxevJg6deqwdetWGjcuucT0gQMHGDFiBMnJyRQXFzN69GiWLFli2m/hwoXMnTuX06dPm06mtcSUG3MU3yzk+wZPVulzWNPwpO9w8axYmbCkUbvgaAXnAj/TCEY3ufc4Wxa7tuR3uxrY31/pNFVHUwy9fytZuaUiFrWH+82fhVGtTT9ScmXYiuhRG95vUzV5qtKBAwfMHqvT6cjPz8fHxwdnZ/OPabVt27Yy0RRVoIPOG5VOYVvie4OHHR3qtLduYQ1K95fKssuTYidOnEhQUBAXLlygadOmNGvWjEaNGhEbG0v9+vXp3r07UPqE2NzcXN555x2mTJmCTqfj6tWrXL16FYDCwkKuXr2KwVCN3+aKUp6of+8x/81VDQPtd0q5w/F2gUcr+P+znje0D66aPEoYVq/iv+CH1bv3GFvn7OxMQEBAhcq8EEJUd3ZZ6MPDw4mPj6dPnz64u7uTmppKYGAgn332GRs2bODs2ZKP4/+70Kenp5Ofn8+LL75IQECA6R/AnDlzCAgI4Px5+1kJxt49WBuebGDeWDXw3t8gVFZJsytjmsDfgswb6+8K82JBbf4MrWov2h8mVuAi2K/GQEszv1+2LD09nfHjx5tWOhNCCHtgt4comjRpwvr16+/YrtFoSE1NRa1Wc99995m2N2zYkB077lz7tFu3bjz99NOMHDnyL81tEtY3LgZ8XODLs1B8lw9X/F1hWivoVM1PGhIV5+YEi9rB9KOwJePu4+r7wNy2ULfsS1bYtMGR4O4Ec4+XLElZFg8neLUpDIq0ZjLlaDQa4uPjef7555WOIoQQFmO3hf5uTp48idFopHHjxnh63j4k6+3tTdeuXcvcJzIy8q73iepLpYLnGsOgurD2AvyaDpe14KSCcC94LKLkSL6bk9JJRVVxdy6ZE/6ipuSiUbsvlVw91d0JmviXFN62NW6fK2yP+taB7qElr/+1F+DEf11NfWIz6B1eMkVJCCGE7XK4Qn/8+HHg7leIFfbH3w2ealjyTzimSG8Yf1/JP0fk6QwDI0v+/feJ0UMdYM68qDhDUSHJ8x6n8MIp1K4eOPvVJOLlpbiHNjStHpYRN42g7iNxrVm3QquJVYVDj6pwr3sf4U/Nwa9Nb64d/pWM797GqCtC7eZJxCuf4Vmv5G/+mcndKEj9k9BhU6jV/1VFc1dnTm4uPPDpa/g1CkdfWERh7jX2vvkF+am3r6nTcvxQzq3YgSY9R8GkJUZmriIvIY2D733Hxe1HCOveir+9+QQqlQqVsxMnPvmFpJX/AeCRVdMIjKnLn/NXceoL27rmRnmk0N+DkosABcTU5f55L+Hi7cGN9Bx2/mMx2svXq/Q5vcODGfjHEq4mnGfXqx9z5WSq6T73IF8e3fEROYfOsv2ZDwCI7H8/LccPwbNWID9EP12l2YQQQlhH8MMv4Nu6FyqViuwNS0hbMoqomb9zdc9qbpw7gLFYy43E/WR8/zZ1Ri3E2df6J2AY9TpUTiU1JmpWPM7e/ug0eaR8NJyoWTvxiGhK/sl4Uj4aTtPFJ0rGzdxB6sKRVs9qi858u4WL248AEP1MTzp++DK/DppK3T7tqdGyIU5uztRo1ZBWbz7B/neWoc3TWD2jykmNUV8yp3bTY+9QdL3kGgJdlozl10HTyEtIwzs8mAHxC0nbuA/djUI2D55GpwWjrZ61qtnlSbHlsaUj9J0WjGHvhM/4ucurpKzdS9spT1Xp86mcSl4OOk0ha3tMKFXmATrMfZELW0pfcCt17R62Dp9VpbmEEMJSgoODGTduHMHBdrSkkYWpXd3xa9PbdOTdq3F7irJTAQjoOJiA+weTu3UZOZuWUnfMl+iu53Ls2XC0WckAZP00j8RpPTHeY2W4Q4+quPjd25x6tRUnXm7M5d+/N92X8uFwEl5vw6mxzUmc0YfivCzTPhk/TCVhfFsuLp90x2NqM5Nw9gnCI6LkWjI+TTtTlHOem0mH//L3xZHotcWmMg+QczgR7zolPzNpG/4gdf1eGj7enainH2HP+KW4Bfoy5NBneEeUrPvb9KX+9Phh8j3nM47MXEWrNx6n329zGbBrEfUHdjbd1/njcfT9dQ79t33Ig99OwiPY37RPy38Ope+m2bR+a3iZj2s0gqtfybRqFx9PCvPyMRTd5UQiO+FwR+i3b9+udASzBN5XD93NQlOpTvrxd9pOfQq1izOG4jtflJ0WjMZoMOLXMAy3QB9yDp1l7xufoy8sot6ATsSM6oPaxRmVWsXhOXGk/38x77l6OldOpVGjZQP0hUXsfu2TMvM0eqI7mvPZ5J1KI6JX9b6MtBBC3E1QUBDDh5ddAkTZstcvxD/2UQDy9q7hxtl91HjwGbyadCTt4xeo89x8wkfOJfmDoYQ/M4+cjR8TPW8/KrUZxwxVKmIWHEGblUzC+DZ4N+mIW61IwkctwMWvpEBmrZpNRtw06r7yack+aieafFj2tQfcazdCl38ZTcIevJvcz9V9azEU5KPNTsWzwd8s8v1wRDGjenN+c8n3PKJ3O4JbNeLcih1k7z9Nh7kvcWDq1xx8dzldPx/PwenLiX7mEdb3nlTSrO/FCOsenoB3RE36/TqH7P2n0aTnsH/K16ZZCc3GPEbLfw5l7xufl+yiN7C+15t3fcj/vPQR3b6agO6mFlc/L3Y8N7fM7mRPHK7Q2wrviJoEREfQf8tc0zZnDzc8QwLRXMguc58af2vEhj6T0BcU0f3ricS80Jfji9aQ8ftRUn7aVfK44cH02TCLlW1fNr1b9WsQyqYBUzDq9HiH33nUyrtOTaKeephNA6ZQr//9VfDVCiGEdVy/fp39+/cTGxuLr6+v0nEUcXpiBwozEsu8L2b+EVyD65huZ66chTbzHHXf3QaAf/sBBHQYSEbcNLwaxRLQcQgqlYrALk+Qf3wHidMeofG720xl/F5q9BgFgFtIfbybdkFzcidutSK5svMHruz4FkNxIcaiQpx9a9ze56Fn7/p4Tl5+NJi4iovfTsJQqMErqgPudWJQqaXu/Lfe62biWz+0zPvW9pjAzYzLptvNxg7EJzKEPUOnA3B+4z7Ob9xHy/FDyT1yjtR1ewFI+Xk3IR3vo0fc22weOt3sKcJnf9gKgOZ8Npf2JVCrQwyalf+h/oBONBj8AE5uLji5uaC9km/aJ/Hfdz84q3JS0+LVwex4bi6X/kggqEUDHvzXm/zS/fVSj2Fv5BVejeUcSWTLE++Zbj9+4qtyx6eu3YPuRiEAiXHbaPJcb44vWoN3RC26fDwOz9AgjDo9rv7e+ETU5Nq5krX8klbvxKi7+yU1O85/hT/e+gp9YZEFviohhFBORkYGb731FsuXL3fYQh/9wV6zxmX9NI+re9fQaMZW1G4l0xduTcOp/cS0UmONeh0FaSdw8gmk6PLFyodTqdCc2kX2+kVEz9mLi39Nru5bS0bcFNMQtXv5a8z6NO9GVPNuABiKtRx7OgT3iJjKZ7JDG/tNNmtc05f6U7d3O34bOh19QekOcPTDH0vdVjmpCYiKQHtVg2dIYKWzGY1GasZG0+S53mzs+xaFl69T5+E2tJowzDTmVtcpS+B99fCoFcClPxIAuPxnEjczLxN4Xz0ydx6rdK7qzuHm0NsKTdolvMJuH5Fw8fbA2dOdm1lXzH6MW590PbD0Vc5+v41fur3O2h4T0N0oxMnN1TSuvB8MFx9PAprUpetnrzF4/ye0mfoUtR9owcM/Tq34FyWEEMImXPrlI/Li42g0YwvO3v73HH9x+Zu4h0UR9X486V//k8LMc2Y9z+VtXwOgvZSK5lQ83jGd0WnycPLwwdknCENxETmbP6tQ9uIrmab/zlzxLj7Nu+MeKsucVVTMi32pN6Ajvw2bYTrZtDytJz/JtaSLbHrsHdpOeQqfSPOu3dNoWHegZAZBzdgmZP+RgKufFzpNAdo8DWoXZxqP6GF27hsXc/GsFYBfozAAfCJD8Klbi+tJ5VyQxA7IEfpq6srJVAzFekK7NCdz5zGiRz5Cyi+7y50DFtm3PSc/XYe+sIiGw7qTGV/yTtTVz9s0Taf+oM64BfiYnaM4/yb/bvqM6XbDoV2J6BVrWuVGCCGEfSnKTSd92XhcQ+pz9u2SI90qZzeazNtX5virB9Zz7fCvNJm3H7WbJ3We+4jkD4YSPWcPalf3cp/LaNBz6tVWGLQ3qDNqEW61InENCuPK799x8pUonHyC8G3xENeumH/UP+OHKeSfige9Dq/oDtQdU/6n2+JOnqGBxE4byfXULHqumgaAvkjHhj53nogMEP5Qa8K6tWR97zfRFxSxf9q/6Pr562zsNxm9trjc51I5qen321ycPd3Y/84yNOk53Mi6QoNBXRiwayHaPA0Z8cfwMvOof2HuNfZM+JSun72O0WBEpVbxx+SvuHExt0LfA1sjhb4a2zl6IZ0WjMZ19vPkp2axc8yicsfnHk2iR9zbuAf5knPorGl91f1TltH1i/EUXbtJ5u7j1WLNWCGEENWTa41wWv9i/pLN/m374t+2r+l2QMchBHQcYta+tR4dT9jwd0ttUzm7UH/iilLbwkbMBDArV90xX5j13OLubmZe4ZvQwWaPT996iPStt1fBS1u/l7T15k3tOvnpWo588O9S24w6Pf95aX6pbUdmxwGYlSvl592k/LzbrOe3F1Loq7Grp8+zvucbZo/PS0hj9+t3rlKTvDqe5NXxptsHpy83/fevgyo2debcj79z7sffK7SPEEJUF25ubkRFReHm5qZ0FGEhzv61ODv5AcJGvI9fm97ljj0zuRtF2al4NelopXTCGgqy8+i5ZgaHZn1farnNsjyyahredYK5dOCMldJZhxR6UYrBYEBXoKX/lrl3XFiqLJH976fFq4MoyLlqlXxCCPFX1KtXj2+//VbpGA6h+Go2idMevmO7b4sehD8zt0KfApSnxb+y7j3o/0XN3GGR5xTmcQ/y5eF/v3PH9oydxzj47rcV+hSgPCtaPG/22M2Dp1nkOasbKfQ2JKx7K1pP+vsd248t/oldr35skee4mXGZH1u9YPb41LV7SF27xyLPLYQQwn64+NckZsFRpWMIBRVevs7aHhOUjuEQpNDbkIvbj9zzoyQhhBB3d+bMGZ599lmWLVtGVFSU0nGEEMIiZNlKIYQQDsNoNFJcXIzRnCtYCiGEjZBCL4QQQgghhA2TKTfVhLOHG8OTvlM6hsU4e8gKEkIIoSR3J4gvf9EX8T/cnZROYFn21i2swVb7ixT6akKlUuHiWf4FOIQQQghzqVTgIX/lHZp0C8chP+pCCCEcRmRkJHFxcYSFhSkdRQghLEYKvRBCCIfh7u5OgwYNlI4hhBAWJSfFCiGEcBiZmZm89957ZGZmKh1FCCEsRgq9EEIIh3Ht2jXWrl3LtWvXlI4ihBAWI4VeCCGEEEIIGyaFXgghhBBCCBsmhV4IIYQQQggbJoVeCCGEwwgMDOTpp58mMDBQ6ShCCGExUuiFEEI4DLVajYuLC2q1/PkTQtgP+Y0mhBDCYeTm5vLll1+Sm5urdBQhhLAYKfRCCCGEEELYMCn0QgghhBBC2DAp9EIIIYQQQtgwKfRCCCEcho+PDz179sTHx0fpKEIIYTHOSgcQQgghrCUsLIwZM2YoHUMIISxKjtALIYRwGFqtlgsXLqDVapWOIoQQFiOFXgghhMNISUlh0KBBpKSkKB1FCCEsRqbcVBNGoxFdgf0cMXL2cEOlUikdQ4j/a+/O46Kq9z+Ov4Z9R1ZBEHAFUVNzz6Xccjc108rsWpl107Tip2aLa1YuXdcyvWWlFddySdwy1ysqiWsqoqIIyiagiA4Oyyy/P7hOkaigA4cZPs/Hg8fDOed7Zt5HhXlz5nvOEaLaMBggX6d0CsviYA3m9FZmaV1CaebUZaTQVxFaTQE/1HtB6RgmM/zC99g6OSgdQwghqo18HXTaonQKyxLdBxzNqClZWpdQmjl1GZlyI4QQQgghhBmTQi+EEEIIIYQZM6MPkoQQQoiHExYWRmxsrNIxhBDCpOQIvRBCCCGEEGZMCr0QQohqIzk5mZdffpnk5GSlowghhMlIoRdCCFFtaDQaTp06hUajUTqKEEKYjBR6IYQQQgghzJicFGtB/No3pte66SWWFeVpuJGYzoU1e4n/egsGnV6hdEIIIaqDmyf3cO6DLiWWWTk4Y1+rIV5PjMC335uorKV+WCrpIsqQ7ygLlLgumpRdR0GlwtGnBvWfeZw200fi3iCAmAnLlI4nhBCiGvDo/BzuLfuAwUBRTgZX96wkZcU75KfEEzxmudLxRAWTLlK5pNBboKsnL5K4Ntr4+Oy32xgUvZCGz3fj6KeRFFy9oWA6IYRQjr+/P9OnT8ff31/pKBbPqe6jeD3x511Lffq8QdwbYWRv/4paL8zC1t1HwXSiokkXqVwyh74a0GoKyDqagMrKCrfgmkrHEUIIxbi7u9O7d2/c3d2VjlLtWDs44xzaDgwGCjIuKB1HVDLpIhVLCn014RpS/M1TcF2tcBIhhFBOTk4OP//8Mzk5OUpHqZZuF3kbF0+FkwglSBepODLlxgLZONph7+lqnLcW+uKTeDWtS9bRBG4kpisdTwghFHPlyhXmzp1L06ZN8fDwUDqORdMX3EJ7IxuDwYA2J4OsX79Ek3gMpwZtcAhoqHQ8UcGki1SualHos7OzmTNnDuvWrSMlJQUfHx8GDx7Mxx9/zLhx41ixYgWLFy9m7NixSkc1iRYTn6XFxGdLLEva/DsHJ3+lUCJRFWTcAsP//mwAtHqwkc/ohBAVJD1yKumRU0ssq9F+MEGvfa5QIlGZpItULosv9MePH6d3795kZGTg7OxMeHg4aWlpLFq0iAsXLnDt2jUAmjdvrmxQEzq76jeSNsZgZWuDR1gQTcYMxNnfC11BoXHM40vfBisV/33tX8ZldjVcGLhnPodnrCRxXXRpTy3M0IFM+Oki7L9SstD32w6DgmFICHg5KBhQCGGRvHuOxuOxZzDoitAknyRj3WwKs1NQ2f75A+dmXDTnZ/S+Y1uDthCDXkfL9brKjCxMqCxdxMrOhv6/zeXi+mhOLFxnXN5xwRgcfGqwY/gsJaKbJYs+PpednU3//v3JyMggIiKC9PR0jh49SkZGBrNnz2bz5s0cOnQIlUrFI488onRck7mRmEF69ElSdx3j1Bcb2PmPT/FuXo/2s18zjomZ/G98W4dSZ2AH47J2H48iM/aMlHkLYTDAv07BuN9h31/K/G3ZBfDvc/DCXjiXq0hEIYQFs/dvgFvz7ri37I3f4InUf38jt84f4tLS141jXBt3osVqdYmvxl+cw8bVm1rPz1QwvXhYZeki+kIt+8Ytpum4wXiEBwMQ1Ks1gT1asf+dL5SKbpYsutCPGzeOlJQUxo4dy7x583B1dTWumzhxIs2aNUOr1RISEoKbm5uCSStW1uGzXFizlzoDO+DTKhSAwutqDkQspe2sUTjW9CC4bzv8HmtMzCS5NqylWHoGfky8/7isfBgbA6l5FZ9JCKU5OTnRtm1bnJyclI5S7bg0egzPJ0aQs2816vgDpY7RFxWQ+OlgXMI74v/Me5WcUFSk0roIwNUTicQtjaLTojdx8vek/dzXOfjeV2iuyInr5WGxhT4+Pp7Vq1fj7e3NJ598UuqYli1bAtCsWTPjsj179qBSqe74MvcpOX/MX4Neq6PFhGHGZam7j5O08QCdl4yj3aevciBiKQU5cua5JUjJgxUJZR9/rRC+OFNxeYSoKoKCgli8eDFBQUFKR6mW/Id9CFbWpP04pdT1l754HX1RPiHjv63cYKJSlNZFAP5YsBa9TseA7XPJ2H+Kixv2K5TQfFlsoY+MjESv1zN8+HBcXFxKHePo6AiULPS3ff7558TExBi/Vq1aVaF5K9rNpAwubthPrc6P4Nu2kXH54ekrca3jR+quY6TsPKpgQmFKa5PKv83ONLiab/IoQlQpOp0OtVqNTidzs5Xg4F8fz07PcvPETm7GlZzemblxEbmHN1Fv8i9Y2csnKJbobl3EoNWRdegsDl7unF+9W8GE5stiC/2uXbsA6NKly13HpKSkAKUX+vDwcNq1a2f8atq0acUErUQnFhb/BvzX34y1mgLUyZnkxF9SMJkwtY2Xy7+N1gDbUk2fRYiqJCEhga5du5KQUI6PsIRJ+T3zPlhZlThKf/PEblJWTqLuxJ+xrxmiXDhR4UrrIr5tG1F/WBfiv95CmxkvYe1gp2BC82SxV7lJTk4GIDg4uNT1Wq2W/fuLP9IprdCbUqtWrcjIyLjnGFuDFVNp81CvkxETx7f+Q+66PjchlZWBw+663pQaNmhIkUpfKa8l/sbGHr9FD3YXxpkLlzFxnZyIZslqLklGZWWNTq8jMLD0n4/mZsiQu//c+7vMzEwAtm7dypEjR8q83aBBg8qdq7Kp7BypuUD5X1Rcmz5Byw1/Pw3/T461G5W4ek3BlSQS5w4lcORcXJs+UQkJy65hwwYYCjVKxygzU3SJh1XeLmLj5EDHBWM4MusHzny3jd7rZ/Do5Oc5NPXbSkh7b5XdZfz8/Dh8+PADbWuxhT4vr/gMP42m9G/E1atXk52djaurK3Xq1Llj/bBhw8jOzsbLy4sBAwbw6aef4u3t/UBZMjIySE2996FPO5U1WNCdkNPS0yg0yEfaSlDZ2OH3gNvevHnzvv9XhXmrafhf0TIYLObf+vbP+7K4/Z6g0WjKtZ05/F1Z2TuZ3duIvuAWFz4ZiHubAfj2rXr3gklLS0NfcEvpGGVmjl2i9bQXUV/K5My3vwKwb/wSBuyYx6WtB7nye7yi2cypy1hsoffz8yMnJ4ejR4/Svn37EuvS09OZMGECAI888ggqlcq4zt3dnQkTJtC5c2dcXFyIiYnhk08+4ffff+fw4cM4OJT/gt1+fvevV7YGK7CgA9q1/GvJEXoF6W5mY+1a/l9AnbQ3CQgIqIBEosq4/fNOpbKYf2tnZ+cyj71d4h0dHcu1nTn8XansHJWOUG45B9aiufgH+annyNm3+o71jZecxs5HuROYa9WqZXZH6M2pSwR0bUGdAR3Y0C3CuOxm8hWOzPqBDvPHENU1Aq2mQLF8ld1lytIX70ZlMBju/rmYGRs3bhyLFy+mdu3a7Nixg4YNi28zfejQIUaMGEFiYiJFRUWMGTOGJUuW3PO5Nm7cyIABA1ixYgUvvfRSheQtupXPD/VeqJDnVsLwC99j6yR3K1LKotOw8nz5trG1gs09wNO+YjKJqqFNVPH7vRUQO0DpNKZx6NChMo89c+YML774IitXriQsLKzM27Vu3fpBolUqjRY6bVE6hWWJ7gOOZnTo09K6hNLMqctY7EmxEydOxMvLi8uXL9O4cWOaNm1KgwYNaNOmDXXr1qVr165A2ebP9+vXD2dn5wee1yREZRscDKr7Dyuhu7+UeWH56tevz7Zt26hfv77SUYQQwmQsttAHBgYSHR1N3759cXBwICkpCU9PT5YtW8bmzZs5d+4cUL4TYv86NUeIqizQGUY1LPt4L3t4o9H9xwlh7mxsbPDw8MDGxowOuwohxH1Y9E+0Ro0asWnTpjuWq9VqkpKSsLKyokmTJvd9nqioKPLy8mjTRtkzx4Uoj9GhUKiH7+4z9aamAyxsB/5y2WdRDaSkpDB//nzefvttAgMDlY4jhBAmYdGF/m7i4uIwGAw0bNjwjtt/v/DCC9StW5dHH33UeFLsnDlzaN68Oc8++6xCiYUoP5UK3gyHtj7w00XYm1HyXKmaDjAoBJ4OBg+ZaiOqCbVaTXR0NK+++qrSUYQQwmSqZaE/efIkUPp0m8aNG/Pjjz+yYMECNBoNgYGBvPrqq0ydOhU7O7nRgTA/bXyKvzI1kKQuPmrvbguNaoCNxU66E0KUh74wn8R5z5J/+TRWdo7YuPsS9M+lOPjXx2AwoFKpSIuchlfXkdj5Bis+BfXIUyocgpsQ+OJs3Fv14dLyceQeiqIwM5lG84/hVLe5cey91gGcfb8LmqQ/8B82hZoD3qrU/agqrO1tefzLt3FvEIguv5D87Fxi3v03N5P+vIdO84ihnF+9G3VKloJJi41MX0NOfDKHP/qe1F3HaDPzZYJ6tsKlti9R3f+Pa3FJxrGudfzotPBN7D1dKbp5i33jl3D9XIpxfc810/AMD+aP+Ws4/e/NCuyNaUih/5vJkyczefLkyo5UKo/wYB6b9zq2Lo7kpWSx983FFFy9UaGv6RLow+Dfl3A9/hL73vqca3FJNI8YSthLPbmVfg2AnHMpRI9ZCED46H6EjeyJNi+fqB4TKjSbeDi+jsVfQghRGp8nR+PWsjcqlYrMzUtIXjKK0Fl7uH5gLXnnD2EoKiAvIZa0Hz6g9qiF2Lh5VXpGg06Lyrq4uoR+HI2NSw0APDoMwW/wRM5O7njHNvdaBxA6azdJC0dWVGSzcXbVdlJ3HQMg7KVedPjsn/z69FSC+7bDu3l9rO1t8G5RnxbvPkfshysoyFFXekaVtRUGXfFnzVsHfkjhjeJ7BCRvjuHUF7/QZ8NHd2zz2JzXOPf9ds7/tIfgvu3ouHAsm3q/a1y/bcg0Oi4YUzk7UIGq5fG5exX6qqTjgrHETFjGL53f4mJUDK2nvFihr6eyLv7voFUXl/O//oabuC6aqB4TiOoxwVjmAU4v38SBiC8rNJcQQoiKZWXngHurPsYj784N21GYmQQUF2KPx4aQvWMFWVuXEjz2K7Q3sjnxciAFGYkAZKyfR8K0Xhj0975m95GnVKR+/wGn32rBqX825OqeH4zrLn42nPh3WnF63CMkzOhLUU6GcZu0H6cSH9Ga1JWlH3BzbdwZO+/Sz4m41zpRTFdQZCzzAFlHE3Cp7QNA8ubfSdoUQ/1nuxL6j54ciFiKvacbzxxZhkuQLwCNXx9Ajx/f//M+F3cxMn0NLSY9S//f5jJo3yLqDu5kXNfp8/H0+3U2A3Z+RrdVk3H0qWHcpvn/DaXf1k9p+d7wUp/3yu/xxoOOf+Xg5YZXs3pcWLvXuC/OtbxwDXnw671XVdXyCP2uXbuUjnBfnk3qoL2VbyzVF37aQ+upL2Jla4O+SHvH+I4LxmDQG3CvH4C9pytZR84RM2k5uvxC6gzqSPiovljZ2qCyUnF0diQp24tved5r7XSunU7Gu3k9dPmF7H/7i8rcTSGEqFQ+Pj6MHz8eHx8fpaNUaZmbFlKjzVMA5MSsI+/cQby7vYRzow4kfz6a2q/MJ3DkXBLnDCXwpXlkbfmcsHmxqKzKcJxQpSJ8wTEKMhKJj2iFS6MO2NcMIXDUAmzdi/9dMtZ8SlrkNILf+N8BIytrGn1W9vsNiIcTPqoPl7YV/30H9WmLT4sGnF+9m8zYM7Sf+zqHpn7D4ZkreWJ5BIenryTspZ5s6jMZynJrIwNsfHICLkG+9P91NpmxZ1CnZBE75RvjLISmYwfS/P+GEjNpefEmOn2Jo+pl5RzgjeZKjvGoPoA6NRvnAO8S04ksQbUs9ObAJcgXj7AgBmyfa1xm42iPk58n6suZpW7j/WgDNvedjE5TSNdvJhI+uh8nF60jbc9xLq7fV/y8gT703fwxP7f+J/rC4l8M3Ov5s3XQFAxaHS6Bpb/JBfdrj99jTSjIuckf89eQcSDOxHsshBAVz8vLi+HDSz/KZ8nOTGxPflpCqevC5x/Dzqe28XH6zx9TkH6e4Jk7AajRbhAe7QeTFjkN5wZt8OjwDCqVCs/Oz3Hz5G4SpvWk4cydxjJ+P949RgFg71cXl8adUcftxb5mCNf2/si13avQF+VjKMzHxu3Pu117d3/5QXddAH02zsKtrn+p66J6TOBW2lXj46bjBuMa4seBodMBuLTlIJe2HKR5xFCyj50naWMMABd/2Y9fhyb0iPyAbUOnl3lK8LkfdwCgvpTJlYPx1Gwfjvrn/1J3UEfqDXkca3tbrO1tKbh207hNwn+q/oFYpUmhr8KyjiWw/bk/54M9e+rre45PijqANi8fgITInTR6pQ8nF63DJagmnT8fj5O/FwatDrsaLrgG+ZJ7Pg2AC2v3YtDq7vq8Z1f+xh8L12LQ6vBtHUqXFRPZ1HsSeSnZJthLIYSoPDdu3CA2NpY2bdrg5uamdJxKEzYnpkzjMtbP43rMOhrM2IGVffFV4G5Pw6n13LQSYw06LZrkU1i7elJ4NfXBw6lUqE/vI3PTIsJmx2Bbw5frB6NIi5xiHGLl4PLgzy/Y0v/9Mo1r/PoAgvu05beh09FpCkusO/7ZTyUeq6yt8AgNouC6Gic/zwfOZjAY8G0TRqNX+rCl33vkX71B7Sdb0WLCMOOY292mvPJSs3Gs6VFi7r1LgDd5qZbXX6rlHHpzoE6+gnPAn0cnbF0csXFy4FbGnXPE7ub2J1+PL32Lcz/sZEOXd4jqMQFtXj7W9n9esed+3yiarOvGwp956CzXTl3Eu1m9cuyNEEJUDWlpabz33nukpaUpHaXKubLhX+RER9Jgxnbjyab3krryXRwCQgn9JJqUb/6P/PT73PTif67u/AaAgitJqE9H4xLeCa06B2tHV2xcvdAXFZK1bdnD7Ip4AOGv9aPOoA78NmyG8WTTe2n5/gvkXkhl68APaT3lxTLPS28wrCtQPGPAt00jMn+Px87dGa1aQ0GOGitbGxqO6PFQ+3Jb/tUbXDt5kXpPdwYguG878tKvWdx0G5Aj9FXWtbgk9EU6/Ds/QvreE4SN7MnFDftLnT9/W0i/dsR9uRFdfiH1h3UlPfoEAHbuLsZpOnWf7oS9h2u5sjj5expPNnGt44dn4xBy4i894J4JIYSoagqzU0hZEYGdX13OfdAFAJWNPY3mHSx1/PVDm8g9+iuN5sViZe9E7Vf+ReKcoYTNPoCVncM9X8ug13H6rRboC/KoPWoR9jVDsPMK4Nqe74l7IxRrVy/cmnUn91rZj/onf/EauYc3U5STQcK0nlg7utJk2fn7rhPFnPw9aTNtJDeSMui1ZhoAukItm/uWfhJyYPeWBHRpzqY+76LTFBI77TueWP4OW/q/j66g6J6vpbK2ov9vc7Fxsif2wxWoU7LIy7hGvac7M2jfQgpy1KRFn8C5HEf9288ZTWC3ljj61qBH5AcUqTWse+xNAA5MXEbHBWNoOm4wRWoN+976vMzPa06k0Fdhe8cspOOCMdh9+io3kzLYO3bRPcdnH79Aj8gPcPByI+vIOeP1VGOnrOCJf0dQmHuL9P0ny30N2UfffR6vR+pi0OrQ6/X8PvkrbiSmP/B+CSGEqFrsvANpuaEMJzT+T43W/ajRup/xsUeHZ/Do8EyZtq35VAQBw2eWWKaysaXuxNUllgWMmAVQplzBb9z9iP691olit9Kv8a3/kDKPT9lxhJQdR4yPkzfFkLypbNO64r6M4tic/5RYZtDq+O/r80ssO/ZpJECZcsVMXH7XdTcupJV5ypE5k0JfhV0/c4lNvSaVeXxOfDL737nzKjWJa6NJXBttfHx4+krjn399eup9n3ff+CVlziCEEEJUNJsaNTn3/uMEjPgE91Z9Huq5zr7fhcLMJJwbdTBROlHRNJk59Fo3gyMf/1DicpsPoueaabjU9uHKobMmSqcMKfSiBL1ej1ZTwIDtc403lrqX8NH9aDi8G7cycionoBBCPAR7e3tCQ0Oxt7dXOopFKrqeScK0J+9Y7tasB4EvzS3XpwD30uw7082BDp2122TPVd05eLnx5H8+vGN52t4THJ65qlyfAtzL6mavmuR5oPjGUpZACr0ZCejagpaTn79j+YnF6002J+xW2lV+ajG6zONPL9/E6eWbTPLaQghR0erUqcOqVauUjmGxbGv4Er7guNIxhELyr96Qu8YrRAq9GUnddeyhP1oSQgghhBCWRS5bKYQQoto4e/YsHTp04OxZ854vK4QQfyWFXgghRLVhMBgoKirCUJZb1AshhJmQKTdVhI2jPcMvfK90DJOxcZQTzoQQojI5WEP0w13wRfyNg7XSCcrH0rqE0sypy0ihryJUKhW2Tve+GYcQQghxNyoVOMq7erUmXaL6kik3QgghhBBCmDH5XV4IIUS1ERISQmRkJAEBAUpHEUIIk5FCL4QQotpwcHCgXr16SscQQgiTkik3Qgghqo309HQ++ugj0tPTlY4ihBAmI4VeCCFEtZGbm0tUVBS5ublKRxFCCJORQi+EEEIIIYQZk0IvhBBCCCGEGZNCL4QQQgghhBmTQi+EEKLasLKyokWLFlhZydufEMJyyE80IYQQ1YZer+fYsWPo9XqlowghhMlIoRdCCCGEEMKMSaEXQgghhBDCjEmhF0IIIYQQwoxJoRdCCFFtuLq60qtXL1xdXZWOIoQQJmOjdAAhhBCisgQEBDBjxgylYwghhEnJEXohhBDVRkFBAZcvX6agoEDpKEIIYTJS6IUQQlQbFy9e5Omnn+bixYtKRxFCCJORKTdVhMFgQKuxnCNGNo72qFQqpWMIIUS1YTBAvk7pFJbFwRrM6a3M0rqE0sypy0ihryK0mgJ+qPeC0jFMZviF77F1clA6hhBCVBv5Oui0RekUliW6DziaUVOytC6hNHPqMjLlRgghhBBCCDMmhV4IIYQQQggzZkYfJAkhhBAPJywsjNjYWKVjCCGESckReiGEEEIIIcyYFHohhBDVRnJyMi+//DLJyclKRxFCCJORQi+EEKLa0Gg0nDp1Co1Go3QUIYQwGSn0QgghhBBCmDEp9EIIIYQQQpgxucqNBfFr35he66aXWFaUp+FGYjoX1uwl/ustGHR6hdIJIYSoDm6e3MO5D7qUWGbl4Ix9rYZ4PTEC335vorKW+mGppIsoQ76jLFDiumhSdh0FlQpHnxrUf+Zx2kwfiXuDAGImLFM6nhBCKMbf35/p06fj7++vdBSL59H5Odxb9gGDgaKcDK7uWUnKinfIT4kneMxypeOJCiZdpHJJobdAV09eJHFttPHx2W+3MSh6IQ2f78bRTyMpuHpDwXRCCKEcd3d3evfurXSMasGp7qN4PfGC8bFPnzeIeyOM7O1fUeuFWdi6+yiYTlQ06SKVS+bQVwNaTQFZRxNQWVnhFlxT6ThCCKGYnJwcfv75Z3JycpSOUu1YOzjjHNoODAYKMi4oHUdUMukiFUsKfTXhGlL8zVNwXa1wEiGEUM6VK1eYO3cuV65cUTpKtXS7yNu4eCqcRChBukjFsfhCn52dzcSJE6lfvz4ODg7Url2b8ePHk5eXxyuvvIJKpWLJkiVKxzQpG0c77D1dsfdyo0ZYEG0/HoVX07pkHU3gRmK60vGEEEJUA/qCW2hvZFOUm4Um6SSXvhyDJvEYTg3a4BDQUOl4ooJJF6lcFj2H/vjx4/Tu3ZuMjAycnZ0JDw8nLS2NRYsWceHCBa5duwZA8+bNlQ1qYi0mPkuLic+WWJa0+XcOTv5KoURCCCWpi2BzCmy8BLevLaEHfrgA/WuDm52S6YSlSo+cSnrk1BLLarQfTNBrnyuUSFQm6SKVy2ILfXZ2Nv379ycjI4OIiAimTp2Kq6srAHPmzGHSpEnY2NigUql45JFHFE5rWmdX/UbSxhisbG3wCAuiyZiBOPt7oSsoNI55fOnbYKXiv6/9y7jMroYLA/fM5/CMlSSuiy7tqYUQZibqEsw9CRrdnevmx8EX8fBWY3imTuVnE5bNu+doPB57BoOuCE3ySTLWzaYwOwWVrYNxzM24aM7PuPMkZYO2EINeR8v1pfzHFWahLF3Eys6G/r/N5eL6aE4sXGdc3nHBGBx8arBj+Cwlopsli51yM27cOFJSUhg7dizz5s0zlnmAiRMn0qxZM7RaLSEhIbi5uSmY1PRuJGaQHn2S1F3HOPXFBnb+41O8m9ej/ezXjGNiJv8b39ah1BnYwbis3cejyIw9I2VeCAvx00WYcbz0Mn9bgR5mn4TvEiotlqKcnJxo27YtTk5OSkexePb+DXBr3h33lr3xGzyR+u9v5Nb5Q1xa+rpxjGvjTrRYrS7x1fiLc9i4elPr+ZkKphcPqyxdRF+oZd+4xTQdNxiP8GAAgnq1JrBHK/a/84VS0c2SRRb6+Ph4Vq9ejbe3N5988kmpY1q2bAlAs2bN7li3fv16HnvsMZydnXF3d6dDhw7ExcVVaOaKlHX4LBfW7KXOwA74tAoFoPC6mgMRS2k7axSONT0I7tsOv8caEzNJrg0rhCU4fb34yHxZLY6HY1crLE6VERQUxOLFiwkKClI6SrXj0ugxPJ8YQc6+1ajjD5Q6Rl9UQOKng3EJ74j/M+9VckJRkUrrIgBXTyQStzSKTovexMnfk/ZzX+fge1+huSJXoioPiyz0kZGR6PV6hg8fjouLS6ljHB0dgTsL/aJFixg6dCgdO3YkKiqKyMhIunfvjkajqfDcFemP+WvQa3W0mDDMuCx193GSNh6g85JxtPv0VQ5ELKUgR848F8IS/HQRDOXc5j+JFRKlStHpdKjVanQ6mcqhBP9hH4KVNWk/Til1/aUvXkdflE/I+G8rN5ioFKV1EYA/FqxFr9MxYPtcMvaf4uKG/QolNF8WWeh37doFQJcuXe46JiUlBShZ6C9cuMCECROYP38+c+bMoVu3bvTp04fp06fTqlWrig1dwW4mZXBxw35qdX4E37aNjMsPT1+Jax0/UncdI2XnUQUTCiFM5Xoh/JZa/u32ZEBWvunzVCUJCQl07dqVhIRqMseoinHwr49np2e5eWInN+NKTu/M3LiI3MObqDf5F6zsZUqUJbpbFzFodWQdOouDlzvnV+9WMKH5ssiTYpOTkwEIDg4udb1Wq2X//uLf/v5a6FesWIGtrS2vvvqqSfO0atWKjIyMe46xNVgxlTYmfd2/O7FwLXUGdqDFhGFsGzINKL7Rgzo5k5z4SyZ9rYYNGlKk0t9/oBDC5Gzrt8XrnbXl3k5ngLYDRlB42rzeUIcMGVLmsZmZmQBs3bqVI0eOlHm7QYMGlTtXZVPZOVJzQdX/RcXvmfe5Fh1J2o9TCJ1V/H/t5ondpKycRIMpW7GvGaJswL9o2LABhkLz+YS+MrrEwyqti/i2bUT9YV2I/3oLbWa8RFSPCejyC+/9RJWgsruMn58fhw8ffqBtLbLQ5+XlAdx1mszq1avJzs7G1dWVOnX+vLTDgQMHCA0N5fvvv+ejjz7i8uXLNGjQgClTpvDcc889cJ6MjAxSU+99uMxOZQ0PeeO0jJg4vvW/+xtbbkIqKwOH3XW9KaWlp1FokI+0hVCCm28eXg+4bU6ehuv3+XlV1dz+mV8Wt98XNBpNuba738/wqsDK3ulh30ZMwrXpE7TccPcJX461G5W4ek3BlSQS5w4lcORcXJs+UQkJyy4tLQ19wS2lY5SZKbrEwypvF7FxcqDjgjEcmfUDZ77bRu/1M3h08vMcmvptJaS9N3PqMhZZ6P38/MjJyeHo0aO0b9++xLr09HQmTJgAwCOPPIJKpSqxLjU1lcmTJzN79mxq167N119/zfPPP4+Pjw/du3d/4Dz3Y2uw+vMC0Ragln8tOUIvhEJsnR/8wvIeDjY4BwSYME3Fc3Z2LvPY2yXe0dGxXNsFmMHficrOUekI5aYvuMWFTwbi3mYAvn3HKh3nDrVq1TK7I/Tm1iVaT3sR9aVMznz7KwD7xi9hwI55XNp6kCu/xyuarbK7TFn64t1YZKHv3r078fHxzJ49mx49etCwYfEd6Q4dOsSIESPIzs4G7ryhlF6vR61Ws2rVKgYOHAhAt27dOH36NDNnznzgQl+Wj0+KbuXzQ70XHuj5q6JzCeewdXK4/0AhhMkV6qDfdrhWzk+sXWwgett/cDSzd4ZDhw6VeeyZM2eIjIykd+/ehIWFlXm7BQsWPECyyqXRQqctSqcon5wDa9Fc/IP81HPk7Ft9x/rGS05j56PcFYnOnUswq+8Hc+sSAV1bUGdABzZ0izAuu5l8hSOzfqDD/DFEdY1AqylQLJ85dRkz+m9adhMnTuTHH3/k8uXLNG7cmLCwMPLz8zl//jy9e/cmJCSEbdu23XGFG09PT4ASxV2lUtG9e3e+/fbbytyFSvXr01PvP0gIYTbsrOGpYPimnNOp+wdhVuXlQdSvX59t27aVuDeJUI5XlxF4dRmhdAyhkNRdx/gx7B93LD/z7a/GI/aibCzyKjeBgYFER0fTt29fHBwcSEpKwtPTk2XLlrF582bOnTsH3HnJysaNG9/1OfPzLfzSD0IIizIkBNxsyz7e2QaGVYO7xdrY2ODh4YGNjYX/5iKEqFYsstADNGrUiE2bNnHz5k1u3rzJwYMHGT16NHl5eSQlJWFlZUWTJk1KbPPUU08B8NtvvxmX6fV6tm/fTuvWrSs1vxBCPIyajjC/LTiVobc6WMO81hBY9inlZislJYWIiAjjpYuFEMISVLtDFHFxcRgMBho2bHjHrb/79+9Pp06dGD16NFevXiUoKIivvvqKuLg4tm/frlBiIYR4MM084esOMPcUHL3LXWCbeUJEEwivUanRFKNWq4mOjjb55YmFEEJJ1a7QnzxZfC/0v0+3geL58lFRUUyaNIn33nuPGzdu0KxZM7Zs2ULXrl0rO6oQQjy0Bu6wvANcuAGbLkPG/y7Y4esAfWtDQ3dl8wkhhHh4Uuj/pkaNGixbtoxly5ZVZiwhhKhQ9dxg/N1PExLVnL4wn8R5z5J/+TRWdo7YuPsS9M+lOPjXx2AwoFKpSIuchlfXkdj5Bpe45LMSjjylwiG4CYEvzsa9VR8uLR9H7qEoCjOTaTT/GE51mxvHnpv6JNqcDLCywtrRldqvLsKpbgvj+rPvd0GT9Af+w6ZQc8Bblb8zVYC1vS2Pf/k27g0C0eUXkp+dS8y7/+Zm0p83xWweMZTzq3ejTslSMGmxkelryIlP5vBH35O66xhtZr5MUM9WuNT2Jar7/3EtLgko2371XDMNz/Bg/pi/htP/3qzQHj08KfRVmEd4MI/Nex1bF0fyUrLY++ZiCq7eqNDXdAn0YfDvS7gef4l9b31u/KYI7tuW5hFD4X8/xHeO+AR1Shbho/sRNrIn2rx8onpMqNBsQgghKo7Pk6Nxa9kblUpF5uYlJC8ZReisPVw/sJa884cwFBWQlxBL2g8fUHvUQmzcHvT2ZQ/OoNOisi6uLqEfR2PjUgMAjw5D8Bs8kbOTO96xTd0JPxnH5cSsJ2nhSMIX/mFcHzprN0kLR1Z09Crv7KrtpO46BkDYS73o8Nk/+fXpqQT3bYd38/pY29vg3aI+Ld59jtgPV1CQo670jCprKwy64uvCbx34IYU3im/6lbw5hlNf/EKfDR/dsc3d9uu2bUOm0XHBmEpIX7GqXaHftWuX0hHKrOOCsex/u7hU13+2K62nvMi+8Usq7PVU1sXnSGvVJcu5Z5M6PPru8/w6ZBqaKznYODtg0Bd/Q51evolrJy/SZsbICsslhBCm4uPjw/jx4/Hx8VE6SpViZeeAe6s+xsfODdtx5Zd5QHFZtvMN5tyH3bh18Q8aTN1KYWYyp99qRujHe7H3q0vG+nnc/GMH9adsQWV19+ttHHlKhd8z75N7eDP6gjz8h03F64nhAFz8bDj5qWcxaAux9a5NyJtfY+vhx5GnVPgPm0LukS24NnmCwJfm3vG8ro073/U1b5d5AN2tXOOBKfEnXUGRsfQCZB1NoMk/BwCQvPl31ClZ9Px5Kh7hIewYPgvnQB8G7PiMrYM+RH0pk8avD6BW56ZsH/4xGO5+l+CR6Wv4Y8EaAru1xMbJnj/+9TOJ66IB6PT5eNzr1cLK1oa8tGwOvLMUTdZ1Rqav4fhnPxHY7VEyDsRxeOaqO573bjegutd+WZpqV+jNhWeTOmhv5RuPkF/4aQ+tp76Ila0N+iLtHeM7LhiDQW/AvX4A9p6uZB05R8yk5ejyC6kzqCPho/piZWuDykrF0dmRpGw/AkCvtdO5djoZ7+b10OUXsv/tL+547sav9ydu2UY0V3IA0ObJJTyFEObJy8uL4cOHKx2jysvctJAabYqv/JYTs468cwfx7vYSzo06kPz5aGq/Mp/AkXNJnDOUwJfmkbXlc8Lmxd6zzBupVIQvOEZBRiLxEa1wadQB+5ohBI5agK178S9aGWs+JS1yGsFvfFm8jZU1jT4r+w3E/u7i/Be5eXI3AA2mmNndtxQQPqoPl7YV/30H9WmLT4sGnF+9m8zYM7Sf+zqHpn7D4ZkreWJ5BIenryTspZ5s6jP5nmXeyAAbn5yAS5Av/X+dTWbsGdQpWcRO+cY4C6Hp2IE0/7+hxExaXryJTs+m3u+adL8sjRT6KsolyBePsCAGbP/zSISNoz1Ofp6oL2eWuo33ow3Y3HcyOk0hXb+ZSPjofpxctI60Pce5uH5f8fMG+tB388f83Pqf6AuLfzFwr+fP1kFTMGh1uATeedSqRsNA1Jcz6bVuOrYuTqTsOMLxeT8Zj9ILIYS5uHHjBrGxsbRp0wY3Nzel41SaMxPbk59W+p3Gwucfw86ntvFx+s8fU5B+nuCZOwGo0W4QHu0HkxY5DecGbfDo8AwqlQrPzs9x8+RuEqb1pOHMncYyfj/ePUYBYO9XF5fGnVHH7cW+ZgjX9v7Itd2r0BflYyjMx8bN+89tur/8oLsOQJ23VwJwddd3pKycVO1KfZ+Ns3Cr61/quqgeE7iV9udlsJqOG4xriB8Hhk4H4NKWg1zacpDmEUPJPnaepI0xAFz8ZT9+HZrQI/IDtg2dXuYpwed+3AGA+lImVw7GU7N9OOqf/0vdQR2pN+RxrO1tsba3peDaTeM2Cf95+NkVf98vSyOFvgrLOpbA9uf+nA/27Kmv7zk+KeqA8eh5QuROGr3Sh5OL1uESVJPOn4/Hyd8Lg1aHXQ0XXIN8yT2fBsCFtXsxaHV3fV6VtTWeTeqw/flZqFQqun73LqH/eJIz38hd3IQQ5iUtLY333nuPlStXVqtCHzYnpkzjMtbP43rMOhrM2IGVffGlnW+fAFvruWklxhp0WjTJp7B29aTwauqDh1OpUJ/eR+amRYTNjsG2hi/XD0aRFjnFOMTKweXBn/8vvLr+g+Slr6O9cVWRcwCUsqX/+2Ua1/j1AQT3actvQ6ej0xSWWHf8s59KPFZZW+ERGkTBdTVOfp4PnM1gMODbJoxGr/RhS7/3yL96g9pPtqLFhGHGMQ87M+Be+2UpLPbGUuZOnXwF54A/j07Yujhi4+TArYxrZX6O2598Pb70Lc79sJMNXd4hqscEtHn5WNvbGcfd7xslLzWb5M0H0eUXotUUcGnLQXxaNizfDgkhhKjSrmz4FznRkTSYsb3EvPO7SV35Lg4BoYR+Ek3KN/9Hfvr5Mr3O1Z3fAFBwJQn16WhcwjuhVedg7eiKjasX+qJCsraZ5kpzWvV1Cq+mGR9f//0XbFy9sHZ98AJqqcJf60edQR34bdgM48mm99Ly/RfIvZDK1oEf0nrKi7iG+JXpdRoMK74MuEugD75tGpH5ezx27s5o1RoKctRY2drQcESPh9qXvyrvfpkrOUJfRV2LS0JfpMO/8yOk7z1B2MieXNywv9T587eF9GtH3Jcb0eUXUn9YV9KjTwBg5+5inKZT9+lO2Hu4litL4vpogp5szfnVu1FZqaj1eDOuxJZ+AooQQgjzU5idQsqKCOz86nLugy4AqGzsaTTvYKnjrx/aRO7RX2k0LxYreydqv/IvEucMJWz2AazsHO75Wga9jtNvtUBfkEftUYuwrxmCnVcA1/Z8T9wboVi7euHWrDu518p+1D/5i9fIPbyZopwMEqb1xNrRlSbLzqO7lUvinGfQF2pQqaywcfOh/gebFL/sZlXj5O9Jm2kjuZGUQa810wDQFWrZ3HdyqeMDu7ckoEtzNvV5F52mkNhp3/HE8nfY0v99dAVF93wtlbUV/X+bi42TPbEfrkCdkkVexjXqPd2ZQfsWUpCjJi36BM7lOOrffs5oAru1xNG3Bj0iP6BIrWHdY2+We7/MmRT6KmzvmIV0XDAGu09f5WZSBnvHLrrn+OzjF+gR+QEOXm5kHTlnvJ5q7JQVPPHvCApzb5G+/2S5ryF78Zf9eDWty8D/zseg03PlYDzxX1Wv+YdCCGHJ7LwDabmhDCc0/k+N1v2o0bqf8bFHh2fw6PBMmbat+VQEAcNnllimsrGl7sTVJZYFjJgFUKZcwW+UfkTf3jeYRvNiy5SrOruVfo1v/YeUeXzKjiOk7DhifJy8KYbkTWWb1hX3ZRTH5vynxDKDVsd/X59fYtmxTyMBypQrZuLyUpeXd7/MmRT6Kuz6mUts6jWpzONz4pPZ/86dV6lJXBtN4tpo4+PD01ca//zXa7HelcHA4RkrOTxj5f3HCiFEFWZvb09oaCj29vZKRxEPwaZGTc69/zgBIz4pcbnNB3H2/S4UZibh3KiDidKJiqbJzKHXuhkc+fiHEpelfBA910zDpbYPVw6dNVE6ZUihFyXo9Xq0mgIGbJ9b4sZSdxM+uh8Nh3fjVkZO5QQUQoiHUKdOHVatuvM61sI0iq5nkjDtyTuWuzXrQeBLc8v1KcC9NPsu4/6Dyih01m6TPVd15+DlxpP/+fCO5Wl7T3B45iqTHS1f3exVkzwPFN9YyhJIoTcjAV1b0HLy83csP7F4Pfve+twkr3Er7So/tRhd5vGnl2/i9PJNJnltIYQQ5s22hi/hC44rHUMoJP/qDblrvEKk0JuR1F3HHvqjJSGEqM7Onj3Lyy+/zIoVKwgNDVU6jhBCmIRctlIIIUS1YTAYKCoqwlCWO1oKIYSZkCP0VYSNoz3DL3yvdAyTsXGUE86EEKIyOVhD9MOdHyr+xsFa6QTlY2ldQmnm1GWk0FcRKpUKW6d7X7tXCCGEuBuVChzlXb1aky5RfcmUGyGEEEIIIcyY/C4vhBCi2ggJCSEyMpKAgAClowghhMlIoRdCCFFtODg4UK9ePaVjCCGEScmUGyGEENVGeno6H330Eenp6UpHEUIIk5FCL4QQotrIzc0lKiqK3NxcpaMIIYTJSKEXQgghhBDCjEmhF0IIIYQQwoxJoRdCCCGEEMKMSaEXQghRbXh6evKPf/wDT09PpaMIIYTJqAwGg0HpEEIIIYQQQogHI0fohRBCCCGEMGNS6IUQQgghhDBjUuiFEEIIIYQwY1LohRBCCCGEMGNS6IUQQgghhDBjUuiFEEIIIYQwY1LohRBCCCGEMGNS6IUQQgghhDBjUuiFEEIIIYQwY1LohRBCCCGEMGNS6IUQQgghhDBjUuiFEEIIIYQwY1LohRBCCCGEMGNS6IUQQgghhDBjUuiFEEIIIYQwY/8P4F8xMZLzrRUAAAAASUVORK5CYII=", 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" + ] + }, + "execution_count": 5, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "num_features = np.shape(training_data)[1]\n", + "entangler_map = [[0, 2], [3, 4], [2, 5], [1, 4], [2, 3], [4, 6]]\n", + "\n", + "# Creating the feature map without trainable params\n", + "# we will use this for an initial QSVC\n", + "fm_n = CovariantFeatureMap(\n", + " feature_dimension=num_features,\n", + " entanglement=entangler_map,\n", + " include_training_parameters=False,\n", + ")\n", + "# With trainable params\n", + "fm = CovariantFeatureMap(\n", + " feature_dimension=num_features,\n", + " entanglement=entangler_map,\n", + " include_training_parameters=True,\n", + ")\n", + "print(\"training parameters : \", [x.name for x in fm.training_parameters])\n", + "fm.draw(\"mpl\")" + ] + }, + { + "cell_type": "markdown", + "id": "e6bd94b3-fc38-490a-9e19-bee24efe7df1", + "metadata": {}, + "source": [ + "### 2.b. Performing a classiciation task using a QSVC.\n", + "\n", + "As mentioned previously, to utilise a kernel, classical or quantum we need to perform a classication algorithm on it. Here, we get our first taste of what the Qiskit machine learning package can do - we can perform a `QSVC` using a built in [`QSVC`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.algorithms.QSVC.html) feature, which is an extension of sklearns SVC. The `QSVC` is initialised with a QK and when the fit method is called, it calls the QK to evaluate itself and then passes the resultant kernel to the SVC fit method.\n", + "\n", + "We create a `run_QSVC` function to create and fit our `QSVC` as well as calculate some popular machine learning metrics (ROC AUC, F1, Test accuracy) to evaluate training success.\n", + "\n", + "### Task 2.\n", + "1. Create a `QSVC` object (make sure to add the `proability = True` attribute so we can calculate probability outputs)\n", + "2. Run the fit method on the `QSVC`.\n", + "\n", + "Consult the docs for `QSVC` for help on creating these lines or simply ask one of us." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "a1992310-1672-4664-ab72-8a6f15fd8dc2", + "metadata": {}, + "outputs": [], + "source": [ + "def run_QSVC(training_input, train_labels, test_input, test_labels, quantum_kernel):\n", + " \"\"\"A function to fit and score a quantum support vector classifier.\n", + "\n", + " Args:\n", + " training_input (np.ndarray): training sample features.\n", + " train_labels (np.ndarray): training sample labels.\n", + " test_input (np.ndarray): testing sample features.\n", + " test_labels (np.ndarray): testing sample labels.\n", + "\n", + " Returns:\n", + " qsvc (QSVC): the fitted qsvc object.\n", + " auc (float): the ROC AUC score.\n", + " f1 (float): the f1 score.\n", + " \"\"\"\n", + " # Create the QSVC\n", + " qsvc = QSVC(quantum_kernel=quantum_kernel, probability=True)\n", + "\n", + " # Evaluate the kernel and fit the SVC\n", + " qsvc.fit(training_input, train_labels)\n", + "\n", + " # predict probabilities\n", + " predicted = qsvc.predict(test_input)\n", + " predicted_proba = qsvc.predict_proba(test_input)\n", + " # Calculate F1-Score and write\n", + " f1 = f1_score(test_labels, predicted, average=\"weighted\")\n", + " # calculate scores\n", + " try:\n", + " auc = roc_auc_score(test_labels, predicted_proba, multi_class=\"ovo\", average=\"weighted\")\n", + " except:\n", + " auc = roc_auc_score(test_labels, predicted_proba[:, 1])\n", + "\n", + " acc_score = accuracy_score(test_labels, predicted)\n", + " # summarize scores\n", + " return qsvc, auc, f1, acc_score" + ] + }, + { + "cell_type": "markdown", + "id": "001ebbd2-1861-451f-a9b3-62bc9b509917", + "metadata": {}, + "source": [ + "Now to run our first experiment. Before running the `QSVC` we must first create our QK, we will utilise Qiskit machine learning's [`FidelityStatevectorKernel`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.FidelityStatevectorKernel.html#fidelitystatevectorkernel), this is an implementation of the `BaseKernel` which is optimised for simulated statevectors. `FidelityStatevectorKernel` is initialised with a feature map and implements a quantum kernel based on the state fidelity. As a reminder, the kernel between two classical inputs $x_i$ and $x_j$ is given by $| \\langle \\phi(x_i) | \\phi(x_j) \\rangle |^2$, where $| \\phi(x_i) \\rangle$ and $| \\phi(x_j) \\rangle$ are quantum states obtained by applying a feature map to the inputs. In this case, we use the Covariant feature map.\n", + "\n", + "### Task 3\n", + "1. Create a variable `fidelity_kernel` and initialise it as a `FidelityStatevectorKernel` object with the covariant feature map with __no trainable parameters__ (fm_n).\n", + "2. Run the `run_QSVC` function to show a `QSVC` in Qiskit machine learning.\n", + "3. Extension - look at the `FidelityStatevectorKernel` docs and see if you can evaluate the kernel on the `training_data` and uncomment the plotting lines to visualise its output.\n", + "\n", + "The results of the `QSVC` will indicate a poorly trained model, with all metrics showing weak results. Additionally the kernel sees little difference between fidelity for a majority of the dataset, this in part leads to the poor performance." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "3dabf653-7b34-4d9f-b58c-1a162589c579", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Evaluating Quantum Fidelity kernel...\n", + "QSVC Training Runtime: 0.2193764999974519 secs\n", + "Quantum Fidelity Kernel F1 Score = 0.373\n", + "Quantum Fidelity Kernel ROC AUC = 0.789\n", + "Quantum Fidelity Kernel Accuracy Score = 0.375\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "fidelity_kernel = FidelityStatevectorKernel(feature_map=fm_n)\n", + "print(\"Evaluating Quantum Fidelity kernel...\")\n", + "# Evaluate the quantum fidelity kernel\n", + "start = timer()\n", + "qsvc, auc, f1, accuracy = run_QSVC(\n", + " training_data, training_labels, test_data, test_labels, fidelity_kernel\n", + ")\n", + "end = timer()\n", + "qsvc_runtime = end - start\n", + "print(f\"QSVC Training Runtime: {qsvc_runtime} secs\")\n", + "# Print results\n", + "print(\"Quantum Fidelity Kernel F1 Score = %.3f\" % (f1))\n", + "print(\"Quantum Fidelity Kernel ROC AUC = %.3f\" % (auc))\n", + "print(\"Quantum Fidelity Kernel Accuracy Score = %.3f\" % (accuracy))\n", + "print()\n", + "\n", + "# Visualising the untrained kernel\n", + "untrained_kernel_eval = fidelity_kernel.evaluate(x_vec=training_data)\n", + "plt.imshow(untrained_kernel_eval, cmap=matplotlib.colormaps[\"bwr\"])\n", + "plt.colorbar(label=\"fidelity\")\n", + "plt.title(\"Untrained kernel\")\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d0811b4e", + "metadata": {}, + "source": [ + "## 3. Quantum Kernel Alignment\n", + "\n", + "Considering the poor performance of the `QSVC`, we now look at find a way of improving the kernel, this is where Quantum Kernel Alignment (QKA) comes in. By adding training parameters to the feature map, the kernel can be optimised for the dataset. QKA aims to maximize the intra-class overlap and minimize the inter-class overlap [[2]](https://arxiv.org/pdf/2105.03406) whilst giving an upper bound on the generalisation error, allowing the SVC to generalise well and not overfit [[8]](https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/svm_weighted_kernel_alignment.ipynb).\n", + "\n", + "### 3.a. Loss and Callback\n", + "\n", + "To fit the kernel we need a metric for knowing how well the current parameters $\\boldsymbol\\theta$ are performing. Here we use Qiskit machine learning's [`SVCLoss`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.utils.loss_functions.SVCLoss.html). Given training samples, $x_{i}$, with binary labels, $y_{i}$ and a parameterised kernel, $K(\\boldsymbol\\theta,x_i, x_j)$ parameterized by values, $\\boldsymbol\\theta$, the loss is defined as:\n", + " \n", + "$$ \\text{SVCLoss} = \\sum_{i} a_i - 0.5 \\sum_{i,j} a_i a_j y_{i} y_{j} K(\\boldsymbol\\theta,x_i, x_j) $$\n", + "\n", + "where $a_i$ are the optimal Lagrange multipliers found by solving the standard SVM quadratic program. Note that the hyper-parameter `C` for the soft-margin penalty can be specified through the keyword args.\n", + "\n", + "Minimizing this loss over the parameters, $\\boldsymbol\\theta$, of the kernel is equivalent to maximizing a weighted kernel alignment, which in turn yields the smallest upper bound to the SVM generalization error for a given parameterization. See [[2](https://arxiv.org/abs/2105.03406)] for further details.\n", + "\n", + "Before performing the QKA, we need to define our optimisers and callback function. Callback functions are a feature of Qiskit machine learning and are used to provide feedback during the optimisation process. The `QKTCallback` class below is an implementation of this." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "bf8cc5f6", + "metadata": {}, + "outputs": [], + "source": [ + "class QKTCallback:\n", + " \"\"\"Callback wrapper class.\"\"\"\n", + "\n", + " def __init__(self) -> None:\n", + " \"\"\"Initialise the class with a data array.\"\"\"\n", + " self._data = [[] for i in range(5)]\n", + "\n", + " def callback(\n", + " self,\n", + " n_func_iter,\n", + " weights=None,\n", + " func_value=None,\n", + " step_size=None,\n", + " step_accepted=None,\n", + " ):\n", + " \"\"\"\n", + " Args\n", + " n_func_iter (int): number of function evaluations.\n", + " weights (np.ndarray): the current weights.\n", + " func_value (float): the function value.\n", + " step_size (float): the step size.\n", + " step_accepted (bool): whether the step was accepted.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + " self._data[0].append(n_func_iter)\n", + " self._data[1].append(weights)\n", + " self._data[2].append(func_value)\n", + " self._data[3].append(step_size)\n", + " self._data[4].append(step_accepted)\n", + "\n", + " def get_callback_data(self):\n", + " return self._data\n", + "\n", + " def clear_callback_data(self):\n", + " self._data = [[] for i in range(5)]" + ] + }, + { + "cell_type": "markdown", + "id": "5133c712", + "metadata": {}, + "source": [ + "### 3.b. Optimizer Helper Function\n", + "Now we need something to do the hard work: an opimiser. These optimisers originate from qiskit_algoorithms but will soon join the Qiskit machine learning library. To optimize the parameters of our quantum circuit, we mostly use gradient-based optimization methods. There are several optimization methods to choose from, and the choice of the optimizer can significantly influence the speed of convergence and the quality of the final solution. For this notebook we will focus on the `SPSA` optimiser, though feel free to try some others later on.\n", + "\n", + "The get_optimizer_options function presented below allows us to flexibly choose from various optimization methods available in the Qiskit SDK [[9]](https://qiskit-community.github.io/qiskit-algorithms/apidocs/qiskit_algorithms.optimizers.html) and returns the chosen optimizer function using partial to pass some optimised parameters found. We provide support for the following optimizers:\n", + "\n", + "* [Simultaneous Perturbation Stochastic Approximation](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.SPSA.html#qiskit.algorithms.optimizers.SPSA) (SPSA): SPSA is an gradient descent method for optimizing systems with multiple unknown parameters. As an optimization method, it is appropriately suited to large-scale population models, adaptive modeling, and simulation optimization.\n", + "\n", + "* [Adaptive Moment Estimation](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.ADAM.html#qiskit.algorithms.optimizers.ADAM) (ADAM): ADAM is an extension of stochastic gradient descent and is one of the default optimizers in many deep learning libraries. It is a gradient-based optimization algorithm that is relies on adaptive estimates of lower-order moments. The algorithm requires little memory and is invariant to diagonal rescaling of the gradients. Furthermore, it is able to cope with non-stationary objective functions and noisy and/or sparse gradients.\n", + "\n", + "* [Gradient Descent](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.GradientDescent.html#qiskit.algorithms.optimizers.GradientDescent) (GD): GD is a first-order iterative optimization algorithm for finding a local minimum of a differentiable function. It works by taking steps proportional to the negative of the gradient at the current point. \n", + "\n", + "* [Nakanishi-Fujii-Todo](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.NFT.html#qiskit.algorithms.optimizers.NFT) algorithm (NFT): The NFT is a sequential minimal optimization method for quantum-classical hybrid algorithms, which converges faster, is robust against statistical error, and is hyperparameter-free [[10]](https://arxiv.org/abs/1903.12166).\n", + "\n", + "* [Limited-memory Broyden-Fletcher-Goldfarb-Shanno (L-BFGS-B)](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.L_BFGS_B.html#qiskit.algorithms.optimizers.L_BFGS_B): The L-BFGS-B is an algorithm for solving nonlinear optimization problems. It is a member of the broad class of quasi-Newton optimization methods. L-BFGS-B uses a limited amount of computer memory to approximate the inverse Hessian matrix." + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "47c27cad", + "metadata": {}, + "outputs": [], + "source": [ + "def get_optimizer_options(optimizer_type):\n", + " if optimizer_type == \"SPSA\":\n", + " optimizer = partial(SPSA, maxiter=300, learning_rate=0.002, perturbation=0.05)\n", + " callback = \"SPSACallback\"\n", + " elif optimizer_type == \"ADAM\":\n", + " optimizer = partial(ADAM, maxiter=600, tol=1e-08, lr=0.002)\n", + " callback = None\n", + " elif optimizer_type == \"GradientDescent\":\n", + " optimizer = partial(\n", + " GradientDescent,\n", + " maxiter=400,\n", + " learning_rate=0.002,\n", + " tol=1e-08,\n", + " perturbation=None,\n", + " )\n", + " callback = \"SPSACallback\"\n", + " elif optimizer_type == \"NFT\":\n", + " optimizer = partial(NFT, disp=False)\n", + " callback = None\n", + " elif optimizer_type == \"L_BFGS_B\":\n", + " optimizer = partial(\n", + " L_BFGS_B,\n", + " maxfun=15000,\n", + " maxiter=15000,\n", + " ftol=2.220446049250313e-15,\n", + " iprint=-1,\n", + " eps=1e-08,\n", + " )\n", + " callback = None\n", + " return callback, optimizer" + ] + }, + { + "cell_type": "markdown", + "id": "210d4d5a", + "metadata": {}, + "source": [ + "### 3.c. Experiment and Visualisation\n", + "\n", + "To train the quantum kernel on the dataset (samples and labels), we use the Qiskit machine learning [`QuantumKernelTrainer`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainer.html#qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainer) (QKT). This will take in a `TrainableKernel` object which is contains trainable kernel parameters, we use [`TrainableFidelityStatevectorKernel`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.TrainableFidelityStatevectorKernel.html#qiskit_machine_learning.kernels.TrainableFidelityStatevectorKernel), a trainable version of `FidelityStatevectorKernel`. The QKT also needs a loss function, we pass \"svc_loss\" to use the `SVCLoss` previously described. The QKA is performed by optimising the variational parameters using the `.fit` method.\n", + "\n", + "The output of `QuantumKernelTrainer.fit` is a [`QuantumKernelTrainerResult`](https://qiskit-community.github.io/qiskit-machine-learning/stubs/qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainerResult.html#qiskit_machine_learning.kernels.algorithms.QuantumKernelTrainerResult) object. The results object contains the following class fields:\n", + " - `optimal_parameters`: A dictionary containing {parameter: optimal value} pairs\n", + " - `optimal_point`: The optimal parameter value found in training\n", + " - `optimal_value`: The value of the loss function at the optimal point\n", + " - `optimizer_evals`: The number of evaluations performed by the optimizer\n", + " - `optimizer_time`: The amount of time taken to perform optimization\n", + " - `quantum_kernel`: A `TrainableKernel` object with optimal values bound to the feature map\n", + "\n", + " ### Task 4.\n", + " 1. Initialise a `TrainableFidelityStatevectorKernel` quantum kernel. This time you will need to use the feature map that includes the trainable parameters and you will need to specify those parameters.\n", + " 2. Initilaise a `QuantumKernelTrainer` object using your quantum kernel. Here you'll need to specify the loss, optimizer and initial point for reproducable results.\n", + " 3. Fit the `QuantumKernelTrainer` using the `.fit` method." + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "dc193c25", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Training Runtime: 75.20209925001836 secs. Results: \n", + "--------------------------------------------------------------------------------\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Instantiate quantum kernel\n", + "quant_kernel = TrainableFidelityStatevectorKernel(\n", + " feature_map=fm, training_parameters=fm.training_parameters\n", + ")\n", + "\n", + "# Set up the optimizer\n", + "optimizer = \"SPSA\"\n", + "cb, optimizer = get_optimizer_options(optimizer)\n", + "if cb == \"SPSACallback\":\n", + " callb = QKTCallback()\n", + " optimizer = optimizer(callback=callb.callback)\n", + "else:\n", + " optimizer = optimizer()\n", + "\n", + "init_p = 0.25 * np.random.uniform(-np.pi, np.pi, len(fm.training_parameters))\n", + "# Instantiate a quantum kernel trainer.\n", + "qkt = QuantumKernelTrainer(\n", + " quantum_kernel=quant_kernel, loss=\"svc_loss\", optimizer=optimizer, initial_point=init_p\n", + ")\n", + "# Train the kernel\n", + "start = timer()\n", + "qka_results = qkt.fit(training_data, training_labels)\n", + "end = timer()\n", + "train_time = end - start\n", + "print(f\" Training Runtime: {train_time} secs. Results: \")\n", + "print(\"-\" * 80)\n", + "print()\n", + "# print(qka_results)\n", + "\n", + "# Evaulating the optimised kernel on the training data\n", + "trained_kernel_eval = qka_results.quantum_kernel.evaluate(training_data)\n", + "\n", + "# Graphing\n", + "if callb is not None:\n", + " plot_data = callb.get_callback_data() # callback data\n", + " fig, ax = plt.subplots(1, 2, figsize=(14, 5))\n", + " ax[0].plot([i + 1 for i in range(len(plot_data[0]))], np.array(plot_data[2]), c=\"k\", marker=\"\")\n", + " ax[0].set_xlabel(\"Iterations\")\n", + " ax[0].set_ylabel(\"Loss\")\n", + " ax[0].set_title(\"Loss during training\")\n", + " im = ax[1].imshow(trained_kernel_eval, cmap=matplotlib.colormaps[\"bwr\"])\n", + " ax[1].set_title(\"Trained Kernel\")\n", + " fig.colorbar(im, ax=ax, label=\"fidelity\")\n", + " plt.show()\n", + "else:\n", + " fig, ax = plt.subplots(1, 1, figsize=(5, 5))\n", + " ax[0].imshow(trained_kernel_eval, cmap=matplotlib.colormaps[\"bwr\"])\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "f3038fe3", + "metadata": {}, + "source": [ + "We can see the above loss graph shows us the loss has converged and the outputted trained kernel has much more contrast than our untrained kernel. This is the action of increasing intra-class fidelities and decreasing inter-class fidelities. We can next run a `QSVC` to see the increase in performance when using the Aligned QK." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "3c0808f3", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "QSVC Training Runtime: 0.2989627500064671 secs\n", + "Quantum Fidelity Kernel F1 Score = 1.000\n", + "Quantum Fidelity Kernel ROC AUC = 1.000\n", + "Quantum Fidelity Kernel Accuracy Score = 1.000\n", + "Increase in overall time by aligning kernel = 25254.338 %\n" + ] + } + ], + "source": [ + "# Evaluate the quantum fidelity kernel\n", + "start = timer()\n", + "qsvc, auc, f1, accuracy = run_QSVC(\n", + " training_data, training_labels, test_data, test_labels, qka_results.quantum_kernel\n", + ")\n", + "end = timer()\n", + "qsvc_runtime = end - start\n", + "print(f\"QSVC Training Runtime: {qsvc_runtime} secs\")\n", + "# Print results\n", + "print(\"Quantum Fidelity Kernel F1 Score = %.3f\" % (f1))\n", + "print(\"Quantum Fidelity Kernel ROC AUC = %.3f\" % (auc))\n", + "print(\"Quantum Fidelity Kernel Accuracy Score = %.3f\" % (accuracy))\n", + "print(\n", + " \"Increase in overall time by aligning kernel = %.3f\"\n", + " % ((train_time + qsvc_runtime) * 100 / qsvc_runtime),\n", + " \"%\",\n", + ")" + ] + }, + { + "cell_type": "markdown", + "id": "ad1fd591", + "metadata": {}, + "source": [ + "The `QSVC` metrics are stellar across the board and the aligned QK is much successful at the classification problem. However, aligning the kernel increases runtime by a signficant margin, this increase is exactly correlated to the number of optimiser iterations. This is a steep cost for the increase in performance as the kernel calculation is already _quadratic_ with number of features and this must be done at each iteration step. Additionally, there are are other considerations with QKs like shot noise, higher error rates and the need for error mitigation or correction. This neatly brings us to the sub-kernel method, a way of reducing computational burden." + ] + }, + { + "cell_type": "markdown", + "id": "a92cce71-b961-4ba9-9a0c-6318b10dde57", + "metadata": {}, + "source": [ + "## 4. The Sub-Kernel Method\n", + "### 4.a. How to Implement\n", + "\n", + "The sub-kernel methodology is an adaptation of the QFK method which uses sub-portions of the dataset to calculate a sub-kernel. The core idea behind the sub-kernel methodology is to randomly select a subset of the data points, referred to as a \"sub-kernel\", on each step of the training process until optimal parameters are found. \n", + "\n", + "In mathematical terms, , we calculate the kernel function only for the points in $\\mathcal{D'}$ in each iteration.\n", + "\n", + "Formally, if $\\mathcal{D}$ is our dataset and $\\mathcal{D'}$ is a randomly sampled subset of $\\mathcal{D}$ for each iteration $i$, we sample a subset $\\mathcal{D}_i' \\subset \\mathcal{D}$ of size $k \\ll m$, where $m$ is the size of the full dataset. Then we compute the fidelity kernel $\\mathbf{K}_{\\mathcal{D}_i'}$ on the subset $\\mathcal{D}_i'$ and update the parameters of our variational parameteres accordingly. This process continues iteratively until given conditions met. \n", + "\n", + "This method aims at reducing the computational cost of kernel construction. Despite this reduction, it preserves the essential features of the data, and thus, maintains good classification performance.\n", + "\n", + "To realise the sub-kernel method in Qiskit, we must create two additional classes. The first is the `DataBatcher` class, used to generate a list of balanced batches, where each batch contains the same number of samples from each label or a list of imbalanced batches, where each batch may contain a different number of samples from each label with given options. This function creates set of $\\mathcal{D'}$ from $\\mathcal{D}$." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "1db3eb26-17bf-4531-aa34-a09ec2eb39ba", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "class DataBatcher:\n", + " \"\"\"\n", + " A class used to batch dataset and labels.\n", + " \"\"\"\n", + "\n", + " def __init__(self, dataset, labels):\n", + " \"\"\"\n", + " Initialize a DataBatches object with the input dataset and corresponding labels.\n", + "\n", + " Args:\n", + " dataset (numpy array): A numpy array of shape (num_samples, num_features) containing the input dataset.\n", + " labels (numpy array): A numpy array of shape (num_samples,) containing the corresponding labels for the dataset.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + " self.dataset = dataset\n", + " self.labels = labels\n", + " self.num_samples = len(dataset)\n", + " self.unique_labels, self.label_counts = np.unique(labels, return_counts=True)\n", + "\n", + " def balanced_batches(self, batch_size, shuffle=False):\n", + " \"\"\"\n", + " Generate a list of balanced batches, where each batch contains the same number of samples from each label.\n", + "\n", + " Args:\n", + " batch_size (int): The desired size of each batch.\n", + " shuffle (bool): if True, shuffle batches.\n", + "\n", + " Returns:\n", + " batches (List): a list of batches where each batch is a tuple containing the batch data and corresponding labels.\n", + " \"\"\"\n", + " if batch_size > self.num_samples:\n", + " raise ValueError(\n", + " f\"Batch size {batch_size} is larger than the dataset size {self.num_samples}\"\n", + " )\n", + " if batch_size > 2 * np.min(self.label_counts):\n", + " raise ValueError(\n", + " f\"Batch size {batch_size} is 2x larger than the smallest label size {np.min(self.label_counts)}\"\n", + " )\n", + " samples_per_label = batch_size // len(self.unique_labels)\n", + " batches = []\n", + " for _ in range(self.num_samples // batch_size):\n", + " batch_data = []\n", + " batch_labels = []\n", + " for l in self.unique_labels:\n", + " label_indices = np.where(self.labels == l)[0]\n", + " if shuffle:\n", + " np.random.shuffle(label_indices)\n", + " if samples_per_label > len(label_indices):\n", + " batch_indices = label_indices\n", + " else:\n", + " batch_indices = label_indices[:samples_per_label]\n", + " batch_data.append(self.dataset[batch_indices])\n", + " batch_labels.append(self.labels[batch_indices])\n", + " batch_data = np.concatenate(batch_data, axis=0)\n", + " batch_labels = np.concatenate(batch_labels, axis=0)\n", + " batches.append((batch_data, batch_labels))\n", + " return batches\n", + "\n", + " def imbalanced_batches(self, batch_size, keep_ratio=False, shuffle=False):\n", + " \"\"\"\n", + " Generate a list of imbalanced batches, where each batch may contain a different number of samples from each label.\n", + "\n", + " Args:\n", + " batch_size (int): The desired size of each batch.\n", + " keep_ratio (bool): If True, maintain the same relative frequency of each label as in the original dataset.\n", + " If False, use the absolute frequency of each label to determine the number of samples per label.\n", + " shuffle (bool): If True, shuffle batches.\n", + "\n", + " Returns:\n", + " batches (list): a list of batches where each batch is a tuple containing the batch data and corresponding labels.\n", + " \"\"\"\n", + " if batch_size > self.num_samples:\n", + " raise ValueError(\n", + " f\"Batch size {batch_size} is larger than the dataset size {self.num_samples}\"\n", + " )\n", + " if keep_ratio:\n", + " # calculate the number of samples per label based on the relative label frequencies\n", + " label_freqs = self.label_counts / np.sum(self.label_counts)\n", + " samples_per_label = np.round(batch_size * label_freqs).astype(int)\n", + " else:\n", + " # calculate the number of samples per label based on the absolute label frequencies\n", + " samples_per_label = np.round(\n", + " batch_size * self.label_counts / np.sum(self.label_counts)\n", + " ).astype(int)\n", + " batches = []\n", + " for _ in range(self.num_samples // batch_size):\n", + " batch_data = []\n", + " batch_labels = []\n", + " for l, num_samples in zip(self.unique_labels, samples_per_label):\n", + " label_indices = np.where(self.labels == l)[0]\n", + " if shuffle:\n", + " np.random.shuffle(label_indices)\n", + " batch_indices = label_indices[:num_samples]\n", + " batch_data.append(self.dataset[batch_indices])\n", + " batch_labels.append(self.labels[batch_indices])\n", + " batch_data = np.concatenate(batch_data, axis=0)\n", + " batch_labels = np.concatenate(batch_labels, axis=0)\n", + " batches.append((batch_data, batch_labels))\n", + " return batches" + ] + }, + { + "cell_type": "markdown", + "id": "234f5934", + "metadata": {}, + "source": [ + "The second is the `BatchedSVCLoss` class. This is an extension of Qiskit machine learning `SVCLoss` and provides a kernel loss function for multiple batches of the sub-kernels. It calculates and updates the loss based of each of these classification tasks by fitting an SVC model from scikit-learn. \n" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "387aca47", + "metadata": {}, + "outputs": [], + "source": [ + "class BatchedSVCLoss(SVCLoss):\n", + " r\"\"\"\n", + " This class provides a kernel loss function for classification tasks by fitting an ``SVC`` model\n", + " from scikit-learn, extended for use with batches. Given training samples, :math:`x_{i}`, with binary labels, :math:`y_{i}`,\n", + " and a kernel, :math:`K_{θ}`, parameterized by values, :math:`θ`, the loss is defined as:\n", + "\n", + " .. math::\n", + "\n", + " SVCLoss = \\sum_{i} a_i - 0.5 \\sum_{i,j} a_i a_j y_{i} y_{j} K_θ(x_i, x_j)\n", + "\n", + " where :math:`a_i` are the optimal Lagrange multipliers found by solving the standard SVM\n", + " quadratic program. Note that the hyper-parameter ``C`` for the soft-margin penalty can be\n", + " specified through the keyword args.\n", + "\n", + " Minimizing this loss over the parameters, :math:`θ`, of the kernel is equivalent to maximizing a\n", + " weighted kernel alignment, which in turn yields the smallest upper bound to the SVM\n", + " generalization error for a given parameterization.\n", + "\n", + " See https://arxiv.org/abs/2105.03406 for further details.\n", + " \"\"\"\n", + "\n", + " def __init__(\n", + " self,\n", + " data: np.ndarray,\n", + " labels: np.ndarray,\n", + " sub_kernel_size: Optional[int] = None,\n", + " minibatch_size: Optional[int] = 1,\n", + " shuffle: bool = False,\n", + " balanced_batch: bool = False,\n", + " keep_ratio: bool = True,\n", + " encoder=None,\n", + " **kwargs,\n", + " ):\n", + " \"\"\"\n", + " Args:\n", + " data (np.ndarray): The data to evaluate the loss on.\n", + " labels (np.ndarray): The corresponding labels for the data.\n", + " sub_kernel_size (int, optional): The size of the sub-kernel batches to split the data into. If not provided,\n", + " the entire data set is used in a single batch.\n", + " shuffle (bool, optional): Whether to shuffle the data before splitting into batches. Default is False.\n", + " balanced_batch (bool, optional): Whether to use balanced or imbalanced batching. Default is False.\n", + " encoder (torch.nn): An instance to optionally reduce dimension before calculating loss\n", + " **kwargs: Arbitrary keyword arguments to pass to SVC constructor within\n", + " SVCLoss evaluation.\n", + " \"\"\"\n", + " super().__init__(**kwargs)\n", + " # Split data into batches\n", + " self.sub_kernel_size = sub_kernel_size\n", + " bg = DataBatcher(data, labels)\n", + " self.minibatch_size = minibatch_size\n", + " if self.sub_kernel_size == None:\n", + " self.batches = [data, labels]\n", + " elif balanced_batch:\n", + " self.batches = bg.balanced_batches(sub_kernel_size, shuffle=shuffle)\n", + " else:\n", + " self.batches = bg.imbalanced_batches(\n", + " sub_kernel_size, keep_ratio=keep_ratio, shuffle=shuffle\n", + " )\n", + "\n", + " self.idx = 0\n", + " self.epoch = 0\n", + " self.encoder = encoder\n", + " self.loss_arr = []\n", + "\n", + " def evaluate(\n", + " self,\n", + " parameters: Sequence[float],\n", + " quantum_kernel: TrainableKernel,\n", + " data: np.ndarray,\n", + " labels: np.ndarray,\n", + " ) -> float:\n", + " \"\"\"\n", + " Wrapper function for loss evaluation with batches of data. If sub_kernel_size is None, it will execute SVCLoss() on full dataset.\n", + "\n", + " Args:\n", + " parameter_values (Sequence[float]): The parameter values to evaluate the loss with.\n", + " quantum_kernel (TrainableKernel): The quantum kernel to use for evaluation.\n", + " Returns:\n", + " loss (float): the loss value for the given parameters and quantum kernel.\n", + " \"\"\"\n", + " if self.sub_kernel_size == None:\n", + " if type(self.encoder) != type(None):\n", + " weights = parameters[: self.encoder.num_weights]\n", + " variational_params = parameters[self.encoder.num_weights :]\n", + " self.encoder.set_weights(weights)\n", + " encoded_data = self.encoder.encode(data)\n", + " return super().evaluate(variational_params, quantum_kernel, encoded_data, labels)\n", + " else:\n", + " loss = super().evaluate(parameters, quantum_kernel, data, labels)\n", + " self.loss_arr.append(loss)\n", + " return loss\n", + "\n", + " if self.idx + self.minibatch_size > len(self.batches):\n", + " self.idx = 0\n", + " self.epoch += 1\n", + "\n", + " mini_batch = self.batches[self.idx : self.idx + self.minibatch_size]\n", + " # Evaluate the loss for each batch and accumulate the total loss\n", + " total_loss = 0\n", + " i = self.idx\n", + " for batch_data, batch_labels in mini_batch:\n", + " if type(self.encoder) != type(None):\n", + " weights = parameters[: self.encoder.num_weights]\n", + " variational_params = parameters[self.encoder.num_weights :]\n", + " self.encoder.set_weights(weights)\n", + " batch_data = self.encoder.encode(batch_data)\n", + " else:\n", + " variational_params = parameters\n", + " loss = super().evaluate(variational_params, quantum_kernel, batch_data, batch_labels)\n", + " total_loss += loss\n", + " i += 1\n", + " self.idx += self.minibatch_size\n", + " self.loss_arr.append(total_loss / self.minibatch_size)\n", + " param_loss = total_loss / self.minibatch_size\n", + " return param_loss" + ] + }, + { + "cell_type": "markdown", + "id": "93ca8e23-9b1d-4ab1-bb78-3647b32a5723", + "metadata": { + "tags": [] + }, + "source": [ + "### 4.b. Sub-Kernel Experiments\n", + "\n", + "This where we pull all the previous pieces together to align QFK using full and different-sized Sub-Kernels with different optimizers. \n", + "\n", + "The core of the algorithm for each is the follows:\n", + "\n", + "1. Initialize the variational parameters $\\boldsymbol\\theta$.\n", + "2. Randomly sample a subset $\\mathcal{D}_i' \\subset \\mathcal{D}$ (balanced or imbalanced depending on `batch_type`) of sub-kernel size $m$. (Skip if using full kernel)\n", + "3. Calculate the sub-kernel $\\mathbf{K}_{\\mathcal{D}_i'}$ using the fidelity kernel method with the current variational parameters $\\theta$.\n", + "4. Update the variational parameters $\\boldsymbol\\theta$ based on the sub-kernel $\\mathbf{K}_{\\mathcal{D}_i'}$ and the loss function using chosen optimizer.\n", + "5. Repeat steps 2-4 until the termination conditional is met and the QK is aligned.\n", + "6. Run the QSVC using the Aligned QK.\n", + "7. Plot loss and calculate metrics.\n", + "\n", + "Below is the plotting function we use to display the QKA loss." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "ea589b40-dc2b-45c3-b182-fac47072f8e8", + "metadata": { + "tags": [] + }, + "outputs": [], + "source": [ + "def plot_average_loss_with_variance(losses, N=10):\n", + " \"\"\"\n", + " Plots the average and variance of training loss over every N steps.\n", + "\n", + " Args:\n", + " losses (float): loss values to plot.\n", + " N (int): Number of steps to average over.\n", + "\n", + " Returns:\n", + " None\n", + " \"\"\"\n", + "\n", + " # Calculate the means and variances over every N steps\n", + " means = []\n", + " variances = []\n", + "\n", + " for i in range(0, len(losses), N):\n", + " # Handle the last data point if it's smaller than N\n", + " end = i + N\n", + " if end > len(losses) and len(losses[i:]) < N:\n", + " chunk = np.concatenate([losses[i - (N - len(losses[i:])) : i], losses[i:]])\n", + " else:\n", + " chunk = losses[i:end]\n", + "\n", + " means.append(np.mean(chunk))\n", + " variances.append(np.var(chunk))\n", + "\n", + " # Create an x-axis for the plot\n", + " x = np.arange(0, len(losses), N)[: len(means)]\n", + "\n", + " # Plot the means and variances\n", + " plt.plot(x, means, \"-o\", label=\"Mean Loss\")\n", + " plt.fill_between(\n", + " x,\n", + " np.array(means) - np.array(variances),\n", + " np.array(means) + np.array(variances),\n", + " color=\"gray\",\n", + " alpha=0.2,\n", + " label=\"Variance\",\n", + " )\n", + "\n", + " # Set the title and labels for the plot\n", + " plt.title(\"Training Loss over Time\")\n", + " plt.xlabel(\"Steps\")\n", + " plt.ylabel(\"Loss\")\n", + " plt.legend()\n", + "\n", + " # Display the plot\n", + " plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "d3ee541a-ec8a-4cb2-a924-496f5276fa4c", + "metadata": {}, + "source": [ + "In the following cell, the sub-kernel method is executed. The user can control a number of conditions and parameters such as:\n", + "\n", + "- The **optimizer choice** (SPSA, ADAM, GD, L-BFGS-B, NFT);\n", + "- The **batch size**;\n", + "- The **sub-kernel size** from *k* to full size;\n", + "- *Optional* - balancing of the batches. Note that in this tutorial, the balancing funcion has not been declared.\n", + "- The **initialisation points** in ‘init_p‘ (0 to 0.5). The closer to 0, the poorer is the starting point. At 0.5, the circuit acts as an Hadamard gate.\n", + "\n", + "### Task 5\n", + "We'll start small, use a batch_size of just 1 and a sub_kernel_size of 4 and get the training loop to work once by following the sub-tasks.\n", + "1. Initialise the `TrainableFidelityStatevectorKernel`.\n", + "2. Initialise the `QuantumKernelTrainer` using the `BatchesSVCLoss` defined below.\n", + "3. Fit the `QuantumKernelTrainer`. \n", + "4. Retrieve the optimised kernel from the `QuantumKernelTrainerResult` returned from the `.fit()` method.\n", + "5. Run the optimised kernel through the `run_QSVC` function. The training time should be a matter of seconds, if it takes any longer a mistake has been made.\n", + "6. Once you've successfully completed steps 1-5, we can now run the full experiment, testing different batch sizes and sub kernel sizes. Run the settings below to retrieve the full experiment results, this should take around 6 minutes total.\n", + "~~~\n", + "optimizers = [\"SPSA\"]\n", + "batch_sizes = [1, 4, 8]\n", + "sub_kernel_sizes = [4, 8, 16, 32, None]\n", + "~~~" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "a190efef", + "metadata": { + "tags": [] + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with Adam optimizer.\n", + "Currently using subkernel size: 4 where loss is averaged over 1 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n" + ] + }, + { + "ename": "UnboundLocalError", + "evalue": "cannot access local variable 'callback' where it is not associated with a value", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mUnboundLocalError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[16], line 40\u001b[0m\n\u001b[1;32m 38\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m=\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;241m*\u001b[39m \u001b[38;5;241m50\u001b[39m)\n\u001b[1;32m 39\u001b[0m \u001b[38;5;66;03m# Get optimizer options\u001b[39;00m\n\u001b[0;32m---> 40\u001b[0m cb, optimizer \u001b[38;5;241m=\u001b[39m \u001b[43mget_optimizer_options\u001b[49m\u001b[43m(\u001b[49m\u001b[43mopt\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 41\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m cb \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;129;01mand\u001b[39;00m cb \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSPSACallback\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 42\u001b[0m callb \u001b[38;5;241m=\u001b[39m QKTCallback()\n", + "Cell \u001b[0;32mIn[9], line 30\u001b[0m, in \u001b[0;36mget_optimizer_options\u001b[0;34m(optimizer_type)\u001b[0m\n\u001b[1;32m 21\u001b[0m optimizer \u001b[38;5;241m=\u001b[39m partial(\n\u001b[1;32m 22\u001b[0m L_BFGS_B,\n\u001b[1;32m 23\u001b[0m maxfun\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m15000\u001b[39m,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 27\u001b[0m eps\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m1e-08\u001b[39m,\n\u001b[1;32m 28\u001b[0m )\n\u001b[1;32m 29\u001b[0m callback \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[0;32m---> 30\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mcallback\u001b[49m, optimizer\n", + "\u001b[0;31mUnboundLocalError\u001b[0m: cannot access local variable 'callback' where it is not associated with a value" + ] + } + ], + "source": [ + "### Options\n", + "\n", + "optimizers = [\"ADAM\"]\n", + "batch_sizes = [1, 4, 8]\n", + "sub_kernel_sizes = [4, 8, 16, 32, None]\n", + "batch_types = [False]\n", + "results = {}\n", + "# init_p is the initialisation points. The closer to 0, the worst the start. 0.5 is optimial, the circuit acts as an hadamard gate.\n", + "init_p = 0.25 * np.random.uniform(-np.pi, np.pi, len(fm.training_parameters))\n", + "### End Options\n", + "\n", + "for opt in optimizers:\n", + " opt_results = []\n", + " for sub_kernel_size in sub_kernel_sizes:\n", + " for batch_size in batch_sizes:\n", + " if sub_kernel_size == None:\n", + " if batch_size != 1:\n", + " continue\n", + " for batch_type in batch_types:\n", + " if sub_kernel_size == None:\n", + " sk_size = len(training_data)\n", + " if batch_type == True:\n", + " continue\n", + " else:\n", + " sk_size = int(sub_kernel_size)\n", + " print(\"=\" * 50)\n", + " print(\"Training with \", opt, \" optimizer.\")\n", + " print(\n", + " \"Currently using subkernel size: \",\n", + " sub_kernel_size,\n", + " \" where loss is averaged over \",\n", + " batch_size,\n", + " \" loss.\",\n", + " )\n", + " print(\"Sub-kernels prepared according to Balanced:\", batch_type)\n", + " print(\"=\" * 50)\n", + " # Get optimizer options\n", + " cb, optimizer = get_optimizer_options(opt)\n", + " if cb == \"SPSACallback\":\n", + " callb = QKTCallback()\n", + " optimizer = optimizer(callback=callb.callback)\n", + " else:\n", + " optimizer = optimizer()\n", + " # Instantiate quantum kernel\n", + " qk = TrainableFidelityStatevectorKernel(\n", + " feature_map=fm, training_parameters=fm.training_parameters\n", + " )\n", + " # Instantiate Sub-kernel loss\n", + " loss = BatchedSVCLoss(\n", + " training_data,\n", + " training_labels,\n", + " minibatch_size=batch_size,\n", + " sub_kernel_size=sub_kernel_size,\n", + " balanced_batch=batch_type,\n", + " shuffle=True,\n", + " encoder=None,\n", + " )\n", + " # Instantiate a quantum kernel trainer.\n", + " qkt = QuantumKernelTrainer(\n", + " quantum_kernel=qk,\n", + " loss=loss,\n", + " optimizer=optimizer,\n", + " initial_point=init_p,\n", + " )\n", + " # Train the kernel\n", + " start = timer()\n", + " qka_results = qkt.fit(training_data, training_labels)\n", + " end = timer()\n", + " train_time = end - start\n", + " print(f\" Training Runtime: {train_time} secs. Results: \")\n", + " print()\n", + " # print('-'*80)\n", + " # print(qka_results)\n", + " # print('-'*80)\n", + " # print()\n", + " # print(\"Evaluating optimized kernel with the optimal parameters...\")\n", + " optimized_kernel = qka_results.quantum_kernel\n", + "\n", + " start = timer()\n", + "\n", + " # Train the QSVC using optimized quantum fidelity kernel\n", + " qsvc, auc, f1, accuracy = run_QSVC(\n", + " training_data,\n", + " training_labels,\n", + " test_data,\n", + " test_labels,\n", + " optimized_kernel,\n", + " )\n", + " end = timer()\n", + " qsvc_runtime = end - start\n", + " num_support_vectors = len(qsvc.support_)\n", + "\n", + " print(f\"QSVC Training Runtime: {qsvc_runtime} secs\")\n", + "\n", + " # Print results\n", + " print(\"-\" * 50)\n", + " print(\"F1 Score = %.3f\" % (f1))\n", + " print(\"ROC AUC = %.3f\" % (auc))\n", + " print(\"Accuracy Score = %.3f\" % (accuracy))\n", + " print()\n", + " print()\n", + "\n", + " # Get the training loss\n", + " plot_data = (\n", + " len(training_data) * np.array(loss.loss_arr) / (sk_size * num_support_vectors)\n", + " )\n", + "\n", + " # Plotting\n", + " plot_average_loss_with_variance(plot_data, N=20)\n", + "\n", + " # Append the results\n", + " opt_results.append(\n", + " {\n", + " \"ROC\": auc,\n", + " \"F1\": f1,\n", + " \"accuracy\": accuracy,\n", + " \"sub_kernel_size\": sub_kernel_size,\n", + " \"batch_size\": batch_size,\n", + " \"Balanced\": batch_type,\n", + " \"train_time\": train_time,\n", + " \"qsvc_runtime\": qsvc_runtime,\n", + " \"training_loss\": plot_data.tolist(),\n", + " \"loss\": loss.loss_arr,\n", + " \"opt_params\": qka_results.optimal_point.tolist(),\n", + " }\n", + " )\n", + " results.update({opt: opt_results})\n", + "\n", + "with open(\"Subkernel_results.json\", \"w\", encoding=\"utf-8\") as f:\n", + " json.dump(results, f, ensure_ascii=False, indent=4)" + ] + }, + { + "cell_type": "markdown", + "id": "22b22dcc-9857-4416-a8ac-7a6d5c15105f", + "metadata": {}, + "source": [ + "### 4.c. Sub-Kernel Visualisation and Conclusion\n", + "By looking over the graphs produced in the experiment, we can see a trend, the larger the sub-kernel and the greater the batch size the better the model performs. This is intuitively correct, we knew that doing a QSVC using the full kernel worked very well already. The interesting thing we can note is that around the 16 size kernel mark we are already able to start replicating the performance of the full kernel training whilst drastically decreasing training time. This is showing the method working, that we can approximate for the whole dataset using these sub-kernels. \n", + "\n", + "More formally, the results show us that using the sub-kernel method for variational training of kernels leads to the construction of an \"optimised\" full kernel that delivers a binary classification model that is better performing (better F1 Score, AUC ROC and accuracy) compared to the use of an \"un-optimised\" full kernel, with lower training times than optimising the full kernel. From a Sub Kernel size of 16 upwards we can see metric results that rival the full kernel, and increasingly lowering final training loss. See results in section 2 of the paper for further conclusions [[1]](https://arxiv.org/abs/2401.02879).\n", + "\n", + "Below there is a quick plotting function simply to show the training time increasing as the kernel size and batch size is increased. This is a simple way to see how the training time is decreased whilst keeping the metrics up.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 133, + "id": "29798f2d", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "['ROC', 'F1', 'Accuracy', 'Sub kernel size', 'Batch size', 'Train time (s)']\n", + "[[ 1. 0.96859359 0.96875 4. 1.\n", + " 12.68329079]\n", + " [ 0.99603175 0.93674089 0.9375 4. 4.\n", + " 49.349664 ]\n", + " [ 0.93650794 0.81022267 0.8125 4. 8.\n", + " 100.39275917]\n", + " [ 1. 1. 1. 8. 1.\n", + " 24.79687487]\n", + " [ 1. 0.96859359 0.96875 8. 4.\n", + " 97.16235079]\n", + " [ 1. 0.96859359 0.96875 8. 8.\n", + " 192.45509154]\n", + " [ 1. 1. 1. 16. 1.\n", + " 47.58588354]\n", + " [ 1. 1. 1. 16. 4.\n", + " 188.54054196]\n", + " [ 1. 1. 1. 16. 8.\n", + " 284.05276096]\n", + " [ 1. 1. 1. 32. 1.\n", + " 94.91873625]\n", + " [ 1. 1. 1. 32. 4.\n", + " 283.67703071]\n", + " [ 1. 1. 1. 32. 8.\n", + " 282.78841188]\n", + " [ 1. 1. 1. nan 1.\n", + " 316.77414588]]\n" + ] + }, + { + "data": { + "image/png": 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tYWhoiNmzZyMuLq7I+yvstr9tf85PZmYmPv30U5iamuLHH3/UuENdm/2uadOmiIuLE/tfvXo1IiIisGLFCo2j9CQNDGr0Xjhy5AgePXqEHTt2oGnTpuL0+Ph4PVb1P/b29pDL5bh582aueXlNy0txPhHB09MTaWlp4hG0ouDm5ga1Wo0bN25ojIV3//59pKSkwM3N7Z3W7+3tDW9vb3z99df466+/0KhRI6xYsQIzZswQj2SkpKRoLPP6UbxX3bhxQ+NI1s2bN6FWqwv0VAu5XI7o6Gi0bNkSfn5+OHr0KKpWrQoAKFeuHICXw8QU5eebH09PT1y8eBGtWrUqkn1o+/btkMvl2Ldvn8YQEWvXri3U+nLunMzrNNv169cLvJ579+7lGrrkn3/+AQDxO9u2bRvKlSuHHTt2aHwWOUeUcuT3OeV8d5cuXSpwXYX1pv05PyNHjsSFCxdw7NixXDdiaLvf2draom/fvujbty/S0tLQtGlThIWFMahJEE990nsh5y/XV/9SzczMxLJly/RVkgZDQ0O0bt0au3btwr1798TpN2/exG+//VagdZibm7/z6byC6tq1K06cOIF9+/blmpeSkiIOMaGN9u3bA0CuO0ZzjvS8frdgQaWmpuaqx9vbGwYGBuLwE1ZWVihTpkyua+vetH/kDGWSY/HixQBQ4GsKra2tsW/fPtjb26NNmzbiERt7e3s0b94cK1euRGJiYq7lHjx4UKD1F1TXrl3x33//4bvvvss17/nz5xp3kRaEoaEhZDKZxtHI27dvF+ru0Zz1+fr6YteuXUhISBCnX716Nc/9Lz/Z2dkaQ3pkZmZi5cqVsLOzQ506dcS+AM1/J06dOoUTJ05orCtnXMbXg72dnR2aNm2K77//XqPW19f5LgqyP+dl7dq1WLlyJZYuXYr69evnmq/Nfvfo0SONeRYWFihfvnyhh3Mh3eIRNXovfPzxxyhVqhSCgoIwcuRIyGQybNiwQa+nHl8XFhaG/fv3o1GjRhg6dChUKhWWLFmCatWq4cKFC29dvk6dOti6dStCQ0NRr149WFhYICAgQCe1jhs3Dr/88gs6dOiA4OBg1KlTB8+ePUNsbCy2bduG27dvo0yZMlqts0aNGggKCsKqVavEU9WnT5/GunXr0KlTJ7Ro0aJQtR46dAjDhw/HZ599hgoVKiA7OxsbNmyAoaEhAgMDxXYDBgzAnDlzMGDAANStWxfHjh0Tj7jkJT4+Hh07doSfnx9OnDiBjRs3omfPnqhRo0aBaytTpgwOHDiAxo0bo3Xr1jh+/Lg4nl3jxo3h7e2NgQMHoly5crh//z5OnDiBf//9FxcvXizUZ5GX3r1748cff8SQIUNw+PBhNGrUCCqVCteuXcOPP/4ojlVXUP7+/vj222/h5+eHnj17Ijk5GUuXLkX58uULfR1TeHg49u7diyZNmmDYsGHIzs7G4sWLUbVq1QKv09nZGXPnzsXt27dRoUIFbN26FRcuXMCqVavE4XU6dOiAHTt2oHPnzvD390d8fDxWrFiBKlWqIC0tTVyXQqFAlSpVsHXrVlSoUAG2traoVq0aqlWrhsjISDRu3Bi1a9fGoEGD4OHhgdu3b+PXX38t0O/x2xR0f37Vw4cPMWzYMFSpUgWmpqbYuHGjxvzOnTvD3Ny8wPtdlSpV0Lx5c9SpUwe2traIiYnBtm3bMHz48HfePtIB/dxsSpT/8Bw5Qx+87s8//xQaNmwoKBQKwdnZWRg/frywb98+AYBw+PBhsV1+w3N88803udaJfIZueL1NSEhIrmXzun3+4MGDQq1atQQTExPB09NTWL16tfDFF18Icrk8n0/hf9LS0oSePXsKNjY2AgBxG/IbnuP14TEEIf/Pz83NLdft+E+fPhUmTpwolC9fXjAxMRHKlCkjfPzxx8L8+fPF4Q7yk1//WVlZQnh4uODh4SEYGxsLLi4uwsSJEzWGC8ivnvzcunVL6Nevn+Dp6SnI5XLB1tZWaNGihfD7779rtEtPTxf69+8vWFtbC5aWlkLXrl2F5OTkfL/jK1euCJ9++qlgaWkplCpVShg+fLjw/Pnzt9aT12d88+ZNwcnJSahcubLw4MEDQRAEIS4uTujTp4/g6OgoGBsbC2XLlhU6dOggbNu2TVwuZ3iOM2fOFKgfQci9fwvCy+Ez5s6dK1StWlUwNTUVSpUqJdSpU0cIDw8XlEql2K6gw3OsWbNG8PLyEkxNTYVKlSoJa9eufeffjaNHjwp16tQRTExMhHLlygkrVqzIc515yfksYmJiBB8fH0Eulwtubm7CkiVLNNqp1Wph1qxZgpubm2BqairUqlVLiI6OzvMz++uvv8R6Xt9HLl26JHTu3FmwsbER5HK5ULFiRWHy5Mni/Jy6c77rHDnfZ3x8fL7bUtD9+dXPMOffgPxer/ZXkP1uxowZQv369QUbGxtBoVAIlSpVEmbOnPnW33vSD5kgSOiQBNEHqFOnTrwVnoiICoXXqBEVoefPn2u8v3HjBvbs2SPZBz8TEZG08YgaURFycnJCcHAwypUrhzt37mD58uXIyMjA+fPn8xxHioiI6E14MwFREfLz88MPP/yApKQkmJqawsfHB7NmzWJIIyKiQuERNSIiIiKJ4jVqRERERBLFoEZEREQkUbxGDS+fkXbv3j1YWloW62N8iIiIqOQRBAFPnz6Fs7MzDAzefMyMQQ0vnyGn7YOLiYiIiN7F3bt38dFHH72xDYMaAEtLSwAvPzArKys9V0NEREQfstTUVLi4uIj5400Y1ADxdKeVlRWDGhERERWLglxuxZsJiIiIiCSKQY2IiIhIohjUiIiIiCSK16gVkEqlQlZWlr7LIAkyNDSEkZERh3YhIqIix6BWAGlpafj333/Bp21RfszMzODk5AQTExN9l0JERB8QBrW3UKlU+Pfff2FmZgY7OzseNSENgiAgMzMTDx48QHx8PLy8vN46eCEREVFBMai9RVZWFgRBgJ2dHRQKhb7LIQlSKBQwNjbGnTt3kJmZCblcru+SiIjoA8E//QuIR9LoTXgUjYiIdIH/uxARERFJFIMaERERkUTxGrVCUiqVSE9PL7b+zMzMYG1tXeD2zZs3R82aNbFw4ULdFZWH27dvw8PDA+fPn0fNmjWLZJ3u7u4YPXo0Ro8eXSTrIyIiel8wqBWCUqlE5OIlUKuyi61PA0MjjBwxXKuw9q6OHDmCFi1a4MmTJ7CxsSm2fl935swZmJubF2ufM2fOxK+//ooLFy7AxMQEKSkpxdo/ERERwKBWKOnp6VCrsnE00wNKte7v8LM2eIFmJvFIT08v1qAmFXZ2dsXeZ2ZmJj777DP4+PhgzZo1xd4/ERERwGvU3olSLccjwVznr8KGwezsbAwf/vIoXJkyZTB58mSNQXs3bNiAunXrwtLSEo6OjujZsyeSk5MBvDyF2aJFCwBAqVKlIJPJEBwcDABQq9WYN28eypcvD1NTU7i6umLmzJkafd+6dQstWrSAmZkZatSogRMnTuRbpyAICAsLg6urK0xNTeHs7IyRI0eK893d3cVTuFFRUZDJZLleYWFhYvvVq1ejcuXKkMvlqFSpEpYtW6b1ZxceHo4xY8bA29tb62WJiIiKCo+ofcDWrVuH/v374/Tp04iJicGgQYPg6uqKgQMHAng5Rtz06dNRsWJFJCcnIzQ0FMHBwdizZw9cXFywfft2BAYG4vr167CyshLHkZs4cSK+++47REREoHHjxkhMTMS1a9c0+p40aRLmz58PLy8vTJo0CT169MDNmzdhZJR7l9u+fTsiIiKwZcsWVK1aFUlJSbh48WKe29StWzf4+fmJ748cOYLevXujUaNGAIBNmzZhypQpWLJkCWrVqoXz589j4MCBMDc3R1BQEICX1++5u7sjKirqnT9jIiIqHsV5bbi214XrEoPaB8zFxQURERGQyWSoWLEiYmNjERERIQa1fv36iW3LlSuHyMhI1KtXD2lpabCwsICtrS0AwN7eXrxG7enTp1i0aBGWLFkiBh9PT080btxYo++xY8fC398fwMujU1WrVsXNmzdRqVKlXHUmJCTA0dERrVu3hrGxMVxdXVG/fv08t0mhUIiBMS4uDiEhIZg1axbatGkDAJg6dSoWLFiALl26AAA8PDxw5coVrFy5UqzX1dUVTk5O2n+gRESkF0qlEpGRkVCr1cXSn4GBAUaOHCmJsMag9gFr2LChxkC9Pj4+WLBgAVQqFQwNDXH27FmEhYXh4sWLePLkifgLkJCQgCpVquS5zqtXryIjIwOtWrV6Y9/Vq1cXf84JRcnJyXkGtc8++wwLFy5EuXLl4Ofnh/bt2yMgICDPo285lEolOnToAH9/f4wbNw4A8OzZM8TFxaF///5iGAVengJ+9Zdt/fr1b6ydiIikJT09HWq1Gtu3b8fDhw912leZMmUQGBgomevCGdRKqGfPnsHX1xe+vr7YtGkT7OzskJCQAF9fX2RmZua7XEEfo2VsbCz+nBMW8/tLyMXFBdevX8fvv/+OAwcOYNiwYfjmm29w9OhRjfXkUKlU6NatG6ysrLBq1SpxelpaGgDgu+++Q4MGDTSWMTQ0LFDdREQkXQ8fPkRiYqK+yyhWDGofsFOnTmm8P3nyJLy8vGBoaIhr167h0aNHmDNnDlxcXAAAMTExGu1NTEwAvAxGOby8vKBQKHDw4EEMGDCgyGpVKBQICAhAQEAAQkJCUKlSJcTGxqJ27dq52o4ZMwaxsbGIiYnReK6mg4MDnJ2dcevWLfTq1avIaiMiItIXBrV3YG3wAiiG0+XWBi8KtVxCQgJCQ0MxePBgnDt3DosXL8aCBQsAvLxOy8TEBIsXL8aQIUNw6dIlTJ8+XWN5Nzc3yGQyREdHo3379lAoFLCwsMCECRMwfvx4mJiYoFGjRnjw4AEuX76M/v37F6rOqKgoqFQqNGjQAGZmZti4cSMUCgXc3NxytV27di2WLVuGnTt3QiaTISkpCQBgYWEBCwsLhIeHi9cV+Pn5ISMjAzExMXjy5AlCQ0MBAH369EHZsmUxe/bsN352jx8/RkJCAlQqFS5cuAAAKF++PCwsLAq1nURERNpiUCsEMzMzGBgaoZlJfLH1aWBoBDMzM62W6dOnD54/f4769evD0NAQo0aNwqBBgwC8HJssKioKX331FSIjI1G7dm3Mnz8fHTt2FJcvW7YswsPD8eWXX6Jv377o06cPoqKiMHnyZBgZGWHKlCm4d+8enJycMGTIkEJvm42NDebMmYPQ0FCoVCp4e3tj9+7dKF26dK62R48ehUql0qgTeHkTQVhYGAYMGAAzMzN88803GDduHMzNzeHt7a3xVIOEhIS3PkR9ypQpWLdunfi+Vq1aAIDDhw+jefPmhd5WIiIibciEVwfWKqFSU1NhbW0NpVIJKysrjXkvXrxAfHw8PDw8NE6zSf0RUlS88ttPiIjo3SUmJmLVqlVYuXKlzq9Rc3JywuDBgzFo0CCdjRDwptzxOh5RKyRra2sGJyIiItIpPpmAiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKI4jlohccBbIiIi0jW9BrXly5dj+fLluH37NgCgatWqmDJlCtq1awfg5WjvX3zxBbZs2YKMjAz4+vpi2bJlcHBwENeRkJCAoUOH4vDhw7CwsEBQUBBmz54NIyPdbZpSqcTSJZHIyi6GB33+P2MjA4QMH1ngsNa8eXPUrFkTCxcu1G1hr7l9+zY8PDxw/vx51KxZs0jW6e7ujtGjR2s8BoqIiKgk0GtQ++ijjzBnzhx4eXlBEASsW7cOn3zyCc6fP4+qVatizJgx+PXXX/HTTz/B2toaw4cPR5cuXfDnn38CAFQqFfz9/eHo6Ii//voLiYmJ6NOnD4yNjTFr1iyd1Z2eno6sbDU6C3tgh8c66yfHA9hiZ3Z7pKenF+tRtSNHjqBFixZ48uQJbGxsiq3f1505cwbm5uZ66TsjIwMNGjTAxYsXizR8EhERFYReg1pAQIDG+5kzZ2L58uU4efIkPvroI6xZswabN29Gy5YtAQBr165F5cqVcfLkSTRs2BD79+/HlStX8Pvvv8PBwQE1a9bE9OnTMWHCBISFhcHExCTPfjMyMpCRkSG+T01NLVT9dngMJyQXalkqODs7O731PX78eDg7O+PixYt6q4GIiEouydxMoFKpsGXLFjx79gw+Pj44e/YssrKy0Lp1a7FNpUqV4OrqihMnTgAATpw4AW9vb41Tob6+vkhNTcXly5fz7Wv27Nniszqtra3h4uKiuw3To+zsbAwfPhzW1tYoU6YMJk+eDEEQxPkbNmxA3bp1YWlpCUdHR/Ts2RPJyS+D5+3bt9GiRQsAQKlSpSCTyRAcHAwAUKvVmDdvHsqXLw9TU1O4urpi5syZGn3funULLVq0gJmZGWrUqCF+Z3kRBAFhYWFwdXWFqakpnJ2dMXLkSHG+u7u7eAo3KioKMpks1yssLExsv3r1alSuXBlyuRyVKlXCsmXLCvX5/fbbb9i/fz/mz59fqOWJiIjeld6DWmxsLCwsLGBqaoohQ4Zg586dqFKlCpKSkmBiYpLrlJuDgwOSkpIAAElJSRohLWd+zrz8TJw4EUqlUnzdvXu3aDdKItatWwcjIyOcPn0aixYtwrfffovVq1eL87OysjB9+nRcvHgRu3btwu3bt8Uw5uLigu3btwMArl+/jsTERCxatAjAy89vzpw5mDx5Mq5cuYLNmzfn+h4mTZqEsWPH4sKFC6hQoQJ69OiB7OzsPOvcvn07IiIisHLlSty4cQO7du2Ct7d3nm27deuGxMRE8fXDDz/AyMgIjRo1AgBs2rQJU6ZMwcyZM3H16lXMmjULkydPxrp168R1NG/eXNzO/Ny/fx8DBw7Ehg0bYGZm9sa2REREuqL3uz4rVqyICxcuQKlUYtu2bQgKCsLRo0d12qepqSlMTU112ocUuLi4ICIiAjKZDBUrVkRsbCwiIiIwcOBAAEC/fv3EtuXKlUNkZCTq1auHtLQ0WFhYwNbWFgBgb28vBuanT59i0aJFWLJkCYKCggAAnp6eaNy4sUbfY8eOhb+/PwAgPDwcVatWxc2bN1GpUqVcdSYkJMDR0RGtW7eGsbExXF1dUb9+/Ty3SaFQQKFQAADi4uIQEhKCWbNmoU2bNgCAqVOnYsGCBejSpQsAwMPDA1euXMHKlSvFel1dXeHk5JTv5yYIAoKDgzFkyBDUrVtXvNmFiIiouOn9iJqJiQnKly+POnXqYPbs2ahRowYWLVoER0dHZGZmIiUlRaP9/fv34ejoCABwdHTE/fv3c83PmVfSNWzYEDKZTHzv4+ODGzduQKVSAQDOnj2LgIAAuLq6wtLSEs2aNQPwMjjl5+rVq8jIyECrVq3e2Hf16tXFn3NCUc5p1dd99tlneP78OcqVK4eBAwdi586d+R59y6FUKtGhQwf4+/tj3LhxAIBnz54hLi4O/fv3h4WFhfiaMWMG4uLixGXXr1+P2bNn57vuxYsX4+nTp5g4ceIbayAiItI1vQe116nVamRkZKBOnTowNjbGwYMHxXnXr19HQkICfHx8ALwMHrGxsRoB4MCBA7CyskKVKlWKvfb3ybNnz+Dr6wsrKyts2rQJZ86cwc6dOwEAmZmZ+S6XczTrbYyNjcWfc8KiWp33cCYuLi64fv06li1bBoVCgWHDhqFp06bIysrKs71KpUK3bt1gZWWFVatWidPT0tIAAN999x0uXLggvi5duoSTJ08WqG4AOHToEE6cOAFTU1MYGRmhfPnyAIC6deuKR+WIiIiKg15PfU6cOBHt2rWDq6srnj59is2bN+PIkSPYt28frK2t0b9/f4SGhsLW1hZWVlYYMWIEfHx80LBhQwBA27ZtUaVKFfTu3Rvz5s1DUlISvv76a4SEhJSIU5tvc+rUKY33J0+ehJeXFwwNDXHt2jU8evQIc+bMEW+miImJ0Wifc9dszhE4APDy8oJCocDBgwcxYMCAIqtVoVAgICAAAQEBCAkJQaVKlRAbG4vatWvnajtmzBjExsYiJiYGcrlcnO7g4ABnZ2fcunULvXr1KnQtkZGRmDFjhvj+3r178PX1xdatW9GgQYNCr5eIiEhbeg1qycnJ6NOnDxITE2FtbY3q1atj37594vVGERERMDAwQGBgoMaAtzkMDQ0RHR2NoUOHwsfHB+bm5ggKCsK0adOKpf4HsJV0PwkJCQgNDcXgwYNx7tw5LF68GAsWLADw8jotExMTLF68GEOGDMGlS5cwffp0jeXd3Nwgk8kQHR2N9u3bQ6FQwMLCAhMmTMD48eNhYmKCRo0a4cGDB7h8+TL69+9fqDqjoqKgUqnQoEEDmJmZYePGjVAoFHBzc8vVdu3atVi2bBl27twJmUwm3jSSc5ozPDwcI0e+HBjYz88PGRkZiImJwZMnTxAaGgoA6NOnD8qWLZvv6U9XV1eN9xYWFgBeXov30UcfFWobiYiICkOvQW3NmjVvnC+Xy7F06VIsXbo03zZubm7Ys2dPUZf2RmZmZjA2MsDO7PbF1qexkYHWdx/26dMHz58/R/369WFoaIhRo0Zh0KBBAF6OTRYVFYWvvvoKkZGRqF27NubPn4+OHTuKy5ctWxbh4eH48ssv0bdvX/Tp0wdRUVGYPHkyjIyMMGXKFNy7dw9OTk4YMmRIobfNxsYGc+bMQWhoKFQqFby9vbF7926ULl06V9ujR49CpVJp1Am8vIkgLCwMAwYMgJmZGb755huMGzcO5ubm8Pb21niqQUJCAgwMJHfWn4iIKBeZ8OrAWiVUamoqrK2toVQqYWVlpTHvxYsXiI+Ph4eHh8ZpNj7rk16V335CRETvLjExEatWrcLKlSuRmJio076cnJwwePBgDBo06I0jBLyLN+WO1+l9eI73Vc5guURERES6wvM/RERERBLFoEZEREQkUQxqRERERBLFoEZEREQkUQxqRERERBLFoEZEREQkUQxqRERERBLFcdQKiQPeEhERka4xqBWCUqnE4iWLocpWvb1xETE0MsSI4SMKHNaaN2+OmjVrYuHChbot7DW3b9+Gh4cHzp8/j5o1axbJOt3d3TF69GiNx0ARlUT8A7Fo8HOk9wmDWiGkp6dDla3CqTKn8NT4qc77s8yyRIOHDZCenl6sv+xHjhxBixYt8OTJE9jY2BRbv687c+YMzM3Ni7XPf/75B+PGjcOff/6JzMxMVK9eHdOnT0eLFi2KtQ6iHO/DH4jvA6VSiaVLIpGVrS62Po0MZejarQcsLCx03hdD4YeHQe0dPDV+ihTTFH2X8cGzs7Mr9j47dOgALy8vHDp0CAqFAgsXLkSHDh0QFxcHR0fHYq+HqKT8gahr6enpyMpWo7OwB3Z4rPP+7sAZe1UtsHnzZp33BXyY4bqkY1D7gGVnZ2P48OHYsGEDjI2NMXToUEybNg0ymQwAsGHDBixatAjXr1+Hubk5WrZsiYULF8Le3h63b98Wjx6VKlUKABAUFISoqCio1WrMnz8fq1atwt27d+Hg4IDBgwdj0qRJYt+3bt3CmDFjcOrUKXh5eWHFihXw8fHJs05BEBAeHo7vv/8e9+/fR+nSpfHpp58iMjISgOapz6ioKPTt2zfXOqZOnYqwsDAAwOrVq7FgwQLEx8fD3d0dI0eOxLBhwwr8uT18+BA3btzAmjVrUL16dQDAnDlzsGzZMly6dIlBjfSKfyAWDTs8hhOSdd7PQ9hCBlmxBOwPNVyXdAxqH7B169ahf//+OH36NGJiYjBo0CC4urpi4MCBAICsrCxMnz4dFStWRHJyMkJDQxEcHIw9e/bAxcUF27dvR2BgIK5fvw4rKysoFAoAwMSJE/Hdd98hIiICjRs3RmJiIq5du6bR96RJkzB//nx4eXlh0qRJ6NGjB27evAkjo9y73Pbt2xEREYEtW7agatWqSEpKwsWLF/Pcpm7dusHPz098f+TIEfTu3RuNGjUCAGzatAlTpkzBkiVLUKtWLZw/fx4DBw6Eubk5goKCALy8fs/d3R1RUVF59lG6dGlUrFgR69evR+3atWFqaoqVK1fC3t4ederU0e5LICICAzYVHoPaB8zFxQURERGQyWSoWLEiYmNjERERIQa1fv36iW3LlSuHyMhI1KtXD2lpabCwsICtrS0AwN7eXrxG7enTp1i0aBGWLFkiBh9PT080btxYo++xY8fC398fABAeHo6qVavi5s2bqFSpUq46ExIS4OjoiNatW8PY2Biurq6oX79+ntukUCjEwBgXF4eQkBDMmjULbdq0AfDyyNqCBQvQpUsXAICHhweuXLmClStXivW6urrCyckp389NJpPh999/R6dOnWBpaQkDAwPY29tj79694tFFIiKi4sBx1D5gDRs2FE9zAoCPjw9u3LgBlerlxchnz55FQEAAXF1dYWlpiWbNmgF4GZzyc/XqVWRkZKBVq1Zv7DvnlCEAMRQlJ+d9muGzzz7D8+fPUa5cOQwcOBA7d+5Ednb2G9evVCrRoUMH+Pv7Y9y4cQCAZ8+eIS4uDv3794eFhYX4mjFjBuLi4sRl169fj9mzZ+e7bkEQEBISAnt7e/zxxx84ffo0OnXqhICAACQmJr6xLiIioqLEoFZCPXv2DL6+vrCyssKmTZtw5swZ7Ny5EwCQmZmZ73I5R7PextjYWPw5Jyyq1XnfZeXi4oLr169j2bJlUCgUGDZsGJo2bYqsrKw826tUKnTr1g1WVlZYtWqVOD0tLQ0A8N133+HChQvi69KlSzh58mSB6gaAQ4cOITo6Glu2bEGjRo1Qu3ZtsbZ169YVeD1ERETviqc+P2CnTp3SeH/y5El4eXnB0NAQ165dw6NHjzBnzhy4uLgAAGJiYjTam5iYAIB4BA4AvLy8oFAocPDgQQwYMKDIalUoFAgICEBAQABCQkJQqVIlxMbGonbt2rnajhkzBrGxsYiJiYFcLhenOzg4wNnZGbdu3UKvXr0KXUvO+EoGBpp/xxgYGOQbNomIiHSBQe0dWGZZSrqfhIQEhIaGYvDgwTh37hwWL16MBQsWAHh5nZaJiQkWL16MIUOG4NKlS5g+fbrG8m5ubpDJZIiOjkb79u2hUChgYWGBCRMmYPz48TAxMUGjRo3w4MEDXL58Gf379y9UnVFRUVCpVGjQoAHMzMywceNGKBQKuLm55Wq7du1aLFu2DDt37oRMJkNSUhIAiKc5w8PDMXLkSFhbW8PPzw8ZGRmIiYnBkydPEBoaCgDo06cPypYtm+/pTx8fH5QqVQpBQUGYMmUKFAoFvvvuO8THx4vX3RERERUHBrVCMDMzg6GRIRo8bFBsfRoaGcLMzEyrZfr06YPnz5+jfv36MDQ0xKhRozBo0CAAL8cmi4qKwldffYXIyEjUrl0b8+fPR8eOHcXly5Yti/DwcHz55Zfo27cv+vTpg6ioKEyePBlGRkaYMmUK7t27BycnJwwZMqTQ22ZjY4M5c+YgNDQUKpUK3t7e2L17N0qXLp2r7dGjR6FSqTTqBP43PMeAAQNgZmaGb775BuPGjYO5uTm8vb01nmqQkJCQ62jZq8qUKYO9e/di0qRJaNmyJbKyslC1alX8/PPPqFGjRqG3k4iISFsyQRAEfRehb6mpqbC2toZSqYSVlZXGvBcvXiA+Ph4eHh4ap9n4CBJ6VX77CVFRSUxMxKpVq/C70+/FMsyDTYYNWie2xqBBg954l/T7JudzHCRsLJZx1GJRCTtk7Yvle/tQvzPgf9/bypUrdX5Tl5OTEwYPHqzTz/FNueN1PKJWSNbW1gxOREREpFO865OIiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIojiOWiFxwFsiIiLSNQa1QlAqlYiMjCzWB3QbGBiIz7AsDs2bN0fNmjWxcOFCAIC7uztGjx6t8SimVwUHByMlJQW7du0qlvq08fq2EBERvS8Y1AohPT0darUa27dvx8OHD3XeX5kyZRAYGIj09PQCB7Xg4GCsW7cu1/QbN26gfPnyRV0iERER6QCD2jt4+PChzp859i78/Pywdu1ajWl2dnZ6qkY7mZmZMDEx0XcZREREesWbCT5gpqamcHR01HgZGhoiODgYnTp10mg7evRoNG/evMj6PnPmDOzs7DB37lwAQEpKCgYMGAA7OztYWVmhZcuWuHjxotg+LCwMNWvWxOrVqzUebC6TybB69Wp07twZZmZm8PLywi+//KLR16VLl9CuXTtYWFjAwcEBvXv3LpYjnURERLrGoEZF7tChQ2jTpg1mzpyJCRMmAAA+++wzJCcn47fffsPZs2dRu3ZttGrVCo8fPxaXu3nzJrZv344dO3bgwoUL4vTw8HB07doVf//9N9q3b49evXqJy6WkpKBly5aoVasWYmJisHfvXty/fx9du3Yt1m0mIiLSBQa1D1h0dDQsLCzE12effabzPnfu3IlPPvkEK1euxKBBgwAAx48fx+nTp/HTTz+hbt268PLywvz582FjY4Nt27aJy2ZmZmL9+vWoVasWqlevLk4PDg5Gjx49UL58ecyaNQtpaWk4ffo0AGDJkiWoVasWZs2ahUqVKqFWrVr4/vvvcfjwYfzzzz86314iIiJd4jVqH7AWLVpg+fLl4ntzc3Od9nfq1ClER0dj27ZtGqdWL168iLS0NJQuXVqj/fPnzxEXFye+d3Nzy/MauldDm7m5OaysrJCcnCyu+/Dhw7CwsMi1XFxcHCpUqPCum0VERKQ3DGofMHNz8zzv8DQwMIAgCBrTsrKy3rk/T09PlC5dGt9//z38/f1hbGwMAEhLS4OTkxOOHDmSaxkbGxuNevOSs54cMplMHBolLS0NAQEB4rVwr3JycirklhAREUkDg1oJZGdnh0uXLmlMu3DhQq5ApK0yZcpgx44daN68Obp27Yoff/wRxsbGqF27NpKSkmBkZAR3d/d36uN1tWvXxvbt2+Hu7g4jI+7ORET0YeH/bO+gTJky72U/LVu2xDfffIP169fDx8cHGzduxKVLl1CrVq13Xre9vT0OHTqEFi1aoEePHtiyZQtat24NHx8fdOrUCfPmzUOFChVw7949/Prrr+jcuTPq1q1b6P5CQkLw3XffoUePHhg/fjxsbW1x8+ZNbNmyBatXr4ahoeE7bxMREZG+MKgVgpmZGQwMDBAYGFhsfRoYGMDMzKxI1uXr64vJkydj/PjxePHiBfr164c+ffogNja2SNbv6OiIQ4cOoXnz5ujVqxc2b96MPXv2YNKkSejbty8ePHgAR0dHNG3aFA4ODu/Ul7OzM/78809MmDABbdu2RUZGBtzc3ODn5wcDA94rQ0RE7zcGtUKwtrbGyJEjJf2sz6ioqDfODw8PR3h4eL7zX7+e7Pbt21r15+TkhOvXr4vvLS0tERkZicjIyDyXDwsLQ1hYWK7pr19LB7wckuNVXl5e2LFjR7615XVtHBER0fuAQa2QrK2t+ZB0IiIi0imeGyIiIiKSKAY1IiIiIonSa1CbPXs26tWrB0tLS9jb26NTp04a1zUBQPPmzSGTyTReQ4YM0WiTkJAAf39/mJmZwd7eHuPGjUN2dnZxbgoRERFRkdPrNWpHjx5FSEgI6tWrh+zsbHz11Vdo27Ytrly5ojH46cCBAzFt2jTx/at3P6pUKvj7+8PR0RF//fUXEhMT0adPHxgbG2PWrFlFVmteF7UT5eD+QUREuqDXoLZ3716N91FRUbC3t8fZs2fRtGlTcbqZmRkcHR3zXMf+/ftx5coV/P7773BwcEDNmjUxffp0TJgwAWFhYTAxMXmnGnPG4crMzIRCoXinddGHK+cO4HcdNJiIiOhVkrrrU6lUAgBsbW01pm/atAkbN26Eo6MjAgICMHnyZPGo2okTJ+Dt7a0xHpevry+GDh2Ky5cv5zmIa0ZGBjIyMsT3qamp+dZkZGQEMzMzPHjwAMbGxhybizQIgoD09HQkJyfDxsaGA+wSEVGRkkxQU6vVGD16NBo1aoRq1aqJ03v27Ak3Nzc4Ozvj77//xoQJE3D9+nVx3KykpKRcg6bmvE9KSsqzr9mzZ79xDLFXyWQyODk5IT4+Hnfu3CnMplEJYGNjk+9RXyIiosKSTFALCQnBpUuXcPz4cY3pgwYNEn/29vaGk5MTWrVqhbi4OHh6ehaqr4kTJyI0NFR8n5qaChcXl3zbm5iYwMvLC5mZmYXqjz5sxsbGPJJGREQ6IYmgNnz4cERHR+PYsWP46KOP3ti2QYMGAICbN2/C09MTjo6OOH36tEab+/fvA0C+RzhMTU1hamqqVY0GBgaQy+VaLUNERET0LvR6wZUgCBg+fDh27tyJQ4cOwcPD463LXLhwAcDLRxQBgI+PD2JjY5GcnCy2OXDgAKysrFClShWd1E1ERERUHPR6RC0kJASbN2/Gzz//DEtLS/GaMmtraygUCsTFxWHz5s1o3749Spcujb///htjxoxB06ZNUb16dQBA27ZtUaVKFfTu3Rvz5s1DUlISvv76a4SEhGh91IyIiIhISvR6RG358uVQKpVo3rw5nJycxNfWrVsBvLw27Pfff0fbtm1RqVIlfPHFFwgMDMTu3bvFdRgaGiI6OhqGhobw8fHB559/jj59+miMu0ZERET0PtLrEbW3DRLq4uKCo0ePvnU9bm5u2LNnT1GVRURERCQJHBSMiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkikGNiIiISKIY1IiIiIgkykibxlevXsWWLVvwxx9/4M6dO0hPT4ednR1q1aoFX19fBAYGwtTUVFe1EhEREZUoBTqidu7cObRu3Rq1atXC8ePH0aBBA4wePRrTp0/H559/DkEQMGnSJDg7O2Pu3LnIyMjQdd1EREREH7wCHVELDAzEuHHjsG3bNtjY2OTb7sSJE1i0aBEWLFiAr776qqhqJCIiIiqRChTU/vnnHxgbG7+1nY+PD3x8fJCVlfXOhRERERGVdAU69fm2kJaSkqJVeyIiIiJ6O63v+pw7dy62bt0qvu/atStKly6NsmXL4uLFi0VaHBEREVFJpnVQW7FiBVxcXAAABw4cwIEDB/Dbb7+hXbt2GDduXJEXSERERFRSaTU8BwAkJSWJQS06Ohpdu3ZF27Zt4e7ujgYNGhR5gUREREQlldZH1EqVKoW7d+8CAPbu3YvWrVsDAARBgEqlKtrqiIiIiEowrY+odenSBT179oSXlxcePXqEdu3aAQDOnz+P8uXLF3mBRERERCWV1kEtIiIC7u7uuHv3LubNmwcLCwsAQGJiIoYNG1bkBRIRERGVVFqf+jQ2NsbYsWOxaNEi1KpVS5w+ZswYDBgwQKt1zZ49G/Xq1YOlpSXs7e3RqVMnXL9+XaPNixcvEBISgtKlS8PCwgKBgYG4f/++RpuEhAT4+/vDzMwM9vb2GDduHLKzs7XdNCIiIiJJKVBQO3nyZIFXmJ6ejsuXLxeo7dGjRxESEoKTJ0/iwIEDyMrKQtu2bfHs2TOxzZgxY7B792789NNPOHr0KO7du4cuXbqI81UqFfz9/ZGZmYm//voL69atQ1RUFKZMmVLgmomIiIikqEBBrXfv3vD19cVPP/2kEaJedeXKFXz11Vfw9PTE2bNnC9T53r17ERwcjKpVq6JGjRqIiopCQkKCuLxSqcSaNWvw7bffomXLlqhTpw7Wrl2Lv/76SwyP+/fvx5UrV7Bx40bUrFkT7dq1w/Tp07F06VJkZmYWqA4iIiIiKSpQULty5Qr8/f3x9ddfw8bGBlWrVkWbNm0QEBCAxo0bo0yZMqhduzbi4+Oxf/9+9OnTp1DFKJVKAICtrS0A4OzZs8jKyhLvLAWASpUqwdXVFSdOnADw8vmi3t7ecHBwENv4+voiNTU13yN7GRkZSE1N1XgRERERSU2BbiYwNjbGyJEjMXLkSMTExOD48eO4c+cOnj9/jho1amDMmDFo0aKFGLAKQ61WY/To0WjUqBGqVasG4OWYbSYmJrkeBO/g4ICkpCSxzashLWd+zry8zJ49G+Hh4YWulYiIiKg4aH3XZ926dVG3bt0iLyQkJASXLl3C8ePHi3zdr5s4cSJCQ0PF96mpqeIgvkRERERSoXVQ04Xhw4cjOjoax44dw0cffSROd3R0RGZmJlJSUjSOqt2/fx+Ojo5im9OnT2usL+eu0Jw2rzM1NYWpqWkRbwURERFR0dJ6eI6iJAgChg8fjp07d+LQoUPw8PDQmF+nTh0YGxvj4MGD4rTr168jISEBPj4+AAAfHx/ExsYiOTlZbHPgwAFYWVmhSpUqxbMhRERERDqg1yNqISEh2Lx5M37++WdYWlqK15RZW1tDoVDA2toa/fv3R2hoKGxtbWFlZYURI0bAx8cHDRs2BAC0bdsWVapUQe/evTFv3jwkJSXh66+/RkhICI+aERER0XtNr0Ft+fLlAIDmzZtrTF+7di2Cg4MBvHwSgoGBAQIDA5GRkQFfX18sW7ZMbGtoaIjo6GgMHToUPj4+MDc3R1BQEKZNm1Zcm0FERESkE+8U1F68eAG5XF7o5QVBeGsbuVyOpUuXYunSpfm2cXNzw549ewpdBxEREZEUaX2NmlqtxvTp01G2bFlYWFjg1q1bAIDJkydjzZo1RV4gERERUUml9RG1GTNmYN26dZg3bx4GDhwoTq9WrRoWLlyI/v37F2mBRKQbSqUS6enpxdKXmZkZrK2ti6UvIqIPidZBbf369Vi1ahVatWqFIUOGiNNr1KiBa9euFWlxRKQbSqUSi5cshipbVSz9GRoZYsTwEQxrRERa0jqo/ffffyhfvnyu6Wq1GllZWUVSFBHpVnp6OlTZKpwqcwpPjZ/qtC/LLEs0eNgA6enpDGpERFrSOqhVqVIFf/zxB9zc3DSmb9u2DbVq1SqywohI954aP0WKaYq+yyAionxoHdSmTJmCoKAg/Pfff1Cr1dixYweuX7+O9evXIzo6Whc1EhFJVnFd6/fw4UOd90FE0qN1UPvkk0+we/duTJs2Debm5pgyZQpq166N3bt3o02bNrqokYhIkpRKJZYuiURWtlrfpRDRB6pQ46g1adIEBw4cKOpaiIjeK+np6cjKVqOzsAd2eKzTvm7AHYdljXXaBxFJzzsNeJuWlga1WvMvSSsrq3cqiIjofWOHx3BC8tsbvoOHsNXp+olImrQe8DY+Ph7+/v4wNzeHtbU1SpUqhVKlSsHGxgalSpXSRY1EREREJZLWR9Q+//xzCIKA77//Hg4ODpDJZLqoi4iIiKjE0zqoXbx4EWfPnkXFihV1UQ8RERER/T+tT33Wq1cPd+/e1UUtRERERPQKrY+orV69GkOGDMF///2HatWqwdjYWGN+9erVi6w4IiIiopJM66D24MEDxMXFoW/fvuI0mUwGQRAgk8mgUhXPswOJiIiIPnRaB7V+/fqhVq1a+OGHH3gzAREREZEOaR3U7ty5g19++SXPB7MTERERUdHR+maCli1b4uLFi7qohYiIiIheofURtYCAAIwZMwaxsbHw9vbOdTNBx44di6w4IiIiopJM66A2ZMgQAMC0adNyzePNBERERERFR+ug9vqzPYmIiIhIN7S+Ro2IiIiIikeBjqhFRkZi0KBBkMvliIyMfGPbkSNHFklhRERERCVdgYJaREQEevXqBblcjoiIiHzbyWQyBjUiIiKiIlKgoBYfH5/nz0RERESkO1pfozZt2jSkp6fnmv78+fM87wQlIiIiosLROqiFh4cjLS0t1/T09HSEh4cXSVFEREREVIiglvPw9dddvHgRtra2RVIUEREREWkxjlqpUqUgk8kgk8lQoUIFjbCmUqmQlpYmDoZLRERERO+uwEFt4cKFEAQB/fr1Q3h4OKytrcV5JiYmcHd3h4+Pj06KJCIiIiqJChzUgoKCAAAeHh5o1KgRjIy0fqgBEREREWlB67TVrFkzXdRBRERERK/hI6SIiIiIJIpBjYiIiEiiGNSIiIiIJIpBjYiIiEiitL6ZoHPnznkOeCuTySCXy1G+fHn07NkTFStWLJICiYiIiEoqrY+oWVtb49ChQzh37pw4AO758+dx6NAhZGdnY+vWrahRowb+/PNPXdRLREREVGJofUTN0dERPXv2xJIlS2Bg8DLnqdVqjBo1CpaWltiyZQuGDBmCCRMm4Pjx40VeMBEREVFJofURtTVr1mD06NFiSAMAAwMDjBgxAqtWrYJMJsPw4cNx6dKlIi2UiIiIqKTROqhlZ2fj2rVruaZfu3YNKpUKACCXy/O8jo2IiIiICk7rU5+9e/dG//798dVXX6FevXoAgDNnzmDWrFno06cPAODo0aOoWrVq0VZKREREVMJoHdQiIiLg4OCAefPm4f79+wAABwcHjBkzBhMmTAAAtG3bFn5+fkVbKREREVEJo3VQMzQ0xKRJkzBp0iSkpqYCAKysrDTauLq6Fk11RERERCWY1kHtVa8HNCIiIiIqOlrfTHD//n307t0bzs7OMDIygqGhocaLiIiIiIqG1kfUgoODkZCQgMmTJ8PJyYl3dxIRERHpiNZH1I4fP45NmzZh6NCh6NSpEz755BONlzaOHTuGgIAAODs7QyaTYdeuXRrzg4ODxacf5Lxev0nh8ePH6NWrF6ysrGBjY4P+/fsjLS1N280iIiIikhytg5qLiwsEQSiSzp89e4YaNWpg6dKl+bbx8/NDYmKi+Prhhx805vfq1QuXL1/GgQMHEB0djWPHjmHQoEFFUh8RERGRPml96nPhwoX48ssvsXLlSri7u79T5+3atUO7du3e2MbU1BSOjo55zrt69Sr27t2LM2fOoG7dugCAxYsXo3379pg/fz6cnZ3fqT4iIiIifdL6iFq3bt1w5MgReHp6wtLSEra2thqvonbkyBHY29ujYsWKGDp0KB49eiTOO3HiBGxsbMSQBgCtW7eGgYEBTp06le86MzIykJqaqvEiIiIikppCHVErLn5+fujSpQs8PDwQFxeHr776Cu3atcOJEydgaGiIpKQk2NvbayxjZGQEW1tbJCUl5bve2bNnIzw8XNflExEREb0TrYNaUFCQLurIU/fu3cWfvb29Ub16dXh6euLIkSNo1apVodc7ceJEhIaGiu9TU1Ph4uLyTrUSERERFbUCBbXU1FRxcNu3nSbU5SC45cqVQ5kyZXDz5k20atUKjo6OSE5O1miTnZ2Nx48f53tdG/DyujdTU1Od1UlERERUFAoU1EqVKoXExETY29vDxsYmz7HTBEGATCaDSqUq8iJz/Pvvv3j06BGcnJwAAD4+PkhJScHZs2dRp04dAMChQ4egVqvRoEEDndVBREREVBwKFNQOHTok3ihw+PDhIus8LS0NN2/eFN/Hx8fjwoUL4o0J4eHhCAwMhKOjI+Li4jB+/HiUL18evr6+AIDKlSvDz88PAwcOxIoVK5CVlYXhw4eje/fuvOOTiIiI3nsFCmrNmjXL8+d3FRMTgxYtWojvc64bCwoKwvLly/H3339j3bp1SElJgbOzM9q2bYvp06drnLbctGkThg8fjlatWsHAwACBgYGIjIwsshqJiIiI9KVQD2VPSUnB6dOnkZycDLVarTGvT58+BV5P8+bN3zh47r59+966DltbW2zevLnAfRIRERG9L7QOart370avXr2QlpYGKysrjevVZDKZVkGNiIiIiPKn9YC3X3zxBfr164e0tDSkpKTgyZMn4uvx48e6qJGIiIioRNI6qP33338YOXIkzMzMdFEPEREREf0/rYOar68vYmJidFELEREREb1C62vU/P39MW7cOFy5cgXe3t4wNjbWmN+xY8ciK46IiIioJNM6qA0cOBAAMG3atFzzdD3gLREREVFJonVQe304DiIiIiLSDa2vUSMiIiKi4lGgI2qRkZEYNGgQ5HL5W0f9HzlyZJEURkRERFTSFSioRUREoFevXpDL5YiIiMi3nUwmY1AjIiIiKiIFCmrx8fF5/kxEREREusNr1IiIiIgkqlAPZf/333/xyy+/ICEhAZmZmRrzvv322yIpjIiIiKik0zqoHTx4EB07dkS5cuVw7do1VKtWDbdv34YgCKhdu7YuaiQiIiIqkbQ+9Tlx4kSMHTsWsbGxkMvl2L59O+7evYtmzZrhs88+00WNRERERCWS1kHt6tWr6NOnDwDAyMgIz58/h4WFBaZNm4a5c+cWeYFEREREJZXWQc3c3Fy8Ls3JyQlxcXHivIcPHxZdZUREREQlnNbXqDVs2BDHjx9H5cqV0b59e3zxxReIjY3Fjh070LBhQ13USERERFQiaR3Uvv32W6SlpQEAwsPDkZaWhq1bt8LLy4t3fBIREREVIa2Cmkqlwr///ovq1asDeHkadMWKFTopjIiIiKik0+oaNUNDQ7Rt2xZPnjzRVT1ERERE9P+0vpmgWrVquHXrli5qISIiIqJXaB3UZsyYgbFjxyI6OhqJiYlITU3VeBERERFR0SjwNWrTpk3DF198gfbt2wMAOnbsCJlMJs4XBAEymQwqlaroqyQiIiIqgQoc1MLDwzFkyBAcPnxYl/UQERER0f8rcFATBAEA0KxZM50VQ0RERET/o9U1aq+e6iQiIiIi3dJqHLUKFSq8Naw9fvz4nQoiIiIiope0Cmrh4eGwtrbWVS1ERERE9Aqtglr37t1hb2+vq1qIiIiI6BUFvkaN16cRERERFa8CB7Wcuz6JiIiIqHgU+NSnWq3WZR1ERERE9BqtHyFFRERERMWDQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIovQa1I4dO4aAgAA4OztDJpNh165dGvMFQcCUKVPg5OQEhUKB1q1b48aNGxptHj9+jF69esHKygo2Njbo378/0tLSinEriIiIiHRDr0Ht2bNnqFGjBpYuXZrn/Hnz5iEyMhIrVqzAqVOnYG5uDl9fX7x48UJs06tXL1y+fBkHDhxAdHQ0jh07hkGDBhXXJhARERHpjJE+O2/Xrh3atWuX5zxBELBw4UJ8/fXX+OSTTwAA69evh4ODA3bt2oXu3bvj6tWr2Lt3L86cOYO6desCABYvXoz27dtj/vz5cHZ2LrZtISIiIipqeg1qbxIfH4+kpCS0bt1anGZtbY0GDRrgxIkT6N69O06cOAEbGxsxpAFA69atYWBggFOnTqFz5855rjsjIwMZGRni+9TUVN1tSAmgVCqRnp5ebP2ZmZnB2tq62PojIiLSF8kGtaSkJACAg4ODxnQHBwdxXlJSEuzt7TXmGxkZwdbWVmyTl9mzZyM8PLyIKy6ZlEolFi9ZDFW2qtj6NDQyxIjhIxjWiIjogyfZoKZLEydORGhoqPg+NTUVLi4ueqzo/ZWeng5VtgqnypzCU+OnOu/PMssSDR42QHp6OoMaERF98CQb1BwdHQEA9+/fh5OTkzj9/v37qFmzptgmOTlZY7ns7Gw8fvxYXD4vpqamMDU1LfqiS7Cnxk+RYpqi7zLea8V5Cvnhw4fF0g8REb0byQY1Dw8PODo64uDBg2IwS01NxalTpzB06FAAgI+PD1JSUnD27FnUqVMHAHDo0CGo1Wo0aNBAX6UTaU2pVGLpkkhkZav1XQoREUmIXoNaWloabt68Kb6Pj4/HhQsXYGtrC1dXV4wePRozZsyAl5cXPDw8MHnyZDg7O6NTp04AgMqVK8PPzw8DBw7EihUrkJWVheHDh6N79+6845PeK+np6cjKVqOzsAd2eKzz/m7AHYdljXXeDxERvRu9BrWYmBi0aNFCfJ9z3VhQUBCioqIwfvx4PHv2DIMGDUJKSgoaN26MvXv3Qi6Xi8ts2rQJw4cPR6tWrWBgYIDAwEBERkYW+7YQFQU7PIYTkt/e8B09hK3O+yDSRnGd+udpf3rf6DWoNW/eHIIg5DtfJpNh2rRpmDZtWr5tbG1tsXnzZl2UR0RExUCpVCJy8RKoVdn6LoVIciR7jRoREZUM6enpUKuycTTTA0q1/O0LvIOyhkrUMb6n0z6IihKDGhERSYJSLccjwVynfVirn+t0/URFTa/P+iQiIiKi/DGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRRDGoEREREUkUgxoRERGRREk6qIWFhUEmk2m8KlWqJM5/8eIFQkJCULp0aVhYWCAwMBD379/XY8VERERERUfSQQ0AqlatisTERPF1/Phxcd6YMWOwe/du/PTTTzh69Cju3buHLl266LFaIiIioqJjpO8C3sbIyAiOjo65piuVSqxZswabN29Gy5YtAQBr165F5cqVcfLkSTRs2LC4SyUiIiIqUpI/onbjxg04OzujXLly6NWrFxISEgAAZ8+eRVZWFlq3bi22rVSpElxdXXHixIk3rjMjIwOpqakaLyIiIiKpkfQRtQYNGiAqKgoVK1ZEYmIiwsPD0aRJE1y6dAlJSUkwMTGBjY2NxjIODg5ISkp643pnz56N8PBwHVauf0qlEunp6Trv5+HDhzrvg4iIqKSSdFBr166d+HP16tXRoEEDuLm54ccff4RCoSj0eidOnIjQ0FDxfWpqKlxcXN6pVilRKpVYuiQSWdlqfZdCRERE70DSQe11NjY2qFChAm7evIk2bdogMzMTKSkpGkfV7t+/n+c1ba8yNTWFqampjqvVn/T0dGRlq9FZ2AM7PNZpXzfgjsOyxjrtg0hbPKJMRB+K9yqopaWlIS4uDr1790adOnVgbGyMgwcPIjAwEABw/fp1JCQkwMfHR8+VSoMdHsMJyTrt4yFsdbp+Im0plUpELl4CtSpb36UQEb0zSQe1sWPHIiAgAG5ubrh37x6mTp0KQ0ND9OjRA9bW1ujfvz9CQ0Nha2sLKysrjBgxAj4+Przjk6gES09Ph1qVjaOZHlCq5Trtq6yhEnWM7+m0DyIq2SQd1P7991/06NEDjx49gp2dHRo3boyTJ0/Czs4OABAREQEDAwMEBgYiIyMDvr6+WLZsmZ6rJiIpUKrleCSY67QPa/Vzna6fiEjSQW3Lli1vnC+Xy7F06VIsXbq0mCoiIiIiKj6SH0eNiIiIqKRiUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoliUCMiIiKSKAY1IiIiIoky0ncBRFKmVCqRnp6u834ePnyo8z6IiOj9w6BGlA+lUonIxUugVmXruxQiIiqhGNSI8pGeng61KhtHMz2gVMt12ldZQyXqGN/TaR9ERPT+YVAjegulWo5HgrlO+7BWP9fp+omI6P3EmwmIiIiIJIpBjYiIiEiiGNSIiIiIJIpBjYiIiEiiGNSIiIiIJIpBjYiIiEiiGNSIiIiIJIpBjYiIiEiiGNSIiIiIJIpBjYiIiEii+AipYqJUKpGenl4sfT18+LBY+iEiIiLdYlArBkqlEpGLl0CtytZ3KURERPQeYVArBunp6VCrsnE00wNKtVzn/ZU1VKKO8T2d90NERES6xaBWjJRqOR4J5jrvx1r9XOd9EBERke7xZgIiIiIiiWJQIyIiIpIoBjUiIiIiiWJQIyIiIpIoBjUiIiIiiWJQIyIiIpIoBjUiIiIiiWJQIyIiIpKoDyaoLV26FO7u7pDL5WjQoAFOnz6t75KIiIiI3skHEdS2bt2K0NBQTJ06FefOnUONGjXg6+uL5ORkfZdGREREVGgfRFD79ttvMXDgQPTt2xdVqlTBihUrYGZmhu+//17fpREREREV2nv/rM/MzEycPXsWEydOFKcZGBigdevWOHHiRJ7LZGRkICMjQ3yvVCoBAKmpqTqp8enTp3jx4gXMs55ApU7XSR+vMjVMxQvhBeJhjadQ67Svf2GGF3gBeaocFsYWOu0LAORZcrx48QJPnz6Fublun5tanN9bcX5nQPF+b8X5nQEf7vfG37Wiwd+191POPlKqVCmo1br93kqVKqXzzzEnbwiC8PbGwnvuv//+EwAIf/31l8b0cePGCfXr189zmalTpwoA+OKLL7744osvvvT2unv37ltzznt/RK0wJk6ciNDQUPG9Wq3G48ePUbp0achkMj1Wpj+pqalwcXHB3bt3YWVlpe9yqID4vb2f+L29f/idvZ+k+r0JgoCnT5/C2dn5rW3f+6BWpkwZGBoa4v79+xrT79+/D0dHxzyXMTU1hampqcY0GxsbXZX4XrGyspLUzkwFw+/t/cTv7f3D7+z9JMXvzdraukDt3vubCUxMTFCnTh0cPHhQnKZWq3Hw4EH4+PjosTIiIiKid/PeH1EDgNDQUAQFBaFu3bqoX78+Fi5ciGfPnqFv3776Lo2IiIio0D6IoNatWzc8ePAAU6ZMQVJSEmrWrIm9e/fCwcFB36W9N0xNTTF16tRcp4RJ2vi9vZ/4vb1/+J29nz6E700mCAW5N5SIiIiIitt7f40aERER0YeKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUSMOcOXMgk8kwevRofZdCb6BSqTB58mR4eHhAoVDA09MT06dPL9hz46hYHDt2DAEBAXB2doZMJsOuXbtytbl69So6duwIa2trmJubo169ekhISCj+Ykm0fPlyVK9eXRwg1cfHB7/99hsA4PHjxxgxYgQqVqwIhUIBV1dXjBw5UnxeNJEufBDDc1DROHPmDFauXInq1avruxR6i7lz52L58uVYt24dqlatipiYGPTt2xfW1tYYOXKkvssjAM+ePUONGjXQr18/dOnSJdf8uLg4NG7cGP3790d4eDisrKxw+fJlyOVyPVRLOT766CPMmTMHXl5eEAQB69atwyeffILz589DEATcu3cP8+fPR5UqVXDnzh0MGTIE9+7dw7Zt2/RdOn2gODwHAQDS0tJQu3ZtLFu2DDNmzEDNmjWxcOFCfZdF+ejQoQMcHBywZs0acVpgYCAUCgU2btyox8ooLzKZDDt37kSnTp3Ead27d4exsTE2bNigv8KoQGxtbfHNN9+gf//+ueb99NNP+Pzzz/Hs2TMYGfHYBxU9nvokAEBISAj8/f3RunVrfZdCBfDxxx/j4MGD+OeffwAAFy9exPHjx9GuXTs9V0YFoVar8euvv6JChQrw9fWFvb09GjRokOfpUdIflUqFLVu24NmzZ/k+klCpVMLKyoohjXSGexZhy5YtOHfuHM6cOaPvUqiAvvzyS6SmpqJSpUowNDSESqXCzJkz0atXL32XRgWQnJyMtLQ0zJkzBzNmzMDcuXOxd+9edOnSBYcPH0azZs30XWKJFhsbCx8fH7x48QIWFhbYuXMnqlSpkqvdw4cPMX36dAwaNEgPVVJJwaBWwt29exejRo3CgQMHeG3Me+THH3/Epk2bsHnzZlStWhUXLlzA6NGj4ezsjKCgIH2XR2+hVqsBAJ988gnGjBkDAKhZsyb++usvrFixgkFNzypWrIgLFy5AqVRi27ZtCAoKwtGjRzXCWmpqKvz9/VGlShWEhYXpr1j64DGolXBnz55FcnIyateuLU5TqVQ4duwYlixZgoyMDBgaGuqxQsrLuHHj8OWXX6J79+4AAG9vb9y5cwezZ89mUHsPlClTBkZGRrmO0lSuXBnHjx/XU1WUw8TEBOXLlwcA1KlTB2fOnMGiRYuwcuVKAMDTp0/h5+cHS0tL7Ny5E8bGxvoslz5wDGolXKtWrRAbG6sxrW/fvqhUqRImTJjAkCZR6enpMDDQvMTU0NBQPFJD0mZiYoJ69erh+vXrGtP/+ecfuLm56akqyo9arUZGRgaAl0fSfH19YWpqil9++YVnIkjnGNRKOEtLS1SrVk1jmrm5OUqXLp1rOklHQEAAZs6cCVdXV1StWhXnz5/Ht99+i379+um7NPp/aWlpuHnzpvg+Pj4eFy5cgK2tLVxdXTFu3Dh069YNTZs2RYsWLbB3717s3r0bR44c0V/RhIkTJ6Jdu3ZwdXXF06dPsXnzZhw5cgT79u1Damoq2rZti/T0dGzcuBGpqalITU0FANjZ2fEPW9INgeg1zZo1E0aNGqXvMugNUlNThVGjRgmurq6CXC4XypUrJ0yaNEnIyMjQd2n0/w4fPiwAyPUKCgoS26xZs0YoX768IJfLhRo1agi7du3SX8EkCIIg9OvXT3BzcxNMTEwEOzs7oVWrVsL+/fsFQcj/OwUgxMfH67dw+mBxHDUiIiIiieI4akREREQSxaBGREREJFEMakREREQSxaBGREREJFEMakREREQSxaBGREREJFEMakREREQSxaBGREREJFEMakT0Xjpy5AhkMhlSUlK0Wk4mk2HXrl06qeld3L59GzKZDBcuXCjU8s2bN8fo0aOLtCYi0j8GNSIqdg8ePMDQoUPh6uoKU1NTODo6wtfXF3/++ae+S3tv7dixA9OnT9d3GURUxPhQdiIqdoGBgcjMzMS6detQrlw53L9/HwcPHsSjR4/0XZrWMjMzYWJiou8yYGtrq+8SiEgHeESNiIpVSkoK/vjjD8ydOxctWrSAm5sb6tevj4kTJ6Jjx44A8j4NmJKSAplMhiNHjmis788//0T16tUhl8vRsGFDXLp0Sat6pk6dCicnJ/z9998AgOPHj6NJkyZQKBRwcXHByJEj8ezZM7G9u7s7pk+fjj59+sDKygqDBg1CVFQUbGxssG/fPlSuXBkWFhbw8/NDYmKiRl+rV69G5cqVIZfLUalSJSxbtkyrWpctWwYvLy/I5XI4ODjg008/Fee9euoz57Tw66/g4GCx/c8//4zatWtDLpejXLlyCA8PR3Z2tlb1EJHuMagRUbGysLCAhYUFdu3ahYyMjHde37hx47BgwQKcOXMGdnZ2CAgIQFZW1luXEwQBI0aMwPr16/HHH3+gevXqiIuLg5+fHwIDA/H3339j69atOH78OIYPH66x7Pz581GjRg2cP38ekydPBgCkp6dj/vz52LBhA44dO4aEhASMHTtWXGbTpk2YMmUKZs6ciatXr2LWrFmYPHky1q1bV6DtjImJwciRIzFt2jRcv34de/fuRdOmTfNs+/HHHyMxMVF8HTp0CHK5XGz/xx9/oE+fPhg1ahSuXLmClStXIioqCjNnzixQLURUjAQiomK2bds2oVSpUoJcLhc+/vhjYeLEicLFixfF+fHx8QIA4fz58+K0J0+eCACEw4cPC4IgCIcPHxYACFu2bBHbPHr0SFAoFMLWrVvz7RuA8NNPPwk9e/YUKleuLPz777/ivP79+wuDBg3SaP/HH38IBgYGwvPnzwVBEAQ3NzehU6dOGm3Wrl0rABBu3rwpTlu6dKng4OAgvvf09BQ2b96ssdz06dMFHx+ffLf5Vdu3bxesrKyE1NTUPOc3a9ZMGDVqVK7pDx8+FMqVKycMGzZMnNaqVSth1qxZGu02bNggODk55bluItIfXqNGRMUuMDAQ/v7++OOPP3Dy5En89ttvmDdvHlavXq1xeq4gfHx8xJ9tbW1RsWJFXL169Y3LjBkzBqampjh58iTKlCkjTr948SL+/vtvbNq0SZwmCALUajXi4+NRuXJlAEDdunVzrdPMzAyenp7ieycnJyQnJwMAnj17hri4OPTv3x8DBw4U22RnZ8Pa2rpA29mmTRu4ubmhXLly8PPzg5+fHzp37gwzM7N8l8nKykJgYCDc3NywaNEije38888/NY6gqVQqvHjxAunp6W9cJxEVLwY1ItILuVyONm3aoE2bNpg8eTIGDBiAqVOnIjg4GAYGL6/KEARBbF+Q05kF1aZNG/zwww/Yt28fevXqJU5PS0vD4MGDMXLkyFzLuLq6ij+bm5vnmm9sbKzxXiaTifWnpaUBAL777js0aNBAo52hoWGBara0tMS5c+dw5MgR7N+/H1OmTEFYWBjOnDkDGxubPJcZOnQo7t69i9OnT8PI6H//3KelpSE8PBxdunTJtYxcLi9QPURUPBjUiEgSqlSpIo5vZmdnBwBITExErVq1ACDf8cVOnjwphqgnT57gn3/+EY985adjx44ICAhAz549YWhoiO7duwMAateujStXrqB8+fJFsEX/4+DgAGdnZ9y6dUsjGGrLyMgIrVu3RuvWrTF16lTY2Njg0KFDeQaub7/9Fj/++CP++usvlC5dWmNe7dq1cf369SLfTiIqegxqRFSsHj16hM8++wz9+vVD9erVYWlpiZiYGMybNw+ffPIJAEChUKBhw4aYM2cOPDw8kJycjK+//jrP9U2bNg2lS5eGg4MDJk2ahDJlyqBTp05vraNz587YsGEDevfuDSMjI3z66aeYMGECGjZsiOHDh2PAgAEwNzfHlStXcODAASxZsuSdtjs8PBwjR46EtbU1/Pz8kJGRgZiYGDx58gShoaFvXT46Ohq3bt1C06ZNUapUKezZswdqtRoVK1bM1fb333/H+PHjsXTpUpQpUwZJSUkAXn6u1tbWmDJlCjp06ABXV1d8+umnMDAwwMWLF3Hp0iXMmDHjnbaTiIoWgxoRFSsLCws0aNAAERERiIuLQ1ZWFlxcXDBw4EB89dVXYrvvv/8e/fv3R506dVCxYkXMmzcPbdu2zbW+OXPmYNSoUbhx4wZq1qyJ3bt3F3hcs08//RRqtRq9e/eGgYEBunTpgqNHj2LSpElo0qQJBEGAp6cnunXr9s7bPWDAAJiZmeGbb77BuHHjYG5uDm9v7wI/TcDGxgY7duxAWFgYXrx4AS8vL/zwww+oWrVqrrbHjx+HSqXCkCFDMGTIEHF6UFAQoqKi4Ovri+joaEybNg1z586FsbExKlWqhAEDBrzzdhJR0ZIJr14EQkRERESSwXHUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCSKQY2IiIhIohjUiIiIiCTq/wB3CFZNCyaYPAAAAABJRU5ErkJggg==", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "def plot_sub_kernel_experiments(results):\n", + " \"\"\"\n", + " Plotting function to show a bar graph of the training time increasing with sub-kernel size and number of kernels evaluated.\n", + " Keep in mind this fucntion is expecting the final sub kernel size to be None for comparison.\n", + " Args:\n", + " results (dict): plot data from the sub-kernel experiments.\n", + "\n", + " Returns:\n", + " None\n", + "\n", + " \"\"\"\n", + " for key in results.keys():\n", + " plot_data = results.get(key)\n", + " selected_data = np.ones((len(plot_data), 6))\n", + " for i in range(len(plot_data)):\n", + " line = np.ones(6)\n", + " line[0] = plot_data[i].get(\"ROC\")\n", + " line[1] = plot_data[i].get(\"F1\")\n", + " line[2] = plot_data[i].get(\"accuracy\")\n", + " line[3] = plot_data[i].get(\"sub_kernel_size\")\n", + " line[4] = plot_data[i].get(\"batch_size\")\n", + " line[5] = plot_data[i].get(\"train_time\")\n", + " selected_data[i] = line\n", + "\n", + " bar_chart_data = np.ones((len(batch_sizes), len(sub_kernel_sizes) - 1, 6))\n", + " for j in range(len(batch_sizes)):\n", + " for k in range(len(sub_kernel_sizes) - 1):\n", + " bar_chart_data[j, k] = selected_data[len(batch_sizes) * k + j]\n", + "\n", + " fig, ax = plt.subplots(1, 1, figsize=(7, 5))\n", + " barWidth = 0.25\n", + " br = np.arange(len(sub_kernel_sizes) - 1)\n", + " for l in range(len(batch_sizes)):\n", + " label = \"batch size: \" + str(batch_sizes[l])\n", + " if l > 0:\n", + " br = [x + barWidth for x in br]\n", + " ax.bar(br, bar_chart_data[l][:, -1], width=barWidth, edgecolor=\"grey\", label=label)\n", + " ax.bar(\n", + " len(sub_kernel_sizes) - 1 + barWidth,\n", + " selected_data[-1, -1],\n", + " color=\"black\",\n", + " width=barWidth,\n", + " edgecolor=\"grey\",\n", + " label=\"Full kernel\",\n", + " )\n", + " ax.set_ylabel(\"Training time (s)\")\n", + " ax.set_xlabel(\"Sub kernel size\")\n", + " ax.set_xticks([r + barWidth for r in range(len(sub_kernel_sizes))], sub_kernel_sizes)\n", + " ax.set_title(\"Training time for sub kernel and batch sizes\")\n", + " ax.legend()\n", + "\n", + " print([\"ROC\", \"F1\", \"Accuracy\", \"Sub kernel size\", \"Batch size\", \"Train time (s)\"])\n", + " print(selected_data)\n", + "\n", + "\n", + "plot_sub_kernel_experiments(results)" + ] + }, + { + "cell_type": "markdown", + "id": "8f29a89a", + "metadata": {}, + "source": [ + "## References\n", + "1. Efficient Parameter Optimisation for Quantum Kernel Alignment: A Sub-sampling Approach in Variational Training, M. Emre Sahin and Benjamin C. B. Symons and Pushpak Pati and Fayyaz Minhas and Declan Millar and Maria Gabrani and Jan Lukas Robertus and Stefano Mensa, 2024, https://arxiv.org/abs/2401.02879\n", + "2. Covariant quantum kernels for data with group structure, Glick, Jennifer R. and Gujarati, Tanvi P. and Córcoles, Antonio D. and Kim, Youngseok and Kandala, Abhinav and Gambetta, Jay M. and Temme, Kristan, 2024, https://arxiv.org/abs/2105.03406\n", + "3. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/tree/main/data\n", + "4. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/qkernels_and_data_w_group_structure.ipynb\n", + "5. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/create_custom_quantum_feature_map.ipynb\n", + "6. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/how_tos/train_kernels_using_qiskit_feature_maps.ipynb\n", + "7. The IBM Quantum heavy hex lattice, Paul Nation, Hanhee Paik, Andrew Cross, Zaira Nazario, 2021, https://www.ibm.com/quantum/blog/heavy-hex-lattice\n", + "8. Quantum Kernel Training Toolkit, Jennifer R. Glick and Tanvi P. Gujarati, 2024, https://github.com/qiskit-community/prototype-quantum-kernel-training/blob/main/docs/background/svm_weighted_kernel_alignment.ipynb\n", + "9. Qiskit Algorithms 0.3.0, 2024, https://qiskit-community.github.io/qiskit-algorithms/apidocs/qiskit_algorithms.optimizers.html\n", + "10. Sequential minimal optimization for quantum-classical hybrid algorithms, Nakanishi, Ken M. and Fujii, Keisuke and Todo, Synge, 2020, https://arxiv.org/abs/1903.12166" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.4" + }, + "rise": { + "height": "90%", + "scroll": true, + "start_slideshow_at": "beginning", + "theme": "white", + "transition": "zoom", + "width": "90%" + }, + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "state": {}, + "version_major": 2, + "version_minor": 0 + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/IEEE2024/The_Sub-Kernel_Method/Subkernel_results.json 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z@LxhVP`@+NX5{Jxt=h+jtk-JcZcl3VSOv;@$AM$vJE<#YZOHnzMdf90bmL z1-9YAwO~@ERiQaj3S!!XaNUV^P~sHGcNJ&@0lzEJ0dDosq(zq8mTQ2+8I2#O_r^mD z(%WoYZv_ipPcAb%N*xbrGDxcTf?K=d*o(4SD3OcQmd?b$9Y5*w(GF&&u|$E%Rv-tgCwx+?2cGOGrQk31 zaJfo#SEzeDRQV5bm{qhw!;jOH$i5p`89$m-x%7gN;J@$gLA9`A_HXKwABLdmXmu8g zZg3S*=+N1yhpBy!bC#k8pf|nC=+O0ANaHkU_F=?uxfpGHwQC37ZO1~d;#R0Wl2+== zUJntjJ7v+Tls|eUR(f~b8?=@Ih2S8t5nyc|_EkyR+#y2UvG~Hs(3XyCF!6(dW z3Sq6l8u!lKr4 zqfeHsg$|i39wSN^VzTIG$P^u0sqVJqa&CZbz1)A-0{X$RK6y4 None: + """ + Args: + mass: Particle mass. + coupling: Coupling constant (e.g., -e for QED). + num_sites: Number of lattice sites. + spacing: Lattice constant. + left_gauge: Left gauge. + """ + assert ( + num_sites % 2 == 0 + ), f"Number of sites is {num_sites} but should be even for staggered fermions!" + + self._mass = mass + self._couple = coupling + self._num_sites = num_sites + self._spacing = spacing + self._left_gauge = left_gauge + + def _build_hopping_ops(self) -> tuple[list[SparsePauliOp], list[SparsePauliOp]]: + """Constructs all hopping terms of the Hamiltonian after qubit-mapping. + + These are (sigma^+ + sigma^_ + h.c.) terms which simplify to (YY + XX) terms and are split into mutually + non-commuting even and odd sums of Paulis within which all terms commute. + """ + coeff = 1.0 / (4 * self._spacing) + ops: tuple[list[SparsePauliOp], list[SparsePauliOp]] = ([], []) + for parity in [0, 1]: + for j in range(parity, self._num_sites - 1, 2): + for pauli in ["X", "Y"]: + ops[parity].append( + SparsePauliOp( + [f"{'I' * (self._num_sites - 1 - j - 1)}{pauli}{pauli}{'I' * j}"], + [coeff], + ) + ) + + return ops + + def _build_z_ops(self) -> list[SparsePauliOp]: + """ + Constructs all Pauli operators constituting the mass term as well as the gauge-field term of + the Hamiltonian with staggered fermions. These operators consist of only I and Z. + """ + op_z = [] + + coeff_mass = 0.5 * self._mass + coeff_couple = 0.5 * self._couple * self._couple * self._spacing + n_mod2 = self._num_sites % 2 + coeff_const = -coeff_mass * n_mod2 + coeff_couple * ( + (self._num_sites - 1) * self._left_gauge * self._left_gauge + + (0.125 - 0.5 * self._left_gauge) * (self._num_sites - n_mod2) + ) + + for j in range(self._num_sites - 1): + op_z_j = [] + + # Mass terms + op_z_j.append( + SparsePauliOp( + [f"{'I' * (self._num_sites - 1 - j)}{'Z'}{'I' * j}"], + [coeff_mass * (1 if j % 2 == 0 else -1)], + ) + ) + + coeff_j = self._left_gauge + 0.5 * ((j + 1) % 2) + + # Gauge terms from Gauss' law. + for l in range(j + 1): # need +1 as otherwise sum stops at N-3 instead of N-2. + op_z_j.append( + SparsePauliOp( + [f"{'I' * (self._num_sites - 1 - l)}{'Z'}{'I' * l}"], + [coeff_j * coeff_couple], + ) + ) + pauli1 = Pauli(f"{'I' * (self._num_sites - 1 - l)}{'Z'}{'I' * l}") + + for ll in range(j + 1): + if l == ll: + coeff_const += 0.25 * coeff_couple + else: + pauli2 = Pauli(f"{'I' * (self._num_sites - 1 - ll)}{'Z'}{'I' * ll}") + op_z_j.append(SparsePauliOp([pauli1.dot(pauli2)], [0.25 * coeff_couple])) + + op_z.append(op_z_j) + + # j = N mass term + op_z.append( + SparsePauliOp( + [f"{'Z'}{'I' * (self._num_sites - 1)}"], + [coeff_mass * (1 if (self._num_sites - 1) % 2 == 0 else -1)], + ) + ) + + # Constant term is left last, so it can be easily discarded. + # op_z.append(SparsePauliOp([self._num_sites*'I'], [coeff_const]) + + return op_z + + def get_hamiltonian(self) -> list[SparsePauliOp]: + """Returns the Hamiltonian as a list of sparse Pauli operators. + + The operators are grouped such that within each sum, all Paulis commute but the elements of + the list (i.e., Pauli sums) do not commute mutually. + """ + hamiltonian = [] + + hopping_ops = self._build_hopping_ops() + coupling_ops = self._build_z_ops() + + for op_list in hopping_ops: + hamiltonian.append(sum(op_list)) + + summed_coupling_op = sum(sum(op_list) for op_list in coupling_ops) + hamiltonian.append(summed_coupling_op) + + return hamiltonian diff --git a/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_complete.ipynb b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_complete.ipynb new file mode 100644 index 000000000..62e0ba9c0 --- /dev/null +++ b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_complete.ipynb @@ -0,0 +1,755 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "ed021640", + "metadata": {}, + "source": [ + "# Quantum data learning for quantum simulations in high-energy physics" + ] + }, + { + "cell_type": "markdown", + "id": "16dc439a", + "metadata": {}, + "source": [ + "## 1. Introduction\n", + "\n", + "Let's start with the necessary imports..." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3ceca583", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from IPython.display import clear_output\n", + "from qiskit import QuantumCircuit\n", + "from qiskit.circuit import ParameterVector\n", + "from qiskit_algorithms.optimizers import COBYLA\n", + "from qiskit_algorithms.utils import algorithm_globals\n", + "from qiskit.quantum_info import SparsePauliOp\n", + "from qiskit.circuit.library import EvolvedOperatorAnsatz\n", + "from qiskit_machine_learning.algorithms.classifiers import NeuralNetworkClassifier\n", + "from qiskit_machine_learning.neural_networks import EstimatorQNN\n", + "\n", + "from qcnn_hep_tutorial import LatticeSchwingerModel\n", + "\n", + "algorithm_globals.random_seed = 12345" + ] + }, + { + "attachments": { + 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" 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" + } + }, + "cell_type": "markdown", + "id": "050f0fb3-07c6-48de-a63e-0e5bdff4635b", + "metadata": {}, + "source": [ + "### 1.1 Classical Convolutional Neural Networks\n", + "\n", + "Classical Convolutional Neural Networks (CCNNs) are a subclass of artificial neural networks which have the ability to determine particular features and patterns of a given input. Because of this, they are commonly used in image recognition and audio processing. \n", + "\n", + "The capability of determining features is a result of the two types of layers used in a CCNN, the convolutional layer and pooling layer. \n", + "\n", + "An example of a CCNN can be seen in Figure 1, where a CCNN is trained to determine whether an input image either contains a cat or a dog. To do so, the input image passes through a series of alternating convolutional (C) and pooling layers (P), all of which detect patterns and associate each pattern to a cat or a dog. The fully connected layer (FC) provides us with an output which allows us to determine whether the input image was a cat or dog.\n", + "\n", + "![Screenshot 2024-09-18 at 16.29.36.png](attachment:75e3b07f-83d9-46c1-b22d-d634b4f9ccdb.png)\n", + "\n", + "Figure 1. A schematic demonstration of the use of a CCNN to classify between images of a cat and dog. Here, we see the several convolutional and pooling layers being applied, all of which are decreasing in dimensionality due to the use of the pooling layers. The output of the CCNN determines whether the input image was a cat or dog. Image obtained form [1]. \n", + "\n", + "For further information on CCNN, see [2].\n", + "\n", + "### 1.2 Quantum Convolutional Neural Networks \n", + "\n", + "Quantum Convolutional Neural Networks (QCNN) behave in a similar manner to CCNNs. First, we encode our data into a quantum circuit using a given feature map. In this tutorial, our feature map will actually be a Variational Quantum Eigensolver circuit, which we use to encode our data.\n", + "\n", + "After encoding our data, we apply alternating convolutional and pooling layers, as defined in the coming sections. By applying these alternating layers, we reduce the dimensionality of our circuit until we are left with one qubit. We can then classify our data by measuring the output of this one remaining qubit, we can distinguish between possible phases for a phase recognition problem for the Schwinger model [3]. \n", + "\n", + "The aim is to learn quantum states provided as input data and their associated phases as labels, to then predict phases of unknown states in test data. To read more about the Schwinger model and its phases, the preparation of the input dataset using VQE as well as the model construction, please refer to the full paper _Quantum Data Learning for Quantum Simulations High Energy Physics paper_ [3].\n", + "\n", + "The resulting model that we will build for recreating the paper results will look like the figure below.\n", + "\n", + "![Screenshot 2024-09-18 at 17.09.23.png](attachment:f58b4676-09bf-44f6-8611-3c1a4fe56d89.png)\n", + "\n", + "Figure 2. Representative QCNN circuit, composed of alternating convolution and pooling layers (denoted by CL and PL, respectively), followed by a fully connecter layer (FCL) and the measurement of the output state with an observable. The input state to the QCNN circuit is a quantum state, either in the form of a ground state generated with VQE, a time-evolved state through Hamiltonian simulation, or a multi-particle state from a phenomenological quantum parton shower simulation [3]. \n", + "\n", + "The paper itself runs three experiments, where data is generated from the following three different experiments:\n", + "\n", + " - Quantum simulation of the Schwinger model\n", + " - Real-time evolution of (1 + 1)D Z2 gauge theory\n", + " - Quantum parton shower simulation\n", + "\n", + "For each of the three experiments described in the paper, the same QCNN was used for different analysis tasks. We will be specifically be looking at the Schwinger model experiment.\n", + "\n", + "### 1.3 Define the Convolutional Layer\n", + "\n", + "The Quantum Convolutional Layer will consist of a series of two qubit unitary operators, which recognize and determine relationships between the qubits in our circuit. The unitary gates are defined below in the next section. \n", + "\n", + "In the QCNN, each layer contains parametrized circuits, meaning we alter our output result by adjusting the parameters of each layer. When training our QCNN, it is these parameters that are adjusted to reduce the loss function of our QCNN. \n", + "\n", + "First, we will define the Convolutional Layers of our QCNN, which are applied to the qubits after the data has been encoded through use of the feature map. \n", + "\n", + "The convolutional layer makes use of a kernel, which can determine features and patterns of a particular input. An example of this is feature detection in an image, where different layers detect particular patterns in the input image. This is demonstrated in Figure 1, where the $l^{th}$ layer recognizes features and patterns along the $ij$ plane. It can then associate such features with a given output in the training process, and can use this process to train the dataset. \n", + "\n", + "Let's define the convolutional circuit we will use in the _Quantum Data Learning for Quantum Simulations High Energy Physics paper_ [3]." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1ed5ab91-55e1-4069-b0c0-dda33ea1def8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "

    " + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def conv_circuit(params):\n", + " \"\"\"\n", + " Create a two-qubit convolutional circuit segment.\n", + "\n", + " Args:\n", + " params: List of 15 parameters for the two-qubit unitary operation.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the convolution operation on two qubits.\n", + " \"\"\"\n", + " target = QuantumCircuit(2)\n", + " # firstly, apply single-qubit rotations\n", + " target.u(params[0], params[1], params[2], 0)\n", + " target.u(params[3], params[4], params[5], 1)\n", + " # now apply two-qubit entangling gates\n", + " target.rzz(params[6], 0, 1)\n", + " target.ryy(params[7], 0, 1)\n", + " target.rxx(params[8], 0, 1)\n", + " # finally apply a second set of single-qubit rotations\n", + " target.u(params[9], params[10], params[11], 0)\n", + " target.u(params[12], params[13], params[14], 1)\n", + " return target\n", + "\n", + "# Let's draw this circuit and see what it looks like\n", + "params = ParameterVector(\"θ\", length=15)\n", + "circuit = conv_circuit(params)\n", + "circuit.draw(\"mpl\", style=\"clifford\")" + ] + }, + { + "cell_type": "markdown", + "id": "0503644c-8c56-4a9a-a8f8-9eee2b4ff23b", + "metadata": {}, + "source": [ + "Now that we have defined these unitaries, it is time to create a function for the convolutional layer in our QCNN. To do so, we apply the two qubit unitary to neighboring qubits as seen in the ``conv_layer`` function below.\n", + "\n", + "Note that we first apply the two qubit unitary to all even pairs of qubits followed by applying to odd pairs of qubits in a circular coupling manner, i.e. the as well as neighboring qubits being coupled, the first and final qubit are also coupled through a unitary gate." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9e3d2856-f665-442a-ba39-fcf84712e251", + "metadata": {}, + "outputs": [], + "source": [ + "def conv_layer(num_qubits, param_prefix):\n", + " \"\"\"\n", + " Create a convolutional layer for a given number of qubits.\n", + "\n", + " Args:\n", + " num_qubits: Number of qubits in the layer.\n", + " param_prefix: Prefix for naming the parameters.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the convolutional layer.\n", + " \"\"\"\n", + " qc = QuantumCircuit(num_qubits, name=\"Convolutional Layer\")\n", + " params = ParameterVector(param_prefix, length=(num_qubits // 2) * 15)\n", + " param_index = 0\n", + " for q in range(0, num_qubits - 1, 2):\n", + " conv_qc = conv_circuit(params[param_index:param_index + 15])\n", + " qc.compose(conv_qc, [q, q + 1], inplace=True)\n", + " param_index += 15\n", + " return qc" + ] + }, + { + "cell_type": "markdown", + "id": "1fc493b5-df41-483e-bf87-ad6da8ca07e3", + "metadata": {}, + "source": [ + "### 1.4 Define the Pooling Layer\n", + "\n", + "A pooling layer reduces the dimensionality of the input data, reducing the computational cost and amount of learning parameters in the model. \n", + "\n", + "For a Quantum Pooling Layer specifically, we cannot do the same as is done classically to reduce the dimension, i.e. the number of qubits in our circuit. Instead, we reduce the number of qubits by performing operations upon each until a specific point and then disregard certain qubits in a specific layer. It is these layers where we stop performing operations on certain qubits that we call our 'pooling layer'.\n", + "\n", + "Let's define the pooling circuit to build the pooling layer for this experiment." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "eaa8ee9a-179f-4a5a-8e59-17a42681e6a1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def pool_circuit(params):\n", + " \"\"\"\n", + " Create a pooling circuit segment for a pair of qubits.\n", + "\n", + " Args:\n", + " params: List of 6 parameters for the pooling operation.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the pooling operation on two qubits.\n", + " \"\"\"\n", + " target = QuantumCircuit(2)\n", + " target.u(params[0], params[1], params[2], 0)\n", + " target.u(params[3], params[4], params[5], 1)\n", + " target.cx(0, 1)\n", + " target.u(-params[0], -params[2], -params[1], 1) # apply the inverse\n", + " return target\n", + "\n", + "# Let's draw this circuit and see what it looks like\n", + "params = ParameterVector(\"θ\", length=6)\n", + "circuit = pool_circuit(params)\n", + "circuit.draw(\"mpl\", style=\"clifford\")" + ] + }, + { + "cell_type": "markdown", + "id": "53add32b-4f15-4f51-89a8-b26956cb0333", + "metadata": {}, + "source": [ + "We apply this two qubit pooling layer to different pairs of qubits to create our pooling layer for N qubits. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5f71a21a-28ed-47c3-89a2-2c8902d487ee", + "metadata": {}, + "outputs": [], + "source": [ + "def pool_layer(qubit_pairs, param_prefix):\n", + " \"\"\"\n", + " Pooling layer that combines qubits based on the provided pairs using a parameter vector.\n", + "\n", + " Args:\n", + " qubit_pairs: List of tuples, each containing pairs of qubits to pool.\n", + " param_prefix: Prefix for naming the parameters.\n", + "\n", + " Returns:\n", + " QuantumCircuit: QuantumCircuit for the pooling layer.\n", + " \"\"\"\n", + " unique_qubits = sorted(set([q for pair in qubit_pairs for q in pair]))\n", + " num_qubits = len(unique_qubits)\n", + " qc = QuantumCircuit(num_qubits, name=\"Pooling Layer\")\n", + " total_params = len(qubit_pairs) * 6\n", + " params = ParameterVector(param_prefix, length=total_params)\n", + " param_index = 0\n", + " for pair in qubit_pairs:\n", + " # calculate the relative qubit index in the pool layer's circuit\n", + " relative_indices = [unique_qubits.index(pair[0]), unique_qubits.index(pair[1])]\n", + " # create a pooling circuit and add it to the main circuit\n", + " pool_qc = pool_circuit(params[param_index:param_index + 6])\n", + " qc.compose(pool_qc, relative_indices, inplace=True)\n", + " param_index += 6\n", + " return qc" + ] + }, + { + "cell_type": "markdown", + "id": "ea39da38-47d8-4fb6-bbab-d7afb7f0e93d", + "metadata": {}, + "source": [ + "### 1.5 Bring the QCNN together\n", + "\n", + "Now that we have defined both the convolutional layers it is now time to build our QCNN, which will consist of alternating pooling and convolutional layers." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "7fa4e9ca-5e3f-4359-ad4e-dacacab35143", + "metadata": {}, + "outputs": [], + "source": [ + "def generate_qcnn_circuit(num_qubits):\n", + " \"\"\"\n", + " Create a sequence of alternating convolution and pooling layers with specific parameter prefixes.\n", + "\n", + " Args:\n", + " num_qubits: The total number of qubits in the QCNN circuit.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the QCNN with specific parameter prefixes.\n", + " \"\"\"\n", + " circuit = QuantumCircuit(num_qubits)\n", + "\n", + " ### first layer ###\n", + " qubits_in_layer = list(range(num_qubits))\n", + "\n", + " # first convolutional layer\n", + " for q in qubits_in_layer[:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c1_{q}_{q+1}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 1], inplace=True)\n", + " for q in qubits_in_layer[1:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c1_{q}_{q+1}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 1], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " # first pooling layer\n", + " for q in qubits_in_layer[:num_qubits - 1:2]:\n", + " pool_layer_circuit = pool_layer([(q, q + 1)], f\"p1_{q}_{q+1}\")\n", + " circuit.compose(pool_layer_circuit, [q, q + 1], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " ### second Layer ###\n", + " qubits_in_layer = list(range(1, num_qubits, 2))\n", + "\n", + " # second convolutional layer\n", + " for q in qubits_in_layer[:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c2_{q}_{q+2}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 2], inplace=True)\n", + " for q in qubits_in_layer[1:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c2_{q}_{q+2}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 2], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " # second pooling layer\n", + " for q in qubits_in_layer[:-1:2]:\n", + " pool_layer_circuit = pool_layer([(q, q + 2)], f\"p2_{q}_{q+2}\")\n", + " circuit.compose(pool_layer_circuit, [q, q + 2], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " ### third layer ###\n", + " qubits_in_layer = list(range(3, num_qubits, 4))\n", + "\n", + " # third convolutional layer\n", + " conv_layer_circuit = conv_layer(2, f\"c3_{qubits_in_layer[0]}_{qubits_in_layer[1]}\") # Use unique prefix\n", + " circuit.compose(conv_layer_circuit, [qubits_in_layer[0], qubits_in_layer[1]], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " # third pooling layer\n", + " pool_layer_circuit = pool_layer([(qubits_in_layer[0], qubits_in_layer[1])], f\"p3_{qubits_in_layer[0]}_{qubits_in_layer[1]}\") # Use unique prefix\n", + " circuit.compose(pool_layer_circuit, [qubits_in_layer[0], qubits_in_layer[1]], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " return circuit" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "id": "b043ed02-b641-4a3c-af09-eb151057a1c2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "execution_count": 16, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# test the above with example input\n", + "num_qubits = 8\n", + "qcnn_circuit = generate_qcnn_circuit(num_qubits)\n", + "qcnn_circuit.draw('mpl', scale=0.5) " + ] + }, + { + "cell_type": "markdown", + "id": "8b8a3875-fc8d-4adf-9714-9b3f50a73f05", + "metadata": {}, + "source": [ + "### 1.6 Data Preparation\n", + "\n", + "The dataset we will be using below is extracted from the results used directly in the paper _Quantum Data Learning for Quantum Simulations High Energy Physics paper_ [3]. \n", + "\n", + "For each of the three experiments described in the paper, the above-defined QCNN was used for different analysis tasks. We will be specifically be looking at the results from the quantum simulation of the Schwinger model experiment, for which an extract of the results have been stored in this repository, along with an accompanying notebook `schwinger_vqe.ipynb`, which you could use to reproduce the dataset.\n", + "\n", + "From the sample data provided, you will find the ground state results for each point in a 2D parameter scan over the Schwinger model, found in `params_VQE_list` below. The `label_list` includes our true labels to test our model performance. \n", + "\n", + "We split this data into training and test datasets such that we have a sufficient dataset for the model training step and we can reserve some unseen data to test the model. \n", + "\n", + "Please note, you will also find mass and coupling data describing the masses used in the experiment such that we can label our plots correctly. We are only using this for the plot below to visualize the train and test split of the data. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "fe2c74c2-2761-44d9-97f4-61e99f8bddaf", + "metadata": {}, + "outputs": [], + "source": [ + "file_path='./data/eps0.5_g1_vary_m_-2.0_2.0_0.05_SLSQP_EvolvedOperatorAnsatz_minRev_initPrevOpt_reps5'\n", + "params_VQE_list = np.load(file_path + \"_VQEparams.npy\").tolist()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8a13f92c-8e9c-43f5-ba29-9db12aebc3d7", + "metadata": {}, + "outputs": [], + "source": [ + "path = 'results/data/'\n", + "mass_min = -2.0\n", + "mass_max = 2.0\n", + "mass_step = 0.05\n", + "mass_list = np.arange(mass_min,mass_max+mass_step,mass_step)\n", + "num_data = mass_list.shape[0]\n", + "label_list = [-1]*num_data\n", + "mass_crit = 0.143 #obtained from ED, June 10, 2023\n", + "count = 0\n", + "for index, mass in enumerate(mass_list):\n", + " if mass>mass_crit:\n", + " label_list[index] = 1\n", + " count += 1\n", + "\n", + "train_ratio = 0.8\n", + "num_train = int(num_data*train_ratio)\n", + "index_all = list(range(num_data))\n", + "num_test = num_data - num_train\n", + "\n", + "#for data loading\n", + "index_train = np.load(path+'index_train.npy')\n", + "index_test = np.load(path+'index_test.npy')\n", + "\n", + "params_VQE_train = []\n", + "mass_list_train = []\n", + "label_list_train = []\n", + "\n", + "params_VQE_test = []\n", + "mass_list_test = []\n", + "label_list_test = []\n", + "\n", + "for index in index_train:\n", + " params_VQE_train.append(params_VQE_list[index])\n", + " mass_list_train.append(mass_list[index])\n", + " label_list_train.append(label_list[index])\n", + "for index in index_test:\n", + " params_VQE_test.append(params_VQE_list[index])\n", + " mass_list_test.append(mass_list[index])\n", + " label_list_test.append(label_list[index])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "57cf91ed-8d7f-4d80-b4dc-af25bfc66165", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(mass_list_train,label_list_train,'.',label='train')\n", + "plt.plot(mass_list_test,label_list_test,'.',label='test')\n", + "plt.legend()\n", + "plt.xlabel('$m/g$')\n", + "plt.ylabel('label')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "449f0855-6fca-46b1-9db6-f68f9cfd8395", + "metadata": {}, + "source": [ + "### 1.7 Modeling our QCNN\n", + "\n", + "We encode our dataset in the following `make_feature_map` function, which will be used to draw upon the data referenced above and encode the data in such a way that the model can process it." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "1a586322-6921-4a40-bdcf-61bffafb529d", + "metadata": {}, + "outputs": [], + "source": [ + "def make_feature_map(num_qubits, num_layers_VQE):\n", + " \"\"\"\n", + " Create a VQE ansatz circuit with an initial state |1010...>.\n", + "\n", + " Args:\n", + " num_qubits: Number of qubits in the circuit.\n", + " num_layers_VQE: Number of layers in the ansatz.\n", + "\n", + " Returns:\n", + " A QuantumCircuit object representing the VQE ansatz.\n", + " \"\"\"\n", + " model = LatticeSchwingerModel(mass=0.5, coupling=1.0, num_sites=num_qubits, spacing=2.0, left_gauge=0.5)\n", + " H_op = model.get_hamiltonian()\n", + "\n", + " init_circ = QuantumCircuit(num_qubits)\n", + " for q in range(0, num_qubits, 2):\n", + " init_circ.x(q)\n", + " \n", + " ansatz = EvolvedOperatorAnsatz(\n", + " operators=H_op, \n", + " reps=num_layers_VQE, \n", + " evolution=None, \n", + " parameter_prefix='x',\n", + " initial_state=init_circ\n", + " )\n", + "\n", + " return ansatz" + ] + }, + { + "cell_type": "markdown", + "id": "37b9c3b2-c3d9-45f4-bdff-0767451e3433", + "metadata": {}, + "source": [ + "### 1.8 Training our QCNN\n", + "\n", + "It's time to pull everything together and build our model using our training data. \n", + "\n", + "We will use the COBYLA optimizer to train our classifier, which is a numerical optimization method commonly used for classification machine learning algorithms.\n", + "\n", + "We then place the the callback function, optimizer and operator of our QCNN created above into Qiskit Machine Learning's built in Neural Network Classifier, which we can then use to train our model. \n", + "\n", + "Since model training may take a long time we have already pre-trained the model for the purpose of this tutorial, but please feel free to try this at home!" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "bb157d3a-2dc7-4512-9aae-44e1ff09f7a9", + "metadata": {}, + "outputs": [], + "source": [ + "def get_qnn(num_qubits):\n", + " \"\"\"\n", + " Creates a Quantum Neural Network (QNN) using a feature map and ansatz circuit representing\n", + " a Quantum Convolutional Neural Network (QCNN) circuit. \n", + "\n", + " Args:\n", + " num_qubits (int): Number of qubits for the quantum circuit.\n", + "\n", + " Returns:\n", + " EstimatorQNN\n", + " \"\"\"\n", + "\n", + " # initialise a quantum circuit, on which we will build the Quantum Neural Network (QNN)\n", + " circuit = QuantumCircuit(num_qubits)\n", + " # generate the QCNN circuit for feature extraction and processing\n", + " qcnn_circuit = generate_qcnn_circuit(num_qubits)\n", + " # build both feature map and ansatz into template circuit\n", + " circuit.compose(feature_map, inplace=True)\n", + " circuit.compose(qcnn_circuit, inplace=True)\n", + " # prepare measurement of the last qubit in the computational basis\n", + " measurement_observable = measurement_observable = SparsePauliOp.from_list([(\"Z\" + \"I\" * (num_qubits - 1), 1)])\n", + " return EstimatorQNN(\n", + " # decompose the circuit for more optimized execution.\n", + " circuit=circuit.decompose(),\n", + " observables=measurement_observable,\n", + " # params related to the input feature map (VQE ansatz)\n", + " input_params=feature_map.parameters,\n", + " # params or weights for the QCNN ansatz\n", + " weight_params=qcnn_circuit.parameters,\n", + " )" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "cada6690-1103-43ef-88bc-677e5d33ab52", + "metadata": {}, + "outputs": [], + "source": [ + "# callback function that draws a live plot when the .fit() method is called\n", + "def callback_graph(weights, obj_func_eval):\n", + " clear_output(wait=True)\n", + " objective_func_vals.append(obj_func_eval)\n", + " plt.title(\"Objective function value against iteration\")\n", + " plt.xlabel(\"Iteration\")\n", + " plt.ylabel(\"Objective function value\")\n", + " plt.plot(range(len(objective_func_vals)), objective_func_vals)\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "456c1000-4b66-4c1a-8e5c-57b68ccc61ab", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy from the train data : 98.44%\n" + ] + } + ], + "source": [ + "# example usage\n", + "num_qubits = 8\n", + "# each layer uses 3 parameters\n", + "num_layers_VQE = len(params_VQE_train[0]) // 3\n", + "\n", + "# generate the feature map to encode data for the classification problem\n", + "# in this case, the feature map is actually a VQE ansatz\n", + "feature_map = make_feature_map(num_qubits, num_layers_VQE)\n", + "\n", + "# construct neural network classifier\n", + "qnn = get_qnn(num_qubits)\n", + "classifier = NeuralNetworkClassifier(\n", + " qnn,\n", + " loss=\"squared_error\",\n", + " optimizer=COBYLA(maxiter=200),\n", + " callback=callback_graph,\n", + ")\n", + "\n", + "# create empty array for callback to store evaluations of the objective function\n", + "objective_func_vals = []\n", + "plt.rcParams[\"figure.figsize\"] = (12, 6)\n", + "\n", + "# ensure data has the correct shape\n", + "feature_map_params = feature_map.parameters\n", + "train_data_list_np = np.array(params_VQE_train)\n", + "train_label_list_np = np.array(label_list_train)\n", + "\n", + "# fit the classifier with the input data\n", + "classifier.fit(train_data_list_np, train_label_list_np)\n", + "\n", + "# score the classifier\n", + "score = classifier.score(train_data_list_np, train_label_list_np)\n", + "print(f\"Accuracy from the train data : {np.round(100 * score, 2)}%\")" + ] + }, + { + "cell_type": "markdown", + "id": "662759be-285b-48da-a308-6e5e7f8e3e48", + "metadata": {}, + "source": [ + "### 1.7 Testing our QCNN\n", + "\n", + "We can finally test the performance of our model in the task of predicting phases of unknown states in the test data." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "50f61268-4988-4ce7-8bd6-f349d6d19414", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy from the test data : 94.12%\n" + ] + } + ], + "source": [ + "# test on the unseen data\n", + "test_data_list_np = np.array(params_VQE_test)\n", + "test_label_list_np = np.asarray(label_list_test)\n", + "predicted_labels = classifier.predict(test_data_list_np)\n", + "print(f\"Accuracy from the test data : {np.round(100 * classifier.score(test_data_list_np, test_label_list_np), 2)}%\")" + ] + }, + { + "cell_type": "markdown", + "id": "9982e30e-70b2-4db9-a115-6f456eec48a7", + "metadata": {}, + "source": [ + "### References\n", + "\n", + "[1] _Quantum convolutional neural networks._ Cong, I., Choi, S. & Lukin, M.D. Nat. Phys. 15, 1273–1278 (2019). https://doi.org/10.1038/s41567-019-0648-8\n", + "\n", + "[2] _IBM Convolutional Neural Networks_ https://www.ibm.com/cloud/learn/convolutional-neural-networks\n", + "\n", + "[3] _Quantum data learning for quantum simulations in high-energy physics._ Phys. Rev. Research 5, 043250. Nagano, Lento and Miessen, Alexander and Onodera, Tamiya and Tavernelli, Ivano and Tacchino, Francesco and Terashi, Koji. https://arxiv.org/pdf/2306.17214" + ] + } + ], + "metadata": { + "celltoolbar": "Tags", + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.14" + }, + "vscode": { + "interpreter": { + "hash": "31f2aee4e71d21fbe5cf8b01ff0e069b9275f58929596ceb00d14d90e3e16cd6" + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_tutorial.ipynb b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_tutorial.ipynb new file mode 100644 index 000000000..e29863918 --- /dev/null +++ b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_tutorial.ipynb @@ -0,0 +1,732 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "ed021640", + "metadata": {}, + "source": [ + "# Quantum data learning for quantum simulations in high-energy physics" + ] + }, + { + "cell_type": "markdown", + "id": "16dc439a", + "metadata": {}, + "source": [ + "## 1. Introduction\n", + "\n", + "Let's start with the necessary imports..." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "3ceca583", + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import matplotlib.pyplot as plt\n", + "from IPython.display import clear_output\n", + "from qiskit import QuantumCircuit\n", + "from qiskit.circuit import ParameterVector\n", + "from qiskit_algorithms.optimizers import COBYLA\n", + "from qiskit_algorithms.utils import algorithm_globals\n", + "from qiskit.quantum_info import SparsePauliOp\n", + "from qiskit.circuit.library import EvolvedOperatorAnsatz\n", + "from qiskit_machine_learning.algorithms.classifiers import (\n", + " NeuralNetworkClassifier,\n", + ")\n", + "from qiskit_machine_learning.neural_networks import EstimatorQNN\n", + "\n", + "from qcnn_hep_tutorial import LatticeSchwingerModel\n", + "\n", + "algorithm_globals.random_seed = 12345" + ] + }, + { + "attachments": { + 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" 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" + } + }, + "cell_type": "markdown", + "id": "050f0fb3-07c6-48de-a63e-0e5bdff4635b", + "metadata": {}, + "source": [ + "### 1.1 Classical Convolutional Neural Networks\n", + "\n", + "Classical Convolutional Neural Networks (CCNNs) are a subclass of artificial neural networks which have the ability to determine particular features and patterns of a given input. Because of this, they are commonly used in image recognition and audio processing. \n", + "\n", + "The capability of determining features is a result of the two types of layers used in a CCNN, the convolutional layer and pooling layer. \n", + "\n", + "An example of a CCNN can be seen in Figure 1, where a CCNN is trained to determine whether an input image either contains a cat or a dog. To do so, the input image passes through a series of alternating convolutional (C) and pooling layers (P), all of which detect patterns and associate each pattern to a cat or a dog. The fully connected layer (FC) provides us with an output which allows us to determine whether the input image was a cat or dog.\n", + "\n", + "![Screenshot 2024-09-18 at 16.29.36.png](attachment:75e3b07f-83d9-46c1-b22d-d634b4f9ccdb.png)\n", + "\n", + "Figure 1. A schematic demonstration of the use of a CCNN to classify between images of a cat and dog. Here, we see the several convolutional and pooling layers being applied, all of which are decreasing in dimensionality due to the use of the pooling layers. The output of the CCNN determines whether the input image was a cat or dog. Image obtained form [1]. \n", + "\n", + "For further information on CCNN, see [2].\n", + "\n", + "### 1.2 Quantum Convolutional Neural Networks \n", + "\n", + "Quantum Convolutional Neural Networks (QCNN) behave in a similar manner to CCNNs. First, we encode our data into a quantum circuit using a given feature map. In this tutorial, our feature map will actually be a Variational Quantum Eigensolver circuit, which we use to encode our data.\n", + "\n", + "After encoding our data, we apply alternating convolutional and pooling layers, as defined in the coming sections. By applying these alternating layers, we reduce the dimensionality of our circuit until we are left with one qubit. We can then classify our data by measuring the output of this one remaining qubit, we can distinguish between possible phases for a phase recognition problem for the Schwinger model [3]. \n", + "\n", + "The aim is to learn quantum states provided as input data and their associated phases as labels, to then predict phases of unknown states in test data. To read more about the Schwinger model and its phases, the preparation of the input dataset using VQE as well as the model construction, please refer to the full paper _Quantum Data Learning for Quantum Simulations High Energy Physics paper_ [3].\n", + "\n", + "The resulting model that we will build for recreating the paper results will look like the figure below.\n", + "\n", + "![Screenshot 2024-09-18 at 17.09.23.png](attachment:f58b4676-09bf-44f6-8611-3c1a4fe56d89.png)\n", + "\n", + "Figure 2. Representative QCNN circuit, composed of alternating convolution and pooling layers (denoted by CL and PL, respectively), followed by a fully connecter layer (FCL) and the measurement of the output state with an observable. The input state to the QCNN circuit is a quantum state, either in the form of a ground state generated with VQE, a time-evolved state through Hamiltonian simulation, or a multi-particle state from a phenomenological quantum parton shower simulation [3]. \n", + "\n", + "The paper itself runs three experiments, where data is generated from the following three different experiments:\n", + "\n", + " - Quantum simulation of the Schwinger model\n", + " - Real-time evolution of (1 + 1)D Z2 gauge theory\n", + " - Quantum parton shower simulation\n", + "\n", + "For each of the three experiments described in the paper, the same QCNN was used for different analysis tasks. We will be specifically be looking at the Schwinger model experiment.\n", + "\n", + "### 1.3 Define the Convolutional Layer\n", + "\n", + "The Quantum Convolutional Layer will consist of a series of two qubit unitary operators, which recognize and determine relationships between the qubits in our circuit. The unitary gates are defined below in the next section. \n", + "\n", + "In the QCNN, each layer contains parametrized circuits, meaning we alter our output result by adjusting the parameters of each layer. When training our QCNN, it is these parameters that are adjusted to reduce the loss function of our QCNN. \n", + "\n", + "First, we will define the Convolutional Layers of our QCNN, which are applied to the qubits after the data has been encoded through use of the feature map. \n", + "\n", + "The convolutional layer makes use of a kernel, which can determine features and patterns of a particular input. An example of this is feature detection in an image, where different layers detect particular patterns in the input image. This is demonstrated in Figure 1, where the $l^{th}$ layer recognizes features and patterns along the $ij$ plane. It can then associate such features with a given output in the training process, and can use this process to train the dataset. \n", + "\n", + "Let's define the convolutional circuit we will use in the _Quantum Data Learning for Quantum Simulations High Energy Physics paper_ [3]." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "1ed5ab91-55e1-4069-b0c0-dda33ea1def8", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def conv_circuit(params):\n", + " \"\"\"\n", + " Create a two-qubit convolutional circuit segment.\n", + "\n", + " Args:\n", + " params: List of 15 parameters for the two-qubit unitary operation.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the convolution operation on two qubits.\n", + " \"\"\"\n", + " target = QuantumCircuit(2)\n", + " # firstly, apply single-qubit rotations\n", + " target.u(params[0], params[1], params[2], 0)\n", + " target.u(params[3], params[4], params[5], 1)\n", + " # now apply two-qubit entangling gates\n", + " target.rzz(params[6], 0, 1)\n", + " target.ryy(params[7], 0, 1)\n", + " target.rxx(params[8], 0, 1)\n", + " # finally apply a second set of single-qubit rotations\n", + " target.u(params[9], params[10], params[11], 0)\n", + " target.u(params[12], params[13], params[14], 1)\n", + " return target\n", + "\n", + "### ACTIVITY 1 ### \n", + "# Draw the convolutional layer with 15 params, it should look something like below:\n", + "# Hint: you should use the ParameterVector object defined here - https://docs.quantum.ibm.com/api/qiskit/qiskit.circuit.ParameterVector" + ] + }, + { + "cell_type": "markdown", + "id": "0503644c-8c56-4a9a-a8f8-9eee2b4ff23b", + "metadata": {}, + "source": [ + "Now that we have defined these unitaries, it is time to create a function for the convolutional layer in our QCNN. To do so, we apply the two qubit unitary to neighboring qubits as seen in the ``conv_layer`` function below.\n", + "\n", + "Note that we first apply the two qubit unitary to all even pairs of qubits followed by applying to odd pairs of qubits in a circular coupling manner, i.e. the as well as neighboring qubits being coupled, the first and final qubit are also coupled through a unitary gate." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "9e3d2856-f665-442a-ba39-fcf84712e251", + "metadata": {}, + "outputs": [], + "source": [ + "def conv_layer(num_qubits, param_prefix):\n", + " \"\"\"\n", + " Create a convolutional layer for a given number of qubits.\n", + "\n", + " Args:\n", + " num_qubits: Number of qubits in the layer.\n", + " param_prefix: Prefix for naming the parameters.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the convolutional layer.\n", + " \"\"\"\n", + " qc = QuantumCircuit(num_qubits, name=\"Convolutional Layer\")\n", + " params = ParameterVector(param_prefix, length=(num_qubits // 2) * 15)\n", + " param_index = 0\n", + " for q in range(0, num_qubits - 1, 2):\n", + " conv_qc = conv_circuit(params[param_index:param_index + 15])\n", + " qc.compose(conv_qc, [q, q + 1], inplace=True)\n", + " param_index += 15\n", + " return qc" + ] + }, + { + "cell_type": "markdown", + "id": "1fc493b5-df41-483e-bf87-ad6da8ca07e3", + "metadata": {}, + "source": [ + "### 1.4 Define the Pooling Layer\n", + "\n", + "A pooling layer reduces the dimensionality of the input data, reducing the computational cost and amount of learning parameters in the model. \n", + "\n", + "For a Quantum Pooling Layer specifically, we cannot do the same as is done classically to reduce the dimension, i.e. the number of qubits in our circuit. Instead, we reduce the number of qubits by performing operations upon each until a specific point and then disregard certain qubits in a specific layer. It is these layers where we stop performing operations on certain qubits that we call our 'pooling layer'.\n", + "\n", + "Let's define the pooling circuit to build the pooling layer for this experiment." + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "eaa8ee9a-179f-4a5a-8e59-17a42681e6a1", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "def pool_circuit(params):\n", + " \"\"\"\n", + " Create a pooling circuit segment for a pair of qubits.\n", + "\n", + " Args:\n", + " params: List of 6 parameters for the pooling operation.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the pooling operation on two qubits.\n", + " \"\"\"\n", + " target = QuantumCircuit(2)\n", + " target.u(params[0], params[1], params[2], 0)\n", + " target.u(params[3], params[4], params[5], 1)\n", + " target.cx(0, 1)\n", + " target.u(-params[0], -params[2], -params[1], 1) # apply the inverse\n", + " return target\n", + "\n", + "### ACTIVITY 2 ### \n", + "# Draw the pooling circuit with 6 params, it should look something like below:\n", + "# Hint: you should use the ParameterVector object defined here - https://docs.quantum.ibm.com/api/qiskit/qiskit.circuit.ParameterVector" + ] + }, + { + "cell_type": "markdown", + "id": "53add32b-4f15-4f51-89a8-b26956cb0333", + "metadata": {}, + "source": [ + "We apply this two qubit pooling layer to different pairs of qubits to create our pooling layer for N qubits. " + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "id": "5f71a21a-28ed-47c3-89a2-2c8902d487ee", + "metadata": {}, + "outputs": [], + "source": [ + "def pool_layer(qubit_pairs, param_prefix):\n", + " \"\"\"\n", + " Pooling layer that combines qubits based on the provided pairs using a parameter vector.\n", + "\n", + " Args:\n", + " qubit_pairs: List of tuples, each containing pairs of qubits to pool.\n", + " param_prefix: Prefix for naming the parameters.\n", + "\n", + " Returns:\n", + " QuantumCircuit: QuantumCircuit for the pooling layer.\n", + " \"\"\"\n", + " unique_qubits = sorted(set([q for pair in qubit_pairs for q in pair]))\n", + " num_qubits = len(unique_qubits)\n", + " qc = QuantumCircuit(num_qubits, name=\"Pooling Layer\")\n", + " total_params = len(qubit_pairs) * 6\n", + " params = ParameterVector(param_prefix, length=total_params)\n", + " param_index = 0\n", + " for pair in qubit_pairs:\n", + " # calculate the relative qubit index in the pool layer's circuit\n", + " relative_indices = [unique_qubits.index(pair[0]), unique_qubits.index(pair[1])]\n", + " # create a pooling circuit and add it to the main circuit\n", + " pool_qc = pool_circuit(params[param_index:param_index + 6])\n", + " qc.compose(pool_qc, relative_indices, inplace=True)\n", + " param_index += 6\n", + " return qc" + ] + }, + { + "cell_type": "markdown", + "id": "ea39da38-47d8-4fb6-bbab-d7afb7f0e93d", + "metadata": {}, + "source": [ + "### 1.5 Bring the QCNN together\n", + "\n", + "Now that we have defined both the convolutional layers it is now time to build our QCNN, which will consist of alternating pooling and convolutional layers." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "7fa4e9ca-5e3f-4359-ad4e-dacacab35143", + "metadata": {}, + "outputs": [], + "source": [ + "def generate_qcnn_circuit(num_qubits):\n", + " \"\"\"\n", + " Create a sequence of alternating convolution and pooling layers with specific parameter prefixes.\n", + "\n", + " Args:\n", + " num_qubits: The total number of qubits in the QCNN circuit.\n", + "\n", + " Returns:\n", + " QuantumCircuit: A quantum circuit representing the QCNN with specific parameter prefixes.\n", + " \"\"\"\n", + " circuit = QuantumCircuit(num_qubits)\n", + "\n", + " ### first layer ###\n", + " qubits_in_layer = list(range(num_qubits))\n", + "\n", + " # first convolutional layer\n", + " for q in qubits_in_layer[:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c1_{q}_{q+1}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 1], inplace=True)\n", + " for q in qubits_in_layer[1:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c1_{q}_{q+1}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 1], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " # first pooling layer\n", + " for q in qubits_in_layer[:num_qubits - 1:2]:\n", + " pool_layer_circuit = pool_layer([(q, q + 1)], f\"p1_{q}_{q+1}\")\n", + " circuit.compose(pool_layer_circuit, [q, q + 1], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " ### second Layer ###\n", + " qubits_in_layer = list(range(1, num_qubits, 2))\n", + "\n", + " # second convolutional layer\n", + " for q in qubits_in_layer[:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c2_{q}_{q+2}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 2], inplace=True)\n", + " for q in qubits_in_layer[1:-1:2]:\n", + " conv_layer_circuit = conv_layer(2, f\"c2_{q}_{q+2}\")\n", + " circuit.compose(conv_layer_circuit, [q, q + 2], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " # second pooling layer\n", + " for q in qubits_in_layer[:-1:2]:\n", + " pool_layer_circuit = pool_layer([(q, q + 2)], f\"p2_{q}_{q+2}\")\n", + " circuit.compose(pool_layer_circuit, [q, q + 2], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " ### third layer ###\n", + " qubits_in_layer = list(range(3, num_qubits, 4))\n", + "\n", + " # third convolutional layer\n", + " conv_layer_circuit = conv_layer(2, f\"c3_{qubits_in_layer[0]}_{qubits_in_layer[1]}\") # Use unique prefix\n", + " circuit.compose(conv_layer_circuit, [qubits_in_layer[0], qubits_in_layer[1]], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " # third pooling layer\n", + " pool_layer_circuit = pool_layer([(qubits_in_layer[0], qubits_in_layer[1])], f\"p3_{qubits_in_layer[0]}_{qubits_in_layer[1]}\") # Use unique prefix\n", + " circuit.compose(pool_layer_circuit, [qubits_in_layer[0], qubits_in_layer[1]], inplace=True)\n", + " circuit.barrier()\n", + "\n", + " return circuit" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "b043ed02-b641-4a3c-af09-eb151057a1c2", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "execution_count": 7, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# test the above with example input\n", + "num_qubits = 8\n", + "qcnn_circuit = generate_qcnn_circuit(num_qubits)\n", + "qcnn_circuit.draw('mpl', scale=0.5) " + ] + }, + { + "cell_type": "markdown", + "id": "8b8a3875-fc8d-4adf-9714-9b3f50a73f05", + "metadata": {}, + "source": [ + "### 1.6 Data Preparation\n", + "\n", + "The dataset we will be using below is extracted from the results used directly in the paper _Quantum Data Learning for Quantum Simulations High Energy Physics paper_ [3]. \n", + "\n", + "For each of the three experiments described in the paper, the above-defined QCNN was used for different analysis tasks. We will be specifically be looking at the results from the quantum simulation of the Schwinger model experiment, for which an extract of the results have been stored in this repository, along with an accompanying notebook `schwinger_vqe.ipynb`, which you could use to reproduce the dataset.\n", + "\n", + "From the sample data provided, you will find the ground state results for each point in a 2D parameter scan over the Schwinger model, found in `params_VQE_list` below. The `label_list` includes our true labels to test our model performance. \n", + "\n", + "We split this data into training and test datasets such that we have a sufficient dataset for the model training step and we can reserve some unseen data to test the model. \n", + "\n", + "Please note, you will also find mass and coupling data describing the masses used in the experiment such that we can label our plots correctly. We are only using this for the plot below to visualize the train and test split of the data. " + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "fe2c74c2-2761-44d9-97f4-61e99f8bddaf", + "metadata": {}, + "outputs": [], + "source": [ + "file_path='./data/eps0.5_g1_vary_m_-2.0_2.0_0.05_SLSQP_EvolvedOperatorAnsatz_minRev_initPrevOpt_reps5'\n", + "params_VQE_list = np.load(file_path + \"_VQEparams.npy\").tolist()" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "8a13f92c-8e9c-43f5-ba29-9db12aebc3d7", + "metadata": {}, + "outputs": [], + "source": [ + "path = 'results/data/'\n", + "mass_min = -2.0\n", + "mass_max = 2.0\n", + "mass_step = 0.05\n", + "mass_list = np.arange(mass_min,mass_max+mass_step,mass_step)\n", + "num_data = mass_list.shape[0]\n", + "label_list = [-1]*num_data\n", + "mass_crit = 0.143 #obtained from ED, June 10, 2023\n", + "count = 0\n", + "for index, mass in enumerate(mass_list):\n", + " if mass>mass_crit:\n", + " label_list[index] = 1\n", + " count += 1\n", + "\n", + "train_ratio = 0.8\n", + "num_train = int(num_data*train_ratio)\n", + "index_all = list(range(num_data))\n", + "num_test = num_data - num_train\n", + "\n", + "#for data loading\n", + "index_train = np.load(path+'index_train.npy')\n", + "index_test = np.load(path+'index_test.npy')\n", + "\n", + "params_VQE_train = []\n", + "mass_list_train = []\n", + "label_list_train = []\n", + "\n", + "params_VQE_test = []\n", + "mass_list_test = []\n", + "label_list_test = []\n", + "\n", + "for index in index_train:\n", + " params_VQE_train.append(params_VQE_list[index])\n", + " mass_list_train.append(mass_list[index])\n", + " label_list_train.append(label_list[index])\n", + "for index in index_test:\n", + " params_VQE_test.append(params_VQE_list[index])\n", + " mass_list_test.append(mass_list[index])\n", + " label_list_test.append(label_list[index])" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "57cf91ed-8d7f-4d80-b4dc-af25bfc66165", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "plt.plot(mass_list_train,label_list_train,'.',label='train')\n", + "plt.plot(mass_list_test,label_list_test,'.',label='test')\n", + "plt.legend()\n", + "plt.xlabel('$m/g$')\n", + "plt.ylabel('label')\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "449f0855-6fca-46b1-9db6-f68f9cfd8395", + "metadata": {}, + "source": [ + "### 1.7 Modeling our QCNN\n", + "\n", + "We encode our dataset in the following `make_feature_map` function, which will be used to draw upon the data referenced above and encode the data in such a way that the model can process it." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "1a586322-6921-4a40-bdcf-61bffafb529d", + "metadata": {}, + "outputs": [], + "source": [ + "def make_feature_map(num_qubits, num_layers_VQE):\n", + " \"\"\"\n", + " Create a VQE ansatz circuit with an initial state |1010...>.\n", + "\n", + " Args:\n", + " num_qubits: Number of qubits in the circuit.\n", + " num_layers_VQE: Number of layers in the ansatz.\n", + "\n", + " Returns:\n", + " A QuantumCircuit object representing the VQE ansatz.\n", + " \"\"\"\n", + " model = LatticeSchwingerModel(mass=0.5, coupling=1.0, num_sites=num_qubits, spacing=2.0, left_gauge=0.5)\n", + " H_op = model.get_hamiltonian()\n", + "\n", + " init_circ = QuantumCircuit(num_qubits)\n", + " for q in range(0, num_qubits, 2):\n", + " init_circ.x(q)\n", + "\n", + " \n", + " ### ACTIVITY 3 ### \n", + " ## complete fields in the EvolvedOperatorAnsatz\n", + " ansatz = EvolvedOperatorAnsatz(\n", + " operators= # COMPLETE HERE #, \n", + " reps= # COMPLETE HERE #, \n", + " evolution= # COMPLETE HERE #, \n", + " parameter_prefix= # COMPLETE HERE #, \n", + " initial_state= # COMPLETE HERE #, \n", + " )\n", + "\n", + " return ansatz" + ] + }, + { + "cell_type": "markdown", + "id": "37b9c3b2-c3d9-45f4-bdff-0767451e3433", + "metadata": {}, + "source": [ + "### 1.8 Training our QCNN\n", + "\n", + "It's time to pull everything together and build our model using our training data. \n", + "\n", + "We will use the COBYLA optimizer to train our classifier, which is a numerical optimization method commonly used for classification machine learning algorithms.\n", + "\n", + "We then place the the callback function, optimizer and operator of our QCNN created above into Qiskit Machine Learning's built in Neural Network Classifier, which we can then use to train our model. \n", + "\n", + "Since model training may take a long time we have already pre-trained the model for the purpose of this tutorial, but please feel free to try this at home!" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "id": "bb157d3a-2dc7-4512-9aae-44e1ff09f7a9", + "metadata": {}, + "outputs": [], + "source": [ + "def get_qnn(num_qubits):\n", + " ### ACTIVITY 4 ### \n", + " # complete this function such that we return an EstimatorQNN object that takes num_qubits as an argument \n", + " # Hint: you might want to use the following measurement_observable = SparsePauliOp.from_sparse_list([('Z', [0])], [1], num_qubits)" + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "id": "cada6690-1103-43ef-88bc-677e5d33ab52", + "metadata": {}, + "outputs": [], + "source": [ + "# callback function that draws a live plot when the .fit() method is called\n", + "def callback_graph(weights, obj_func_eval):\n", + " clear_output(wait=True)\n", + " objective_func_vals.append(obj_func_eval)\n", + " plt.title(\"Objective function value against iteration\")\n", + " plt.xlabel(\"Iteration\")\n", + " plt.ylabel(\"Objective function value\")\n", + " plt.plot(range(len(objective_func_vals)), objective_func_vals)\n", + " plt.show()" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "id": "456c1000-4b66-4c1a-8e5c-57b68ccc61ab", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy from the train data : 98.44%\n" + ] + } + ], + "source": [ + "# example usage\n", + "num_qubits = 8\n", + "# each layer uses 3 parameters\n", + "num_layers_VQE = len(params_VQE_train[0]) // 3\n", + "\n", + "# generate the feature map to encode data for the classification problem\n", + "# in this case, the feature map is actually a VQE ansatz\n", + "feature_map = make_feature_map(num_qubits, num_layers_VQE)\n", + "\n", + "# construct neural network classifier\n", + "qnn = get_qnn(num_qubits)\n", + "classifier = NeuralNetworkClassifier(\n", + " qnn,\n", + " loss=\"squared_error\",\n", + " optimizer=COBYLA(maxiter=200),\n", + " callback=callback_graph,\n", + ")\n", + "\n", + "# create empty array for callback to store evaluations of the objective function\n", + "objective_func_vals = []\n", + "plt.rcParams[\"figure.figsize\"] = (12, 6)\n", + "\n", + "# ensure data has the correct shape\n", + "feature_map_params = feature_map.parameters\n", + "train_data_list_np = np.array(params_VQE_train)\n", + "train_label_list_np = np.array(label_list_train)\n", + "\n", + "# fit the classifier with the input data\n", + "classifier.fit(train_data_list_np, train_label_list_np)\n", + "\n", + "# score the classifier\n", + "score = classifier.score(train_data_list_np, train_label_list_np)\n", + "print(f\"Accuracy from the train data : {np.round(100 * score, 2)}%\")" + ] + }, + { + "cell_type": "markdown", + "id": "662759be-285b-48da-a308-6e5e7f8e3e48", + "metadata": {}, + "source": [ + "### 1.7 Testing our QCNN\n", + "\n", + "We can finally test the performance of our model in the task of predicting phases of unknown states in the test data." + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "id": "50f61268-4988-4ce7-8bd6-f349d6d19414", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Accuracy from the test data : 94.12%\n" + ] + } + ], + "source": [ + "# test on the unseen data\n", + "test_data_list_np = np.array(params_VQE_test)\n", + "test_label_list_np = np.asarray(label_list_test)\n", + "predicted_labels = classifier.predict(test_data_list_np)\n", + "print(f\"Accuracy from the test data : {np.round(100 * classifier.score(test_data_list_np, test_label_list_np), 2)}%\")" + ] + }, + { + "cell_type": "markdown", + "id": "9982e30e-70b2-4db9-a115-6f456eec48a7", + "metadata": {}, + "source": [ + "### References\n", + "\n", + "[1] _Quantum convolutional neural networks._ Cong, I., Choi, S. & Lukin, M.D. Nat. Phys. 15, 1273–1278 (2019). https://doi.org/10.1038/s41567-019-0648-8\n", + "\n", + "[2] _IBM Convolutional Neural Networks_ https://www.ibm.com/cloud/learn/convolutional-neural-networks\n", + "\n", + "[3] _Quantum data learning for quantum simulations in high-energy physics._ Phys. Rev. Research 5, 043250. Nagano, Lento and Miessen, Alexander and Onodera, Tamiya and Tavernelli, Ivano and Tacchino, Francesco and Terashi, Koji. https://arxiv.org/pdf/2306.17214" + ] + } + ], + "metadata": { + "celltoolbar": "Tags", + "kernelspec": { + "display_name": "Python 3 (ipykernel)", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.10.14" + }, + "vscode": { + "interpreter": { + "hash": "31f2aee4e71d21fbe5cf8b01ff0e069b9275f58929596ceb00d14d90e3e16cd6" + } + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb b/IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb new file mode 100644 index 000000000..d055e4282 --- /dev/null +++ b/IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb @@ -0,0 +1 @@ +{"cells":[{"attachments":{},"cell_type":"markdown","id":"a6f69b77","metadata":{},"source":["# Quantum data learning for quantum simulations in high-energy physics\n","\n","\n","## The variational quantum eigensolver\n","\n","Variational quantum algorithms are promising candidate hybrid-algorithms for observing quantum computation utility on noisy near-term devices. Variational algorithms are characterized by the use of a classical optimization algorithm to iteratively update a parameterized trial solution, or \"ansatz\". \n","\n","Chief among these methods is the variational quantum eigensolver (VQE) that aims to solve for the ground state of a given Hamiltonian represented as a linear combination of Pauli terms, with an ansatz circuit where the number of parameters to optimize over is polynomial in the number of qubits.[1]\n","\n","Given that the size of the full solution vector is exponential in the number of qubits, successful minimization using VQE requires, in general, additional problem-specific information to define the structure of the ansatz circuit.\n","\n","Executing a VQE algorithm requires the following components:\n","\n","1. Hamiltonian and ansatz (problem specification)\n","2. Qiskit Runtime estimator\n","3. Classical optimizer\n","\n","Although the Hamiltonian and ansatz require domain-specific knowledge to construct, these details are immaterial to the Runtime, and we can execute a wide class of VQE problems in the same manner.\n"]},{"attachments":{},"cell_type":"markdown","id":"7db2e559","metadata":{},"source":["## Setup\n","\n","Here we import the tools needed for a VQE experiment.\n"]},{"cell_type":"code","execution_count":1,"id":"a0a48442","metadata":{},"outputs":[],"source":["# General imports\n","import numpy as np\n","\n","# SciPy minimizer routine\n","from scipy.optimize import minimize\n","\n","# Plotting functions\n","import matplotlib.pyplot as plt\n","\n","# Pre-defined ansatz circuit and operator class for Hamiltonian\n","from qiskit import QuantumCircuit\n","from qiskit.circuit.library import EvolvedOperatorAnsatz\n","from qiskit.quantum_info import SparsePauliOp\n","\n","# Qiskit Primitive imports\n","from qiskit.primitives import BaseEstimatorV2, BackendEstimatorV2 as Estimator\n","from qiskit.providers.fake_provider import GenericBackendV2\n","\n","from tqdm import tqdm\n","\n","from lattice_schwinger_model import LatticeSchwingerModel"]},{"attachments":{},"cell_type":"markdown","id":"988ee237","metadata":{},"source":["## Step 1: Create lattice Schwinger model Hamiltonian\n","\n","Although the problem instance in question for the VQE algorithm can come from a variety of domains, the form for execution through Qiskit Runtime is the same. Qiskit provides a convenience class for expressing Hamiltonians in Pauli form, and a collection of widely used ansatz circuits in the [`qiskit.circuit.library`](https://docs.quantum-computing.ibm.com/api/qiskit/circuit_library).\n","\n","When mapped to a spin model, the Schwinger model can be described by a Hamiltonian,\n","\n","$$\n","H_{\\text{spin}} = J \\sum_{n=0}^{N-2} \\left(\\sum_{k=0}^n\\frac{Z_k + (-1)^k}{2} + \\frac{\\vartheta}{2\\pi}\\right)^2 + \\frac{w}{2}\\sum_{n=0}^{N-2}\\left(X_n X_{n+1} + Y_n Y_{n+1}\\right) + \\frac{m}{2}\\sum_{n=0}^{N-1}(-1)^n Z_n,\n","$$\n","\n","where $J$ is the coupling constant, $\\vartheta$ is related to the original photonic kinetic term, $\\omega$ is related to the lattice spacing, and $m$ is the electron mass.[2]"]},{"cell_type":"code","execution_count":2,"id":"0ad66539","metadata":{},"outputs":[],"source":["mass: float = 0.1\n","coupling: float = 1.0\n","num_sites: int = 2*2\n","spacing: float = 1.0\n","model = LatticeSchwingerModel(mass, coupling, num_sites, spacing)\n","hamiltonian: list[SparsePauliOp] = model.get_hamiltonian()\n","num_qubits = hamiltonian[0].num_qubits"]},{"attachments":{},"cell_type":"markdown","id":"acb83d48","metadata":{},"source":["Our choice of ansatz is the `EvolvedOperatorAnsatz`. Please see the [Qiskit documentation](https://docs.quantum.ibm.com/api/qiskit/qiskit.circuit.library.EvolvedOperatorAnsatz) for more information.\n"]},{"cell_type":"code","execution_count":3,"id":"68be313c","metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
    "]},"execution_count":3,"metadata":{},"output_type":"execute_result"}],"source":["initial_circuit = QuantumCircuit(num_qubits)\n","for q in range(0, num_qubits, 2):\n"," initial_circuit.x(q)\n","\n","ansatz = EvolvedOperatorAnsatz(\n"," operators=hamiltonian, \n"," reps=7, \n"," evolution=None, \n"," parameter_prefix='x',\n"," initial_state=initial_circuit\n",")\n","\n","ansatz.decompose().draw(\"mpl\", style=\"iqp\", scale=0.5)"]},{"attachments":{},"cell_type":"markdown","id":"5bd1f7da","metadata":{},"source":["From the previous figure we see that our ansatz circuit is defined by a vector of parameters, $\\theta_{i}$, with the total number given by:\n"]},{"cell_type":"code","execution_count":4,"id":"aa325696","metadata":{},"outputs":[{"data":{"text/plain":["21"]},"execution_count":4,"metadata":{},"output_type":"execute_result"}],"source":["num_params: int = ansatz.num_parameters\n","num_params"]},{"cell_type":"markdown","id":"ac6f36e3","metadata":{},"source":["## Step 2: Optimize problem for quantum execution\n"]},{"cell_type":"markdown","id":"ed01c675-6506-4779-bf71-74f0de9212fb","metadata":{},"source":["To reduce the total job execution time, Qiskit primitives only accept circuits (ansatz) and observables (Hamiltonian) that conform to the instructions and connectivity supported by the target system (referred to as instruction set architecture (ISA) circuits and observables).\n"]},{"cell_type":"markdown","id":"3390069d-572c-472c-abb5-9cde12fd82a2","metadata":{},"source":["### ISA circuit\n"]},{"cell_type":"markdown","id":"ad6ddd99-b680-4ac4-b2d8-c0ac6266e6e8","metadata":{},"source":["Schedule a series of [`qiskit.transpiler`](https://docs.quantum-computing.ibm.com/api/qiskit/transpiler) passes to optimize the circuit for a selected backend and make it compatible with the backend's ISA. This can be easily done with a preset pass manager from `qiskit.transpiler` and its `optimization_level` parameter.\n","\n","The lowest optimization level does the minimum needed to get the circuit running on the device; it maps the circuit qubits to the device qubits and adds swap gates to allow all two-qubit operations. The highest optimization level is much smarter and uses lots of tricks to reduce the overall gate count. Since multi-qubit gates have high error rates and qubits decohere over time, the shorter circuits should give better results.\n"]},{"cell_type":"code","execution_count":5,"id":"1834cb22","metadata":{},"outputs":[],"source":["from qiskit.transpiler.preset_passmanagers import generate_preset_pass_manager\n","\n","backend = GenericBackendV2(num_sites)\n","target = backend.target\n","pm = generate_preset_pass_manager(target=target, optimization_level=3)\n","\n","ansatz_isa = pm.run(ansatz)"]},{"cell_type":"code","execution_count":6,"id":"20d9923c","metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
    "]},"execution_count":6,"metadata":{},"output_type":"execute_result"}],"source":["ansatz_isa.draw(output=\"mpl\", idle_wires=False, style=\"iqp\", scale=0.5)"]},{"cell_type":"markdown","id":"aab9e309-d643-496f-ad4b-c90173102ad6","metadata":{},"source":["### ISA observable\n"]},{"cell_type":"markdown","id":"6c9e5dcd","metadata":{},"source":["Transform the Hamiltonian to make it backend-compatible before running jobs with [`Runtime Estimator V2`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2#run). Perform the transformation by using the `apply_layout` method of `SparsePauliOp` object.\n"]},{"cell_type":"code","execution_count":7,"id":"3451901c","metadata":{},"outputs":[],"source":["hamiltonian_isa = [h.apply_layout(layout=ansatz_isa.layout) for h in hamiltonian]"]},{"attachments":{},"cell_type":"markdown","id":"b4d480b3","metadata":{},"source":["## Step 3: Execute using Qiskit Primitives\n","\n","Like many classical optimization problems, the solution to a VQE problem can be formulated as minimization of a scalar cost function. By definition, VQE looks to find the ground state solution to a Hamiltonian by optimizing the ansatz circuit parameters to minimize the expectation value (energy) of the Hamiltonian. With the Qiskit Runtime [`Estimator`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2) directly taking a Hamiltonian and parameterized ansatz, and returning the necessary energy, the cost function for a VQE instance is quite simple.\n","\n","Note that the `run()` method of [Qiskit Runtime `EstimatorV2`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2) takes an iterable of `primitive unified blocs (PUBs)`. Each PUB is an iterable in the format `(circuit, observables, parameter_values: Optional, precision: Optional)`.\n"]},{"cell_type":"code","execution_count":8,"id":"b22a1b00","metadata":{},"outputs":[],"source":["def cost_func(\n"," params: np.ndarray,\n"," ansatz: QuantumCircuit,\n"," hamiltonian: SparsePauliOp,\n"," estimator: BaseEstimatorV2,\n"," history: dict,\n"," verbose: bool = True,\n",") -> float:\n"," \"\"\"Return estimate of energy from estimator\n","\n"," Parameters:\n"," params: Array of ansatz parameters.\n"," ansatz: Parameterized ansatz circuit.\n"," hamiltonian: Operator representation of Hamiltonian.\n"," estimator: Estimator primitive instance.\n"," history: Dictionary for storing intermediate results.\n","\n"," Returns:\n"," Energy estimate.\n"," \"\"\"\n"," pub = (ansatz, hamiltonian, [params])\n"," result = estimator.run(pubs=[pub]).result()\n","\n"," # Sum over the expectation values of each term in the Hamiltonian.\n"," energy = sum(result[0].data.evs)\n","\n"," history[\"iters\"] += 1\n"," history[\"prev_vector\"] = params\n"," history[\"cost_history\"].append(energy)\n","\n"," if verbose:\n"," print(f\"Iters. done: {history['iters']} [Current cost: {energy}]\")\n","\n"," return energy"]},{"cell_type":"markdown","id":"50bb4a4c","metadata":{},"source":["Also note that, in addition to the array of optimization parameters that must be the first argument, we use additional arguments to pass the terms needed in the cost function, such as the `cost_history_dict`. This dictionary stores the current vector at each iteration, for example in case you need to restart the routine due to failure, and also returns the current iteration number and average time per iteration."]},{"cell_type":"code","execution_count":9,"id":"ca6da628","metadata":{},"outputs":[],"source":["history = {\n"," \"prev_vector\": None,\n"," \"iters\": 0,\n"," \"cost_history\": [],\n","}"]},{"cell_type":"markdown","id":"e80ff7d9","metadata":{},"source":["We can now use a classical optimizer of our choice to minimize the cost function. Here, we use the [COBYLA routine from SciPy through the `minimize` function](https://docs.scipy.org/doc/scipy/reference/generated/scipy.optimize.minimize.html). Note that when running on real quantum hardware, the choice of optimizer is important, as not all optimizers handle noisy cost function landscapes equally well.\n","\n","To begin the routine, specify a random initial set of parameters:\n"]},{"cell_type":"code","execution_count":10,"id":"d6b90cca","metadata":{},"outputs":[],"source":["x0 = 2 * np.pi * np.random.random(num_params)"]},{"cell_type":"code","execution_count":11,"id":"d4587c1d-5d59-47aa-b36c-b6d07b5f84e4","metadata":{},"outputs":[{"data":{"text/plain":["array([4.73997024, 4.6964587 , 5.04898059, 1.2418338 , 1.96560228,\n"," 4.07172135, 2.87442074, 1.28336805, 5.00105646, 2.10792434,\n"," 0.09293568, 5.41129913, 1.15909859, 4.03442172, 1.48063232,\n"," 3.98035366, 6.27069471, 4.27712211, 3.15387222, 4.63829449,\n"," 3.46608222])"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["x0"]},{"cell_type":"markdown","id":"67d09ca9","metadata":{},"source":["Because we are sending a large number of jobs that we would like to execute together, we use a [`Session`](https://docs.quantum-computing.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.Session) to execute all the generated circuits in one block. Here `args` is the standard SciPy way to supply the additional parameters needed by the cost function.\n"]},{"cell_type":"code","execution_count":12,"id":"61a802d2-5c58-4495-a617-f15fabef367e","metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Iters. done: 1 [Current cost: -0.07392578125000002]\n","Iters. done: 2 [Current cost: -0.24184570312500006]\n","Iters. done: 3 [Current cost: -0.335888671875]\n","Iters. done: 4 [Current cost: -0.21330566406249998]\n","Iters. done: 5 [Current cost: 0.011669921875000017]\n","Iters. done: 6 [Current cost: -0.26491699218750003]\n","Iters. done: 7 [Current cost: -0.3247314453125]\n","Iters. done: 8 [Current cost: -0.3129638671875]\n","Iters. done: 9 [Current cost: -0.2701904296875]\n","Iters. done: 10 [Current cost: -0.22099609375000004]\n","Iters. done: 11 [Current cost: -0.127685546875]\n","Iters. done: 12 [Current cost: -0.23627929687500002]\n","Iters. done: 13 [Current cost: -0.13195800781250003]\n","Iters. done: 14 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method=\"cobyla\",\n",")"]},{"cell_type":"markdown","id":"b460f7d2","metadata":{},"source":[]},{"cell_type":"markdown","id":"937f5a6e","metadata":{},"source":["At the terminus of this routine we have a result in the standard SciPy `OptimizeResult` format. From this we see that it took `nfev` number of cost function evaluations to obtain the solution vector of parameter angles (`x`) that, when plugged into the ansatz circuit, yield the approximate ground state solution we were looking for.\n"]},{"cell_type":"code","execution_count":13,"id":"4e76845a-3fa0-4d12-86b5-de5b2bdee86c","metadata":{},"outputs":[{"data":{"text/plain":[" message: Optimization terminated successfully.\n"," success: True\n"," status: 1\n"," fun: -0.589306640625\n"," x: [ 5.989e+00 5.423e+00 ... 4.461e+00 3.372e+00]\n"," nfev: 197\n"," maxcv: 0.0"]},"execution_count":13,"metadata":{},"output_type":"execute_result"}],"source":["optimize_result"]},{"cell_type":"markdown","id":"50b94af2","metadata":{},"source":["## Step 4: Post-process, return result in classical format\n"]},{"attachments":{},"cell_type":"markdown","id":"733431ad","metadata":{},"source":["If the procedure terminates correctly, then the `prev_vector` and `iters` values in our `cost_history_dict` dictionary should be equal to the solution vector and total number of function evaluations, respectively. This is easy to verify:\n"]},{"cell_type":"code","execution_count":14,"id":"31dc35ea-6554-4ca7-9c3b-0b5394c46e4e","metadata":{},"outputs":[{"data":{"text/plain":["True"]},"execution_count":14,"metadata":{},"output_type":"execute_result"}],"source":["all(history[\"prev_vector\"] == optimize_result.x)"]},{"cell_type":"code","execution_count":15,"id":"a90d1664-1728-4a8a-bb11-03f15e3f5639","metadata":{},"outputs":[{"data":{"text/plain":["True"]},"execution_count":15,"metadata":{},"output_type":"execute_result"}],"source":["history[\"iters\"] == optimize_result.nfev"]},{"attachments":{},"cell_type":"markdown","id":"19459b48","metadata":{},"source":["We can also now view the progress toward convergence as monitored by the cost history at each iteration:\n"]},{"cell_type":"code","execution_count":16,"id":"8501d609","metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
    "]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax = plt.subplots()\n","ax.plot(range(history[\"iters\"]), history[\"cost_history\"])\n","ax.set_xlabel(\"Iterations\")\n","ax.set_ylabel(\"Cost\")\n","plt.draw()"]},{"cell_type":"markdown","id":"1d5de9c9","metadata":{},"source":["## Step 5: VQE model scan\n","\n","We'll now scan perform a parameter scan for the Schwinger model. Below we are just scanning over mass. However, you can modify the code to scan over any other parameters in the model; for example, the coupling strength or lattice spacing."]},{"cell_type":"code","execution_count":17,"id":"635caa76","metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["100%|██████████| 9/9 [02:26<00:00, 16.25s/it]\n"]}],"source":["coupling = 1\n","num_sites = 8\n","spacing = 2\n","left_gauge = 0.5\n","mass_min = -2.0\n","mass_max = 2.0 \n","mass_step = 0.5\n","mass_range = np.arange(mass_min, mass_max + mass_step, mass_step)\n","\n","vqe_params = []\n","\n","for mass in tqdm(mass_range):\n"," model = LatticeSchwingerModel(mass, coupling, num_sites, spacing, left_gauge)\n","\n"," hamiltonian = model.get_hamiltonian()\n"," num_qubits = hamiltonian[0].num_qubits\n"," hamiltonian_matrix = sum(op.to_matrix() for op in hamiltonian)\n","\n"," eigenvalues, eigenvectors = np.linalg.eigh(hamiltonian_matrix)\n"," \n"," optimize_result = minimize(\n"," cost_func,\n"," x0,\n"," args=(ansatz_isa, hamiltonian_isa, estimator, history, False),\n"," method=\"cobyla\",\n"," )\n","\n"," vqe_params.append(optimize_result.x)"]},{"cell_type":"markdown","id":"9b8379c9","metadata":{},"source":["We now have a list of arrays of ansatz parameters that can be used to prepare the ground state for each point in our parameter scan. This will be used as our dataset to train and test the quantum convolutional neural network in the next notebook, which has been prepared by my esteemed IBM colleague, Kate Marshall."]},{"cell_type":"markdown","id":"e4c57fcc","metadata":{},"source":["## References\n","\n","1. A variational eigenvalue solver on a quantum processor, A. Peruzzo et al., 2013.\n"," \n","2. Quantum data learning for quantum simulations in high-energy physics, L. Nagano et al., 2023.\n"," "]},{"cell_type":"markdown","id":"f9088cf2","metadata":{},"source":["## Version check"]},{"cell_type":"code","execution_count":18,"id":"11c9e788","metadata":{},"outputs":[{"data":{"text/plain":["'1.2.0'"]},"execution_count":18,"metadata":{},"output_type":"execute_result"}],"source":["from qiskit import version as qiskit_version\n","\n","qiskit_version.get_version_info()"]},{"cell_type":"code","execution_count":19,"id":"ef78094d","metadata":{},"outputs":[{"data":{"text/plain":["'0.15.0'"]},"execution_count":19,"metadata":{},"output_type":"execute_result"}],"source":["from qiskit_aer import version as qiskit_aer_version\n","\n","qiskit_aer_version.get_version_info()"]}],"metadata":{"kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.12.5"}},"nbformat":4,"nbformat_minor":5} From c9d2e31d9282b8c1d9b9848c095106533ecb81f2 Mon Sep 17 00:00:00 2001 From: Declan Millar Date: Thu, 19 Sep 2024 16:36:08 +0100 Subject: [PATCH 3/8] docs: add qdl hep tutorial results (#832) --- .../results/data/index_test.npy | Bin 0 -> 264 bytes .../results/data/index_train.npy | Bin 0 -> 640 bytes 2 files changed, 0 insertions(+), 0 deletions(-) create mode 100644 IEEE2024/qml-qcnn-hep-tutorial/results/data/index_test.npy create mode 100644 IEEE2024/qml-qcnn-hep-tutorial/results/data/index_train.npy diff --git a/IEEE2024/qml-qcnn-hep-tutorial/results/data/index_test.npy b/IEEE2024/qml-qcnn-hep-tutorial/results/data/index_test.npy new file mode 100644 index 0000000000000000000000000000000000000000..4454cd19d3922ef9e09ff31042f36387bab6a45d GIT binary patch literal 264 zcmbR27wQ`j$;eQ~P_3SlTAW;@Zl$1ZlWC!@qoAIaUsO_*m=~X4l#&V(cT3DEP6dh= zXCxM+0{I$-<~o`>3bhL411<(AV1d#?P+AH~%Rp&WD6IjdwV<>fls1Oarcl}pN?Sr{ PYbfmirTw6E0F(v*i8UTq literal 0 HcmV?d00001 diff --git a/IEEE2024/qml-qcnn-hep-tutorial/results/data/index_train.npy b/IEEE2024/qml-qcnn-hep-tutorial/results/data/index_train.npy new file mode 100644 index 0000000000000000000000000000000000000000..e7c7e129cc72d450b050a37f9a8816bdc3f901e7 GIT binary patch literal 640 zcmbWr*=_-00EXewrdo<>YH1_*mG~=0ED;s4#J&`D;=qwiYMM$KWJa8bt8l|e-z(^M z^5lDuvYh$5bdPn;;^>a6Ww2glLZ-u;? zP{l#~fA$CEZz^`Mj<@)ZKJ?=!rtu0}Xh#Q@QDO>h7{wl1@ey74j0r5E7w<8EZp`5b x^H{?nwy}s^9AE`MFpf=(p%a66hgHmA7?WthK4vk3Pw2rH4B-u4qrg{e;0aiKB|iWF literal 0 HcmV?d00001 From 2423f61a53b583310df201e98b035522a943671d Mon Sep 17 00:00:00 2001 From: oscar-wallis Date: Thu, 19 Sep 2024 16:48:09 +0100 Subject: [PATCH 4/8] Spelling and Results change --- .../Sub-Kernel_IEEE_QW_tutorial.ipynb | 4 +- .../Sub-Kernel_IEEE_QW_tutorial_Master.ipynb | 4 +- .../Subkernel_results.json | 47120 ++++++++-------- 3 files changed, 23562 insertions(+), 23566 deletions(-) diff --git a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb index 93ba0af57..9f73449ff 100644 --- a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb +++ b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb @@ -78,9 +78,7 @@ "from qiskit_machine_learning.kernels.algorithms import QuantumKernelTrainer\n", "from qiskit_machine_learning.utils.loss_functions import SVCLoss\n", "from qiskit_machine_learning.algorithms.classifiers import QSVC\n", - "\n", - "# Qiskit algorithms requirements, soon to be a part of qiskit_machine_learning too\n", - "from qiskit_algorithms.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" + "from qiskit_machine_learning.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" ] }, { diff --git a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb index d4f1755d1..7a10da63e 100644 --- a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb +++ b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb @@ -129,9 +129,7 @@ "from qiskit_machine_learning.kernels.algorithms import QuantumKernelTrainer\n", "from qiskit_machine_learning.utils.loss_functions import SVCLoss\n", "from qiskit_machine_learning.algorithms.classifiers import QSVC\n", - "\n", - "# Qiskit algorithms requirements, soon to be a part of qiskit_machine_learning too\n", - "from qiskit_algorithms.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" + "from qiskit_machine_learning.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" ] }, { diff --git a/IEEE2024/The_Sub-Kernel_Method/Subkernel_results.json b/IEEE2024/The_Sub-Kernel_Method/Subkernel_results.json index 1a3e80c8e..aa8a5c0bd 100644 --- a/IEEE2024/The_Sub-Kernel_Method/Subkernel_results.json +++ b/IEEE2024/The_Sub-Kernel_Method/Subkernel_results.json @@ -1,10953 +1,10953 @@ { "SPSA": [ { - "ROC": 0.96875, - "F1": 0.8095238095238095, - "accuracy": 0.8125, + "ROC": 0.9583333333333334, + "F1": 0.7827468230694037, + "accuracy": 0.78125, "sub_kernel_size": 4, "batch_size": 1, "Balanced": false, - "train_time": 2.6219578750024084, - "qsvc_runtime": 0.25970141697325744, + "train_time": 2.6145910000195727, + "qsvc_runtime": 0.25073479203274474, "training_loss": [ - 0.47630968357371667, - 0.5460688620657905, - 0.5148188558155163, - 0.4824904976147201, - 0.4995916673141051, - 0.5181097759467949, - 0.5066492567084718, - 0.6334121839354092, - 0.5096352203586066, - 0.4858812679763124, - 0.4982934228960684, - 0.43145693177559963, - 0.49616040466263, - 0.485796779318064, - 0.5117118581583263, - 0.43254663603488896, - 0.5161649500885176, - 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3.6334975776125824 ], "opt_params": [ - -1.4414607322028181, - 0.6572053516131218, - -1.6896499971931027, - -1.4863932758873188, - -1.292700727046874, - -1.47402137632808, - -1.5915906812169012 + -1.5406068441630258, + 1.046481419506339, + 1.40680356180819, + 1.3804674244055242, + -1.6794149850486542, + 1.3857690003930487, + 1.5075424920983083 ] } ] From a3bfac0fcb642b043ac446d1d43bfba47e5bd875 Mon Sep 17 00:00:00 2001 From: oscar-wallis Date: Thu, 19 Sep 2024 16:52:06 +0100 Subject: [PATCH 5/8] qiskit_algorithms dependency --- .../Sub-Kernel_IEEE_QW_tutorial.ipynb | 4 +- .../Sub-Kernel_IEEE_QW_tutorial_Master.ipynb | 445 ++++++++++++++++-- 2 files changed, 410 insertions(+), 39 deletions(-) diff --git a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb index 9f73449ff..e9ef8bb22 100644 --- a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb +++ b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb @@ -78,6 +78,8 @@ "from qiskit_machine_learning.kernels.algorithms import QuantumKernelTrainer\n", "from qiskit_machine_learning.utils.loss_functions import SVCLoss\n", "from qiskit_machine_learning.algorithms.classifiers import QSVC\n", + "\n", + "# Qiskit algorithms requirements, soon to be a part of qiskit_machine_learning too\n", "from qiskit_machine_learning.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" ] }, @@ -535,7 +537,7 @@ "metadata": {}, "source": [ "### 3.b. Optimizer Helper Function\n", - "Now we need something to do the hard work: an opimiser. These optimisers originate from qiskit_algorithms but will soon join the Qiskit machine learning library. To optimize the parameters of our quantum circuit, we mostly use gradient-based optimization methods. There are several optimization methods to choose from, and the choice of the optimizer can significantly influence the speed of convergence and the quality of the final solution. For this notebook we will focus on the `SPSA` optimiser, though feel free to try some others later on.\n", + "Now we need something to do the hard work: an optimiser. These optimisers originate from qiskit_algorithms but recently joined the Qiskit machine learning library. To optimize the parameters of our quantum circuit, we mostly use gradient-based optimization methods. There are several optimization methods to choose from, and the choice of the optimizer can significantly influence the speed of convergence and the quality of the final solution. For this notebook we will focus on the `SPSA` optimiser, though feel free to try some others later on.\n", "\n", "The get_optimizer_options function presented below allows us to flexibly choose from various optimization methods available in the Qiskit SDK [[9]](https://qiskit.org/documentation/stubs/qiskit.algorithms.optimizers.html) and returns the chosen optimizer function using partial to pass some optimised parameters found. We provide support for the following optimizers:\n", "\n", diff --git a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb index 7a10da63e..08e73726b 100644 --- a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb +++ b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial_Master.ipynb @@ -100,7 +100,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 5, "id": "1a646351", "metadata": {}, "outputs": [], @@ -129,7 +129,9 @@ "from qiskit_machine_learning.kernels.algorithms import QuantumKernelTrainer\n", "from qiskit_machine_learning.utils.loss_functions import SVCLoss\n", "from qiskit_machine_learning.algorithms.classifiers import QSVC\n", - "from qiskit_machine_learning.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" + "\n", + "# Qiskit algorithms requirements, soon to be a part of qiskit_machine_learning too\n", + "from qiskit_algorithms.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" ] }, { @@ -146,7 +148,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": 6, "id": "3e169c74-0a69-4dec-bf45-15a96f59b7e8", "metadata": {}, "outputs": [ @@ -247,7 +249,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": 7, "id": "878aaa1d", "metadata": {}, "outputs": [], @@ -364,7 +366,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 8, "id": "2c8504d5-ab6a-4b98-8302-8621469a2ff0", "metadata": { "tags": [] @@ -384,7 +386,7 @@ "
    " ] }, - "execution_count": 5, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -430,7 +432,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 9, "id": "a1992310-1672-4664-ab72-8a6f15fd8dc2", "metadata": {}, "outputs": [], @@ -488,7 +490,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 10, "id": "3dabf653-7b34-4d9f-b58c-1a162589c579", "metadata": {}, "outputs": [ @@ -497,16 +499,16 @@ "output_type": "stream", "text": [ "Evaluating Quantum Fidelity kernel...\n", - "QSVC Training Runtime: 0.2193764999974519 secs\n", - "Quantum Fidelity Kernel F1 Score = 0.373\n", - "Quantum Fidelity Kernel ROC AUC = 0.789\n", - "Quantum Fidelity Kernel Accuracy Score = 0.375\n", + "QSVC Training Runtime: 0.21882054198067635 secs\n", + "Quantum Fidelity Kernel F1 Score = 0.165\n", + "Quantum Fidelity Kernel ROC AUC = 0.800\n", + "Quantum Fidelity Kernel Accuracy Score = 0.281\n", "\n" ] }, { "data": { - "image/png": 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", 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", 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    " ] @@ -564,7 +566,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": 11, "id": "bf8cc5f6", "metadata": {}, "outputs": [], @@ -614,7 +616,7 @@ "metadata": {}, "source": [ "### 3.b. Optimizer Helper Function\n", - "Now we need something to do the hard work: an opimiser. These optimisers originate from qiskit_algoorithms but will soon join the Qiskit machine learning library. To optimize the parameters of our quantum circuit, we mostly use gradient-based optimization methods. There are several optimization methods to choose from, and the choice of the optimizer can significantly influence the speed of convergence and the quality of the final solution. For this notebook we will focus on the `SPSA` optimiser, though feel free to try some others later on.\n", + "Now we need something to do the hard work: an optimiser. These optimisers originate from qiskit_algorithms but recently joined the Qiskit machine learning library. To optimize the parameters of our quantum circuit, we mostly use gradient-based optimization methods. There are several optimization methods to choose from, and the choice of the optimizer can significantly influence the speed of convergence and the quality of the final solution. For this notebook we will focus on the `SPSA` optimiser, though feel free to try some others later on.\n", "\n", "The get_optimizer_options function presented below allows us to flexibly choose from various optimization methods available in the Qiskit SDK [[9]](https://qiskit-community.github.io/qiskit-algorithms/apidocs/qiskit_algorithms.optimizers.html) and returns the chosen optimizer function using partial to pass some optimised parameters found. We provide support for the following optimizers:\n", "\n", @@ -631,7 +633,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": 12, "id": "47c27cad", "metadata": {}, "outputs": [], @@ -693,7 +695,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 13, "id": "dc193c25", "metadata": {}, "outputs": [ @@ -701,14 +703,14 @@ "name": "stdout", "output_type": "stream", "text": [ - " Training Runtime: 75.20209925001836 secs. Results: \n", + " Training Runtime: 74.84845229203347 secs. Results: \n", "--------------------------------------------------------------------------------\n", "\n" ] }, { "data": { - "image/png": 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", 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", 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    " ] @@ -778,7 +780,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 14, "id": "3c0808f3", "metadata": {}, "outputs": [ @@ -786,11 +788,11 @@ "name": "stdout", "output_type": "stream", "text": [ - "QSVC Training Runtime: 0.2989627500064671 secs\n", + "QSVC Training Runtime: 0.2602866250090301 secs\n", "Quantum Fidelity Kernel F1 Score = 1.000\n", "Quantum Fidelity Kernel ROC AUC = 1.000\n", "Quantum Fidelity Kernel Accuracy Score = 1.000\n", - "Increase in overall time by aligning kernel = 25254.338 %\n" + "Increase in overall time by aligning kernel = 28856.165 %\n" ] } ], @@ -843,7 +845,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 19, "id": "1db3eb26-17bf-4531-aa34-a09ec2eb39ba", "metadata": { "tags": [] @@ -963,7 +965,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 16, "id": "387aca47", "metadata": {}, "outputs": [], @@ -1111,7 +1113,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 17, "id": "ea589b40-dc2b-45c3-b182-fac47072f8e8", "metadata": { "tags": [] @@ -1199,7 +1201,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": 20, "id": "a190efef", "metadata": { "tags": [] @@ -1210,29 +1212,396 @@ "output_type": "stream", "text": [ "==================================================\n", - "Training with Adam optimizer.\n", + "Training with SPSA optimizer.\n", "Currently using subkernel size: 4 where loss is averaged over 1 loss.\n", "Sub-kernels prepared according to Balanced: False\n", - "==================================================\n" + "==================================================\n", + " Training Runtime: 2.6145910000195727 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.25073479203274474 secs\n", + "--------------------------------------------------\n", + "F1 Score = 0.783\n", + "ROC AUC = 0.958\n", + "Accuracy Score = 0.781\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 4 where loss is averaged over 4 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 10.184422291000374 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.24853170901769772 secs\n", + "--------------------------------------------------\n", + "F1 Score = 0.783\n", + "ROC AUC = 0.971\n", + "Accuracy Score = 0.781\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 4 where loss is averaged over 8 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 19.229738708003424 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.24744058295618743 secs\n", + "--------------------------------------------------\n", + "F1 Score = 0.783\n", + "ROC AUC = 0.954\n", + "Accuracy Score = 0.781\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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QBJEAJKIIgiAIIg14fTx2Hm3Dq3vqsfNoG7w+Pq3Hu/LKK8FxHP7nf/5nwH3XXXcdOI7DlVdemdZziIXNmzfDaDQO9WmkBOrOIwiCIIgUs21fI+58/QAauxzSbRaDGuvOm4rK6Ym31EejpKQEzz//PB588EGpA83hcOAf//gHxo0bl7bjjlWoEkXEBPtG9fKXtYPyjYogCGKksm1fI1Zt2R0koADA2uXAqi27sW1fY9qOPXv2bJSUlOCll16SbnvppZcwbtw4zJo1K+ixPp8P99xzD8rLy6HRaHDSSSfhX//6l3S/1+vFVVddJd0/adIkPPzww0H7uPLKK3HBBRfgT3/6EywWC0wmE6677rqkOt5qamqwZMkSaLVa6PV6XHLJJWhqapLu//rrr/G9730POp0Oer0ec+bMwX//+18AQHV1Nc477zxkZ2cjKysL06ZNw5tvvpnwuUSDKlFEVIbqGxVBEMRwgOd59Lm9MT3W6+Ox7rX9CPU1kwfAAbjjtQM4bUIu5LLI3WEahTyhDrKf//zneOqpp3D55ZcDADZt2oQVK1bggw8+CHrcPffcgy1btmDjxo2YOHEiPvzwQyxbtgx5eXk488wz4fP5UFxcjBdffBEmkwmffvoprrnmGlgsFlxyySXSft5//31YLBa8//77OHLkCJYuXYqZM2di5cqVcZ+7z+eTBNR//vMfeDweXHfddVi6dKl0/pdffjlmzZqFxx9/HHK5HHv27IFCoQAgLFu6XC58+OGHyMrKwoEDB6DVauM+j1ghEUVEhH2j6v8HgX2jenzZbBJSBEGMavrcXkxd+3ZK9sUDsNocOPGO7VEfe2D9YmQq479ML1u2DGvWrEF1dTUA4JNPPsHzzz8fJKKcTifuvvtuvPvuu5g/fz4AYPz48fj444/xxBNP4Mwzz4RCocCdd94pbVNeXo6dO3fihRdeCBJR2dnZePTRRyGXyzF58mSce+652LFjR0IiaseOHdi7dy+qqqpQUlICAHjmmWcwbdo0fPHFFzjllFNQU1ODX//615g8eTIAYOLEidL2NTU1uOiii3DiiSdKzymdkIgiwuL18bjz9QMRv1Hd+foBnD3VHPUbFUEQBDE45OXl4dxzz8XmzZvB8zzOPfdc5ObmBj3myJEj6O3txdlnnx10u8vlClr2e+yxx7Bp0ybU1NSgr68PLpcLM2fODNpm2rRpQYnfFosFe/fuTejcDx48iJKSEklAAcDUqVNhNBpx8OBBnHLKKVi9ejWuvvpqPPvss1i0aBEuvvhiVFRUAAB++ctfYtWqVdi+fTsWLVqEiy66CDNmzEjoXGKBRBQRll1V7QPW9APhATR2ObCrqh3zK2g8AkEQoxONQo4D6xfH9NhdVe248qkvoj5u84pTMLc8J+pxE+XnP/85rr/+egCCEOpPT08PAOCNN95AUVFR0H0qlQoA8Pzzz+Pmm2/G/fffj/nz50On0+G+++7D559/HvR4tpTG4DgOPp8v4XOPxh133IGf/vSneOONN/DWW29h3bp1eP7553HhhRfi6quvxuLFi/HGG29g+/btuOeee3D//ffjhhtuSMu5kIgiwtLcHV5AJfI4giCIkQjHcTEvq50+MQ8WgxrWLkfIKj4HwGxQ4/SJeWmt4FdWVsLlcoHjOCxePFAATp06FSqVCjU1NTjzzDND7uOTTz7BggULcO2110q3HT16NG3nDABTpkxBbW0tamtrpWrUgQMH0NnZialTp0qPO+GEE3DCCSfgpptuwmWXXYannnoKF154IQChQ/F//ud/8D//8z9Ys2YNnnzySRJRxOCTr1On9HEEQRCjHbmMw7rzpmLVlt3ggCAhxSTTuvOmpt0CIZfLcfDgQen/+6PT6XDzzTfjpptugs/nw8KFC9HV1YVPPvkEer0eV1xxBSZOnIhnnnkGb7/9NsrLy/Hss8/iiy++QHl5edLn5/V6sWfPnqDbVCoVFi1ahBNPPBGXX345HnroIXg8Hlx77bU488wzcfLJJ6Ovrw+//vWv8ZOf/ATl5eWoq6vDF198gYsuuggAcOONN+KHP/whTjjhBHR0dOD999/HlClTkj7fcJCIIsIytzwnpm9U0UrSBEEQY4nK6RY8vmz2gK5m8yB3Nev1+oj333XXXcjLy8M999yDY8eOwWg0Yvbs2fjtb38LAPjFL36Br776CkuXLgXHcbjssstw7bXX4q233kr63Hp6egZELlRUVODIkSN49dVXccMNN+CMM86ATCZDZWUl/vznPwMQBGFbWxuWL1+OpqYm5Obm4sc//rFkgPd6vbjuuutQV1cHvV6PyspKPPjgg0mfbzg4nucp8CdN2Gw2GAwGdHV1Rf0wD1fCdeex71DUnUcQxGjC4XCgqqoK5eXlUKuTq7J7fTx2VbWjuduBfJ3whZOacIYPkd7rWK/fVIkiIsK+Ud3wz6/g9vql1GB/oyIIghhpyGUcNd2MckhEEVGpnG6BVvkNOvo8AIAfTDDgrz8/jb5REQRBEGMaGvtCRKXd7pIEFABkKeUkoAiCIIgxD4koIiqHm7qDfre7Yht/QBAEQRCjGRJRRFS+6yeielxeUD8CQRAEMdYhEUVE5TurDQBg0QmptD1Ob1rTaAmCIAhiJEAiiogKq0RNK9AAEJbzSEQRBEEQY51hIaIee+wxlJWVQa1WY968edi1a1fYx27evBkcxwX99M934Hkea9euhcVigUajwaJFi3D48OGgx5x//vkYN24c1Go1LBYLfvazn6GhoUG6//jx4wOOw3EcPvvss9Q++RHA0RY7AGC6ORMAYHf5aDmPIAiCGPMMuYjaunUrVq9ejXXr1mH37t046aSTsHjxYjQ3N4fdRq/Xo7GxUfqprq4Oun/Dhg145JFHsHHjRnz++efIysrC4sWL4XD4k2O/973v4YUXXsChQ4fwf//3fzh69Ch+8pOfDDjWu+++G3SsOXPmpO7JjwA6e11otbsBACcVC4FjdpePKlEEQRDEmGfIc6IeeOABrFy5EitWrAAAbNy4EW+88QY2bdqE3/zmNyG34TgOZrM55H08z+Ohhx7CbbfdhiVLlgAAnnnmGRQUFOCVV17BpZdeCgC46aabpG1KS0vxm9/8BhdccAHcbnfQRGqTyRT2WGOBw83CpO+8TDmKc7QAgF63Dx4viSiCIMYWXu/gWRlkMlnImXdDAcdxePnll3HBBRcM9akMO4ZURLlcLnz55ZdYs2aNdJtMJsOiRYuwc+fOsNv19PSgtLQUPp8Ps2fPxt13341p06YBAKqqqmC1WrFo0SLp8QaDAfPmzcPOnTslERVIe3s7nnvuOSxYsCBIQAHCsp/D4cAJJ5yAW265Beeff37Y83I6nXA6ndLvNpst+oswzGGm8nFGJXJ0Gul2W58L2qzMoTotgiCIQcXr9aKurg5ut3tQjqdQKFBcXByzkDrvvPPgdruxbdu2Afd99NFHOOOMM/D1119jxowZcZ9LY2MjsrOz495uLDCky3mtra3wer0oKCgIur2goABWqzXkNpMmTcKmTZvw6quvYsuWLfD5fFiwYAHq6uoAQNouln3eeuutyMrKgslkQk1NDV599VXpPq1Wi/vvvx8vvvgi3njjDSxcuBAXXHABXnvttbDP55577oHBYJB+SkpKYn8xhimHRBFVlq2ERqWEKkP4yNj6BucPCUEQxHDA5/PB7XZDJpNBqVSm9Ucmk8HtdsdV9brqqqvwzjvvSNfCQJ566imcfPLJcQsol8sFADCbzVCpVHFtO1YYck9UvMyfPx/Lly/HzJkzceaZZ+Kll15CXl4ennjiibj39etf/xpfffUVtm/fDrlcjuXLl0uG6dzcXKxevRrz5s3DKaecgj/+8Y9YtmwZ7rvvvrD7W7NmDbq6uqSf2trahJ/ncOFwk7CcV5ajQUZGBnQqoXjZ1esaytMiCIIYEjIyMgblJ17+3//7f8jLy8PmzZuDbu/p6cGLL76ICy64AJdddhmKioqQmZmJE088Ef/85z+DHnvWWWfh+uuvx4033ojc3FwsXrwYgLCc98orr0iPu/XWW3HCCScgMzMT48ePx+233x5Uobvjjjswc+ZMPPvssygrK4PBYMCll16K7m5/5qDP58OGDRswYcIEqFQqjBs3Dn/4wx+k+2tra3HJJZfAaDQiJycHS5YswfHjx+N+XdLNkIqo3NxcyOVyNDU1Bd3e1NQUsw9JoVBg1qxZOHLkCABI28Wyz9zcXJxwwgk4++yz8fzzz+PNN9+M2H03b9486TihUKlU0Ov1QT8jnSNiZ954k1oQURpRRPWRiCIIghguZGRkYPny5di8eXNQ9/SLL74Ir9eLZcuWYc6cOXjjjTewb98+XHPNNfjZz342oBv+6aefhlKpxCeffIKNGzeGPJZOp8PmzZtx4MABPPzww3jyySfx4IMPBj3m6NGjeOWVV/Dvf/8b//73v/Gf//wHf/zjH6X716xZgz/+8Y+4/fbbceDAAfzjH/+QVpDcbjcWL14MnU6Hjz76CJ988gm0Wi0qKyul6thwYUhFlFKpxJw5c7Bjxw7pNp/Phx07dmD+/Pkx7cPr9WLv3r2wWCwAgPLycpjN5qB92mw2fP755xH3ycqmgZ6m/uzZs0c6zligq8+Nlh7hAzuxQAeZTAadWhBRNhJRBEEQw4qf//znOHr0KP7zn/9Itz311FO46KKLUFpaiptvvhkzZ87E+PHjccMNN6CyshIvvPBC0D4mTpyIDRs2YNKkSZg0aVLI49x2221YsGABysrKcN555+Hmm28esB+fz4fNmzdj+vTpOP300/Gzn/1Mui53d3fj4YcfxoYNG3DFFVegoqICCxcuxNVXXw1A6Nr3+Xz429/+hhNPPBFTpkzBU089hZqaGnzwwQcpfMWSZ8i781avXo0rrrgCJ598MubOnYuHHnoIdrtd6tZbvnw5ioqKcM899wAA1q9fj1NPPRUTJkxAZ2cn7rvvPlRXV0svPsdxuPHGG/H73/8eEydORHl5OW6//XYUFhZKnQWff/45vvjiCyxcuBDZ2dk4evQobr/9dlRUVEhCi6nxWbNmAQBeeuklbNq0CX/7298G+RUaOo40C6VXU6YcOTrBRK5XC8Z78kQRBEEMLyZPnowFCxZg06ZNOOuss3DkyBF89NFHWL9+PbxeL+6++2688MILqK+vh8vlgtPpRGZmcINQLDE+W7duxSOPPIKjR4+ip6cHHo9nwMpLWVkZdDqd9LvFYpGiiw4ePAin04kf/OAHIff/9ddf48iRI0HbA4DD4cDRo0djei0GiyEXUUuXLkVLSwvWrl0Lq9WKmTNnYtu2bVJZr6amBjKZv2DW0dGBlStXwmq1Ijs7G3PmzMGnn36KqVOnSo+55ZZbYLfbcc0116CzsxMLFy7Etm3bpFDOzMxMvPTSS1i3bh3sdjssFgsqKytx2223BZnn7rrrLlRXVyMjIwOTJ0/G1q1bQ2ZJjVYOWQURVWpUSF2LOiaiHJ4hOy+CIAgiNFdddRVuuOEGPPbYY3jqqadQUVGBM888E/feey8efvhhPPTQQzjxxBORlZWFG2+8ccDyWFZWVsT979y5E5dffjnuvPNOLF68GAaDAc8//zzuv//+oMf173TnOE5a8dFoNIhET08P5syZg+eee27AfXl5eRG3HWyGXEQBwPXXX4/rr78+5H39S3cPPvjggLXX/nAch/Xr12P9+vUh7z/xxBPx3nvvRdzHFVdcgSuuuCLiY0Y7LN6g1KiS/kEYNP75eQRBEMTw4pJLLsH//u//4h//+AeeeeYZrFq1ChzH4ZNPPsGSJUuwbNkyAMJy23fffRdUgIiFTz/9FKWlpfjd734n3dY/8DoaEydOhEajwY4dO6RVpEBmz56NrVu3Ij8/f9h7i0dcdx4xeLCZeWU5aqlbhHmiepxUiSIIghhuaLVaLF26FGvWrEFjYyOuvPJKAIJweeedd/Dpp5/i4MGD+MUvfjGgASsWJk6ciJqaGjz//PM4evQoHnnkEbz88stx7UOtVuPWW2/FLbfcgmeeeQZHjx7FZ599hr///e8AgMsvvxy5ublYsmQJPvroI1RVVeGDDz7AL3/5y5ARDkMJiSgiLKwzr8KkCRBRVIkiCGLs4vF4BuUnGa666ip0dHRg8eLFKCwsBCCYwWfPno3FixfjrLPOgtlsTiiB/Pzzz8dNN92E66+/HjNnzsSnn36K22+/Pe793H777fjVr36FtWvXYsqUKVi6dKnkmcrMzMSHH36IcePG4cc//jGmTJmCq666Cg6HY9hVpjieJsmmDZvNBoPBgK6urmH3xkfD5nBjxh3bAQDbrpmOyeNLAQCbP6nCHa8fwFnj9dh8zelDeYoEQRApx+FwoKqqCuXl5UHD7Yd7YjkRP+HeayD26/ew8EQRw48j4sy8HI0MuXq/0VCqRLmEGVKBpn+CIIjRilwuR3Fx8ZicnUeEh0QUEZJDkqlcGdRlwTxRdpcXVMQkCGIsIZfLSdgQQVAZgQhJYGde4AgCVomyu3yD9o2MIAiCIIYjJKKIkLCZeeU5qqBKlF7DuvOoEkUQBEGMbUhEESFhnXnlAZ15gD+xnCpRBEGMZuhL4ugnFe8xiShiAN0ON6w2YYbghLysIPM480Q5vTxcHoo5IAhidMEq7729vUN8JkS6Ye9x/3T1eCBjOTEA1pmXrZEhPzt4dpFW5f/I2Ppc0GsjjwggCIIYScjlchiNxqDMIo7jhvisiFTC8zx6e3vR3NwMo9GYVLMAiShiACypfJxBOUChZ8hlyFTK0evyotPuQvHwGmNEEASRNGazGQAkIUWMToxGo/ReJwqJKGIAUmdednBnHkOnykCvy4uuPteA+wiCIEY6HMfBYrEgPz9/0MI1icFFoVCkJK6CRBQxAFaJKs8JI6LUGWjqdsJGIoogiFEM5UIR0SBjOTGAo6wzL0cT0nDHsqJsffQNjSAIghi7kIgigrA7PWjoEjvz8rNCjnVhWVFdvVSJIgiCIMYuJKKIIFhnnlEtQ74hdOedPmB+HkEQBEGMVUhEEUF81ySYyscZFFCpVCEfo9OIIspBIoogCIIYu5CIIoI41Bi5Mw/wB252Oz2Ddl4EQRAEMdwgEUUEcbiZzcxThxVRtJxHEARBECSiiH4caYlFRAm322kIMUEQBDGGIRFFSPS6PKjvZJ152rD5KLqAShSJKIIgCGKsQiKKkDjaLORDGVQyFBjDz8Rjnqgepw8+n29Qzo0gCIIghhskogiJQ+K4lxKDAkqlMuzj9GJ3np0qUQRBEMQYhkQUIcFEVFm2KmRSOYNVouwuqkQRBEEQYxcSUYTEkWZhZl5ZhHgDwO+JIhFFEARBjGVIRBESh0VPVJkpfGce4O/Oc/t49LkoK4ogCIIYm5CIIgAAfS4v6jsdAIAT8nURJ5dnKTPAif9vc9AQYoIgCGJsQiKKAAAcbekBD0CnlKHAmBnxsTIZB62KhhATBEEQYxsSUQQA4DvRVF5qDD8zLxBmLreRiCIIgiDGKCSiCAD+zrxxRmVEPxSDiaiuPhJRBEEQxNiERBQBAPiuSRj3UpajjhhvwGDz87p6yRNFEARBjE1IRBEABE8UAIyPMDMvEJ1GXM4jYzlBEAQxRol+tSSGFV4fj11V7WjudiBfp8bc8hzIZVz0DSPgcHtRJ3bmjc/LjNiZx5CyopzepI5NEARBECMVElEjiG37GnHn6wfQ2OWQbrMY1Fh33lRUTrcktE+vj8fLX9XBxwPqDMBs1Ma0nUEc/dLtpJwogiAIYmxCy3kjhG37GrFqy+4gAQUA1i4HVm3ZjW37GhPa58J738Oal/YBABwe4MJNe2Pal38IMVWiCIIgiLEJiagRgNfH487XDyDUqF92252vH4DXF/sw4HCirLnbFZMoY8t5JKIIgiCIsQqJqBHArqr2AWInEB5AY5cDu6raY9pfKkSZVIlyecHzsYs3giAIghgtkIgaATR3hxdQiTwuFaJMH1CJIhFFEARBjEVIRI0A8nXqlD4uFaKMVaLsLi98Pl9M+yMIgiCI0QSJqBHA3PIcWAxqhAsy4CB06c0tz4lpf6kQZVLEgctHlSiCIAhiTEIiagQgl3FYd95UABggpNjv686bGnNeVCpEmT7AE0WVKIIgCGIsQiJqhFA53YLHl82G2RBcHSrQq/D4stlx5UQFirL+xCrK9Bp/JYpEFEEQBDEWIRE1gqicbsHHt34fqxdNBAAU6xV455fzEwraZKIsSxmcTm42qGMSZcwT5eOBHieNfiEIgiDGHsNCRD322GMoKyuDWq3GvHnzsGvXrrCP3bx5MziOC/pRq4OrMzzPY+3atbBYLNBoNFi0aBEOHz4c9Jjzzz8f48aNg1qthsViwc9+9jM0NDQEPeabb77B6aefDrVajZKSEmzYsCF1TzpB5DIOi6aaAQA2pxfgE68CVU634MwTTACAH1TosOXnJ+PjW78fkyjTKOSQc0KlykZDiAmCIIgxyJCLqK1bt2L16tVYt24ddu/ejZNOOgmLFy9Gc3Nz2G30ej0aGxuln+rq6qD7N2zYgEceeQQbN27E559/jqysLCxevBgOh7/b7Hvf+x5eeOEFHDp0CP/3f/+Ho0eP4ic/+Yl0v81mwznnnIPS0lJ8+eWXuO+++3DHHXfgr3/9a+pfhDgpydEAAGxOH7p6nUntq65DeE3OGG/AaRPzY/ZVcRwnVaM6kzwHgiAIghiJDLmIeuCBB7By5UqsWLECU6dOxcaNG5GZmYlNmzaF3YbjOJjNZumnoKBAuo/neTz00EO47bbbsGTJEsyYMQPPPPMMGhoa8Morr0iPu+mmm3DqqaeitLQUCxYswG9+8xt89tlncLuFqspzzz0Hl8uFTZs2Ydq0abj00kvxy1/+Eg888EDaXotY0akVMGoEAXO8tSepfdV19AEAxpkywXHxDTJmIsrWR5UogiAIYuwxpCLK5XLhyy+/xKJFi6TbZDIZFi1ahJ07d4bdrqenB6WlpSgpKcGSJUuwf/9+6b6qqipYrdagfRoMBsybNy/sPtvb2/Hcc89hwYIFUCgEw/TOnTtxxhlnQKlUSo9bvHgxDh06hI6OjpD7cTqdsNlsQT/posgoLGHWttkT3keP04N2cSmu1JQV9/ZMRHX1uRI+B4IgCIIYqQypiGptbYXX6w2qJAFAQUEBrFZryG0mTZqETZs24dVXX8WWLVvg8/mwYMEC1NXVAYC0XSz7vPXWW5GVlQWTyYSamhq8+uqr0n1WqzXkPgKP0Z977rkHBoNB+ikpKYn2EiRMSXYmAKGSlGhOU217LwBAp5QhW6uJe3smorqpEkUQBEGMQYZ8OS9e5s+fj+XLl2PmzJk488wz8dJLLyEvLw9PPPFE3Pv69a9/ja+++grbt2+HXC7H8uXLkwqOXLNmDbq6uqSf2trahPcVDeaLqu9ywutNbAgwE1FmXQYyMjLi3t6gEap0XSSiCIIgiDFI/FfOFJKbmwu5XI6mpqag25uammA2m2Pah0KhwKxZs3DkyBEAkLZramqCxeLvMmtqasLMmTMHHD83NxcnnHACpkyZgpKSEnz22WeYP38+zGZzyPMKPEZ/VCoVVCpVTOedLOPE5bfGbhe8Xm9CIqhGElFKyOXyKI8eiDSE2JmYiCMIgiCIkcyQVqKUSiXmzJmDHTt2SLf5fD7s2LED8+fPj2kfXq8Xe/fulQRTeXk5zGZz0D5tNhs+//zziPtkgZFOp9BpNn/+fHz44YeS0RwA3nnnHUyaNAnZ2dmxP8k0USqJKDc8Hk9C+6gW/VSFekVCIkwnDSFO7PgEQRAEMZIZ8uW81atX48knn8TTTz+NgwcPYtWqVbDb7VixYgUAYPny5VizZo30+PXr12P79u04duwYdu/ejWXLlqG6uhpXX301AKFz78Ybb8Tvf/97vPbaa9i7dy+WL1+OwsJCXHDBBQCAzz//HI8++ij27NmD6upqvPfee7jssstQUVEhCa2f/vSnUCqVuOqqq7B//35s3boVDz/8MFavXj24L1AYxuUIIqqp25OwiGLLeYV6VUKVKD1VogiCIIgxzJAu5wHA0qVL0dLSgrVr18JqtWLmzJnYtm2bZOKuqamBTObXeh0dHVi5ciWsViuys7MxZ84cfPrpp5g61T/G5JZbboHdbsc111yDzs5OLFy4ENu2bZNCOTMzM/HSSy9h3bp1sNvtsFgsqKysxG233SYtxxkMBmzfvh3XXXcd5syZg9zcXKxduxbXXHPNIL464Sk0asABcHp5NNscMBgMce+DLecVGdWJiShx9EuPi0QUQRAEMfbg+GSc1EREbDYbDAYDurq6oNfrU77/+Xe/i0abE39bOhmLZlXEtS3P85h8+zY4PT68eMU0nDKlLO7jb/2iBrf+316cOk6Lf646I+6cKYIgCIIYjsR6/R7y5TwicVhWVHUCWVEt3U44PT7IOKAkgYwowO+Jsru8SXU1EgRBEMRIhETUCMYfc+CQjPGxwpbycjPl0KiUUR4dGqk7z+WL+/gEQRAEMdIhETWCYebyhi5X3FlRTERZdIqE/FAAoGeVKKeXRBRBEAQx5iARNYJhMQcNtgRElLgEaNEpE4o3APyVKLvLR8t5BEEQxJiDRNQIhgVuWrvdcYuoahZvYEgsaBPwe6J63T54EkxNJwiCIIiRComoEcy4HGF+XmuvB33O+IYA17YxEaVKuhLFA+h20OgXgiAIYmxBImoEk6dTQZUhg48H6sTKUqzUdvQBAIqNmoSjCdQKOZRy4SPU1RufiCMIgiCIkQ6JqBEMx3EoMgjhoDXtscccONxeNHcL423K8rRJnYNOLSwFkogiCIIgxhokokY4xdlCzEE8WVH1nX3gAagzOOTrNUkdn/mibH0kogiCIIixBYmoEU6J6Itq6HLGHDPAZuaZtRlQKBRJHZ/5orp6yRNFEARBjC1IRI1wWIdeo80V8yBiSUQlkRHFYFlRNgdVogiCIIixBYmoEU4iWVHHxaW/Qn3i8QYMVonqdsQm4AiCIAhitEAiaoTDlvPiyYpilahCfeJBmwy9RqhE9TgpJ4ogCIIYW5CIGuEwEWVz+tBld8S0DRNRRUY1ZLLkPgJsOa+bRBRBEAQxxiARNcLRqxUwiEtqNTFkRfE8L2VElZqyEs6IYrDuvB4nLecRBEEQYwsSUaOAIqMaAFDd2hP1sV19bmnpjZnSkyFwfh5BEARBjCVIRI0C2PiXuo6+qIOAWbUqWy2HLlOd9LGZiOpxemgIMUEQBDGmIBE1CmC+qPoYsqKYiLLoMpLuzAMCjeW+mHOqCIIgCGI0QCJqFBCYFRWtQ4+Zyi0p6MwDApfzvFSJIgiCIMYUJKJGASwrqrHbHTVws7pVyIiypCAjCvB35/W4qBJFEARBjC1IRI0CArOiookotpxXZFClRERRJYogCIIYqyS/nkMMOYVGNTgATi+Plm4H9Hp92MeyeIPi7OQzogB/Jcrh4eF0e6BSqWLazuvjsauqHc02B/L1aswtz4FcllzcAkEQBEEMJiSiRgGqDDkK9CpYbU4cb+lBRVF+yMd5vD40dgmBnGW52pQcW6v2f4S6+9zQx7DbbfsacefrB6RzAQCLQY11501F5XRLSs6LIAiCININLeeNEorFrKhIgZuNXQ54fDwyZIDFmHxGFAAo5DJoFMLHqKsv+hDibfsasWrL7iABBQDWLgdWbdmNbfsaU3JeBEEQBJFuSESNEoqzo2dF1XYIAqtAmwGlInVFSFaNsvVGFlFeH487Xz+AUGfHbrvz9QPw+shbRRAEQQx/SESNEkpNgohqsDnDxhxI8QY6RUriDRjMF9UZpRK1q6p9QAUqEB5CtWxXVXvKzo0gCIIg0gWJqFHCOJNgRmqIkBVV3cZEVGriDRisQ8/W5474uObu2AYkWzujzwAkCIIgiKGGRNQoYZwpesxBTZuQEVVoSE3QJoMNIbZFqUTl62IbM6P09VHmFEEQBDHsIRE1SmDz81rsHjhcoStCtVJGVGriDRhsOa/bETktfW55DiwGIY4hHEa1HKWZHrS2tlLuFEEQBDGsIRE1SsjTqqCUc/DxQENnX8jHsIyokpxMcFzqMpn88/MiB33KZRzWnTc14mN63T409MnQ3t6O9vZ2ElIEQRDEsIVE1ChBJuNQKMYcVIvLdoHYnR609woVqvK81GREMfSiJ6rbGbkSBQCV0y14fNlsqBXBH73crAyMN6nh8vK45Y1qtDg4tLa2wmazpfRcCYIgCCJVkIgaRZRkawAA1a09A+5j8QY6pQzZWk1KjyuNfolBRAGCkDohT8ip+vG0bPztp9Ox5ZJyPPz/SjA5X4POPg9+/UYNOpw8mpub0dMz8PkQBEEQxFBDImoUwWbo1Xc6BiyD1YideQW6jJR25gF+Y3m3KzYRxfM8jrcLS4vnTc/FohmlKLSYoZIDf1hcjBKjCtZuF9Zsq0dHnwdvf3UM/9pVhZ1H2yhDiiAIghg20NiXUUSpSajuNHa74PF4oFAopPuYHyrV8QYAoNf4K1E8z0f1W3X0umFzCP6pinydsA+9HjzPg7daseFHJbjh1WpUtTtw+fNVcAcIJxoPQxAEQQwXqBI1imAiqqFrYFaUFG+gT228AQDoVKKx3OWNKZrgWIuwPJeXKYc+y7+0aDAYkJeXhxwVsPSkHAAIElAAjYchCIIghg8kokYRbPSLtcc9QERVSxlRqjQs54mVKJcvJhF1VBRRxQbFgHPJzs5Gdo4JW/e0htyWxsMQBEEQwwUSUaMIFrjZ5fDB1usMuo8t5xUbVSnNiAL8EQd2lzemSIKjzd3CuRhUA6piHMfhqA1o7Q3vr6LxMARBEMRwgETUKEKvVkhxAzXt/pgDnudRJ4qostzUxhsA/kpUT8yVKOHcSrMHiigAaO52DrgtFLGOkSEIgiCIdEAiapRRzLKiWv0iqqXbCafHBxkHlJjSIaKESpTby8Ppjt6hV8VEVI4mpIiKdTxMrI8LxOvjsfNoG17dU0/dfgRBEERSUHfeKKMkJxMHrD2oDahEsYyo3Ew51EpFuE0TRqvyf4y6+lww6LLCPtbj9aFGrIqNz9OG7ORj42GsXQ6EkjgcALNBjbnlOXGd57Z9jbjz9QNo7PJXsAp0Svy28gSce1JRyg33BEEQxOiGKlGjDCkrqsspLa3ViDPzLDpFWoSCXMZBqxIM4p32yEtxdR198Ph4KOUcSkyhxVbgeJj+Eov9vu68qZDLYh9ds21fI1Zt2R0koACgqduF/31xH7Z8sA91dXXo6OiA3W6H2x16/iBBEARBMOir9yiDDSJutAkxBzKZTAraNKchI4qhU2egx+mFrc8V8XHHxDT1In0GVEpl2Mex8TADKkd6Fe44f1pcOVFeH487Xz8QsqrF+MvOJpxakimlo8vkGfi2zY1ujwyl+dmYPyEvLtFGEARBjH5IRI0ySkXjeKPNLQVusoyoIkMaRZRKgUY40dUXuYJztJmJqOh5VZXTLTh7qhmv7anHTS98DYUMePv6eTDodXGd266q9gEVqP402z040sVjdrEe7x/uwEMfVqPF7h+oTCGfBEEQRH+GxXLeY489hrKyMqjVasybNw+7du0K+9jNmzeD47igH7U62GDM8zzWrl0Li8UCjUaDRYsW4fDhw9L9x48fx1VXXYXy8nJoNBpUVFRg3bp1cLlcQY/pfxyO4/DZZ5+l/gVIIWx+XmOPIKIA/3JekUGd1koUANiiiKgjoogaZwzdmdcfuYzDD08UhIvbB3T2Rq50hSLWLr5736vFum1V+N1bx4MEFEAhnwRBEMRAhlxEbd26FatXr8a6deuwe/dunHTSSVi8eDGam5vDbqPX69HY2Cj9VFdXB92/YcMGPPLII9i4cSM+//xzZGVlYfHixXA4hIvpt99+C5/PhyeeeAL79+/Hgw8+iI0bN+K3v/3tgGO9++67QceaM2dOal+AFFOUrQEHwOnh0SKKB5YRVZKTGXUkS6KwrKhoIoqllY8LE28QCrVCDlOWsP860SQfD7F28dV2OvHOd50h76OQT4IgCKI/Qy6iHnjgAaxcuRIrVqzA1KlTsXHjRmRmZmLTpk1ht+E4DmazWfopKCiQ7uN5Hg899BBuu+02LFmyBDNmzMAzzzyDhoYGvPLKKwCAyspKPPXUUzjnnHMwfvx4nH/++bj55pvx0ksvDTiWyWQKOlbgPLrhiCpDjnyd4DWqabPD6fGiySaYvdOREcXQizEHPU5PxMdVtQoiqCxHE1dVrNAgCKHatp64z411+0WSj7lZGbhkZm7E/VDIJ0EQBBHIkIool8uFL7/8EosWLZJuk8lkWLRoEXbu3Bl2u56eHpSWlqKkpARLlizB/v37pfuqqqpgtVqD9mkwGDBv3ryI++zq6kJOzsCW+fPPPx/5+flYuHAhXnvttYjPx+l0wmazBf0MBcXikt7x1h7Ud/SBB6DO4JCnjz9XKVZ04hDiHmf4nKhuhxutdmE5bqJZH9f+i8TnVNcefyUqsNsvHKvPLMHUgvDRDIFQyCdBEAQBDLGIam1thdfrDaokAUBBQQGsVmvIbSZNmoRNmzbh1VdfxZYtW+Dz+bBgwQLU1dUBgLRdPPs8cuQI/vznP+MXv/iFdJtWq8X999+PF198EW+88QYWLlyICy64IKKQuueee2AwGKSfkpKS6C9CGigRZ+jVdfRJS3kF2oy0VtFY4KbNEb4SVSUGgBrVMuToMuPaf5FRnAvY7YpptEx/WLcfS3Rn5GVl4LazCnCKRYFsdWz/HBIJ+SQIgiBGHyOuO2/+/PmYP3++9PuCBQswZcoUPPHEE7jrrrvi3l99fT0qKytx8cUXY+XKldLtubm5WL16tfT7KaecgoaGBtx33304//zzQ+5rzZo1QdvYbLYhEVJshl59lxPVYqSAJY3xBoB/Oc/uCl+JOiYmlRcbonfm9ac4xy+ivF5vQnlXldMt2Hm0FU/vrMHc4ixcv2gSTi7NhtvlRHd3Nybl8MjNlIed25doyCdBEAQxOhnSSlRubi7kcjmampqCbm9qaoLZbI5pHwqFArNmzcKRI0cAQNouln02NDTge9/7HhYsWIC//vWvUY81b9486TihUKlU0Ov1QT9DwTgxxLLR5sJxsfpTmIBwiQdpfl6E5bwj0uDhBESUWF1r6nbD640+WiYcbIbg/FItTpuYj0yNGgaDAUVFRSgvK8WaxRNDbpdoyCdBEAQxehlSEaVUKjFnzhzs2LFDus3n82HHjh1B1aZIeL1e7N27FxaL0AZfXl4Os9kctE+bzYbPP/88aJ/19fU466yzMGfOHDz11FOQyaK/FHv27JGOM5wZlyOIKGu3GzWiEbtQn95KFBNRdpc37BDioy3xxRsEUmQUPFHNPcmKKMFTVdgv7oHjOKhUKlw0rwKPXz4bZr0qaLsCvQqPL5tNOVEEQRCExJAv561evRpXXHEFTj75ZMydOxcPPfQQ7HY7VqxYAQBYvnw5ioqKcM899wAA1q9fj1NPPRUTJkxAZ2cn7rvvPlRXV+Pqq68GIFwMb7zxRvz+97/HxIkTUV5ejttvvx2FhYW44IILAPgFVGlpKf70pz+hpaVFOh9WrXr66aehVCoxa9YsAMBLL72ETZs24W9/+9tgvTQJw1LLm+0eHG9jGVGqmIRiorDlvG6nN6xniS3nlWarExZRXU4fuvtcyMyMz1MFCJ2btR2CKXxcmJEzAPDDEy04Z5oZr39djxu3fo0MGfDmqpORk22M+5gEQRDE6GXIRdTSpUvR0tKCtWvXwmq1YubMmdi2bZtkDK+pqQm6+Hd0dGDlypWwWq3Izs7GnDlz8Omnn2LqVH/31S233AK73Y5rrrkGnZ2dWLhwIbZt2yaFcr7zzjs4cuQIjhw5guLi4qDzCRQAd911F6qrq5GRkYHJkydj69at+MlPfpLOlyMl5OtUUMo5uLw8jrYKy1dlefGlfMeLXsMqUT74fL4BVS+fj0e1KOjG52XFnVel12QgSymH3eVFfYcdBSZj3OfY0etGr+jZiiSiAH/I541bv4bHB3T1uZGTHfchCYIgiFEMxyfS6kTEhM1mg8FgQFdX16D7o87a8B6Ot/dJv3+6eh4K8yPnICXDd03dOOfBD6FXyfHf330fyn5z8Ro6+7Dgj+9BzgGf3HgKzAX5cR/j7Ps/wOEWOx7+8QlYMje0dykSX9d2YsljnyBHI8f7N86HwWCIus2cu7ajze7Glp9Nx8JppXEfkxieeH08dlW1o7nbgXyd0CxAXjeCIBixXr+HvBJFpIeSHI0korI1cmjV4Yf9poJAT1QozxJbyrPoMqBRqwbcHwuFRjUOt9hR125PaPvaDjaIOSNmf5hZr0ab3Z3wMYnhx7Z9jQMGW9NsRIIgEmHIE8uJ9MA8RACgV8kALr1vNfNEeXlIS2aBHG1JvDOPwQI3G7ucCWVF1YjLifHEPVjEpPRoA4yJkcG2fY1YtWX3gPeTZiMSBJEIJKJGIdv2NeKNff6Ih+pON87582dpvUBkKuWQiz6nrl7ngPuPioOHkxFRLObA2u0K2wEYiZo2sRqmj/0cCo2CiGpK8JjE8MHr43Hn6wcQSn7TbESCIBKBRNQog33T7u6XHN5kc6b1mzbHcdCqhOpOV69rwP1SvEECnXmMYjG6IdGsqBpxZIwljriHQjEpvanHlVS0AjH07Kpqj1hRpNmIBEHEC4moUcRQf9NmvqiuvoEiio18iXfwcCBFrCrU44bHE3nQcSjqOgWPWIlRHXPcQ5FY/Uo2n4oYemKdeUizEQmCiBUSUaOIof6mzebn9a9EOdxeNHYJS3wTChKPWmDz81p7PXC64xNRXh+Phk7htSnN1ca8XaHoLWvp8ZCIGuHEOvOQZiMSBBErJKJGEUP9TZtlRdn63EG3H2+zgweQpeBgNkbOZ4pEvk6FDBkHHw9YO/uibxCA1eaAx8cjQwYUZsd+DswT1drrgStO4ZYIXh+PnUfb8Oqeeuw82kb+nBQytzwHFoMa4YIMOAiNBDQbkSCIWKGIg1HEUH/TZpWobkewiPIPHlZAoVAkvH+ZjINZr0JdpwN1HXZMiSO2qVb0Q+VlZUCljP0c8nVqyDmh67DZ1odsY/RsqUSh1vv0IpdxWHfeVKzashscELTsTbMRCYJIBKpEjSKG+ps2E1E9ruAutqPi4OESQ/wz8/rDKkO1bfHlNjERZdYq4vJkyWUc8nRCrlWduI90QK33g0PldAseXzYbBTQbkSCIFEAiahTBvmkDGCCkBuObtkHDKlHBy14s3qDEqEp6CDLLv2qIM7fJ35kXn4gCAItBuOA2xLmEGCtD3RAw1qicbsHz1wQPOH/tf04hAUUQRNyQiBplsG/aZkPwkp3ZoE77N23WndfjDBZRx8TOvNKcxOMNGFJWlC2+yAFWuSrUx18NsxhYyGdfQiGf0RjqhoCxSJs9OMus3T4w24wgCCIa5IkahVROt+DsqeZBnw0miaiAxHKe56V4g/G5WTFHC4SjOEcUUWJuU6xVpUQyohisQ4+FfCZbTevPUDcEjEWabMGiqcXmwOQhOheCIEYuJKJGKXIZh/kVpkE9JvNE2Z0+8DwPjuPQZneh2+kFB2B8fvJDmFnMQbyBmywjalxOJjguPjHJlhBZVlSqRdRQNwQMJUM1CNjar/LXbCOBShBE/JCIIlIGm5/X7fRIIop15uVnyaHLTGzwcCBsfl6z3RNz4KbD7UVzt5BdNc4Uf8RCYZoDN1lDgLXLEdIXxUFYjh1trfdD2Y3Y1K+q19KdHr8bQRCjG/JEESmDLefZXT5pztyxFv/MvFRUcNhAYKeHR1tPbD6WerEKpcngkKfXRHn0QFglqsWensDNwIaA/ozW1vuh7kZs6nfcNrs7zCMJgiDCQyKKSBmBIooZsI+I8QbFxsQHDweiVshhyhIqXnXtscUcMD9UgTYjoZwqJtw6+rzoc6bnYssaAjKVwUJzNLbeD4duxCZx+S4vS/hMdvSmP0iVIIjRB4koImX4c6K8UiVKGjxsTL4zj1Eoipq6jthym1i+k1kXf7wBAORkKaHKEP6pWNPonamcbsHkguDlxn9dNXNUCShgeHQjMhE1KV9Yqm3vdUuf2ZEGpdwTxNBBnigiZbCxL70uH7xe4YJUJXqiykyJDx7uT1G2BnsbumMOv6wW4w0S6cwDAI7jUKBToqbDgfp2O04sj3sXMeHz8TjUFFxda+joRXFBeo43VAyHbkTWnTfFrMPHVTZ09Hng8/mS7h4dbCjlniCGlpH1F4MY1jBjOQ+gx+mG2+tDnTj0d0K+Lu6uuHBIWVFi5EA0WFp5oT7xJUW2pFefpsBNAKjt6IXd5YVCBpRnCyb86jiT2UcCQ92N2OP0wC7GcEwxCwOxO3o9I64SNdS+MoIgSEQRKUSVIYNCND939bpQ294Lj4+HSs6hKCfxwcP9KQoQUbEYvWvFZb8igzrhSoOUFdXlSEvgJgDsresEAJQaFSjJ9i9Zput4Q8VQjydicQYaBYdxJuGz1OHwjigRNRx8ZQRBkIgiUgjHcdCK5vKuXpcUb1CkV0CZxODh/rBKVKxZUbUdwkWzxBR/RhSDiaimGKtfibBPFFEVOSoUiyKqoSt9xxsqWDdiuDgHIL3diGwpz6TJQK44F9Hm8MLpHjkdesPBV0YQBIkoIsXomYjqc0mm8pIUdeYxWORAUwy5TV19bmmWX6lJm/AxC+M4ZqLsb7ABACbmaTBOPNfGblfMeVgjicXTzPjBBMOA2wejG5F5rUyZGcjVChUxHkB7jyttx0w1w8FXRhBEgiKqtrYWdXV10u+7du3CjTfeiL/+9a8pOzFiZMI69Gx9bhwV4w1KjPHPq4sEC9y0OX3o7ot84WN+KINKBn0SYZ/pDtwEgINW4fWalJeJsjzBq2ONM5l9pNBtt+PrBqFSef4Uo3T7m9fNTbshmqWV52kVUCkVMGYKn9nWGHPHhgND7SsjCEIgIRH105/+FO+//z4AwGq14uyzz8auXbvwu9/9DuvXr0/pCRIjC12I5bxxKRZRenUGssQ8pYbOyB16LAYh0XgDRroDN5u7HWi1uyHjgBPys1CWO7pF1Dt7G9Da64FRnYEVs41gK3ftgyBkWLxBbpYCMpkMuVlKAML8vJHCUPvKCIIQSEhE7du3D3PnzgUAvPDCC5g+fTo+/fRTPPfcc9i8eXMqz48YYRg04ugXhwfHxM6y8tzMlLaOcxwnZUXVRok5kAYP6xRJCTnWndfjil79SoT99V0AgEJdBrL1WSgRBy33uHzotI+cCkksuFwuvLC7AQBQOdmILJUCOWI1qKU7/c/V2k9EmbSCiGrqii0yYzgwFlPuCWI4ktCVze12Q6USlkbeffddnH/++QCAyZMno7GR2mrHMmw5r6nbhXZxlEZFCgYP96fQKHavRUktTzYjiqFTK6BVsepX6mMOvqntBABU5CihUqmQpcpAtpi7Vd3Wk/LjDSVHGtuxq1Z4XxZXZCEzMxN5osHb2pX+GXZN0nKeEhzHIVcrHLvNPnI8UYA/5T6jn1AyG9SjLuWeIIYrCYmoadOmYePGjfjoo4/wzjvvoLKyEgDQ0NAAk8mU0hMkRhZMRB1oEr7V52jkyNHFP68uGmx5raHLGTECgFWqkhVRAGDWCxfbuo7UZzftbxAqURNy/cnu7DnWjqKsKJ/Ph398Xg0ewMnFWpi1cuj1esm7MxjVIGa2LhCri0xEtfeOnO48RuV0C3K1/s7XO35UgY9v/T4JKIIYJBISUffeey+eeOIJnHXWWbjssstw0kknAQBee+01aZmPGJswT9S3zcLFsNiQ3DJaOIpzWMxB5KyounahslFsVKdARImBmzEmpcfDwUbBVH5CXqY03684RxBRdR19oyYrqqu7B28c7AAA/L8pRiiVyqBKVEuaO+R4nkdzt3CMomwhuyxPfF87ej0j8nXuDJj7l5eloCU8ghhEErq6nXXWWWhtbYXNZkN2drZ0+zXXXIPMzMyUnRwx8tCLnqhet5BtVGxIbbwBo1gM72SBm6GO4fPxqBeXbsaZkg/7lKIVuoXqV6oS2G0ON2rFZPfJBVmSiCoROwIbbOGfYzS8Ph67qtrR3O1Avk4wGg/VRZbnebz5dR06+rzIyczAyRYldDodMjIypKpQm92T0te2P119bjg9wmfTbBDez1zRE8Xm56VqPNFg0OfywuHx54g1DcJyKEEQfhK6uvX1Cd+MmYCqrq7Gyy+/jClTpmDx4sUpPUFiZMEqUYxUDh4OhAma5p7w3XItPU44PT7IOL/oSgZ/4KY7YVETigNiPlRuphwFRq0kIMaJ1bbGBEXUcJur5nQ68X97mgAA507JgUIug1Yr5GGx5bw2uyutQoYFbepVMqiVwutpyhKqYB193hEnojp6gyt3g2HMJwjCT0LLeUuWLMEzzzwDAOjs7MS8efNw//3344ILLsDjjz+e0hMkRhb6fiKqNCf5ZbRQMBHV2uuB0x06jJL5oXIz5dColMkfM01ZUXvrhOWtihwl1Gp/rs+4XEFgJBJzMBznqh2sbcXuhl5wAM4RDeUajfA+5uuYLym9M+xYvEFOZob0uWSp5WwI8UiivZ8Zvq3XPSKXJAlipJKQiNq9ezdOP/10AMC//vUvFBQUoLq6Gs888wweeeSRlJ4gMbJgxnJGRb42LUsz+ToVMmQcfDxgDdMtV5uijCgGq0Q121Mroli8wQRTcJ5WsRgqau1xwx3HSJLhOFfN4/Fg63+FgN55pTrkajjodP6h1Pmiab+tNz05XAwpIyozQ4rdMIk5UZ0O74hLh+/sZ4Zvt5OIIojBJCER1dvbC51OCAPcvn07fvzjH0Mmk+HUU09FdXV1Sk+QGFnoA0RUhgwoFUMjU41MxkndcjVhIgBq2lKTEcWwBARupvJie6BRWM4LNJUD/mqbw8OjLY4QyuE4V62jqxtvfisayif7DeWMPK1o7u7zplVENYvLXaasgEqU2J3n9vKw9Y2sDr323v6VqPSKUIIggklIRE2YMAGvvPIKamtr8fbbb+Occ84BADQ3N0OvT30mEDFyyFT6Kz7ZGnlKBw/3p0jMiqrvCN0tV9POMqJUKalEscBNp4dHR4oCMJ0eL462CpW0SflZQSJKrZAjTzQ9hxOKoRhuc9V8Ph9e31MLm9OHvCwFZpuVyMrKglLpX2Jl3XlOL4+u3vR16DWKVcu8LH91UqOUS5/bkTT6BQA6xOW8LKXwpzzdy6EEQQSTkIhau3Ytbr75ZpSVlWHu3LmYP38+AKEqNWvWrJSeIDFy2LavEZc9+Zn0e4vdi8q/fJE2/02hlBXlCLmEwSpRhYbUiCi1Qo5sMVk7VYGb31l74PXx0CllKDFlDUh2Z0KxujX2rKjhNletr68Pr+xtAQCcNy0HMg5SJZuhUcqlMNOWNIo7tpyXp1UGvdZs9EuzbWR1tzFjeVm239dFlSiCGDwSElE/+clPUFNTg//+9794++23pdt/8IMf4MEHH0zZyREjB2Zkbu7XHdRsc6bNyMyM3o02V8hv33Ud/oyoVI2dsYhLiOGqX/HyjWgqH5+tCBkPUiL6ourDCMVQDLe5at9UN+MbqwMyDji7IgtqtVoylAeSJy6rNaVxhp3kidIGNxqw0S8jaX4e4K9Ejc8RBLHN6QvbaEEQROpJ+MpiNpsxa9YsNDQ0oK5OMIzOnTsXkydPTtnJESODoTIyl0QI3HR7fWgSBV2Z2OWWCtiSXl2KRNS+uk4AwART6CiIkoCYg1h9WJHmqjEGa66a0+nEi7sFAX1auQFGJaDX60OK2jydIGQaowyVTgYm8guNwYKV+aLSWQVLB6wSVWJUSeNfKOaAIAaPhESUz+fD+vXrYTAYUFpaitLSUhiNRtx11120Hj8GGSojc5F4IWwKETnQ0NkHHw8o5RzMxtQFwDJzeXN36OpXvBwQk8on5qmD/FCMEjEklGVFxQqbq8aWyBgGtRx/uTz9c9W8Ph47j7bhn59V4c1vOwEIhvKMjAxkZYXO7MoTlxfTJQJ8Pl7aN3sfGSN19AuLOMjOVMCUxYY4jywhSBAjmYRaln73u9/h73//O/74xz/itNNOAwB8/PHHuOOOO+BwOPCHP/whpSdJDG+GyshclM0iBzxwu91BS0Q1YkZUgTYjpWGfbAmxqUdIt05mmdDr43GoWTCM9zeVM0qlZPb4YxUqp1vw4hfV2HGoDRwEMbtkqgE/mJTe+ZahQj5lHGDrdSArK0caXt6ffHH8Sqs9PUKm1e6ElxfOJU/fT0SxnKo0HTtdMBFlzFQgV6tCU7cLzSNsSZIgRjIJXV2efvpp/O1vf8P5558v3TZjxgwUFRXh2muvJRE1xhgqI3Ngt1xbjxOBjaG14sy8VGVEMfoHbiYj0Kpa7XC4fVDJOVTk60Kep7Rk2eOGO4FYhcPNgiF9bkkWPq+140irE263O6gzLpUwb1z/hVsfD/zhgybkmky4sDD0tgV6llqevEANRbOYVm5Uy6FSBL9vrBLFAjdTfex0wXKicnVqocOxsRvWNC6HEgQRTEJ/Kdrb20N6nyZPnoz29sHLniGGB0NlZFYr5MgVlzDq+g0FZpEAqcqIYhSKwq0lBanl++o7AQBlRgWyMgcarQHAbFBDxgFuH9AUZ0dgr8uD2g6hKvHDKcJrf6TNEVdwZzxE8sYxNrx7LKw3jhnL28QZdqmGmcpNAUGbDP9y3siKCGCeKJNWLcVEtNnTO8SZIAg/CYmok046CY8++uiA2x999FHMmDEj6ZMiRhaBRub+Qor9ni4js9/oHRwBwJbzClOUESUdL2DcTCKVoUD2iqbyCpMq5FIeACjkMn+oaHvsMQcAcLipBzwAg0qG0ycIS3jNdi+aO+PbT6xE88YBkb1xLLW8PU2BkWxunilg5AuDded1OhI/NvOBvbqnHjuPtqU9Ed7h9qJPHPRt0qr88wd7PZRaThCDREJf0Tds2IBzzz0X7777rpQRtXPnTtTW1uLNN99M6QkSIwNmZO7vhTGneeBtkVGDvQ3dqO8IrtKweIMiY2pFVIFOBRkHeHxAs80BQxLhsvsbhHEvE3NDm8oZRUY1GrqcqGmLT/wcFPdflq2ESZ+FYqMKdZ1OfFPXgYmlhSkfx5OsNy4vzfPzpHiDLEXYShQbQhwvQzHsmVWh5Byg1ygkTxlbDh1Jg5QJYqSSUCXqzDPPxHfffYcLL7wQnZ2d6OzsxI9//GPs378fzz77bNz7e+yxx1BWVga1Wo158+Zh165dYR+7efNmcBwX9BM4tBUAeJ7H2rVrYbFYoNFosGjRIhw+fFi6//jx47jqqqtQXl4OjUaDiooKrFu3Di5XcBn8m2++wemnnw61Wo2SkhJs2LAh7uc2lqicbsHHt34f/1x5Kh6+dCb+ufJUfHzr99PaCcbM5f2zompZRlS2JqViIUMuk1LEk8mK4nke31qZqTwzoogqFn1Y9V2OuC7wBxoFEVWerYRCocAUsxD1cKjJnpYZccl649jtNqcPDlfqlxz9QZsDK1EsN8ru8sHhiu+1Gaphz8xUrlfLIZfL0y5CCYIYSMJmkcLCwgEG8q+//hp///vf8de//jXm/WzduhWrV6/Gxo0bMW/ePDz00ENYvHgxDh06hPz8/JDb6PV6HDp0SPq9/0Vyw4YNeOSRR/D000+jvLwct99+OxYvXowDBw5ArVbj22+/hc/nwxNPPIEJEyZg3759WLlyJex2O/70pz8BAGw2G8455xwsWrQIGzduxN69e/Hzn/8cRqMR11xzTczPb6whl3GYX5He7q9ASsTutaZuIUdJqVTC7vSgQzTclppCt9Mng8WgRlO3KykR1djlQGefBzIOOKFAF9G3JWVFdQkxB7Gang9ZhfiEilwNMjIyMK1Qj3e+bcN3rYIvKpJwSwTmjbN2OUL6ojgIlclw3jijRoEMGQePGEWQbUjp6aGxSxz50i+tHAAMAcdu7XEg2xDbzMdoGWkchIy0s6eaU76czUzlepUcMpnML6LE1PJUv78EQQxkyFtQHnjgAaxcuRIrVqzA1KlTsXHjRmRmZmLTpk1ht+E4DmazWfopKCiQ7uN5Hg899BBuu+02LFmyBDNmzMAzzzyDhoYGvPLKKwCAyspKPPXUUzjnnHMwfvx4nH/++bj55pvx0ksvSft57rnn4HK5sGnTJkybNg2XXnopfvnLX+KBBx5I22tBxE9g5ADzstSK4kanlCFHl7qMKAbzYTUmMfplX71QJSrRK2DQRj5HJgQbQ4SKRuI7sTNvQq4GCoUCM4qzAQBHWtNjLk/WGyeTcVJFKB3jV5oDRr70h+M45Eg5SyNj2DOrRBnUoohiS5JUiSKIQWNIRZTL5cKXX36JRYsWSbfJZDIsWrQIO3fuDLtdT08PSktLUVJSgiVLlmD//v3SfVVVVbBarUH7NBgMmDdvXsR9dnV1ISfH/w15586dOOOMM4JawVmFrKOjI+Q+nE4nbDZb0A+RXopEo3eQiBLjDQpCLNukAjazz5pE4OZecdzLBJMyatzAOJM/KyrWZbiWbic6et3gAEzM10Emk2FGiSCi6rs9aLOlpw2eeeMKDMFLdmaDGo8vix7yyYSAtSsNIooFbWaHrk7mZgnHjidnaSiHPTNPFBNRLOuqz8OjxzGy8q4IYqQypCKqtbUVXq83qJIEAAUFBbBarSG3mTRpEjZt2oRXX30VW7Zsgc/nw4IFC6TRM2y7ePZ55MgR/PnPf8YvfvEL6Tar1RpyH4HH6M8999wDg8Eg/ZSUlIR76kSKYJ4om9OH7j7holIrdrFZ9KnNiPIfk2VFxVcZCmS/WIliVaJIFAeEisY6F+2g6Iey6DJgFKtxuTo18rXCsfbVdaStg6tyugVv/vJ06feNl06P2RvHRr80Renyixe314c2MUjTEibBnnXoNXfFLjCHcthzh/h89GohsiFLKYdGIfxJH2mDlAlipBKXJ+rHP/5xxPs7OzuTOZeYmD9/vtQRCAALFizAlClT8MQTT+Cuu+6Ke3/19fWorKzExRdfjJUrVyZ1bmvWrMHq1aul3202GwmpNKNXZyBLKYfd5UVDZx8seUC12MVm0SlTmhHFYHPXmnsS954cjNFUDgAFOjUUcg5uL4/Gjl6Yso3R998oVEHLRFM5Y6pZh+Yj7TjUbMePkgwLjUS3WAlRZ3A4rSInZj+QlFrek9qsI7ZElyEDcrJCV/6k1PI4Rr8k6wNLBlaJMmr8uVe5WiVqOxyUWk4Qg0RclajAKkuon9LSUixfvjzm/eXm5kIul6OpqSno9qamJpjN5pj2oVAoMGvWLBw5cgQApO1i2WdDQwO+973vYcGCBQPM8GazOeQ+Ao/RH5VKBb1eH/RDpBeO46QAzFoxYJNlRFn0yjQt54mBm/bEAjc77C40iplFk/KzogoZmcz/HKvF5xiNb8VKVEVOcHzCtELhM/ldS1/aQjcBSMZ+ttQUK6xi09rrTmmlzCqKihxNBhRhXm8Wc9AWx+iXSMOe052R1m4XPkMGjf/55KZxOZQgiIHE9TX0qaeeSunBlUol5syZgx07duCCCy4AIAw33rFjB66//vqY9uH1erF371786Ec/AgCUl5fDbDZjx44dmDlzJgChIvT5559j1apV0nb19fX43ve+hzlz5uCpp54a8Id+/vz5+N3vfhfUxfTOO+9g0qRJyM7OTvKZE6mk0KjG4Ra7lA3F/ltsVKdlfIfFICyvtfd64XC5EWaeblhYPpRZK0eeURtTBEORUY3q9j5JIEbjkFjpGm9SB4m0E4uNAIDDork8cN5gKukQTc86VZwiKk1ZR80BaeXh9sm62zrEsMpYozEqp1vwhwun47cv7wu63WxQYd1509KXE2X3V6IY7DnQEGKCGByGvDtv9erVePLJJ/H000/j4MGDWLVqFex2O1asWAEAWL58OdasWSM9fv369di+fTuOHTuG3bt3Y9myZaiursbVV18NQKhM3Hjjjfj973+P1157DXv37sXy5ctRWFgoCbX6+nqcddZZGDduHP70pz+hpaUFVqs1yOv005/+FEqlEldddRX279+PrVu34uGHHw5ariOGB/6sKCe8Xq8kokpyMlMeKAkApiwlFHIOPBL7xs+SysfnqGKeYcd8UY1dzqjVL6+Px9FWYUlzYl7wcuGMccIXgJouN2z29F1o+5ueYyUw6yiVqeVSWnnWwJEvDFMWiwiIf+xMWW6wkj7Josb2G+anNSOtXXyNszX+91dKLR9hg5QJYqSSHkNEHCxduhQtLS1Yu3YtrFYrZs6ciW3btkkm7pqamqA/eh0dHVi5ciWsViuys7MxZ84cfPrpp5g61V9Sv+WWW2C323HNNdegs7MTCxcuxLZt26RQznfeeQdHjhzBkSNHUFxcHHQ+bAnBYDBg+/btuO666zBnzhzk5uZi7dq1lBE1DGFhlE3dLrTY+tDn9oEDMM6kTcvxZDIOZr0KtR0ONHT2YVqc27N4g4mmyEnlgYwT87AabIKZPVKF5nibHU4PD6WcQ2lucKXLYtAgW5OBjj4PDtR3oNgSOostWfzt9+FFSyjy0xQYKQVtZoVvNmCeqM4+b9TXuD81bUKFUJ3BweHh0Wr3wOdNfaBpICwnyqTzVxP98/PccVXTCIJIjCEXUQBw/fXXh12+++CDD4J+f/DBB/Hggw9G3B/HcVi/fj3Wr18f8v4rr7wSV155ZdTzmjFjBj766KOojyOGFiairN0uyVSekylHlkaVtmNa9GrUdjgGDD6OBWb6npgXvTOPIQVuxpAVxca9jDNkDBhszHEcppi1+LSqEwes3fi+x5MWc7kUBJlgJaqjL7WVKFYxDDXyhWESDecdffELuKpWYfn01JIsfFDVg3qbECNhMKQ4MTQA1p1n0vk/52w5lFXy0tU4QBCEwJAv5xFEsvgjBzzSfDlzmjKiGBbRXG6Nswuqz+XFcTHHanJBVuyVKBNLZo9uZmcirTw79GDjqRYhjfu75r60jH8B/KZnY5yVKCai3D6gwx576GU0rF0saDO8iGLH7nJ44YlTwB0Xl0+nmjNRoBNjJOo7Ezzb6DjcXvS6hXM0af3xCSxnq703/iVJgiDih0QUMeJhfqHWXg+OB8QbpFNEsZgDqy2+rKiDVht8PGBQyVCUE5upHPBXotp6veh1RG7//1YUUf1N5YzpzFzelp7kciDAE6XJiGtJSZUhh14tnHNTCtv0m8SIgwJ9+LwmFn3g44H2nvgE3HFxOa/EqMY0UaQeaOxJm0hllT4ZJ4ysYfhHvyQ2SJkgiPggEUWMePK0KmTIOPh44MvqTgDpizdgMDN7c098qeV7a4Wk8ooc5YDB2ZEwZSmhVsjAA6iLMrPvuyZhaSlckOdJYnL58Q4X7H3pMZeH6hyLFSYEUpl1xHKizIbw3YgKuUyKC4inu43nealrsiw3C9MLhSW8Qy29aROp0vBhlTzocx64HJouAUcQhB8SUcSIhxm9AeDrBkFAFBrSE7TJKJICN+PLimKm8glxmMoBwctUJGZF1UTIiup1eVDXKQiAiXlZIYVkWa4WWqUcbh9wSMyTSjUssDI7TLBlJJi5vLEzNaNp+lxe2ByCoLBkR55TmJvFZvfFLqJaepzoc/sg44BSkxYniR2Qh9M0oxAI3/3IUtc9PqCzN7WBpQRBDIREFDEqKBI9Sn1uoSpUZEhPRhTDIgVuxmeAPiAutZ0Qh6mcUZwthop29IUNovyuqQc8AKNaBkuY5UKO4zDZLHis9jfYUmrgZrALeK429mobw591lBpPFJtbp8rgYNBEFnUm0VPUGkclinXm5YnNDKzSV2/zoKMnPaGXTET1N+6rMuRSNa05Ra8fQRDhIRFFjArYUGBGWW564g0YLHDT5vShJ4pHCRCymz4+3IJvxRDMeDrzGKz61dDpCLuEeEA0M5cZlVCpwncnTrMIyeXpWHLieV5KLM9JYGYc8y21xTF+JRLMVJ4bIWiTwRK/4xFwzA9l0QvVz1ydGgU6JXgA39S2J3bSUeiwh8/hYs+hiVLLCSLtkIgiRgVFAcs0GTKgMCfOGPE40aszkKkULsiNnZEvVtv2NWLhve9h2d93wSsWkG5+sxbbDzRF3K4/rEOvMUKHHhs8XJ6jiricOa1I8O0cScOSU6/LC7f4RLMzE1nOC04tTxZmKjdlymMWUfHMzzsuxhsUBQy8nmoRRPyBxp60VPr8Y3UGdj/madkQZxJRBJFuSEQRowJm9AaEzjeZLH2mckBYEmM+rLp2e9jHbdvXiFVbdqOxK3h5qLXHjVVbdmPbvsaYj1kqiihrtyusaVga95ITOt6AwZacjra74HSl1jvDTM9KOYcsVfy+tHw9C4xMTeCmf+RL+KBNRl7AEOJYZ/exjKhio1+4Suby5vSYy9vtA4cPM/zVNBr9QhDphkQUMeLZtq8R9739nfR7W58PP/zLf+MSKInAhgLXd4T+xu/18bjz9QMIdSlmt935+gF4fbFdrFnMgTVMJYrneXzXLHbm5WVGrERNKNBDJaZrH7am1lwuBW2qZAl1SLKso7bexAY894dleUUK2mQwT1RHHInp1eJyXrFRLT3fGSVGAMB3rc60iChpOS9E96M0f7CXuvMIIt2QiCJGNKzSw76ZM5q7nXFXeuLFIvqwrDZHyKrFrqr2ARWoQHgAjV0O7KqKzTdTIi5Zdjp86OkbWD1q6XGis88DGQdMyNNGFDByGYdJ+X5zeSozhcKZnmOFVaI6UpR1xJa1crXRK1G52vhTy6vF8NQyk39W40klOQCAeps7LeZyNjfPqBlYbew/xJkgiPRBIooYsaS60hMvRaKIauoOnRXVHONySqyPM2QqoFUJIqA6RMzBwQah88+szUC2PronbIqUXJ7aJSdJRKkSE1F5Ykdfj8sHewym/Wiw0M58rTJq8KdUiYpRRHX2utAtxieU5+mk2/P1auRrFeAB7E2DuTxSDhellhPE4EEiihixpLrSEy+sIzBcVlR+jJ1psT4OEJaMAKC2baAPSzKVZytj6vw7scgIAPguxeZydoHXxznyhaHXZEApF8ROKmIOrLboaeUMJkDYEOJosM68HI0cuszg/bPxOvvTYC5nQjVXNzA8NC9NQ5xHGl4fj51H2/DqnnrsPNqWti9TxNiGplMSI5ZUV3ripTBK4Obc8hzka5Vo7gldTeEAmA1qzC3PifmYRUYNvm2yo7ZTyIoKrKywcS/ROvMYM0Rz+ZE2J1wpNJezzjZjgst5HMchV6tCQ5cDTTYHpiRxLjzPS0KsMErQJuAPq3R6efQ43MiMsgkbeF2oH7hUOL1Qjw8Ot0vm8lQm6EsREtqBMRaBo1/S0Rk4Eti2rxF3vn4g6EuWxaDGuvOmonK6ZQjPjBhtUCWKGLGko9ITD4UBgZuhuuWcjj7MKw49ZoRJn3XnTYVcFvtsOWYub+waOLPvUJRxL/2ZbDEgQ8ahx+XD8ZbumM8hGoGm50QDT/N0rE0/udTybqdHCmAtiDDyhZGlyoBGIZxzLN1tVS3+eIP+wpWJ1FRX+pweL3pdwnufG0FE2RxeuMbg6JdwHbHWLkfafZLE2INEFDFimVueA4tBjXAShIPw7TOeSk88sMDNPg8/YMSGz+fD0bomvH9MECdaZfA/NbNBjceXzY77W/E4JqJsziAR5fH6cLRFqIpMyI3cmcdQZshQkSs8h331XTG39Ecj0K8Tz/DhQJjwTTbriMUbZCllyFLFFm7KBhHHspR4vFV4zQM78xgzxwmfu7ouNzpTaC4PGj6cNVBEZWcqIeeE5ezWMZZaPtQ+SWLsQSKKGLHIZRzWnTcVAAYIqUQrPfGgUcolY29DvzlvNpsN979fgx6XDyfkafDSFZOxobIQGy6cgn+uPBUf3/r9hJYVSsIEbh5v64XLy0Ml51CWp425AsR8O6nMM/LPdUvcLcDm57XakzunJtEPlRtD0CaDdeg1x1AFOy4u5xUbBi6h5uvVyMsSzeV1HXGcdWQChw9nhHhOchnnF4IpHOI8EhhqnyQx9iARRYxoKqdb8Piy2TAbgpfsEq30xItZz7Ki/Bdcp9OJbXuq8UFVD2QccMv3SuB1OXDmlEJcPLcc8ytMCQu7cWISe1NP8BLit6KpfJxBAY069uXL6WJy+XetfSkXUYkMH2YEtuknUyFjI19MmbEvLZqyYh/9UiNmhJXlZoasuknm8obulJm8/cZ9edhKHxOCVlv6UsuHo3F7qH2SQ8lwfD/GAmQsJ0Y8ldMtOHuqGbuq2tHc7UC+TljCS1cFKpBCoxrfNvVIIorneTQ2t+Ghj60AgJ+clIcyPQe5XI2cnJyEl7cYxWIye4/Lh85eJ/TCCDwcaBBEVFmMnXkMyVyewlBIdpE3hfDrxEp+wPw8n8+XsCm7SbxYmrKiZ0QxcqXutshm+26HG+1ipSww3iCQ6UV6/OeI31weaZ5hrHRIYabhjft5OhUOWnvQnKbRL8PVuD3UPsmhYri+H2MBqkQRowK5jMP8ChOWzCxKqtITLyzmoMnmAs/z6OnpwV8+rIK1x4N8rQJXnZIPj8cDk8kU98DhUGSpMpAtLiHWtPpjDlhnXoVJHddxphdlQ8YBHQ4v6ttSYy7v7BMu8qYQ7fexkh/Qpp9Mh1kTGz4cQ1o5wz8/L7IpmyWVG1QyGLNCX5RPSoO5vF1aLg0vophIaA3TGZoMw9m4PdQ+yaFgOL8fYwESUQSRBIUBgZtOpxNffFeP/9vXCQD41Vkl4N0O6PV66HShKxWJwEI+awNm9n3XzEzlmphM5QyNUo6yHGF/e+s6kzaXO9xeqRsuJ4nlvFRlHVnFSkxeHJWoWI/NRFRhiM48BhNRdTY3bPbULCF1RJibxwhcDk0lw924HeiT7M9g+CQHm+H+fowFSEQRRBIUidlDzXY3WtvasOGDOnh54KwKA04pFIYAp2IZLxC2pFfbIWRF2Z0e1HUKF+hoM/NCwXw73zb3hh1sHCvMDyXnAJ068cobq6R09HnhTuKcmkVfU55WEfN7YJICNyMnfh8XU+ML9cqwAq3AoEFulgI+HvgmRcnlknE/gohiQrAtxanlI8G4XTndgnt/MmPA7YPlkxxMRsL7MdohEUUQSVAgXuyrO1z4044qfNviRKZChv89vQhOpxPZ2dlQx2H0jgUmohptQlbUd03CMpxRLYM5Wxu3YJtWKBirDrckby5nnWMGdezdcKEwaZXgAHh5oL0n8TZ9NnzYYow+BofBTNntvZFn91W1sM48ZUThykTqvhTNKPS/xuGPmZei5dD+xGrIbuwYOJZoMGHVWsay2fkJd8QOZ8aykX64QCKKIBJk275G3PD8VwCATocXrxwQzN0/mJiNTM4FrVYLg8GQ8uOWspgDmwsejwf76zsBAGVGZULGZWYuP9yWvG+HZRjpEpybx1DIZcjOFCpZTQm26ft8PFq6BcHRv3szEswT1emItpwniKgiozqiiDqxSBCph5pT0wHJMsnY6xOKPG16Rr/EasjmnN2w2weOJhosmEeQocrAqFnCC2SsGumHEySiCCIBmJkzVBv86wfa8Em1HSaTKaWjPhgsK8raLVSi/ONe4uvMY5woiqhmuxfNncld+DpiMD3HCqsIJRq42dHrgkf0gsSSVu4/riBAup0+OFzhRU9Nu+CJKjOFjjdg+JPLUyOi2iVPVPj3Ojdg9EsqRVQ04zYA5GgyMNmkQENDA9rb24dkft8BMfKDzWBs6k4uKmO4Mrc8B2Z9+C9Oo9FIP9wgEUUQcRLJzMl44os2qNSJd6dFgo1+sYpZUYfE5bwKU3ymcoZerUCxQfhDvLeuI6mLTWCGUbIiin17tiYooljQplEtg0oR++ti1CggXnvRFmYpsc/lRZNY5SrL1UbcH0sur+1yw9ab/LKKFCGhC3/xZMt5vW4fehyp69CLZNxm2Jwe7GxwIyMjA01NTWhotOLj75oGNb/o20bh38SsIuELR3OPa1QOY5bLOCw/pTDkfaPRSD8cIRFFEHESzcwJCN166TJzMr+Hw8OjtduBw2JnXoUptpl5oZDM5U32pDw0LMMoFZUoJgRaEvREsYyonMyMuCqCMhknBYWGS/xmVagsJYc8fWSxXKBXwySay/elILmcvcamECNfGDpVBlQZbAZgake/VE634OFLZw64PS9LgUl5Gnh8wPrt1XhiVwt2WT244O/fYNmm/+J/n9+Dy578DAvvfS+tbfdeH48jol9t4XgjgPBDwkc6Xq8Xe8SGBVZ1Y4xGI/1whEQUQcTJUJs51Qo58sSlrt01nejs80DGARMLtAkvH04RRdRHVTZ8crg54WpBoOk5WRFVIPqY2u2JdeexuXm5cYooADBJ8/NCv4ds3EuhLny8QSDTmLm8PjlzudPjhV0cPmyK4HPhOM4/viYNo19OMAvPR53B4fc/qsCfL6zAUz8uxhM/qcAVpxQAAJ7/qgXr3q5Ba2+weEl3ftHxNjucHh9Ucg7zxGWsFntqDfbDhYO1LXj3sLB0+dB54zCrUKhSXzA9Z1Qa6YcjJKIIIk6Gg5mzyCjs+4PDbQAAizYD+qzElg+37WvEM5/XAQAOtjhxxdNfJVwtYJ4ooyb2SIFw5LHASHtiSzHWBII2GdH8WGzwcJE+cmceY7rYAZlsjETg8GFjhEoUEPgcos8AjBfWmVhqVGLJrCL86OSJyMs1oa+3Fyvm5GJ9ZWnYbdOdX8SW8kqNCowzCUutdpcPtt7BGcY8WONXfD4fNv7nGHw8cOo4HcoNcky2CJ8zTYaMlvAGCRr7QhBxwsy11i5HSF8UB6GUnk4zZ0m2BnvqbPj0uGAqL8tOrDOPGeT7Pw9WLYh3OaDdLlyoDJrk/7T0Ty2PVwj5RVT8lSgm4Np7QxvBWWdeYZR4A4ZgLj8uJZcrlYkFkTKRqgszfDgQQcTbwlbTkuFoixBhwOId5HI58vPzkZGRgdbWVmTJI4vewPyi+RWmlJ7bQdFUPt6khiFLDZ1Kjm6nFw2dfSgwGVN6rP4M5viVo43t2HZIWB7+6cwcKJVKFOXIAVjR1isY6VOZT0eEhipRBBEngeba/n+iBsvMyczlHX3CEsX4HFXcpvJ0pB13iAnZkTrHYiVfCoxMrE2/SRy+m6dVxi3AWOBme5jEb1aJKjGqYxJozFxe0+lCdxLmcmm5NIYICeYpS8foFyaiSoz+zx3HccjJyYHFYkF7b2xLZ+lY8j4odqtOEEcgsXiLwCHh6WAwx6/4fD488Z8j8PiAWUVaTMyWw2g0wmwU/i60j9Lly+EIiSiCSIDK6RY8vmz2gPyhwTJzjssJDo8cH+fMPCA9accswyiZ4cMMJgI6+hIVUUJVLDcr/qXFwMTvUN2K1aKxfFy2JiaBVqBXwZSZvLmcLefF0v3IlpPbej0pb++vEkXUuOxg8c5xHPR6PSaW5Me0n3QseR+yCst5E/IyIZfLYdYzEZW+3KrBHr9S09yJ1/YL/y4vF6tQOp3OHxSb4L8ZIn5oOY8gEqRyugVnTzVjV1U7mrsdyNcJS3iD4UUoFsfNMCpM8Y97SYdBnnWO5abg4sjmv/W6eXT3uaDRxOf5YiNfCrNjTytnMGN5p3gxCqw2OT1eSXyW58c2E5HjOEy1aPHR0Q7sre/CD2YmttTSHkeERJ6YH9Rmdw94DslyXJwbOD43dEL+6ZMLYdYfhNUW2oeUriXvbodbGoE0tdAIjuOk+ZbhziUVxPOFJNnlS57n8dcPj8Dl5TGtIBNTTXIYDAYolcqkv3gQ8UOVKIJIArmMw/wKE5bMLML8CtOgCKht+xpx04tfB932qzdrsP1AU1z7SbVB3uXxSZ1jOSmoRGUp5dAoWJt+fMs+Hq8PbaLgsBjjN9z7wyoHXozqOvrg44XONHMcIZ7Ti4T0+m+bexMO3Yxl+DAjXanlHXYXOvsEc3xFGBEpl3G44/xpIUM507nkzUYgmTRy5IujfgKHhKcrcHMwO3Yb2rrw8jetAIDLZ5mgUqmg1wuGciaiuhxeuNzJzcGMlcEy0g9XSEQRxAgiXFJ6S487bt9FtPTpeNOO2VKejAMMmYkZp4OOz3FSeni8gZutPS74eOFcEqmK5WaxIcQDvSXMVG7RZcS1hHoSSy5vSXy8Dqv0GTUZUStZgVWJVPpjjol+sNxMOfRZ4V9baclbH/yYAr0qbUve34pLeeU5fsM/E9EtacyKGqyOXZ7n8fcPj6LPw2NirgYz8zOkKhQA5GQKMyd9fPig2FSybV8jFt77Hi578rNBywEbbpCIIogRQixJ6fH4LlJtkGcXeJ1SFrVzLFbydImNfmHz9nI0cigSSHHP1bHlPC88A0SUsJRVGGO8AeOkcYKIqk7CXO4fqxP9uHkBo19SKR6qpHgHRdQlwsrpFnzym+/jjnMnARCqdy9fNSNtnsEDDWJnXo7fI1goVgube9xpW+JK9ReScLR0duOFPc0A/FUonc5fDcyQy5CTJTzvdHRlBjKYRvrhDIkoghghpMMIHs4gn0i1IB6/Tqywb+7xDiFmjzdlJhb6mSN6orw80NUb3N1W1SqYqov0yrh8Rma9GjmZGfDxkIZGxwuLkIil+5FV8dxeHl19yc/sYxwL0ZkXCbmMw2WnlkGdwcHh4fFdQ3KjhSLB5khOyPWn91vETLUWe/oqUZHG4aRy+XLzx8fQ4/KhNFuFk80K6HS6AdEmLMk+0cHdsTDYRvrhDIkoghghpMt3UTndgo9v/T62XDVX+oP/zM/irxaw5Tx9DO33scJEVLxt+k3icmciaeUAoMqQQy9We/ovnbJ4g+IYRQSD4zhMEZO+99Z1JSQkmCcqlhwutcL/HJptic0fDMWxFmHJbFwcz1+lyMBUs+BR2lPfnVTgaDh4nsd3TYLAm1SglT6DFoO/QaErjYGbldMtuOaM8gG3J9uxyzxH/9h5DE/vEqo7l8/KhVqlhMFgGPB4Vr1tTkPIKiMdX+hGKtSdRxAjhHT6LuQyDgsn5iFPp0RztwvN3U6cEOc+OqT2++RHvjDY6BfWph9rRxvzUOVqoy85hSMnSwmbw4OWfgKELeeNy4kt3iCQE4sM+ORYh5RcHm8sRbvU/RibcT9XKzyHVI5+OSamlY/Lji0jizFnXDZ21/Vgb6MdLpcr4TmP4WjocqDb6YWcA06w+MVFpjIDenUGbA4P6jt6YU5j4KbbHVzp+tFkI/68fEHCFahQ4Z0yDoDXA71eHzJglwXFtqQhH4wx1KOvhhNUiSKIEcJg+C6SydTx+3VSV4liHWasTT9WmpIY+cKQxqYEiCiP14d6sYV+fF5s8QaBzBDN5V832PHKV3VxdzP5c7hiE8qSMb8zNVUJn49HdbvweozPDx1vEI6Ty4TP5YFmB1yu1F/g2VJeiUGBLE3w68OqUQ2dqavIheKLaiEDzKIT6hMyAFxEF2N4wnmOfDxw93+a8FldaIEieeHCpO2nguEw+mq4QCKKIEYIg5GUbkki3TlwqSllIkofPPolVpgfJBkRxQJD2wK+0Td2OeDx8VDIgKKc+POnOkRvUmOPB79+6UBc3Uwujw89TnH4cIwiil1QW1LUqdVoc8Dp8SFDBpTmxici547PBQegoduD+jZbSs4nEJZUHiq9n32u69p6Un5cRq/LgwNWYf8/mCBUwpoS7AiMpYnknrcPhxTgUsiqPXRQbCoYLCP9SIBEFEGMINKdlM4ydZoTyNRpD8gwStXMLinrKM7wQCaiCvTqhM/FXwXzi6jjYryBWaeAMs7lqG37GnHby/sG3B5rN1NghES04cMMKXk9zPiaeGGDh81aBTSq+GIssrVqlJuEz+2X1R0pN3lLIipEer/FkP7Azd3VHfD6eJgy5ZhTIuQ2NXW7Enqe0TxHQHjPUZ4usS8e8TBYRvqRAHmiCGKEkc6kdCmYsMcVd8p1PO33sZKvDw4PVMe4OsDSyuMJw+wP8x119PpN0MeleIP4vFbRupk4CN1MZ081h30fpQgJlRyKjNiOzVLfWVUiWXF7VDSVFxsUcSfkA8CsYgOOtTnwTYPgi4o3hT4S31oFETUxb2B6f2E2+1ynbzDv58eEAMxpeSqU5QsiqtnuSchEn4zniC3hdqQ4ZLU/ldMteOSyWbjhn18F3W5O08Dl4QpVoghiBJKupPRCcYBpcwLLEKwSlZ2ZOsOwKUsFGSf4QFpjvLA43F4pUbuw33iceMjV+r0l7GJ0XIw3KI4zIyoV3UxShEQc3Y+pTi1npvISoyohw/6cUsETtr+pL+HA0VA43F4cbxUE7pRCwwCR5M+KSqwyFAtfHBfeuxMtmSgxCUudDg+PDnv81a9kPEd5EdL2U015bvCS9vcq9Pjolu+NGQEFDAMR9dhjj6GsrAxqtRrz5s3Drl27wj528+bN4Dgu6Efd76spz/NYu3YtLBYLNBoNFi1ahMOHDwc95g9/+AMWLFiAzMxMGI3GkMfqfxyO4/D8888n/XwJYjjDMnVaE5gCz5abUjHyhSGXcVJmUywdZl4fj+37rQCADBmgUycu6JixvKPPGyCi/PEG8YiIVHQzJWLc9w9STs3STrwZUf2ZW5ELADjS7kRnd+pa8I8098DLC0GvxTnaAfczT1RLT3qWuDxeH76uEyphJ1myoM/SSKGX9R3xm9mT8Ryx99zm9MHhSp+5HAD21XUG/Z6MkX6kMqQiauvWrVi9ejXWrVuH3bt346STTsLixYvR3Nwcdhu9Xo/Gxkbpp7q6Ouj+DRs24JFHHsHGjRvx+eefIysrC4sXL4bD4f/j5HK5cPHFF2PVqlURz++pp54KOtYFF1yQ1PMliOEOu9i02j1xz97qFJebTCnuyMmPcfQLG0Hxy+f3AAA8PuBHj/834eRkaVkkYGwK80SVxNnen4puJiai4gkzZRfUzhRVJdjzL8vRJFSJqsjXI0eTAY8P2FPTljLj8yFx3EtZtlIagRKINPrF7k5LRtW++i70uX3IUnKYWKCFQqFAofhvqaY9fjN7Mp4jo0YBuXhza3d6R7/sE0NjTRrhs5DOQNPhypCKqAceeAArV67EihUrMHXqVGzcuBGZmZnYtGlT2G04joPZbJZ+CgoKpPt4nsdDDz2E2267DUuWLMGMGTPwzDPPoKGhAa+88or0uDvvvBM33XQTTjzxxIjnZzQag47Vv+pFEKONfJ0ack5I6o4noNHj9aHLIVycYu0cixU2gsUaITwwXDt4c7cr4REUrDuPCRCfj0ddh7D/sng701LQzSR1P8aRwyWJqBQMpHV6vFK8w4QCfUL74DgOM4uFbb+u70nZkt6BRnHciyl0hYx9OXB4eKlimko+Oyr4oabmqaHTCtEPRaJwq29PrOLGmkgU8uBPTbQmEpmMg0msoqY7p2l/g1B9m1siLOu12tO/hDjcGDIR5XK58OWXX2LRokX+k5HJsGjRIuzcuTPsdj09PSgtLUVJSQmWLFmC/fv3S/dVVVXBarUG7dNgMGDevHkR9xmO6667Drm5uZg7dy42bdoU9VuT0+mEzWYL+iGIkYRcxkkX3ngydQLHihhTMHw4kAI9Sy0PfcFN1wgKtpzX5+Fhd7rR1C2098s5oDTOjKhUxFPEM3yYEegpS3YgbU1bL3w8oMngYDYm7jWbU2oEAOyz9qYsL4plRFWYNCFDPNUKOYxiyntjGrKimB9qeoFGCsBkTRrWBDpdGZXTLcgRPYZXn2rGP1eeio9v/X5UzxEboN0c58zJePD5eBxqFqpsp5ULwritNzEj/UhmyERUa2srvF5vUCUJAAoKCmC1WkNuM2nSJGzatAmvvvoqtmzZAp/PhwULFqCurg4ApO3i2Wc41q9fjxdeeAHvvPMOLrroIlx77bX485//HHGbe+65BwaDQfopKSmJ65gEMRwwix1x8WRFsaUmnVIGZYydY7HCEpjbwoQHpmsEhVaVAaVYBWjtdkrG5QJtBlSK+P1AycZTxDPyhSGXcZLRP9nU8mMBg4eTSRufWy74og60OIJsFsnwrbicd0K+Nuwyo5QV1R5/kGwkeJ7H7tpOAMBJhVnScmKx2NSQaMwBIBjmm7uF9/3SObE3kbAvQk0pHPfTn+NtdvS6fFDKgXllQsOA05ueSt9wZsiN5fEwf/58LF++HDNnzsSZZ56Jl156CXl5eXjiiSdSfqzbb78dp512GmbNmoVbb70Vt9xyC+67776I26xZswZdXV3ST21tbcrPiyDSDfOPxFOJktrvU5hWzigIaNMPtVSQrhEUHBewLGLrQ7XoByrUJ9beD/jnFC4/VfiCNSVPjfduWhhTN1NbQA5XPLAOvWTn5/lN5fF1JvZnxrgcKOUcup0+fCcuwyVDa48TbXY3OACTLeGXGSURlUCQbCSOttjR0euBUs5hqkUriaiibFaJStwnVN/ZBx5C9S83Dq8hE1HxzpyMh/0NwntXZlQiR58liXtrlHyr0caQiajc3FzI5XI0NTUF3d7U1ASz2RzTPhQKBWbNmoUjR44AgLRdMvsMx7x581BXVwenM3xJXKVSQa/XB/0QxEhDagePYxmCtd8bUjh8mBGtwyydIyhM4rJIS7cDVawSY0isvZ8hl3H4fycVAwBaez3weWNb/mDf8I2a+KpA7PWLZsyPRmBnXjLPX6WQY5pZ6KD7sqYz6eUfZio36zKQrQu/zGiRPtepNVt/drQFADDRpIRR5x+FU5REXAijRvRTmXXxVf/8/2bS1533jVh9qzCpoFQqUSB9ztI3+Hg4MmQiSqlUYs6cOdixY4d0m8/nw44dOzB//vyY9uH1erF3715YLMK3uPLycpjN5qB92mw2fP755zHvMxx79uxBdnZ2yIGPBDGakFLL48jU6UygcyxW8gMSmENVouaW5wxYIgskmREUuVp/vALLiCoyJFeJAYDJFsFT1WL3oNUW20WHCVVTnBESqapKMBE1Llud9POfLfqi9lrtSZvLI417CUQK3EzCoxSKXVVtAIDpBeqg5qNCMS6kvc+LPmdiz7FWFFEWXXzhrmwJvD2NRm9WiZqYK/jQ2L/TRI30I5UhXc5bvXo1nnzySTz99NM4ePAgVq1aBbvdjhUrVgAAli9fjjVr1kiPX79+PbZv345jx45h9+7dWLZsGaqrq3H11VcDEMrvN954I37/+9/jtddew969e7F8+XIUFhYGxRPU1NRgz549qKmpgdfrxZ49e7Bnzx709Ah/JF5//XX87W9/w759+3DkyBE8/vjjuPvuu3HDDTcM3otDEEOEX0TFPvSXLeelQ0QFjrEIVbWQyzisWTwh5LbJjqCQAjftLqkqUGKML94gFHq1AoUGYd8HG2Jb0uqIc/gwg6WWJzuQtkpMay/L0ST9Hp8iDiPeb+1L2lx+kHXm5agiVmsCP9epbMP/sroTgJAPFfglOydLCXWG8Do1JlgFrGYJ+QZlnCJqYFBsKuF5HgfFOYGT8jOhUCik6QDNKZrTOFIY0rEvS5cuRUtLC9auXQur1YqZM2di27ZtkjG8pqYm6B9rR0cHVq5cCavViuzsbMyZMweffvoppk7152nccsstsNvtuOaaa9DZ2YmFCxdi27ZtQd8Q1q5di6efflr6fdasWQCA999/H2eddRYUCgUee+wx3HTTTeB5HhMmTJDiGAhitGORLjaxBxN2BPh1Ul+JEv7tOr08uh1uZIWY+zvRKEeGTMiGCiTZERSBAq66XbgQluUODHNMhEkFWjR0ObG/wYbFsyOPInF7/cOH4/HGAAHGfNFTlsj709XnRrs4f298fvI2hbnjBXN5fbcHje3dMBgMCe/r20ZhOW9C7sBxL4GY9WJWlCiikq2mAYL/p77LCRkHzCjSBYk4juNgMahQ1daHunY7ppfFv/8ayYcXX7hpYMZZOkRUk82Jjl43ZJzwOZbL5QGBpukbrTMcGfLZeddffz2uv/76kPd98MEHQb8/+OCDePDBByPuj+M4rF+/HuvXrw/7mM2bN2Pz5s1h76+srERlZWXE4xDEaIWFBLb3eeB0exDLeLPAuXmp/uOpUcqhVcnR4/SiqasPZpMx6H6Hw4G/fVINjw+YWqDB1afkoc3uwaRSM047IfwsulhgS2fH2vrQ6/KCQ+pE1FSLHu9/14Yjrb1RL+rs9eUQ+/BhRqCnLFERxZLaczRy5OiSn3eXo1WjLEeN4+0OfHG8HSeUFiZ0Xh6vD0fEUTRTLPqI+2DLay3iPLtUWDPYvLxyowJ5Rt2A41sMalS19UnLcvHCqp/FxvgGaftHv3jTEn7JQjaL9Rkw6oRvNWbxy1erPXUidSQworrzCIJIPyatChkyDj4+9pyZ9p7ETM+xkit1mA3s/Dna0IrXDwpLOitPLcQUUwYunFOCMyZbkp4pyC5GB5uF1yEvS44sTWp8kVMKherL0TZHVF9QZwLDhxmpmJ9XFRBvkKqL4+wS4fnvbUg8dPN4Wy+cHh9Ucg7l+ZGzu1iXp9PLoz1FS07S0OECdchhykVizEGkCI5w8DyPWnFkTHlefMKdfW7tLh/60jD6Za847qUiRyV1I5r1TKSOrdRyElEEQQQhl3HIF1PC62OMOejoTaz9PlbY+TR2Bn+jdzqd+OvH1XD7eJxUmIUZ+QqoVKqklocCYeLN4RGMyIX6+LwpkZhWZAQAHO9wRZ1xJg0fTsBzlqdjMwATnxt3tFlYMitOgamecbLoi9qbROgm68wrNSqgjlJZUivkUnBlPPEdkfiv6IeaYckKOW6mKCBwM14B2253SdXPElN8IkqvzpCSzlvSMPrFbypXS0uY/iiSsZVaTiKKIIgBxBtM2C6KqOw4l5pihfl6WvpVEA7Xt+KNbzsBAFfNNcPlcsFoNCYVBhkIy4lipLISU5qTCbVCBpeXx9GmyNMN/CNfEhBRohG9J4mqxFGpMy+xwcOhYL6ow21OdPcmli0kmcpNsXUMsi7O+o7kAze7+tw43CzsZ1axPqSIKs4RlroSCdxkS3mmTDmy1PFNAeA4LqizNNUcaGThppkDRFRHnzftg4+HEySiCIIYALvYxNpVxJab4jU9x0p+iNEvLpcLf/3oODw+YFaRFlNMcmg0mpTms+X2ixMoMqRORMhkHE7IEy6y+0WPSThY92MiIkqv8VclEr2gsuW80uzEBg+HoiJfB6M4jPir6raE9sHiDSaY1DEJZ4skopJvw//v8XbwAAp1GSgyDfRDAX4fVlMCHYE1CcYbMNhntynFo186e11o6BK+zEw166R/D6YsJTJkHHgALWkQbsMVElEEQQygkAUFxpCp4/Px0uw8U7pEVMDoF3Y+39W14s1DnQCAn88tgMfjQXZ2dkoNrdmZSgTaqkqy1SntPmR5UYeaeiIugXRIOVzxdz8mW5XgeR7HxVb78ryslDUOcByHWWwYcZ0todBNtpw3IS8zJqHBgmSbupNP8mYhm9PyVSH9UIB/Oa+lJ/6ZclJGlD6xJdRUJdX354A4dDg/S45cg79VVibjkCd+zqwkogiCGMuwTJ1YvkHbHG6w2b45WakdPsxgQX5tomnV7Xbj8Q+PweMDTi7RYlK2DJmZmdBqU9M5x5DLuCCfV5+XQ5xzjCMyNcBcHuki2x4QIZGIiEnmgtrc7USf2wcZl7rORAYbRry30R63L6rb4UZdp3CxnlpojOl1CQzcTNa388XxDgDAiWH8UIC/ouv08nEPgPaPGUrMh+ev3qZ29MtesWpakaMa0OFYIM3dTO18wuEMiSiCIAbARmS0xCCi2FJTpkKW0GDeWMjrl1r+bW0Lth0S/DArTimAz+dDTk5OypaaGNv2NcLm8D//u9+twcJ738O2fY0p2T8zl0fr0EvWuC8NpE2gS4z5oczaDGSqU+t5k4YRNzsijtQKxXdNQhXKlClHvjFEeFgIEgmSDYXD7cW+BuH4s4p0YUWUKkMuVWfindlX0+aPN0jkcx0YbZFK9tUNNJUzmC/KmiLj/kiARBRBEAPwZ+pEv9hInWMqWcqDNhn5er+Icjqd+Mt/jsHLA3PH6TDBwEGr1SIrVApnEmzb14hVW3bD06/0ZO1yYNWW3SkRUpPNwnJea6834viXjgSHDzOkC6o9/qoE80OlsjOPMWNcNpRyDl1OH75r7Ixr24Oiubk8WxlzI0Gq2vD31HbC4+ORrZZhfL4uosiJt0mDUSOKrpKc8PMAI5Gu1PIDog/thLzMAa87Sy1vsZOxnCCIMQyrRLX3Ru+0SefcPAZbjupy+rCvpgVvfydWoU7OBwBkZ2en9NheH487Xz+AUCt37LY7Xz8Ab5Jrezq1AkVG4bkdiDD+pSPB4cOM/IDU8ng51ixUotIhotSKDExlw4irO+O62PvHvcQ+y69QCoSM36MUyOdHxXyofHVU8c6+kNTFEbjp8vhgFc3b8WZEMVKRD9afPpdXGv8zuSBrwOtuDkgtHysxBySiCIIYgClLCYVc6LSxRunuSSbDKFb0aoVk8L79zWPw8cD8Uj3GGzjodDpkZib2bT0cu6raIwYk8hACFHdVtSd9rEn5wkXyQENXWBM/e41z4hw+zMhjGT4JXFClwcPG1HUmBjJ7nBEA8E1jT1y+qG9ZZ544ADcW2HKTy8ujtTtx8/Ou40I34QxLZtilPEaR2KRhjWPwcX1nH3gAqgwO+frEEuJzowzuToRvrTb4eMCgkqEkVzfAh8a+fLWOocBNElEEQQxAJuNQIP4Rbozib+iU2u9TPzcPEJbVzrjvfcnQfaRN+IY+w6IBx3EwGmMzFcdDc4wX2FgfFwmWXH64pS/shYf5zuIdPswIrErEe3E7xuINclIXbxDIKeVC6OY+a1/MyeU8z+O7JkHcTTaHjhcIhTJDBlOWILiifa7D4fXx2FMrCLiTirRRRVRxjl9ExfraS/EG2oyEM8/yAubnpUrQ7Ktn1T9l0DxaRsEYTC0nEUUQREjMMXo5AufmpVpEMV9SqKrQE581YXezL2x7eTLkxxjVEOvjIjEtyvgXt9eHboew9JRoDpd/llp8VQm314c6cfRIRZSxKokyd3weAKDO5kZTZ09M2zR0OdDt9ELOARPN8eWCSR6lBDvIDjbaYHd5kangMMViiFqdYzEHzQmIKLMu8YR89p47PDy6Hanp0NsnjnsJZSoH/N15Yym1nEQUQRAhYYOIo43ICOwcS2VFKJIvifHQh3UpjRxgzC3PgcWgRrhnw0G4GM8VqyjJwGIOjnc40ecceLFjlT4OiSfCs4iIjjgrUbXtvfDygErOoSgntcZ9hkmrQmm28Fnbdaw1piUvtpRXYlAgSxOfsGRLTokGbrJ5eZNzVdBpo78mUkegPfbXvkaMNygyJC6islQZ0CiES3xrika/7JdM5ZqQ4pF98erz8OjqTf24meEIiSiCIEJiCWgHj3RhY34dQ4rn5kXzJQGA1eZMiS+pP3IZh3XnTQWAAUKK/b7uvKlJDzgGgHE5mdAoZHD7gGPijLpAmEjVqmRxDx9msPRqp5eHrS/2qkTg4OFUjdIJxexxgpD8ur4nquHb6+Px9n4rACBbIwcni+81sbAU8QQDN3dVxe6HAvyVqI4+L3qdsS1XMhFVmGRCPgtZTUVqucfrk8bcTM7PCvl5yFRmQKcS3o9El0tHGiSiCIIIiT9TJ/IyhD8IMrUX2cH0JYWicroFjy+bLX27ZpgNajy+bDYqp1tSchyZjMPE/PDjX/xz8xJfLtUo5dCKF7d4UsuZqbzYkLqZgaE4uVSo6H1e042Xd9di59G2kJ2P2/Y1YuG97+GF/9YBAL5qdODsR3bGFTdRJKXxx99BxvO8NHT4pMLofigAMGYqpIpQrNUvtpxXbFAlVd1l4jlac0gsHG2xw+nxQZPBYXyBPux5sTiSVBxzJJC+fxUEQYxopNEvYuBmuIsoizjIzkytiBpMX1I4KqdbcPZUM3ZVtaO524F8nbCEl4oKVCBTzHp8U98tjX8JFEvSyBdVct2Ppiwlepx9eO2bJth9ipiexxEx3qAkTZ15DJeoZY53unHLywcBAGa9Cr/70SScMyUfPp8P2w8048YX9w1Y3m2yObFqy+6Yha2l35eDWF9Tr4/Ha3vq0WZ3Q8YBUy26mKpzHMfBYlDjWGsv6jt6cVKUx/M8j1rRh1aWl5wPjfmiWlLwRYOZysuzlciM4EM069U42tKLxs7k5xOOBKgSRRBESJgBtyWKl4N5dlI9N28wfUmRkMs4zK8wYcnMIsyvMKVcQAHA1ELBHH2kdaC5PJnhw4xt+xrRIC6N/m1nHS578rOYkterWsV4g+zYs5gSObf1/z444HarzYkbnv8Gz/1nP6qOV+OuNw6mJLeLfa6b4xgKzCpgN73wNQDAxwM/++fhmCtgzF9Y2xbdzN7Z60aPUzivcabkfGh5SeSD9WdvnTDmZoJJFVE8snEzVht5ogiCGMOwi01HX/jATZ7npYt8boLt9+EYTF/SUCONf2kfOENP8pwlKKJYh6PbG3/yOhs8XGbKTEt8RSzNAw980oRHd7WjtTe84Iknt4t9rtt6PfDEIKLCdYi29LhiTq4vEmf2NcawlMqW8kwaObSa5Mbs5AXMnEyW/eLg4Yl5kXO5AkdGxZqLNZIhEUUQREhyspRQygWBEs7g3eP0SGNREg2CjMRg+ZKGmskWoRLV1utFS7/xLx0BnrN4/THJJK/bnR40i+brdMUbxNI80OP04c2DHTHtLxZ/XIFeqG66fUBLFFGTquT64mwxK8oWffCxFG+gVySdy5Wq0S88z+NbcVbh5PyBSeWBSBXsnuSHPI8EyBNFEERIOI5DgV6F2g4HGjp6Ma104GM6xG+46gwOmar0dG8Nli9pKNGqMlBsVKOu04H99Z0os+RJ90nLeQl0P8aTvD6/whR0H+vMM6hkyNWnNhGeEWtTwMRcNQ63Rn9sLP44hVyGXK0SLT0uNHT2otxiCvvYZF6/QIpEEdUkLiFGquoxEVWoS37MTv/RL4lWE+s6+tDt8CJDBpwQJdy0ICAd3+v1piWgdThBlSiCIMLCvlXWhwkmZKZnXZKm52gMhi9pqJlUIIx/OdhgC1oG6bAL3pJEhg8n0+F4TBo8nHxFJByxNgXccHoR8rXhRXq8/jj/5zqy+TlVHaKFAXEh0XxYUryBPvGMKEbg6JdkEsSZqXycQQF9lGwsVjUeK6NfSEQRBBEW5m8I9228PUWdYwQwRVzSO9waPP6lPSDMNF6S6XBkmVXpGDzMiNY8AAB5mXJU6Hhcc3JogZSIPy5WEZWqDlEptbzHA3eUHCxWiSoyqpJfzmOjXxzeJEVUJ4DopnLAX4lq7/PC7SERRRDEGIZ9g24KMzy1szc50zPhZ1pR6PEvbMk0ke7HWERKgU4ZsoLDMqLSGW8QrXmAA/CbyokYV1KMSxdOxkM/mQazPth7l4g/LvBzHYlUdYiaDcyHxaM1ig9LyojKTn6cEfNEub08uuIIWe0Pq0RNjGHYc65WBTkndDA220Z/VhT91SMIIiyF2cFZUf1hF3g9iaikYeNfqvuNf2FLpokY9yOJFMaqeXlwuwa2ozNPVDrjDYDozQMXza2ATqeDVqvFBSeX4ZPf/AD/XHkqHr50Jv658lR8fOv3424wkDLQuiObn9nrF8o2Hk8FTCGXIV8nBHPWR8hPcnt9sIpV3/H58c0EDIVaERCyGsXAH4mDjUJVclJ+ZlQRJZdxUlL6WAjcJGM5QRBhKeyXqdP/Yho4N49EVHKUZGciUyFDr9uHI002zDUa4PH6YGPDhxOMkGAi5c7XDwxYltUoZJiYk4HW1lZYLBZp+YjneVSJ8QbluVkpnYkY7hxjbR5g/rhkYKNfmmMweldOt2B2iR67a21Bt5sNaqw7b2rMAs5iUKOp2yV5nkLR2OmAlweUcg4FhtQM1s7VqtDj7E24KtTa40RzjwschCXnWP6dF+iF5zoWRr+QiCIIIixS5kuYwM2OXv9IknRfaEc7MhmHEwq02FNnw4GGLsydVILOvoDhw0lESASKlLo2G7z2Lvz9v6043ObEw5+1446zZNBoNDCZBHHS2uNCj9MLDkBFCioisZAKcRQr/s+1IKIiVVdcHh8ONQlLm9fOy0V5UT6KTfq4O0QLjRrsqbNF9GGxpbwCbQaUKZpVmKtV4nhbb8JVIZYPVajLQI4+tvDPAr0aqLeNidRyElEEQYSFGXC7HMLw1Mx+ne7+uXn0pyQVTDbrsKfOhm+twvgXlhGlVcmgTHJJTRIpFSa0tbUhW83hhn/XY1dNN7Yf0+JHGW1Qq9XIysqSlvLytRnISjLwcThikTrIBKN3pBrfR981we7yIVsjx0Un5aG8rDShqquUFSX6C0N96WAiyqJLXUckM7239iSWIL6vrhMAUGFSxTQrEBBGvwBCpW+0Q/V3giDCYsxUQJ0h/JkI9a1SGo6b4uHDYxXmizra1ge32y1lRKW6+9FoNGJqcQ6uPlmo/Dz+mRW1XS60tLTA7XZL416KUxD4OBzJ16kg4wAvH30g81t7hUTyBeOyoNNqE34fWGp5UwQfVk27IF6LDMl35jGSTS33d+apY5oVCABm49gJ3CQRRRBEWDiOk7qh6jsGLgcwEZWdFds3VCIybPzLsTYnPB6PVOlLtXFfLpcjNzcXF0zPwcnFWXB6eNz3UTO67b1ob2/HETGdutiYvniDoSRDLkO+KC4aIiyveX08dnzbAgA4rTQLmf1LsXFQZAwO3AxFdUBGVKped0lE9SYmog7EYSpnmPX+5VISUQRBjGnMETJ1OvrSMzdvrDLJLIxXaevzormrN8BzlvruR41Gg1yTCf97qgk6lRzfNvfh/w7a0drWjl3HBOEg42TgZKOvEgUABeKXg4YIvp1dx1rR0eeBVinDyeMM0GgSN3tLgZvd4UWUPyNKnTKPoTT6JQFB0+1wo7pd+PI0xaKLuTrG/ma0RRlePhogEUUQREQs4h9/a79lD57n0Sl+u83RUiUqFWhVGSgRl0IO1Hf6ux/V6el+NBqNKDdn4/pTcwEAz/y3GZe/UI2vG4SKyMv7O3Dm/R/GNGR3pFEomstDVVgZb+5tAADMK8mEQadNaomNLed1OX3ocYTObKoVBUtZrjbh4/RHElF9nrhElNfH419f1gEA9CoZCoyxnxML3GxNMil9JEAiiiCIiBQZQ3s5+txeOD3C77m61LRjE8Aks3CxOtBok5bzDJr0dD/KZDLk5uZi0QnZmGHWwAeg0xF80WvqcmDVlt2jTkgVSh6l0IZrnufxzoFmAMBp45JbygMAvToDWUpBhIVaQuzqdUtxFqkUUbnS/LzYU8u37WvEwnvfw52vHwAA2Jw+nP/knpg/A6zKZ3f50OMY3eZyElEEQURECibsZxJlpmeFjEOWavT5ZoYKafxLSy86xI6qRIYPx4parYbBmI36rtDVERY0eefrB+D1hYqdHJmwmIPm7tDLXF/XdsDa7YIqg8OpZQao1cktWXMcJ3UF1rYPFFG1orDKVsuhy0xdRySrRHX2eeCJQURt29eIVVt2D8gUa+52xSymdWoFMkXBONqzokhEEQQREUu/wE1Gh2R6lo3KDq6hYnqAubxNFFHZae5+/K7Di7a+8BdYHsL8xF1V7Wk9j8HEPxTYFbJC8+bX9QCAU4oyka3XxmyqjnxMUUS19Qy4j/mhzCmMNwAAU5Ygory8f5h1OLw+Hne+fiBkQnu8YrpAFG+jPbWcRBRBEBFh6c6t/UyiHTR8OC2wmIPjnU40d6e/EgUIreix0Nyd+OiQ4Yb05SCM+Xn7Qf9SXlZWbCGT0WBZUY22gWKGiahCvSKlHZHKDJn0+WmKMvplV1V72GHjQHximi3pjfbATfrLRxBERNiyh62fITaw/Z7SylNHkVGDLKUcHh9wqFmoWJjS3P2YH+Nw41gfNxJgn+u2Xg9cbk/Qfd9ZbTje7kCGDJhfrk96KY8RKSuKxRtY9MqUV3bzRF9UtNEvsYrkWB7HAjf7N6SMNkhEEQQREb06AxoFC9z0/xFmnXmGNHWOjVVkMg4n5AuVD694nTUlMfIlFuaW58BiUIcdUsxBqNzMLc9J63kMJnk6FTJkHHw80NRPXLzxtdCVNsuSiTyDNuak7mhIWVEhYg5qxFmFxUZ16kWUuLTWFGVpLZVims3+a+mOrco5UqG/fARBRITjOFjEb5WBmTqBc/NIRKWWKRZd0O+mNFeA5DIO686bCgADhBT7fd15U+OaFTfckcs45OkEcdTQL+Zgu9iVt2BcJrTa1HXKMR9WUwgfFjObl2SnvtOVdei1Rlm2TaWYZsulbD7haIX+8hEEERUWnlcXMIG+I2BuHomo1DLFYgj6PSfNlShAGFL8+LLZ0nvNMBvUeHzZbFROt6T9HAYbtuRU1+7/XNe29+Jgkx0yDjgthUt5gH85r0Wc2cfweH1oEL1I5fm6kNsmQ740+iWyiAoU0/2JV0ybA0TUaE4tp75kgiCiwszl1oBMHakSRcOHU860YqP0/yo5hz113Vg4SZv2SlDldAvOnmrGrqp2NHc7kK8Tqg6jqQIVSKFBg69qu9AYsMzFlvKm5athyU7dUh4gdKzJOMDjE2b26cQqV2OXAx4fjwwZYDEml0cVilyxkhnL6JfK6RbcfM4JuG/7d0G3mw1qrDtvasximgVustTyVHQ3Dkforx9BEFGRsqLETB2ZTBYUBEmkFuaPAQCnl8cVT38Fi+FgXBexRJHLOMyvMKX1GMOFwgCjN2P7gSYAwsBhrVab0qYJNrPPanOivqMXFYXC7Wwpz6xVQJGGWYVSanmvR/r3GwmvWDmamqfE5fPGYbwlN24xLY1+6RWqbqOnJSEYqsETBBGVohCZOqwSlZ05Or9hDhXb9jXipq17BtxuHaXJ4UMJ69Br6hY+1802B76qtQEATi/XJTUrLxyForioCciKYvEGFl1q4w0YgSIqFn/SZ8faAABnlOuwZGYR5leY4q5G5mpV4CDkU7WGSYUfDZCIIggiKuaAwE3mb+iwC0sD6W6/H0ukMuyQiA4Lv2S+nW1768EDOCFXhRKTFipV6r1ozBcVOLNPyogypD7eAAByxdmWrBIVCZfHh901XQCAk0v0Cb8GCrkMJvG4ozlwc8hF1GOPPYaysjKo1WrMmzcPu3btCvvYzZs3g+O4oJ/+pj+e57F27VpYLBZoNBosWrQIhw8fDnrMH/7wByxYsACZmZkwGo0hj1VTU4Nzzz0XmZmZyM/Px69//Wt4PJ6QjyWI0Q7rKmoJCCZkEQckolJHKsMOieiwSlSLmMb/9n4rAH9XXjryz4qyWcyBCzwviGGWEVVoUKW1EmVzeuH2RK5EfVPXCYfHB71KhokFySW1s9TyhlEcuDmkImrr1q1YvXo11q1bh927d+Okk07C4sWL0dzcHHYbvV6PxsZG6ae6ujro/g0bNuCRRx7Bxo0b8fnnnyMrKwuLFy+Gw+H/w+RyuXDxxRdj1apVIY/h9Xpx7rnnwuVy4dNPP8XTTz+NzZs3Y+3atal54gQxwmDtyj0uH7r7XHC4veh1C3+MB6NzbKyQyrBDIjrsc93e50WrrQ+fHxcqMKeVpmcpD/CLKGtA4CarRBUZVGkRbqYswdDu44HWKJ+dTw4L19/p+Spok0xqZxXs0Tw/b0hF1AMPPICVK1dixYoVmDp1KjZu3IjMzExs2rQp7DYcx8FsNks/BQUF0n08z+Ohhx7CbbfdhiVLlmDGjBl45pln0NDQgFdeeUV63J133ombbroJJ554YshjbN++HQcOHMCWLVswc+ZM/PCHP8Rdd92Fxx57DC7X6A4OI4hQ6NQKaFXiBPrOXqkKJeMAQ5rnuo0lxmJy+FCSq/UHbj7/RQ08Ph7jDApMLNClNNogkCJxCTEwcLO2XRAZZbmpy6QKRC7jJO9i/2DR/uwU/VAz/3979x7U1Jn/D/ydcEnQkIAiBBQQq/WyauVSEeW7tiMtdduf2rVd7dBqbzhameq6U7d2V516WaxO1113urbrrpcZ3WrtTde1tBZt166AiMICWusFBYWAAiHcL8nz+yPkQBQQMSEhvF8zmTbnPOfkJE8bPnmez/k8QQMf+DOwlJAoY06U7TU1NSErKwtxcXFtFyOXIy4uDmlpaZ0eV1NTg9DQUAQHB2P27NnIz8+X9hUUFECn01mdU6PRIDo6ustz3iktLQ0TJkywCtDi4+NhMBisXu9OjY2NMBgMVg8iV2EZmr9ZWW+1bh4XH7ad/lg53JHkcpm0xtvBc6135YWa78qzV+0zS9XystYilIaGZujrzT9KhvvZvkaUhaXgZlkX+UlNLSYpsT5ymPcD54QFtJsutUxduhqHBVG3b9+G0Wi0ClQAICAgADqdrsNjRo8ejZ07d+LQoUPYu3cvTCYTpk6dihs3zHU9LMfdzzk7otPpOjxH+9foSHJyMjQajfQIDg7u9msSOTvL1MfNilqp0KZaycWHbak/Vg53tIDWquWlNeZAJiZkoN2m8oC2ZPbqRvPUuKW8gUYph2ag/abGpaVfuljLLruoEo0tJmgUcowOVD9wfpZlOu+2C1ct71PffjExMViwYAEmTZqE6dOn4/PPP8eQIUPw0UcfOfrSAACrVq1CVVWV9CgqKnL0JRHZjCW5XFfdiEpp3TwGUbbWHyuHO0pKXgnO62qstm04UYrvr+jt9preSg94t06N36ysk4KoQG8Pu47qWoKorpZ+OXX5NgBgfIASAx8wHwpom85z5arlDquS5+fnBzc3N5SWllptLy0thVar7dY5PDw8EB4ejsuXLwOAdFxpaSkCA9u+aEpLSzFp0qRuX5tWq73rLkHLdXZ1bQqFwi63xBI5g0BLrajqJpTXmH/NqhUMouyhv1UOd4SUvBIs2Xv2rnISt2pbsPSf2dgul9stYA3UKFFdVouiilro6s19GujtaZc78ywseXQVdZ0HUelXzEHUpKABNvlb1r7gZndHoowm0af+u3fYt5+npyciIyORmpoqbTOZTEhNTUVMTEy3zmE0GpGbmysFTGFhYdBqtVbnNBgMyMjI6PY5AfOIV25urtVdgseOHYNarca4cR2vK0Tk6qRcjppmqVo5182zH0vl8J4WO6TOdVWPy8Ke9bgsxWuLymul6vRBavvUiLKw5ESV17Z0mJ/U2GLEuRvmuxMjh3nbZLkby9Iv1Y0m1Dbc+6aslLwSxL53HC/sSMey/dl4YUc6Yt877tQFZh367bdixQrs2LEDe/bswYULF7BkyRLU1tbilVdeAQAsWLAAq1atktqvW7cO33zzDa5evYqzZ8/ixRdfxPXr1/H6668DMN+5t3z5cmzYsAGHDx9Gbm4uFixYgKCgIMyZM0c6T2FhIbKzs1FYWAij0Yjs7GxkZ2ejpsY8rPvkk09i3LhxeOmll5CTk4Ovv/4av//977F06VKONFG/ZVk/r6ymGZW15rttNAyiqA9ydD0uy3IzOkOjVCNqqI+yV6bzKuo6TvLOLtSjsUVAo5DjYe2D50MBgFrpDqW7+fuhq1wsoG1k8M5+cfZK/Q5d9GrevHm4desW1qxZA51Oh0mTJiElJUVK4i4sLLT6gq6srERiYiJ0Oh18fX0RGRmJU6dOWY0OrVy5ErW1tVi0aBH0ej1iY2ORkpJidavmmjVrsGfPHul5eHg4AODEiRN47LHH4ObmhiNHjmDJkiWIiYnBwIEDsXDhQqxbt87eHwmR0wqUVmVvaVs3T8l186jvcXQ9rmHtakUVVpj/XxrmY9+yFXcu/XLnj59Tl28BACYEKKFS2abUgkwmg79agcKKehTr6/Gz0I7b3atSvwzmkcEnxmmdbkTW4d+ASUlJSEpK6nDfd999Z/V869at2Lp1a5fnk8lkWLduXZcBz+7du7F79+4uzxMaGoqjR4922YaoP7FUd65rNqGodckKH9aIoj7I0fW4LDdplBiacFNvDtRGBKjt8loWlum8ivqOl36x1IcKHzrQJlN5FlpLEFVZ22mb+xkZdLbFsTkOT0TdMlDhDu/WkaefSs1T3xovh/8OI7pvjq7HNax1Ou+n2w1oMQm4y4Gg1pxDe7GMRFU3mtDQbL2EWUOzETmt+VARw2y7ZqAlL6rM0HnBTUePDD4IBlFE1G2BrYUJ65rNv2T9vJkjSH2Po+txWUaimozmCSz/ge7w9LDvDxIfLw+4t76fW3fkJ2UXmfOhfJVyPKzV2DQ3yzKCXdZFaQVHjww+CAZRRNRtd9YuGjTQ+b7UiLrDkfW4/L2VcGsXnwV6e9i1vAFgrs4+aGDr0i9V1gsCn7rUlg9li/pQ7bVVLW/qtFaUZWSwM85cqZ9j8UTUbZZflRZ+TvjLkKi7HFWPy611uZniKvMUV5BG0SvLJw1RKVBW3YSyO0ai2q+XZ+s70C0FN2/XdpzQDrSNDC7ee7bT8zhrpX4GUUTUbZb6NoD516FmgO0SUIkcwVKPq7cFapRSEAUAMnkvBFHeCqCk2iqIap8PFRlsm/pQ7Wk15qDsXlXLp47whcJdhsYW63v0fJRu+MMvJzhtpX5O5xFRtwW2C6K8FW7wcOfiw0T3KyWvBPkl1dLzf13Q4/82n7B7LSRLDuPt2rb8pHOFejQZBXy95Bhl43wooC2xvKKuBS0tLZ22+yKrEI0tAkFqD2yKD8TEQPO04hMjVXhspK9Nr8mWGEQRUbcFtQui1Eo5C20S3SdLUcmGZutRmd4oKmlJzC5vF0SdumxemWOiHfKh2r9mswkor+n4Dj0hBPZn3gAAPDPGB1PCBuFXkUMBAOeK69HY2PmdfY7Gb0Ai6jb/dnfjuckA0elN4kR0p3sVlQTsu9yMVCuq3dIvaVfa8qFsPZUHAJ7ucgwaYE5o11XVd9gm62oZLpTVw0Muw+NhA6BWq/HYWPM6tZcrmlB0S99hlXVnwCCKiLolJa8EL/0jQ3p+Xd+Mx/940mmXYyByNo5ebsZSK6q8zpyf1NBsRM5NAwAgMlhtt2XNAlpLoxTrOw6i9mVcBwD8fIQaQ7zNI2JDB6nw0GDzKFZGQWWXU4GOxCCKiO7JMgWhu6NgXqmh0anXtSJyJo4uKmkJoirrjTCZTDhbWIlmo8BgLzeM0mrsNj1vyYvqqGp5ZU0Dvjp/GwAwc5QKKpW52KdMJkNMmDkXKrOoxmmn9BhEEVGXHD0FQeQqHF1U0jKdV1lnXvpFqg+lVWLAAPtVTLfU4rrVQcHNTzOvoaFFINRXgfEBSnh7e0v7fv7wEABAVnEd6us7HsVyNAZRRNQlR09BELkKRy83YxmJqm02obahqV19qAF2m8oD2urL3apptsptMplM2H/mJgDgmdEaeHl5wcur7eaVqaP84eEmQ3mdEedvVDhlXhSDKCLqkqOnIIhchaOXm1Er3eHpZv6zX1RRh5wb5nyoqGCNXZLKLSzTeXdWLU+/XIYr5Q1QuMswfbgXNBrrKUWVlwKTglTmttf0TjmlxyCKiLrk6CkIIlfiyOVmZDIZ/FTmYOmb82VoMQkMHuCGkXbMhwKAAI111XKLfenmhPLHR6gx2NurwxILsSPNhVCzbtY5ZRDFiuVE1CXLFISuqqHDvCgZzH8AnHFdKyJn5KjlZgDAT+WJ4qoGpJxvqw9lz3wooN3SL625WABw21CHby6apxPjRw6Et7c3PDw87jr25w/7Y+uJa8jR1aOquhYajcau13q/OBJFRF1y9BQEkSuyLDcze9JQxDw0uNf+/7GMGF8pN0+/hw+1T32o9ixBVFWDEfWNzQCAA6evo9koMMpPibH+XlYJ5e1NCB4EXy83NLYInLlWbjWS5QwYRBHRPTlyCoKIbGeQyjpgihimtnsQ5TPAA55u5iBRV1UPk8mEA60J5TMfVkOlUkGp7DgdwN3dDdGh5tGn04XVTjelx+k8IuoWR05BENGDS8krwdFc65puK45cxzp3td1zsfy9Fbihb4Cuqh5ltToU6hvh5SHH9OHmCuUyWeffI7Gj/JDyY4WUF2Xv6cf7wZEoIuo2R01BENGDsRTMrWm0ng67VdPcKwVz2wpu1mFva0J53Eg1fFVe9wyKpo8OAABcLm9E8e0qu17n/WIQRURE5MKcoWCuJRXgvK4aJy6Za8rFjxwItVoNd/euJ8WGDfZG2CAFBID0gko0Nzfb7TrvF4MoIiIiF+YMBXP9W9fPO5hzGy0mYOwQJUb7D4RKpbrnsTKZDFNbl4A5XeRceVEMooiIiFyYowvmpuSV4NMscyJ5k9E82lVU1YTMkuZuV0r/v9YlYM4V1zvVEjAMooiIiFyYIwvmWnKxqhtarLbXNJnwu6MF+Dpf163zTBsVAA+5DGW1LfjxZqXTLAHDIIqIiMiFOWrNvq5ysSy6m4vlPUCBiUHmiubp1/Voarp7MWNHYBBFRETkwhxVMNfWuVixI/0AAGeKap0mL4pBFBERkYtzRMFcW+di/bw1L+p/unpU19T2+LpsicU2iYiI+oHeLphr61ysR0IGQ6N0Q1WDEWeulSNQG2DXhZO7gyNRRERE/URvFsy1dS5W+yVgMq4bnGJKj0EUERER2Zw9crFiR5nzoixLwDgagygiIiKyC1vnYj3WugTMpfJGlJQ7fgkY5kQRERGR3dgyFyvYzxuhvgpcr2xE2tUKjAodes9lY+yJQRQRERHZlSUX60HJZDJMHeGL61k6ZBbVYF5jo0ODKE7nERERUZ/x81HmUgdphTX44mwR0q6U23Xx5K5wJIqIiIj6jHqj+Z/6BhN+/+8rAK4gUKPE2v83zi71rrrCkSgiIiLqE1LySvCbg7l3bddVNWDJ3rNIySvp1ethEEVEREROr6u1+CzbursWn60wiCIiIiKnZ+u1+GyBQRQRERE5PVuvxWcLDKKIiIjI6dl6LT5bYBBFRERETs/Wa/HZAoMoIiIicnr2WIvvQTGIIiIioj7B1mvxPSgW2yQiIqI+w5Zr8T0opxiJ+uCDDzB8+HAolUpER0fj9OnTnbbdvXs3ZDKZ1UOptI5IhRBYs2YNAgMD4eXlhbi4OFy6dMmqTUVFBRISEqBWq+Hj44PXXnsNNTU10v5r167d9ToymQzp6em2ffNERER0Xyxr8c2eNBQxDw12SAAFOEEQdeDAAaxYsQJr167F2bNn8cgjjyA+Ph5lZWWdHqNWq1FSUiI9rl+/brV/8+bN2LZtGz788ENkZGRg4MCBiI+PR0ND222PCQkJyM/Px7Fjx3DkyBH85z//waJFi+56rW+//dbqtSIjI2335omIiKjvEg42efJksXTpUum50WgUQUFBIjk5ucP2u3btEhqNptPzmUwmodVqxZYtW6Rter1eKBQK8fHHHwshhDh//rwAIDIzM6U2X331lZDJZOLmzZtCCCEKCgoEAHHu3Lkev7eqqioBQFRVVfX4HERERNS7uvv326EjUU1NTcjKykJcXJy0TS6XIy4uDmlpaZ0eV1NTg9DQUAQHB2P27NnIz8+X9hUUFECn01mdU6PRIDo6WjpnWloafHx8EBUVJbWJi4uDXC5HRkaG1WvNmjUL/v7+iI2NxeHDh7t8P42NjTAYDFYPIiIick0ODaJu374No9GIgIAAq+0BAQHQ6XQdHjN69Gjs3LkThw4dwt69e2EymTB16lTcuHEDAKTjujqnTqeDv7+/1X53d3cMGjRIaqNSqfD+++/j4MGD+Pe//43Y2FjMmTOny0AqOTkZGo1GegQHB9/Hp0FERER9SZ+7Oy8mJgYxMTHS86lTp2Ls2LH46KOPsH79epu9jp+fH1asWCE9f/TRR1FcXIwtW7Zg1qxZHR6zatUqq2MMBgMDKSIiIhfl0JEoPz8/uLm5obS01Gp7aWkptFptt87h4eGB8PBwXL58GQCk47o6p1arvStxvaWlBRUVFV2+bnR0tPQ6HVEoFFCr1VYPIiIick0ODaI8PT0RGRmJ1NRUaZvJZEJqaqrVaFNXjEYjcnNzERhoLrAVFhYGrVZrdU6DwYCMjAzpnDExMdDr9cjKypLaHD9+HCaTCdHR0Z2+VnZ2tvQ6RERE1L85fDpvxYoVWLhwIaKiojB58mT86U9/Qm1tLV555RUAwIIFCzB06FAkJycDANatW4cpU6Zg5MiR0Ov12LJlC65fv47XX38dACCTybB8+XJs2LABo0aNQlhYGFavXo2goCDMmTMHADB27Fg89dRTSExMxIcffojm5mYkJSVh/vz5CAoKAgDs2bMHnp6eCA8PBwB8/vnn2LlzJ/7+97/38idEREREzsjhQdS8efNw69YtrFmzBjqdDpMmTUJKSoqUGF5YWAi5vG3ArLKyEomJidDpdPD19UVkZCROnTqFcePGSW1WrlyJ2tpaLFq0CHq9HrGxsUhJSbEqyrlv3z4kJSVhxowZkMvlmDt3LrZt22Z1bevXr8f169fh7u6OMWPG4MCBA3juuefs/IkQERFRXyATQghHX4SrMhgM0Gg0qKqqYn4UERFRH9Hdv98Or1hORERE1BcxiCIiIiLqAYfnRLkyy0wpK5cTERH1HZa/2/fKeGIQZUfV1dUAwIKbREREfVB1dTU0Gk2n+5lYbkcmkwnFxcXw9vaGTCaz2XktldCLioqYsO4E2B/Ohf3hfNgnzoX9cW9CCFRXVyMoKMiqQsCdOBJlR3K5HMOGDbPb+VkV3bmwP5wL+8P5sE+cC/uja12NQFkwsZyIiIioBxhEEREREfUAg6g+SKFQYO3atVAoFI6+FAL7w9mwP5wP+8S5sD9sh4nlRERERD3AkSgiIiKiHmAQRURERNQDDKKIiIiIeoBBFBEREVEPMIjqgz744AMMHz4cSqUS0dHROH36tKMvyeUkJyfj0Ucfhbe3N/z9/TFnzhxcvHjRqk1DQwOWLl2KwYMHQ6VSYe7cuSgtLbVqU1hYiKeffhoDBgyAv78/3nrrLbS0tPTmW3FJmzZtgkwmw/Lly6Vt7I/edfPmTbz44osYPHgwvLy8MGHCBJw5c0baL4TAmjVrEBgYCC8vL8TFxeHSpUtW56ioqEBCQgLUajV8fHzw2muvoaamprffikswGo1YvXo1wsLC4OXlhYceegjr16+3WvuNfWIHgvqU/fv3C09PT7Fz506Rn58vEhMThY+PjygtLXX0pbmU+Ph4sWvXLpGXlyeys7PFL37xCxESEiJqamqkNosXLxbBwcEiNTVVnDlzRkyZMkVMnTpV2t/S0iLGjx8v4uLixLlz58TRo0eFn5+fWLVqlSPekss4ffq0GD58uJg4caJYtmyZtJ390XsqKipEaGioePnll0VGRoa4evWq+Prrr8Xly5elNps2bRIajUZ8+eWXIicnR8yaNUuEhYWJ+vp6qc1TTz0lHnnkEZGeni5OnjwpRo4cKV544QVHvKU+b+PGjWLw4MHiyJEjoqCgQBw8eFCoVCrx5z//WWrDPrE9BlF9zOTJk8XSpUul50ajUQQFBYnk5GQHXpXrKysrEwDE999/L4QQQq/XCw8PD3Hw4EGpzYULFwQAkZaWJoQQ4ujRo0IulwudTie12b59u1Cr1aKxsbF334CLqK6uFqNGjRLHjh0T06dPl4Io9kfv+u1vfytiY2M73W8ymYRWqxVbtmyRtun1eqFQKMTHH38shBDi/PnzAoDIzMyU2nz11VdCJpOJmzdv2u/iXdTTTz8tXn31Vattv/zlL0VCQoIQgn1iL5zO60OampqQlZWFuLg4aZtcLkdcXBzS0tIceGWur6qqCgAwaNAgAEBWVhaam5ut+mLMmDEICQmR+iItLQ0TJkxAQECA1CY+Ph4GgwH5+fm9ePWuY+nSpXj66aetPneA/dHbDh8+jKioKDz//PPw9/dHeHg4duzYIe0vKCiATqez6g+NRoPo6Gir/vDx8UFUVJTUJi4uDnK5HBkZGb33ZlzE1KlTkZqaip9++gkAkJOTgx9++AEzZ84EwD6xFy5A3Ifcvn0bRqPR6o8AAAQEBODHH3900FW5PpPJhOXLl2PatGkYP348AECn08HT0xM+Pj5WbQMCAqDT6aQ2HfWVZR/dn/379+Ps2bPIzMy8ax/7o3ddvXoV27dvx4oVK/DOO+8gMzMTb775Jjw9PbFw4ULp8+zo827fH/7+/lb73d3dMWjQIPZHD7z99tswGAwYM2YM3NzcYDQasXHjRiQkJAAA+8ROGEQR3cPSpUuRl5eHH374wdGX0m8VFRVh2bJlOHbsGJRKpaMvp98zmUyIiorCH/7wBwBAeHg48vLy8OGHH2LhwoUOvrr+6ZNPPsG+ffvwz3/+Ez/72c+QnZ2N5cuXIygoiH1iR5zO60P8/Pzg5uZ21x1HpaWl0Gq1Droq15aUlIQjR47gxIkTGDZsmLRdq9WiqakJer3eqn37vtBqtR32lWUfdV9WVhbKysoQEREBd3d3uLu74/vvv8e2bdvg7u6OgIAA9kcvCgwMxLhx46y2jR07FoWFhQDaPs+uvqu0Wi3Kysqs9re0tKCiooL90QNvvfUW3n77bcyfPx8TJkzASy+9hF//+tdITk4GwD6xFwZRfYinpyciIyORmpoqbTOZTEhNTUVMTIwDr8z1CCGQlJSEL774AsePH0dYWJjV/sjISHh4eFj1xcWLF1FYWCj1RUxMDHJzc62+lI4dOwa1Wn3XHyDq2owZM5Cbm4vs7GzpERUVhYSEBOnf2R+9Z9q0aXeV/Pjpp58QGhoKAAgLC4NWq7XqD4PBgIyMDKv+0Ov1yMrKktocP34cJpMJ0dHRvfAuXEtdXR3kcus/6W5ubjCZTADYJ3bj6Mx2uj/79+8XCoVC7N69W5w/f14sWrRI+Pj4WN1xRA9uyZIlQqPRiO+++06UlJRIj7q6OqnN4sWLRUhIiDh+/Lg4c+aMiImJETExMdJ+yy31Tz75pMjOzhYpKSliyJAhvKXeRtrfnScE+6M3nT59Wri7u4uNGzeKS5cuiX379okBAwaIvXv3Sm02bdokfHx8xKFDh8T//vc/MXv27A5vpw8PDxcZGRnihx9+EKNGjeLt9D20cOFCMXToUKnEweeffy78/PzEypUrpTbsE9tjENUH/eUvfxEhISHC09NTTJ48WaSnpzv6klwOgA4fu3btktrU19eLN954Q/j6+ooBAwaIZ599VpSUlFid59q1a2LmzJnCy8tL+Pn5id/85jeiubm5l9+Na7oziGJ/9K5//etfYvz48UKhUIgxY8aIv/3tb1b7TSaTWL16tQgICBAKhULMmDFDXLx40apNeXm5eOGFF4RKpRJqtVq88sororq6ujffhsswGAxi2bJlIiQkRCiVSjFixAjxu9/9zqp8B/vE9mRCtCtnSkRERETdwpwoIiIioh5gEEVERETUAwyiiIiIiHqAQRQRERFRDzCIIiIiIuoBBlFEREREPcAgioiIiKgHGEQRERER9QCDKCLqd27duoUlS5YgJCQECoUCWq0W8fHx+O9//wsAkMlk+PLLLx17kUTk9NwdfQFERL1t7ty5aGpqwp49ezBixAiUlpYiNTUV5eXljr40IupDOBJFRP2KXq/HyZMn8d577+Hxxx9HaGgoJk+ejFWrVmHWrFkYPnw4AODZZ5+FTCaTngPAoUOHEBERAaVSiREjRuDdd99FS0uLtF8mk2H79u2YOXMmvLy8MGLECHz66afS/qamJiQlJSEwMBBKpRKhoaFITk7urbdORDbGIIqI+hWVSgWVSoUvv/wSjY2Nd+3PzMwEAOzatQslJSXS85MnT2LBggVYtmwZzp8/j48++gi7d+/Gxo0brY5fvXo15s6di5ycHCQkJGD+/Pm4cOECAGDbtm04fPgwPvnkE1y8eBH79u2zCtKIqG/hAsRE1O989tlnSExMRH19PSIiIjB9+nTMnz8fEydOBGAeUfriiy8wZ84c6Zi4uDjMmDEDq1atkrbt3bsXK1euRHFxsXTc4sWLsX37dqnNlClTEBERgb/+9a948803kZ+fj2+//RYymax33iwR2Q1Hooio35k7dy6Ki4tx+PBhPPXUU/juu+8QERGB3bt3d3pMTk4O1q1bJ41kqVQqJCYmoqSkBHV1dVK7mJgYq+NiYmKkkaiXX34Z2dnZGD16NN5880188803dnl/RNQ7GEQRUb+kVCrxxBNPYPXq1Th16hRefvllrF27ttP2NTU1ePfdd5GdnS09cnNzcenSJSiVym69ZkREBAoKCrB+/XrU19fjV7/6FZ577jlbvSUi6mUMooiIAIwbNw61tbUAAA8PDxiNRqv9ERERuHjxIkaOHHnXQy5v+ypNT0+3Oi49PR1jx46VnqvVasybNw87duzAgQMH8Nlnn6GiosKO74yI7IUlDoioXykvL8fzzz+PV199FRMnToS3tzfOnDmDzZs3Y/bs2QCA4cOHIzU1FdOmTYNCoYCvry/WrFmDZ555BiEhIXjuuecgl8uRk5ODvLw8bNiwQTr/wYMHERUVhdjYWOzbtw+nT5/GP/7xDwDAH//4RwQGBiI8PBxyuRwHDx6EVquFj4+PIz4KInpADKKIqF9RqVSIjo7G1q1bceXKFTQ3NyM4OBiJiYl45513AADvv/8+VqxYgR07dmDo0KG4du0a4uPjceTIEaxbtw7vvfcePDw8MGbMGLz++utW53/33Xexf/9+vPHGGwgMDMTHH3+McePGAQC8vb2xefNmXLp0CW5ubnj00Udx9OhRq5EsIuo7eHceEZGNdHRXHxG5Lv78ISIiIuoBBlFEREREPcCcKCIiG2F2BFH/wpEoIiIioh5gEEVERETUAwyiiIiIiHqAQRQRERFRDzCIIiIiIuoBBlFEREREPcAgioiIiKgHGEQRERER9QCDKCIiIqIe+P8RHA38BW6tgwAAAABJRU5ErkJggg==", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 8 where loss is averaged over 1 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 4.628806833003182 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.26957004104042426 secs\n", + "--------------------------------------------------\n", + "F1 Score = 0.846\n", + "ROC AUC = 0.925\n", + "Accuracy Score = 0.844\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 8 where loss is averaged over 4 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 18.483384541992564 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.24606745899654925 secs\n", + "--------------------------------------------------\n", + "F1 Score = 0.938\n", + "ROC AUC = 0.996\n", + "Accuracy Score = 0.938\n", + "\n", + "\n" ] }, { - "ename": "UnboundLocalError", - "evalue": "cannot access local variable 'callback' where it is not associated with a value", - "output_type": "error", - "traceback": [ - "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", - "\u001b[0;31mUnboundLocalError\u001b[0m Traceback (most recent call last)", - "Cell \u001b[0;32mIn[16], line 40\u001b[0m\n\u001b[1;32m 38\u001b[0m \u001b[38;5;28mprint\u001b[39m(\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124m=\u001b[39m\u001b[38;5;124m\"\u001b[39m \u001b[38;5;241m*\u001b[39m \u001b[38;5;241m50\u001b[39m)\n\u001b[1;32m 39\u001b[0m \u001b[38;5;66;03m# Get optimizer options\u001b[39;00m\n\u001b[0;32m---> 40\u001b[0m cb, optimizer \u001b[38;5;241m=\u001b[39m \u001b[43mget_optimizer_options\u001b[49m\u001b[43m(\u001b[49m\u001b[43mopt\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m 41\u001b[0m \u001b[38;5;28;01mif\u001b[39;00m cb \u001b[38;5;129;01mis\u001b[39;00m \u001b[38;5;129;01mnot\u001b[39;00m \u001b[38;5;28;01mNone\u001b[39;00m \u001b[38;5;129;01mand\u001b[39;00m cb \u001b[38;5;241m==\u001b[39m \u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mSPSACallback\u001b[39m\u001b[38;5;124m\"\u001b[39m:\n\u001b[1;32m 42\u001b[0m callb \u001b[38;5;241m=\u001b[39m QKTCallback()\n", - "Cell \u001b[0;32mIn[9], line 30\u001b[0m, in \u001b[0;36mget_optimizer_options\u001b[0;34m(optimizer_type)\u001b[0m\n\u001b[1;32m 21\u001b[0m optimizer \u001b[38;5;241m=\u001b[39m partial(\n\u001b[1;32m 22\u001b[0m L_BFGS_B,\n\u001b[1;32m 23\u001b[0m maxfun\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m15000\u001b[39m,\n\u001b[0;32m (...)\u001b[0m\n\u001b[1;32m 27\u001b[0m eps\u001b[38;5;241m=\u001b[39m\u001b[38;5;241m1e-08\u001b[39m,\n\u001b[1;32m 28\u001b[0m )\n\u001b[1;32m 29\u001b[0m callback \u001b[38;5;241m=\u001b[39m \u001b[38;5;28;01mNone\u001b[39;00m\n\u001b[0;32m---> 30\u001b[0m \u001b[38;5;28;01mreturn\u001b[39;00m \u001b[43mcallback\u001b[49m, optimizer\n", - "\u001b[0;31mUnboundLocalError\u001b[0m: cannot access local variable 'callback' where it is not associated with a value" + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 8 where loss is averaged over 8 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 36.80213741597254 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.24620125000365078 secs\n", + "--------------------------------------------------\n", + "F1 Score = 0.815\n", + "ROC AUC = 0.996\n", + "Accuracy Score = 0.812\n", + "\n", + "\n" ] + }, + { + "data": { + "image/png": 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48eMbtA3GiImJgbOzs7mbUS/Yg2RmKrWA6O2p0PeflgBABCB6eyoGBsg53EZE1ASYq8ffy8sLGzduxBdffKFdqVVSUoLvv/8e7du3b7DPbanYg2RmiRl51XqO7iUAyC4oQWJGXuM1ioiI9DJnj39wcDC8vLywZcsW7bEtW7agffv26NGjh05ZtVqNBQsWwNfXF3Z2dujevTt+/PFH7XmVSoWXX35Ze75Tp0748ssvdeoYP348hgwZgiVLlkChUMDFxQVTpky5r5VhWVlZiIyMhIODA5ycnPDCCy8gJydHe/7EiRN47LHH4OjoCCcnJ/Ts2RPHjh0DAGRmZmLw4MFo3bo1WrVqhQcffBC///67yW2pDXuQzCy3yHBwZEo5IiIyniAIuFOuMqqsSi1g7i+nauzx//CXVDzk72pUj7+dtaTOq61eeuklrFmzBqNHjwYArF69GhMmTMDevXt1yi1YsACxsbFYuXIlOnbsiL/++gtjxoyBm5sbBgwYALVajXbt2uGHH36Ai4sLDh06hFdeeQUKhQIvvPCCtp49e/ZAoVBgz549SEtLw4gRIxAUFISoqKg6tRuoDNo0wdG+fftQUVGBKVOmYMSIEdr2jx49Gj169MCKFSsgkUiQnJwMa2trAJVDiWVlZfjrr7/QqlUrpKamwsHBoc7tMBYDJDNzd5TWazkiIjLenXIVAub8US91CQCUhSXo+uFOo8qnzguHvU3dvobHjBmDWbNmITMzEwBw8OBBbNy4USdAKi0txSeffII///wToaGhAIAOHTrgwIED+PbbbzFgwABYW1sjOjpae42vry8SEhKwefNmnQCpdevW+PrrryGRSNC5c2cMGjQI8fHxJgVI8fHxOHnyJDIyMuDl5QUAWLt2LR588EEcPXoUvXv3RlZWFt5991107twZANCxY0ft9VlZWRg2bBi6du2qvaeGxADJzPr4toFCJoWyoETvXyVA5dh2H982jdouIiJqetzc3DBo0CDExMRAEAQMGjQIrq6uOmXS0tJw+/ZtDBw4UOd4WVmZzlDc8uXLsXr1amRlZeHOnTsoKytDUFCQzjUPPvigTiZqhUKBkydPmtT206dPw8vLSxscAUBAQACcnZ1x+vRp9O7dG9OnT8fEiROxbt06hIWFYfjw4fDz8wMAvPnmm5g0aRJ27tyJsLAwDBs2DN26dTOpLcZggGRmErEIcwcHYFJsEkSA3iCpi0crTtAmImoAdtYSpM4LN6psYkYexq85Wmu5mAm9jfqj1s7atC0wXnrpJbz++usAKoOcqoqLiwEAv/32G9q2batzztbWFgCwceNGvPPOO/jss88QGhoKR0dHLF68GEeOHNEprxne0hCJRFCr1Sa12xgffvghXnzxRfz222/YsWMH5s6di40bN2Lo0KGYOHEiwsPD8dtvv2Hnzp1YsGABPvvsM7zxxhsN0hZO0m4CIgIVWDEmGHKZ7jCas13lL+buczew8chFM7SMiMiyiUQi2NtYGfV6uKMbFDIpDP25KkJlj//DHd2Mqs/UbM8REREoKytDeXk5wsOrB3cBAQGwtbVFVlYW/P39dV6a3puDBw+iX79+mDx5Mnr06AF/f3+kp6eb1B5jdenSBZcuXcKlS5e0x1JTU5Gfn4+AgADtsQceeADTpk3Dzp078dxzz2HNmjXac15eXnjttdewZcsWvP3221i1alWDtZc9SE1ERKACAwPk1TJpf/bHGXyz7wJmb0tFBzcH9OngWntlRERU72rq8deEOnMHBzR4j79EIsHp06e1/78qR0dHvPPOO5g2bRrUajX69++PgoICHDx4EE5OThg3bhw6duyItWvX4o8//oCvry/WrVuHo0ePwtfX977bp1KpkJycrHPM1tYWYWFh6Nq1K0aPHo2lS5eioqICkydPxoABA9CrVy/cuXMH7777Lp5//nn4+vri8uXLOHr0KIYNGwYAmDp1Kp566ik88MADuHnzJvbs2YMuXbrcd3sNYYDUhEjEIoT66e4w/U54Z5zLKcSfZ67j1XXHsf3Nh9GuNTdaJCIyB02Pf9U8SPJG3vnAycmpxvMfffQR3NzcsGDBAly4cAHOzs4IDg7G+++/DwB49dVX8ffff2PEiBEQiUQYNWoUJk+ejB07dtx324qLi6ulHfDz80NaWhq2bduGN954A4888gjEYjEiIiLw1VdfAagM9m7cuIGxY8ciJycHrq6ueO6557STyVUqFaZMmYLLly/DyckJERER+OKLL+67vYaIBEFo2PSfFqqwsBAymQwFBQW1/qLer1ulFRi6fD/O5d5GR1c7/DTlYZy6Wsg924iI6qCkpAQZGRnw9fWFVHp/K4O5d2bTVtOzNvb7mz1IzUArWyuseakvnvnyL5y/fge95+9CacXduJZ7thERNS59Pf5kWThJu5lo62yHiQ9X5ny4NzgCuGcbERFRfWOA1Eyo1AJij2TpPacJl6K3pzb4holEREQtAQOkZoJ7thERETUeBkjNBPdsIyIiajycpN1MGLsXm73N3ZwY9b3Kgqs2iIiopWCA1EwYs2cbALyzORnvDwqAo601PvpNN0/H/ax2i0vJrpb3g6vniIjIUnGIrZnQZHAFUC3Nvea9m4M1CkpUmPnTSUz+PqnanCVTV7vFpWRjUmz91UdERNTUMUBqRgzt2SaXSbFyTDAOzQrDtMd9DF5vymo3lVpA9PZUvb1WXD1HRESWikNszYyhPds0c4H6+MmB3RcNXn/vajdjkpzVZfUck6YRUXOlUqkadJf6qsRisd591BqbSCTCzz//jCFDhpi7KU0OA6RmqKYMrvW92o2r54jI0qlUKly+fBnl5eWN9pnW1tZo166dUUHS4MGDUV5ejri4uGrn9u/fj0ceeQQnTpxAt27d6tyO7OxstG7dus7XtQQMkCyMsavd1PcMidW0Ok1k5CI1Yz+XiKipUavVKC8vh1gshpVVw38tVlRUoLy8HGq12qgA6eWXX8awYcNw+fJltGvXTufcmjVr0KtXrzoHR2VlZbCxsYFcLq/TdS0J5yBZGM1qt9rimnd+OIGPtp/CT0mX0f/T3Ri16jDe2piMUasOo/+nu/HjsUv4+NdUvL0pucZ6RKhczdbHt0193QIRkVlYWVk12qsunnnmGbi5uSEmJkbneHFxMX744QcMGTIEo0aNQtu2bWFvb4+uXbtiw4YNOmUfffRRvP7665g6dSpcXV0RHh4OoHKIbevWrdpyM2fOxAMPPAB7e3t06NABs2fP1ulZ+/DDDxEUFIR169bBx8cHMpkMI0eORFFRkbaMWq3GokWL4O/vD1tbW7Rv3x7z58/Xnr906RJeeOEFODs7o02bNoiMjMTFixfr9DNpDAyQLIwxq90ecJNCJQD/PXgRb28+UW2OUXZBCd758R/834EMlKsB3za2euvTmDs4gPmQiIgaiJWVFcaOHYuYmBgIwt3e/x9++AEqlQpjxoxBz5498dtvvyElJQWvvPIK/vWvfyExMVGnnu+++w42NjY4ePAgVq5cqfezHB0dERMTg9TUVHz55ZdYtWoVvvjiC50y6enp2Lp1K3799Vf8+uuv2LdvHxYuXKg9P2vWLCxcuBCzZ89Gamoqvv/+e3h4eAAAysvLER4eDkdHR+zfvx8HDx6Eg4MDIiIiUFZWVl8/snohEu79aZPRCgsLIZPJUFBQACcnJ3M3p5ra8hbF/XMZUzacgKqGp28lBhYO8sWgYF/sS8+vVp9YBCx/MRhPdWUeJCJq+kpKSpCRkQFfX19IpXenBZSXlyMzMxM2NjaNNsRWVlYGb29vWFtbG3XNmTNn0KVLF+zZswePPvooAOCRRx6Bt7c31q1bV638M888g86dO2PJkiUAKnuQCgsLkZSUpFOutknaS5YswcaNG3Hs2DEAlT1IixcvhlKphKOjIwBgxowZ+Ouvv3D48GEUFRXBzc0NX3/9NSZOnFitvtjYWHz88cc4ffo0RP+bw1FWVgZnZ2ds3boVTz75pFE/j9oYetaA8d/fnINkoWpb7SZrZVdjcAQAFWqgrdwDdnZ2iAi009Z35eZtvP/zSZSpBLSxYyckEVFD69y5M/r164fVq1fj0UcfRVpaGvbv34958+ZBpVLhk08+webNm3HlyhWUlZWhtLQU9vb2OnX07Nmz1s/ZtGkTli1bhvT0dBQXF6OioqJaEOHj46MNjgBAoVAgNzcXAHD69GmUlpbiiSee0Fv/iRMnkJaWpnM9UBnQpKenG/WzaCwMkCxYfa92u1ufC/adu4bt/2Rj6/EshPh71EdziYioBi+//DLeeOMNLF++HGvWrIGfnx8GDBiATz/9FF9++SWWLl2Krl27olWrVpg6dWq1IatWrVrVWH9CQgJGjx6N6OhohIeHQyaTYePGjfjss890ylXt9RKJRNoUCXZ2djV+RnFxMXr27In169dXO+fm5lbjtY2Nf/63UMauOjNUblA3TwDA7vM3dVbEERFRw3jhhRcgFovx/fffY+3atXjppZcgEolw8OBBREZGYsyYMejevTs6dOiAc+fO1bn+Q4cOwdvbG//+97/Rq1cvdOzYEZmZmXWqo2PHjrCzs0N8fLze88HBwTh//jzc3d3h7++v85LJZHVuc0NigNRC1bbarbbVaY92coO9jQQ5xeU4fF7ZYO0kIqJKDg4OGDFiBGbNmoXs7GyMHz8eQGVQsmvXLhw6dAinT5/Gq6++ipycnDrX37FjR2RlZWHjxo1IT0/HsmXL8PPPP9epDqlUipkzZ2LGjBlYu3Yt0tPTcfjwYfz3v/8FAIwePRqurq6IjIzE/v37kZGRgb179+LNN9/E5cuX69zmhsQAqYUyZrVbTavTpNYSDAyoHFrb+velBmolEVHjqaioaLSXqV5++WXcvHkT4eHh8PSs7Mn/4IMPEBwcjPDwcDz66KOQy+UmZcZ+9tlnMW3aNLz++usICgrCoUOHMHv27DrXM3v2bLz99tuYM2cOunTpghEjRmjnKNnb2+Ovv/5C+/bt8dxzz6FLly54+eWXUVJS0uQWPHEVm4ma+io2Y9W22q0mf6bmYOLaY3BtZY3Efw+EmEv9iagJM7Syqaln0qa64yo2um+1rXarycMPuMLRVoLrt8px4OxVPNKlbSO0mIiofkkkErRr165F7sVGhjFAohpXu9XE1kqCJx+U46ekK/jl78sMkIio2ZJIJAxYSAfnINF9eeZ/q9n2pOWjQtV4f30RERE1JAZIdF8e8neFk9QKN25XYP+Zq+ZuDhERUb1ggET3xcZKjIjAyt2gf0m+YubWEBHVjmuTLF99PGMGSHTf7h1mK69Qmbk1RET6aTJA375928wtoYamecbG7nWnDydp030L9XOBs50V8u9UYN/pqwjr6mXuJhERVSORSODs7KyTk0ezYSpZBkEQcPv2beTm5sLZ2fm+Jt4zQKL7Zi0R46muCmxIvIRfkq8wQCKiJksur5wSoAmSyDI5Oztrn7WpGCBRvXimmyc2JF7CvvR8lFWoYGPF5bJE1PSIRCIoFAq4u7s3amJIajzW1tb1krKBARLVixDfNmjTyhp5t8qxO+UyIoK8zd0kIiKDmPeIatMkJmkvX74cPj4+kEqlCAkJQWJiosGyMTExEIlEOq+qacQFQcCcOXOgUChgZ2eHsLAwnD9/XqeMj49PtXoWLlzYIPfXElhJxHj6f1uT/PpP/S73V6kFJKTfwLbkK0hIvwGVmitQiIioYZm9B2nTpk2YPn06Vq5ciZCQECxduhTh4eE4e/Ys3N3d9V7j5OSEs2fPat9XnWS3aNEiLFu2DN999x18fX0xe/ZshIeHIzU1VSeYmjdvHqKiorTvHR0d6/nuWpZnunsi9kgW9qYXoLRcBVvr+//r7H72iiMiIjKV2XuQPv/8c0RFRWHChAkICAjAypUrYW9vj9WrVxu8RiQSQS6Xa18eHh7ac4IgYOnSpfjggw8QGRmJbt26Ye3atbh69Sq2bt2qU4+jo6NOPa1atWqo22wRevu0gauDDYpLVfgz5fJ91xeXko1JsUk6wREAKAtKMCk2CXEp2ff9GURERPqYNUAqKyvD8ePHERYWpj0mFosRFhaGhIQEg9cVFxfD29sbXl5eiIyMxKlTp7TnMjIyoFQqdeqUyWQICQmpVufChQvh4uKCHj16YPHixaioqDD4maWlpSgsLNR5kS6JWIRBXf83zHbi/obZVGoB0dtToW8wTXMsensqh9uIiKhBmDVAun79OlQqlU4PEAB4eHhAqVTqvaZTp05YvXo1tm3bhtjYWKjVavTr1w+XL1f2WGiuq63ON998Exs3bsSePXvw6quv4pNPPsGMGTMMtnXBggWQyWTal5cXl7Lr80x3TdLIm/jx+CWT5wwlZuRV6zm6lwAgu6AEiRl5pjaViIjIILPPQaqr0NBQhIaGat/369cPXbp0wbfffouPPvrI6HqmT5+u/f/dunWDjY0NXn31VSxYsAC2trbVys+aNUvnmsLCQgZJelwrLIVYBJRUCHjnh38AmDZnKLfIcHBkSjkiIqK6MGsPkqurKyQSCXJycnSO5+TkGJ3gydraGj169EBaWhqAu0nA6lpnSEgIKioqcPHiRb3nbW1t4eTkpPMiXXEp2ZjyfRKqdhiZMmfI3VFae6E6lCMiIqoLswZINjY26NmzJ+Lj47XH1Go14uPjdXqJaqJSqXDy5EkoFJW9E76+vpDL5Tp1FhYW4siRIzXWmZycDLFYbHDlHNWsvucM9WjvDLtaVsEpZFL08W1Tt4YSEREZwexDbNOnT8e4cePQq1cv9OnTB0uXLsWtW7cwYcIEAMDYsWPRtm1bLFiwAEDl0vy+ffvC398f+fn5WLx4MTIzMzFx4kQAlSvcpk6dio8//hgdO3bULvP39PTEkCFDAAAJCQk4cuQIHnvsMTg6OiIhIQHTpk3DmDFj0Lp1a7P8HJq7uswZCvVzqbGu4tIKTF6fhDvlNW98O3tQACRi7qNERET1z+wB0ogRI3Dt2jXMmTMHSqUSQUFBiIuL006yzsrKglh8t6Pr5s2biIqKglKpROvWrdGzZ08cOnQIAQEB2jIzZszArVu38MorryA/Px/9+/dHXFycNgeSra0tNm7ciA8//BClpaXw9fXFtGnTdOYYUd2YMmdIpRaQmJGH3KISuDtW9gZdLy7FhDVHkZpdCKmVCMO7u2HX+QIoC0u114lQGXBl5OYDYC4kIiKqfyJBELhO2gSFhYWQyWQoKCjgfCQACek3MGrV4VrLDe6uQPSzgUjMuFEtAaSrgw3UaiDvdhla21lh8eAOeDzIDwJEOoFUxvVivP9zCmytRIh762H4ujHBJxERGcfY728GSCZigKRLpRbQ/9PdUBaU6J2HdC8biQhlKsOlXOytsHL4A+jV2adalnSgMhnoqP8k4HDGTQS3c8BPUx7RW46IiKgqY7+/zZ5JmyyDRCzC3MGVw5xVQxXR/14TH2qPjq7SGoMjABCLRQjupD84AirnmS16PghSKzGSLhdj7cH0+78BIiKiezBAonoTEajAijHBkMt0l97LZVKsGBOMDwZ3xbyh3Wut51pxea0JINu72OOd8AcAAIt2nsfV/NumN5yIiKgKs0/SJssSEajAwAB5tcnXmtVmuUWltdSA/5WrfdL3hIc6YHvyVZy4Uoh3NyUh9pWHONRGRET1gj1IVO8kYhFC/VwQGdQWoX4uOkvx6zMBpEQswpIXgmAtFuFgRgF+OpZpcpuJiIjuxQCJGlUf3zZQyKTV5ilpiFC3BJAdPRzxxuP+AICPfj2NuJRsbEu+YvIecERERACH2KiRaSZzT4pN0uYz0tAETXMH1y0B5KTH/LEhMQvZhaV4LTZJe9yUPeCIiIgA9iCRGdQ2mbuuAU386RxkF1af22TKHnBEREQAe5DITGqbzG0szR5w+gio7JWK3p6KgQFybktCRERGY4BEZqOZzH0/6nMPOCIiIg0GSNSsGbsHXHb+HZ33+vaBYw8TERFpMECiZs3YtAHzf09FuVqNYcHt8OfpnGr7wHFCNxER3Yt7sZmIe7E1DcbsAScWAZoV/66trHH9Vnm1Mpq+I1MmiRMRUfPBvdioRTBmD7gvRgTh7cd9IJOK9QZHwN10A9HbU5k/iYiIGCBR81db2oDIoLZ448kH8cWI4BrruXdCNxERtWycg0QWwZi0AUWlFUbVZezEbyIislwMkMhi1JY2oD73gSMiIsvGITZqMWrbBw4AnO2sjd4HjoiILBcDJGoxaprQrZF/pxwLf0+F+n8TtVVqAQnpN7gBLhFRC8Nl/ibiMv/mKy4lW28epAcVDvjzzHUAwGMPuODZHl5YFHeG+ZKIiCyIsd/fDJBMxACpeTOUSfvHo5l4f+splKn0/2fBfElERM2bsd/fnKRNLZKhCd3P9/ZGe5dWGLHqCPT96cANcImIWgbOQSKqQiWI9AZHGsyXRERk+RggEVVhbB4k5ksiIrJcDJCIqmC+JCIi4hwkoio0+ZJq2gDXRiJCu9Z22veGJn0TEVHzxACJqApNvqRJsUkQAXqDpDKVgIil+zB38INwlFpj3q/V0wYwHQARUfPFZf4m4jJ/y2coX9IrD/vix2OZOKW8bfBapgMgImqamAepgTFAahkMDZ2p1AKW7UrFl3suGrxWBEAuk+LAzMc53EZE1EQwDxJRPTCUL0kiFqGvv7zGAOnedAA1baKrD+c0ERGZFwMkIhOZkg7AmMDH0NAe5zQRETUeBkhEJjJ2mf+1olIIgoA/TilrDXziUrIxKTap2sRwZUEJJsUmcU4TEVEj4RwkE3EOEqnUAvp/urvGdAAafm72SL9WfVL3vZO5BwbI0f/T3ToBVNWynNNERHR/jP3+ZqJIIhNp0gEAdwMdDc37UB8nWImgNzgCKucpCQCmbkxG2Gd7DQZHmrLc4oSIqHEwQCK6DxGBCqwYEwy5THe4TS6TYuWYYGx47WF8PqJ7rfWUVKiRccNw2oB7cYsTIqKGxzlIRPcpIlCBgQFyg5OvhWr9S/o95ifDnvSCWstxixMioobHAImoHhhKBwAYH9BMfLQzzlw/YXBOk2YOUh/fNqY3lIiIjMIhNqIGptnbzVA/kgiVq9n6+rkYnNOkMXdwACdoExE1AgZIRA3MmMncmsDH0JwmR1sJl/gTETUiBkhEjaCmydxVA5+IQAUOzHwcG6L64rkebQEA7WQ2DI6IiBoR5yARNZLaJnPfSzOnqaOHA7YlX8Hp3Ds4c/UmOnu2NkPLiYhaHvYgETUiTeATGdQWoX4utc4ncnWwxSMPuAEANh6+0BhNJCIiMEAiavKG9WwHANhx+gbUaia+JyJqDAyQiJq4sC4ecLSVIKeoHPvPXDV3c4iIWgQGSERNnNRagqe7eQIAfjiWZebWEBG1DAyQiJqBYcGVw2y7z+fjdmmFmVtDRGT5GCARNQO9vFujnbMUt8vV+CXpormbQ0Rk8RggETUDYrEIz/2vF2lrMuchERE1NAZIRM3E0P8FSIlZRci+ecvMrSEismwMkIiaCV/XVujhJYNaADYdYU4kIqKGxACJqBkZ1tMLAPBbyjUzt4SIyLIxQCJqRp7ppoC1RITz1+/gROZ1czeHiMhiMUAiakac7W3weGd3AMCmIxlmbg0RkeVigETUzGhyIv1xNg8VKrWZW0NEZJkYIBE1M492coeznRVu3KpAfMplo65RqQUkpN/AtuQrSEi/ARX3dCMiqpGVuRtARHVjYyXG4O5tse5wJn5Kuozw7u1rLB+Xko3o7anILijRHlPIpJg7OAARgYqGbi4RUbPEHiSiZmhYz8phtn1p+Yg/rTTYMxSXko1JsUk6wREAKAtKMCk2CXEp2Y3WZiKi5qRJBEjLly+Hj48PpFIpQkJCkJiYaLBsTEwMRCKRzksqleqUEQQBc+bMgUKhgJ2dHcLCwnD+/Hm99ZWWliIoKAgikQjJycn1eVtEDaZ7OxncHWxQqhLw8nfH8dbGZIxadRj9P92tDXpUagHR21OhbzBNcyx6eyqH24iI9DB7gLRp0yZMnz4dc+fORVJSErp3747w8HDk5uYavMbJyQnZ2dnaV2Zmps75RYsWYdmyZVi5ciWOHDmCVq1aITw8HCUlJdXqmjFjBjw9Pev9voga0h+nlMgtLqt2XNMztP3EVWxIzKrWc3QvAUB2QQkSM/IasKVERM2T2QOkzz//HFFRUZgwYQICAgKwcuVK2NvbY/Xq1QavEYlEkMvl2peHh4f2nCAIWLp0KT744ANERkaiW7duWLt2La5evYqtW7fq1LNjxw7s3LkTS5YsaajbI6p3mp4hfYT/vd7Y8Dc+2JpiVH25RYaDKCKilsqsAVJZWRmOHz+OsLAw7TGxWIywsDAkJCQYvK64uBje3t7w8vJCZGQkTp06pT2XkZEBpVKpU6dMJkNISIhOnTk5OYiKisK6detgb29fz3dG1HASM/Jq7BnSsJWIjKrP3VFae6EquCqOiCydWVexXb9+HSqVSqcHCAA8PDxw5swZvdd06tQJq1evRrdu3VBQUIAlS5agX79+OHXqFNq1awelUqmto2qdmnOCIGD8+PF47bXX0KtXL1y8eLHWtpaWlqK0tFT7vrCwsC63SlRvjO3xiR7cCUt3ZyCnsFTvPCQRALlMij6+ber0+VwVR0QtgdmH2OoqNDQUY8eORVBQEAYMGIAtW7bAzc0N3377rdF1fPXVVygqKsKsWbOMvmbBggWQyWTal5eXlynNJ7pvxvb4eLs548NnHwRQGQxVJQCYOzgAErFxPU0AV8URUcth1gDJ1dUVEokEOTk5OsdzcnIgl8uNqsPa2ho9evRAWloaAGivq6nO3bt3IyEhAba2trCysoK/vz8AoFevXhg3bpzez5k1axYKCgq0r0uXLhl/o0T1qI9vGyhkUr1BD1AZDCn+1zMUEajAijHBkMuqB1ViAK3trY3+XK6KI6KWxKwBko2NDXr27In4+HjtMbVajfj4eISGhhpVh0qlwsmTJ6FQVHbt+/r6Qi6X69RZWFiII0eOaOtctmwZTpw4geTkZCQnJ+P3338HULmibv78+Xo/x9bWFk5OTjovInOQiEWYOzgAQPWeIc37e3uGIgIVODDzcWyI6osvRwZhQ1RfPNPVA2oAb25IQsGdcqM+t7a5T1wVR0SWxOyZtKdPn45x48ahV69e6NOnD5YuXYpbt25hwoQJAICxY8eibdu2WLBgAQBg3rx56Nu3L/z9/ZGfn4/FixcjMzMTEydOBFC5wm3q1Kn4+OOP0bFjR/j6+mL27Nnw9PTEkCFDAADt2+tmHnZwcAAA+Pn5oV27do1050Sm0/QMVZ0LJDcwF0giFiHUz0X7PrCtE5Iv7cPl/FK8vfEYVo3vC5Go5qE2Y+c+cVUcEVkCswdII0aMwLVr1zBnzhwolUoEBQUhLi5OO8k6KysLYvHdjq6bN28iKioKSqUSrVu3Rs+ePXHo0CEEBARoy8yYMQO3bt3CK6+8gvz8fPTv3x9xcXHVEkoSNWcRgQoMDJAjMSMPuUUlcHesHFYzZk6Ro9QaX4/uhWErDuLPs3lYn5CBMf061HiNvY3EqHaZsiqOiKipEQmCwAkDJigsLIRMJkNBQQGH26jZ+mbPeSz64xykVmJsf/0hdJTr/11OyrqJ19cn4Wot6QWsJSLseOsR+LtX9sqq1IJJARwRUUMx9vubAZKJGCCRJVCrBYxelYCEjJvwd5Vi2xsD8M/lAm1A09unNWIOXcTCHWdQoRbQxs4KeXcqIAL0TtYGAFsrEWZGdIbcyQ4f/cZ0AETUtDBAamAMkMhS5BaW4Mkv9iH/TgXsrcW4Xa7WnrO1EqO0ovL9Y/4yfPh0R5zOU+vNgzTlMX/8fCwTxy8XGfwsTd/RijHBDJKIyCwYIDUwBkhkSRbHncHyvekGzw8OaINFw4NgZ2cHwPDQmVot4L9/ncf8OP2bQwN3E1QemPk4h9uIqNEZ+/1t9knaRGReKrWALX9fqbHMsSu3YWN7d/J11VVxGmKxCIFeLgAMB0j3pgPQVwcRUVPQ7DJpE1H9MmZvt7rkN2I6ACKyBAyQiFq4+g5ojF3mz3QARNSUMUAiauHqO6Cpy1YoRERNFQMkohauvgOamrZCAUzbJJeIqLExQCJq4eq6t5sxatok11os0iaSJCJqqrjM30Rc5k+WJi4lW29+o/tJ7HhvOgA3B1ss3XUGiZkFCPCwxy9vDoCVhH+jEVHjYh6kBsYAiSxRQ28NcjX/Dp78fB+Ky1SY/Ig3Zjwd2KTaR0SWj3mQiKjODOU3qi+eznb4eGggpm46gW/3Z2Lgg57o4W3c3KaG6OEiIjKE/dtE1Kgig9ri6UAPqATgzQ1JuFOmqvWauJRsTIpNqpavSVlQgkmxSYhLyW6o5hJRC8UAiYgalUgkwifPdYObgzUu5Zfiw63JUKkFJKTfwLbkK0hIvwGV+u7Iv0otIHp7qt7NcTXHoren6lxDRHS/OMRGRI3O2d4Gn70QhLGrj2JTkhI7z+zCzdvl2vP3Dp3VlumbW5cQUUNggEREZvHIA+4Y8IAr9p27rhMcAXeHzl4b4IdjF+t3ixMiImMwQCIis1CpBZxVFuk9pxksW7Ev3ej6uHUJEdUnzkEiIrNIzMiDsrC01nIP+zrC2c6KW5cQUaNigEREZmHskNjzffywcFg3APq3LgG4dQkR1T8GSERkFkZvkuskrXHrkg8GdWYeJCKqd5yDRERmodkkV1lQoncJvwiA/J6hs4hABQYGyLWZtL87mIGkSwU4fD4HLz/s16htJyLLxx4kIjILUzbJ1WT6jgxqi4+GdgUA/HnuJlKv5Dd8g4moRWGARERmY2joTC6TYsWY4BqHzh70lCE8wB0CgCU7TjVwS4mopeEQGxGZVdWhs7psQjv9yc7YmZqL3Wn5OHkpD129uJKNiOoHe5CIyOzuHToL9XMxekVaJ7kjnu4qBwAsiUttyCYSUQvDAImImrVpAx+ACMC+9AIkZ94wd3OIyEIwQCKiZs3f3RGDu1fOVWIvEhHVFwZIRNTsTQ17AGIRcCCjEMcyrpm7OURkARggEVGz18HNAUOCPAEAS+JOm7k1RGQJGCARkUV4K+wBSETA4cwiHEnLrde6VWoBCek3sC35ChLSb0Cl1pfakogsCZf5E5FF8HZphWHB7bD5+GUsjjuNt5+S1DltgD5xKdmI3p6K7IK7e8cpZFLMHRzALU6ILJhIEAT+KWSCwsJCyGQyFBQUwMnJydzNISIAl/JuY8DiPajawWNqQBOXko1JsUnVtkLRhFq1JbMkoqbH2O9vDrERkcU4dbWgWnAEAMqCEkyKTUJcSrbRdanUAqK3p+rdJ05zLHp7KofbiCwUAyQisgiagEYfUwKaxIw8nWE1fXVmF5QgMSOvji0louaAARIRWYT6DmhyiwzXZUo5ImpeGCARkUWo74DG3VFae6E6lCOi5oUBEhFZhPoOaPr4toGj1PBCXxEqJ3/38eUGuUSWiAESEVmEPr5toJBJUdNi/roENPvPX0NRSUWNZeYODjA5fQARNW0mBUiXLl3C5cuXte8TExMxdepU/Oc//6m3hhER1YVELMLcwQEAYDBIei7Y06iA5uL1W3hzw98AgF7tHCB3sq1Wpq+3E5f4E1kwkwKkF198EXv27AEAKJVKDBw4EImJifj3v/+NefPm1WsDiYiMFRGowIoxwZDLdIfR7Kwr/6mLOXgRZ7ILa6yjuLQCr6w7hsKSCgTK7bHyxe44+N4T2BDVF1+ODMLsQV0AAIczC3EiiyvYiCyVSYkiW7dujcOHD6NTp05YtmwZNm3ahIMHD2Lnzp147bXXcOHChYZoa5PCRJFETZdKLSAxI0+bSbu7lwz/WpWA45cKIXe0xi9vPAJ3p+pzkdRqAZPWH8cfp3LgYm+FtaMD8KCfV7VyU9Yfx28nleiqaIVf3hwAkYjDbETNRYMmiiwvL4etbWWX859//olnn30WANC5c2dkZxufiI2IqCFIxCKE+rkgMqgtQv1cYG9jhf8bHwIvZ1soi8rx0urDKClXVbtu+Z40/HEqB9ZiET4Z5IuADu301v/BMwGQWolxMvsWNh3JaOjbISIzMClAevDBB7Fy5Urs378fu3btQkREBADg6tWrcHFxqdcGEhHVh9atbPDdy33haCtBivIW3lh/FOUVau0mtF/vPo/Pdp0DALzzWDsM7OFvsGdIIbPDG0/4AwAW7TyPwjtljXYfRNQ4TBpi27t3L4YOHYrCwkKMGzcOq1evBgC8//77OHPmDLZs2VLvDW1qOMRG1DwlpF/Hv/6biAq1gFY2Etwq0+1JCmnvgLUv99X2khtSWqHCk5/vQ2beHfyrtwIfDQtuyGYTUT0x9vvb5M1qVSoVCgsL0bp1a+2xixcvwt7eHu7u7qZU2awwQCJqvmZvPYl1h7P0nhPB+E1o95zNxYQ1RyERA7+/0R+dFLJ6bikR1bcGnYN0584dlJaWaoOjzMxMLF26FGfPnm0RwRERNV8qtYA/T+fWWMbYPdse6+SOxzu5QqUGPthyAib+vUlETZBJAVJkZCTWrl0LAMjPz0dISAg+++wzDBkyBCtWrKjXBhIR1af63rPtw2e7wkYiwtFLRdh6PEs7pykh/YbRG+MSUdNjUoCUlJSEhx9+GADw448/wsPDA5mZmVi7di2WLVtWrw0kIqpP9b1nW3sXe7z6SAcAwNs/pWDUqsN4a2MyRq06jP6f7kZcClf2EjVHJgVIt2/fhqOjIwBg586deO655yAWi9G3b19kZmbWawOJiOpTQ2xC6+9R+e9h1Q4jZUEJJsUmVQuSVGqBPU1ETZzhnRhr4O/vj61bt2Lo0KH4448/MG3aNABAbm4uJywTUZOm2bNNWVACfWGJCIC8Dnu2qdQCFu44o/ec8L/6orenYmCAHBKxCHEp2YjenqozzKeQSTF3cAC3LiFqQkzqQZozZw7eeecd+Pj4oE+fPggNDQVQ2ZvUo0ePem0gEVF9qmnPNs37umxCa+ycpoNp1xCXko1JsUnVyhvqaSIi8zF5mb9SqUR2dja6d+8OsbgyzkpMTISTkxM6d+5cr41sirjMn6h5q6+enG3JV/DWxuRay4kAiMUig8Npmp6rAzMfNzo4I6K6M/b726QhNgCQy+WQy+W4fPkyAKBdu3bo06ePqdURETWqiEAFBgbIdfZs6+Pbps7BibFzlQSgxrlG966eC/XjjgRE5mbSEJtarca8efMgk8ng7e0Nb29vODs746OPPoJara7vNhIRNYiqe7aZ0nOjmdNk6EoRKnum3o/oaFR9xq6eI6KGZVIP0r///W/897//xcKFC/HQQw8BAA4cOIAPP/wQJSUlmD9/fr02koioqdLMaZoUmwQRoDPx+945TTI7GwDna62vLqvniKjhmDQHydPTEytXrsSzzz6rc3zbtm2YPHkyrly5Um8NbKo4B4mI7lXbnCaVWkD/T3fXunqOc5CIGlaDzkHKy8vTOxG7c+fOyMszLvssEZElqW1OU009TRp1WT1HRA3LpDlI3bt3x9dff13t+Ndff41u3brdd6OIiJqj2uY0RQQqsGJMMOSy6sNonw7ryjxIRE2ISQHSokWLsHr1agQEBODll1/Gyy+/jICAAMTExGDJkiV1rm/58uXw8fGBVCpFSEgIEhMTDZaNiYmBSCTSeUmluv/YCIKAOXPmQKFQwM7ODmFhYTh/Xnfs/9lnn0X79u0hlUqhUCjwr3/9C1evXq1z24mI6iIiUIEDMx/Hhqi++HJEELzb2AEAMnJumrllRHQvkwKkAQMG4Ny5cxg6dCjy8/ORn5+P5557DqdOncK6devqVNemTZswffp0zJ07F0lJSejevTvCw8ORm2t4t20nJydkZ2drX1W3N1m0aBGWLVuGlStX4siRI2jVqhXCw8NRUnJ3bsBjjz2GzZs34+zZs/jpp5+Qnp6O559/vm4/CCIiE2h7mnq0xdSBDwAANv+tRGm5yswtIyINkxNF6nPixAkEBwdDpTL+P/KQkBD07t1bO2SnVqvh5eWFN954A++991618jExMZg6dSry8/P11icIAjw9PfH222/jnXfeAQAUFBTAw8MDMTExGDlypN7rfvnlFwwZMgSlpaWwtrautd2cpE1E9aGsQo2HFsbjWnEZ5g9+AKMfMi4dABGZxtjvb5N6kOpLWVkZjh8/jrCwMO0xsViMsLAwJCQkGLyuuLgY3t7e8PLyQmRkJE6dOqU9l5GRAaVSqVOnTCZDSEiIwTrz8vKwfv169OvXz2BwVFpaisLCQp0XEdH9srESY1w/HwDAd4cvoR7/ZiWi+2DWAOn69etQqVTw8PDQOe7h4QGlUqn3mk6dOmH16tXYtm0bYmNjoVar0a9fP21Gb811xtQ5c+ZMtGrVCi4uLsjKysK2bdsMtnXBggWQyWTal5eXV53vl4hIn9Eh3rC1EuPctTvYf1b/v31E1LjMGiCZIjQ0FGPHjkVQUBAGDBiALVu2wM3NDd9++22d63r33Xfx999/Y+fOnZBIJBg7dqzBv95mzZqFgoIC7evSpUv3eytERACA1q1sMCy4LQDgP/vSzdwaIgLqmAfpueeeq/G8oXlBhri6ukIikSAnJ0fneE5ODuRyuVF1WFtbo0ePHkhLSwMA7XU5OTlQKO4umc3JyUFQUFC1z3d1dcUDDzyALl26wMvLC4cPH0ZoaGi1z7G1tYWtrW1dbo+IyGgvP9wB3ydewsGMAqTlFMDfQ2buJhG1aHXqQbp3iEnfy9vbG2PHjjW6PhsbG/Ts2RPx8fHaY2q1GvHx8XqDFH1UKhVOnjypDYZ8fX0hl8t16iwsLMSRI0dqrFOzh1xpaanR7Sciqi9+bg4Y8IArBAArd581d3OIWrw69SCtWbOm3hswffp0jBs3Dr169UKfPn2wdOlS3Lp1CxMmTAAAjB07Fm3btsWCBQsAAPPmzUPfvn3h7++P/Px8LF68GJmZmZg4cSIAQCQSYerUqfj444/RsWNH+Pr6Yvbs2fD09MSQIUMAAEeOHMHRo0fRv39/tG7dGunp6Zg9ezb8/PyMDsyIiOpb1MN+2HfuOn5LvYHZt8sgs7cx6jqVWjCYwZuITGPSViP1acSIEbh27RrmzJkDpVKJoKAgxMXFaSdZZ2VlQSy+29F18+ZNREVFQalUonXr1ujZsycOHTqEgIAAbZkZM2bg1q1beOWVV5Cfn4/+/fsjLi5Om1DS3t4eW7Zswdy5c3Hr1i0oFApERETggw8+4DAaEZnNQ/4ueMC9Fc7l3sLqfWcx7amutV5T2x5wRGSaes2D1JIwDxIRNYTNRy9hxk//wMPBGgdmhcFaYngmRFxKNibFJlXb103Td7RiTDCDJKIqmkUeJCIi0vVskCfa2Fsjp7gcPx/NMFhOpRYQvT1V76a3mmPR21OhUvNvYCJTMEAiImpCpNYSjA31AQCsOZSJhPTr2JZ8BQnpN3SCncSMPJ1htaoEANkFJUjMyGvgFhNZJrPPQSIiIl1jQr3x9Z7zOJ17B6NWHdEe18wtCvVzxdqEi0bVlVtkOIgiIsMYIBERNTHHLuahQl39uLKgBK/FJkFqLUZJuZ4Cerg7Suu5dUQtA4fYiIiaEM3cIn00A2wl5Wq0l1nDyVaCmhbzK2SVS/6JqO4YIBERNSG1zS3S+HBwABYN7w4ABoOkKY/5Mx8SkYkYIBERNSHGzhkqqhAhIlCBFWOCIZfpDqNZSyqDok1HMlChMm4ojoh0cQ4SEVETYuycIU25iEAFBgbIdTJpK2RSDFr2F05m38KSHafw3jO1J5wkIl3sQSIiakL6+LaBQiY1OGwmQvW5RRKxCKF+LogMaotQPxf4uLbCwmHdAADfHsjCgXO5Dd9wIgvDAImIqAmRiEWYO7hy66SqQZLm/dzBAbXOLRrcvS2eD/aEAGDapmTkFXMjbqK6YIBERNTEGJpbJJdJ67R9yLwhXeHTxg7XbpVj2oZjqFCpkZB+Q2/iSSLSxb3YTMS92IiooanUgs7coj6+beq8Ki3lSgGGLj+IcrUAR6kVikoqtOe4qS21RNyLjYiomas6t8iUJfuBbWWIDPIEAJ3gCKhMPDkpNglxKdn10l4iS8IAiYjIgqnUAg6k39B7ztCmtiq1wKE4avG4zJ+IyIIlZuRBaeSmtqF+LohLyUb09lSdZJUciqOWiD1IREQWzNjEkylXChCXko1JsUnVMnlzKI5aIvYgERFZMGMTT87//TQkorvDbvcSUJliIHp7KgYGyLl9CbUI7EEiIrJgtSWeBCq3JhEDUNUw1ejeoTiiloABEhGRBast8aQIwFejemD+0AeNqs/YITui5o4BEhGRhTMm8aSPq6NRdRk7ZEfU3HEOEhFRC6BvU9t7E09qhuKUBSV65yFpJGXlobdPa1hJxPWSyJKoqWImbRMxkzYRWRrNKjZA/2Rtjc4erTAk2AvfHbrIdADU7Bj7/c0AyUQMkIjIEhnKgzTnmQDkFd3Gwj/Oo6hUpfdaTd9RXfaLI2psDJAaGAMkIrJUNQ2dKQvuYMDiPSit0P/VIULl3KYDMx/ncBs1ScZ+f3MOEhER6dDsAadPxvXbBoMjoHpmbqLmiqvYiIjIaMYu82c6AGruGCAREZHRjF3mz3QA1NwxQCIiIqMZk5lbIauct0TUnDFAIiIio9WUmVtjVG8vTtCmZo8BEhER1YmhzNxS68qvlLUJF3GNc5ComeMyfxNxmT8RtXRV0wE86OmEyK/3I+PGHfRu74SNr/VnTxI1OcZ+f7MHiYiITKJJBxAZ1Bahfi5wsrPGf8b2htRKjKNZhVi845S5m0hkMgZIRERUbzp6OOKToYEAgG/3Z2LPaaWZW0RkGgZIRERUr57r6YURPdtCADBtUzIu5d1CQvoNbEu+goT0G1CpObODmj5m0iYionoXPaQrTlzOx5mcW3h8yT6U3xMUcVNbag7Yg0RERPVOai3B6L4+AKATHAGAsqAEk2KTEJeSbYaWERmHARIREdU7lVrAN3vT9Z7ThEvR21M53EZNFgMkIiKqd4kZecguMJwL6d5NbYmaIgZIRERU77ipLTV3DJCIiKjecVNbau4YIBERUb0zZlNbJ6kVN7WlJosBEhER1TtjNrUtLKnAN7vPNV6jiOqAARIRETUIQ5vaKmRSPNnFDQDw2Z9pmP9rCgRBgEotMKEkNRncrNZE3KyWiMg4VTe17ePbBhKxCN/sPodFO88DAB7ya4P0a7ehLLw7aZsJJakhGPv9zQDJRAyQiIju37pDFzD7l9N6z2mG5laMCdYJkgwFXETGMPb7m1uNEBGR2bzY1xef7UpD/p3yaucEVAZJ0dtTMTBADolYhLiUbERvT9XJscSeJmoInINERERmk5iRpzc40tAklPzjlBI7TmZjUmxStQSU3LqEGgJ7kIiIyGyMTRQ5eX0SRLi7Tcm99PU0Ed0v9iAREZHZ1CVRZE0TZvVtXcJVcXQ/2INERERmo0koqSwo0RsAiQDIZVK89bgf3vv5VK31ZeXdQqifC+cq0X1jDxIREZlNTQklNe/nDg6At6ujUfXN/eUUXl13DK9xrhLdJwZIRERkVoYSSsplUu0Sf2O2LpGIgJJyNf44laP3vKaHKnp7KofbqFYcYiMiIrOLCFRgYIDcYH4jTU/TpNjqk7U1QdNXo4Jx+koevtp30eDn3DtXKdTPBQDzKpF+DJCIiKhJkIhF2qBFH01PU9W5RfJ75haVq9VGfZZm9RznKpEhDJCIiKjZqK2nydhVcd8fyUTGtVv4Mv58tcnhmrlKzODdsjFAIiKiZqWmnqbaVsVpHMm4iSMZN/WeYwZvAjhJm4iILEhtq+JEAGY+2RH9fWveQ/PeuUpxKczg3RI1iQBp+fLl8PHxgVQqRUhICBITEw2WjYmJgUgk0nlJpbpdqoIgYM6cOVAoFLCzs0NYWBjOnz+vPX/x4kW8/PLL8PX1hZ2dHfz8/DB37lyUlZU12D0SEVHjqG1V3KTHH8DwkA5G1TVryz+YvvmEwQzeAFfFWSqzD7Ft2rQJ06dPx8qVKxESEoKlS5ciPDwcZ8+ehbu7u95rnJyccPbsWe17kUj374RFixZh2bJl+O677+Dr64vZs2cjPDwcqampkEqlOHPmDNRqNb799lv4+/sjJSUFUVFRuHXrFpYsWdKg90tERA2vvuYqXbxxu8bz+lbFkWUQCYJg1rA3JCQEvXv3xtdffw0AUKvV8PLywhtvvIH33nuvWvmYmBhMnToV+fn5eusTBAGenp54++238c477wAACgoK4OHhgZiYGIwcOVLvdYsXL8aKFStw4cIFo9pdWFgImUyGgoICODnV3FVLRERNi0otoP+nu2vM4O3SyhoD/J3x04lrtdb35cggRAa1rfd2Uv0z9vvbrENsZWVlOH78OMLCwrTHxGIxwsLCkJCQYPC64uJieHt7w8vLC5GRkTh16m76+YyMDCiVSp06ZTIZQkJCaqyzoKAAbdq0MXi+tLQUhYWFOi8iImqejMng/fHQrni+j59R9dVlTzlqHswaIF2/fh0qlQoeHh46xz08PKBUKvVe06lTJ6xevRrbtm1DbGws1Go1+vXrh8uXLwOA9rq61JmWloavvvoKr776qsG2LliwADKZTPvy8vIy+j6JiKjpqa8M3gpZ5fAdWRazz0Gqq9DQUISGhmrf9+vXD126dMG3336Ljz76qM71XblyBRERERg+fDiioqIMlps1axamT5+ufV9YWMggiYiombufDN4ac54JYD4kC2TWAMnV1RUSiQQ5Obr75uTk5EAulxtVh7W1NXr06IG0tDQA0F6Xk5MDheJuboqcnBwEBQXpXHv16lU89thj6NevH/7zn//U+Dm2trawtbU1qk1ERNR8mJrBW+NG0Z2GbB6ZiVmH2GxsbNCzZ0/Ex8drj6nVasTHx+v0EtVEpVLh5MmT2mDI19cXcrlcp87CwkIcOXJEp84rV67g0UcfRc+ePbFmzRqIxU0i4wERETVBEYEKHJj5ODZE9cWXI4OwIaovZoQ/AACYv+MsLlwrMnMLqb6ZfYht+vTpGDduHHr16oU+ffpg6dKluHXrFiZMmAAAGDt2LNq2bYsFCxYAAObNm4e+ffvC398f+fn5WLx4MTIzMzFx4kQAlUv+p06dio8//hgdO3bULvP39PTEkCFDANwNjry9vbFkyRJcu3Z3hYKxPVdERNSyVO1p6uPbBnvO5OJoZj7eiD2GrW8OgLWEf2xbCrMHSCNGjMC1a9cwZ84cKJVKBAUFIS4uTjvJOisrS6d35+bNm4iKioJSqUTr1q3Rs2dPHDp0CAEBAdoyM2bMwK1bt/DKK68gPz8f/fv3R1xcnDah5K5du5CWloa0tDS0a9dOpz1mznpARETNhEQswtJRwQj/fB9O5dzG53GnMHNQV3M3i+qJ2fMgNVfMg0RERADwS/IVvLkxGRIRsPGVEPT2dTV3k6gGzSIPEhERUXP3bFBbDO4mh0oApm78GwV3ypGQfgPbkq8gIf0GtyFppsw+xEZERNTcfTy0G45ezMOVgjKEfPInSsrV2nMKmRRzBwcgIlBRQw3U1LAHiYiI6D7J7KzxYogPAOgERwCgLCjBpNgkxKVkm6FlZCoGSERERPdJpRawITFL7znNAFv09lQOtzUjDJCIiIjuU2JGnt4kkhoCgOyCEiRm5DVeo+i+MEAiIiK6T7lFhoMjU8qR+TFAIiIiuk/ujtLaC9WhHJkfAyQiIqL71Me3DRQyKQxtWStC5Wq2Pr5tGrNZdB8YIBEREd0niViEuYMrd3TQFyQJAOYODoBEbCiEoqaGARIREVE9iAhUYMWYYMhl1YfRHGzFCO3goucqaqq41YiJuNUIERHpo1ILSMzIQ25RCZztrTHn55PIvFmCId3csfTF3uZuXovHrUaIiIjMQCIWIdTPBZFBbTHgAXcsfqEHAGDrP7nYfzbHzK0jYzFAIiIiakB9fNvgxT7tAADvbfkHd8pUZm4RGYMBEhERUQOb9XQAPBxtcKWgDAt/O2nu5pARGCARERE1MEepNeYP7QoAWJd4BcmZN8zcIqoNAyQiIqJGEBYgx6BAD6gF4N0fTqBcpa79IjIbBkhERESNJHpIVzhJJTh//Q6W7UpFQvoNbEu+goT0G9zItonhMn8TcZk/ERGZ4sfjl/DOD/9UO66QSTF3cAAiAhU6x+9NG+DuWJmNmwknTWfs97dVI7aJiIioxWtlo/+rV1lQgkmxSVgxJlgbJMWlZCN6eyqyC+5ucstAqnEwQCIiImokKrWAeb+m6j0noHKbkujtqRgYIMeuVCUmxSah6jDP/QZSZBzOQSIiImokiRl5OkFMVQKA7IISjPj2EKZvPlEtONKUASoDKZVaQFxKNibFJlWrVxNIxaVk11v7WxIGSERERI0kt8hwcHSvY5n5uF1DQklNIDV760nM2nLSqECK6oYBEhERUSNxd6y+ka0+fds7GlXu+8RLuHm73OB5TSCVmJFnVH10FwMkIiKiRtLHtw0UMikMTZ0WoXLu0BtPBhhVn7ezrVHljO25orsYIBERETUSiViEuYMrg5+qQZLm/dzBAejbwcWoQOqT54OM+lxje67oLgZIREREjSgiUIEVY4Ihl+kGLXKZVLsyrb4DqT6+berzFloEJoo0ERNFEhHR/TAmb5Exy/c1q9gA6J2svfKedABk/Pc3AyQTMUAiIqLGYGogBQBWYiBu6iPwdzdu0ndLwACpgTFAIiKipkQ3kLLF1/HncPDCTXRTtMLWNwZAzKzaALjVCBERUYsiEYsQ6ueifd/epRUGfrYX/2Tfwqp95/DqY53M2Lrmh5O0iYiILFBbZzu8P6gLAOCL+AvIuFZk5hY1LwyQiIiILNSLfbwR4uOMkgo13t6YBDUzahuNARIREZGFEotFWDy8B6RWYiRdKUbMgTRzN6nZYIBERERkwdq72GNGROX8o8W70nAp77aZW9Q8MEAiIiKycOP7+SLYS4Y75WpM33AUCenXsS35ChLSb3AjWwO4zN9EXOZPRETNyYVrxXjyi32oUOser5p40tIZ+/3NHiQiIqIW4FxOUbXgCACUBSWYFJuEuJTsxm9UE8YAiYiIyMKp1AKit6fqPacZRorensrhtnswQCIiIrJwiRl51bYhuZcAILugBIkZeY3XqCaOARIREZGFyy0yHByZUq4lYIBERERk4dwdpUaVs7eWNHBLmg/uxUZERGTh+vi2gUImhbKgBDXNMnrvpxOwthLj0U7uVTa/laKPbxtIWtCGt1zmbyIu8yciouYkLiUbk2KTAEAnSBL9771bKytcu1UBABjwgCvOKougLCzVlrOUdABc5k9ERERaEYEKrBgTDLlMd7hNLpNi5Zhg/DUzDCODK4Offeeu6wRHQMtLB8AeJBOxB4mIiJqjmobOVGoBvT7ehZu3y/VeK0JlQHVg5uPNdrjN2O9vzkEiIiJqQSRiEUL9XPSeS8zIMxgcAbrpAAzVYSk4xEZEREQAmA7gXgyQiIiICIDx6QCMLdecMUAiIiIiAHfTAdQ0u8jOWoxe3q0brU3mwgCJiIiIAFTOT5o7OAAADAZJd8rVeO+nZKgtfN82BkhERESkZSgdgEImxbjQ9hCLgJ/+zsY7m5MsOkjiKjYiIiLSERGowMAAud50AEHtnPH2j/9gS7ISavVxLHohGMczb1pcxm3mQTIR8yAREVFLte3vS5i++R+oBEBqLUZJuVp7rqln3GYmbSIiImoQkT28ML6fNwDoBEeA5WTcZoBEREREdaJSC/g9JUfvOc2wVPT2VKia8RwlBkhERERUJ4kZecguMJws8t6M280VAyQiIiKqk5aQcZsBEhEREdVJS8i4bfYAafny5fDx8YFUKkVISAgSExMNlo2JiYFIJNJ5SaW6P3xBEDBnzhwoFArY2dkhLCwM58+f1ykzf/589OvXD/b29nB2dm6I2yIiIrJYtWXcFqFyNVsf3zaN2ax6ZdYAadOmTZg+fTrmzp2LpKQkdO/eHeHh4cjNzTV4jZOTE7Kzs7WvzMxMnfOLFi3CsmXLsHLlShw5cgStWrVCeHg4SkrudvOVlZVh+PDhmDRpUoPdGxERkaUyJuP23MEBzTofklkDpM8//xxRUVGYMGECAgICsHLlStjb22P16tUGrxGJRJDL5dqXh4eH9pwgCFi6dCk++OADREZGolu3bli7di2uXr2KrVu3astFR0dj2rRp6Nq1a0PeHhERkcUylHEbACY+5NVk8yAZy2wBUllZGY4fP46wsLC7jRGLERYWhoSEBIPXFRcXw9vbG15eXoiMjMSpU6e05zIyMqBUKnXqlMlkCAkJqbFOY5SWlqKwsFDnRURE1JJFBCpwYObj2BDVF1+ODMLTgXIAwOmrBWZu2f0zW4B0/fp1qFQqnR4gAPDw8IBSqdR7TadOnbB69Wps27YNsbGxUKvV6NevHy5fvgwA2uvqUqexFixYAJlMpn15eXndV31ERESWQCIWIdTPBZFBbTH9yQcAAAkXC3E5r9jMLbs/Zp+kXRehoaEYO3YsgoKCMGDAAGzZsgVubm749ttvG/yzZ82ahYKCAu3r0qVLDf6ZREREzYm/uyN6eTtDJQCxB9PM3Zz7YrYAydXVFRKJBDk5upk4c3JyIJfLjarD2toaPXr0QFpa5UPQXHc/dRpia2sLJycnnRcRERHpGt23cguSrf/kQqVS11K66TJbgGRjY4OePXsiPj5ee0ytViM+Ph6hoaFG1aFSqXDy5EkoFJUTwXx9fSGXy3XqLCwsxJEjR4yuk4iIiEz3VKACjlIJlEXl+PPUFXM3x2RmHWKbPn06Vq1ahe+++w6nT5/GpEmTcOvWLUyYMAEAMHbsWMyaNUtbft68edi5cycuXLiApKQkjBkzBpmZmZg4cSKAyhVuU6dOxccff4xffvkFJ0+exNixY+Hp6YkhQ4Zo68nKykJycjKysrKgUqmQnJyM5ORkFBc37/FSIiIic5NaSzAsuHKe7vdHMmsp3XRZmfPDR4wYgWvXrmHOnDlQKpUICgpCXFycdpJ1VlYWxOK7MdzNmzcRFRUFpVKJ1q1bo2fPnjh06BACAgK0ZWbMmIFbt27hlVdeQX5+Pvr374+4uDidhJJz5szBd999p33fo0cPAMCePXvw6KOPNvBdExERWbZRfdoj5tBFHMgogDL/NuTO9uZuUp2JBEFovlvtmlFhYSFkMhkKCgo4H4mIiKiKocsP4O9LBZjSvx3efaa7uZujZez3d7NaxUZERETNw4shlZO1f/4nF2q18X0xKrWAhPQb2JZ8BQnpN6Cqw7X1yaxDbERERGSZBnVTIHr7KVwtLMOe1Ct4IrBdrdfEpWQjensqsgvubg+mkEkxd3BAo2fmZg8SERER1Tt7GysM6dEWALD+cO2TteNSsjEpNkknOAIAZUEJJsUmIS4lu0HaaQgDJCIiImoQo/q0BwD8daEAuYV3DJZTqQVEb0+FvsE0zbHo7amNOtzGAImIiIgaxIOeMnRt64QKtYD1NWTWTszIq9ZzdC8BQHZBCRIz8hqglfoxQCIiIqIGo5msveVEDgwtnM8tMhwcmVKuPjBAIiIiogYzuLsn7G3EuJRfir9OX9VbJv2acYma3R2ltReqJwyQiIiIqME42FohsnvlZO1lu9N0lu/fKq3Auz+cwLL4mje2FaFyNVsf3zaN0OJKXOZPREREDcrbtRUA4PjlYhzfmAwAcHGwgRjAteIyiAA80sEJf10oBACdydqi//3v3MEBkIhFaCwMkIiIiKjBxKVk49MdZ6odv1FcBgBwshXjk0EdEN6jA+LPXq+WB0lupjxIDJCIiIioQdS0fF/D1lqCiJ4dYSURIyJQgYEBciRm5CG3qATujpXDao3Zc6TBAImIiIgaRG3L9wHgWnE5jl68iVA/FwCARCzS/n9z4iRtIiIiahBNcfm+sRggERERUYMwdll+Yy7fNxYDJCIiImoQfXzbQCGTwtAMInMs3zcWAyQiIiJqEBKxCHMHBwBAtSDJXMv3jcUAiYiIiBpMRKACK8YEQy7THUaTy6RYMSa40ZfvG4ur2IiIiKhBNaXl+8ZigEREREQNrqks3zcWh9iIiIiIqmCARERERFQFAyQiIiKiKhggEREREVXBAImIiIioCgZIRERERFUwQCIiIiKqggESERERURUMkIiIiIiqYCZtEwmCAAAoLCw0c0uIiIjIWJrvbc33uCEMkExUVFQEAPDy8jJzS4iIiKiuioqKIJPJDJ4XCbWFUKSXWq3G1atX4ejoCJGo/jbbKywshJeXFy5dugQnJ6d6q5dMx2fStPB5NC18Hk0Ln0ftBEFAUVERPD09IRYbnmnEHiQTicVitGvXrsHqd3Jy4i93E8Nn0rTweTQtfB5NC59HzWrqOdLgJG0iIiKiKhggEREREVXBAKmJsbW1xdy5c2Fra2vuptD/8Jk0LXweTQufR9PC51F/OEmbiIiIqAr2IBERERFVwQCJiIiIqAoGSERERERVMEAiIiIiqoIBUhOzfPly+Pj4QCqVIiQkBImJieZuksVZsGABevfuDUdHR7i7u2PIkCE4e/asTpmSkhJMmTIFLi4ucHBwwLBhw5CTk6NTJisrC4MGDYK9vT3c3d3x7rvvoqKiojFvxSItXLgQIpEIU6dO1R7j82h8V65cwZgxY+Di4gI7Ozt07doVx44d054XBAFz5syBQqGAnZ0dwsLCcP78eZ068vLyMHr0aDg5OcHZ2Rkvv/wyiouLG/tWmj2VSoXZs2fD19cXdnZ28PPzw0cffaSzlxifRwMQqMnYuHGjYGNjI6xevVo4deqUEBUVJTg7Ows5OTnmbppFCQ8PF9asWSOkpKQIycnJwtNPPy20b99eKC4u1pZ57bXXBC8vLyE+Pl44duyY0LdvX6Ffv37a8xUVFUJgYKAQFhYm/P3338Lvv/8uuLq6CrNmzTLHLVmMxMREwcfHR+jWrZvw1ltvaY/zeTSuvLw8wdvbWxg/frxw5MgR4cKFC8Iff/whpKWlacssXLhQkMlkwtatW4UTJ04Izz77rODr6yvcuXNHWyYiIkLo3r27cPjwYWH//v2Cv7+/MGrUKHPcUrM2f/58wcXFRfj111+FjIwM4YcffhAcHByEL7/8UluGz6P+MUBqQvr06SNMmTJF+16lUgmenp7CggULzNgqy5ebmysAEPbt2ycIgiDk5+cL1tbWwg8//KAtc/r0aQGAkJCQIAiCIPz++++CWCwWlEqltsyKFSsEJycnobS0tHFvwEIUFRUJHTt2FHbt2iUMGDBAGyDxeTS+mTNnCv379zd4Xq1WC3K5XFi8eLH2WH5+vmBrayts2LBBEARBSE1NFQAIR48e1ZbZsWOHIBKJhCtXrjRc4y3QoEGDhJdeeknn2HPPPSeMHj1aEAQ+j4bCIbYmoqysDMePH0dYWJj2mFgsRlhYGBISEszYMstXUFAAAGjTpg0A4Pjx4ygvL9d5Fp07d0b79u21zyIhIQFdu3aFh4eHtkx4eDgKCwtx6tSpRmy95ZgyZQoGDRqk83MH+DzM4ZdffkGvXr0wfPhwuLu7o0ePHli1apX2fEZGBpRKpc4zkclkCAkJ0Xkmzs7O6NWrl7ZMWFgYxGIxjhw50ng3YwH69euH+Ph4nDt3DgBw4sQJHDhwAE899RQAPo+Gws1qm4jr169DpVLp/AMPAB4eHjhz5oyZWmX51Go1pk6dioceegiBgYEAAKVSCRsbGzg7O+uU9fDwgFKp1JbR96w056huNm7ciKSkJBw9erTaOT6PxnfhwgWsWLEC06dPx/vvv4+jR4/izTffhI2NDcaNG6f9mer7md/7TNzd3XXOW1lZoU2bNnwmdfTee++hsLAQnTt3hkQigUqlwvz58zF69GgA4PNoIAyQqEWbMmUKUlJScODAAXM3pcW6dOkS3nrrLezatQtSqdTczSFU/uHQq1cvfPLJJwCAHj16ICUlBStXrsS4cePM3LqWZ/PmzVi/fj2+//57PPjgg0hOTsbUqVPh6enJ59GAOMTWRLi6ukIikVRbmZOTkwO5XG6mVlm2119/Hb/++iv27NmDdu3aaY/L5XKUlZUhPz9fp/y9z0Iul+t9VppzZLzjx48jNzcXwcHBsLKygpWVFfbt24dly5bBysoKHh4efB6NTKFQICAgQOdYly5dkJWVBeDuz7Smf6/kcjlyc3N1zldUVCAvL4/PpI7effddvPfeexg5ciS6du2Kf/3rX5g2bRoWLFgAgM+joTBAaiJsbGzQs2dPxMfHa4+p1WrEx8cjNDTUjC2zPIIg4PXXX8fPP/+M3bt3w9fXV+d8z549YW1trfMszp49i6ysLO2zCA0NxcmTJ3X+wdm1axecnJyqfbFQzZ544gmcPHkSycnJ2levXr0wevRo7f/n82hcDz30ULXUF+fOnYO3tzcAwNfXF3K5XOeZFBYW4siRIzrPJD8/H8ePH9eW2b17N9RqNUJCQhrhLizH7du3IRbrfl1LJBKo1WoAfB4NxtyzxOmujRs3Cra2tkJMTIyQmpoqvPLKK4Kzs7POyhy6f5MmTRJkMpmwd+9eITs7W/u6ffu2tsxrr70mtG/fXti9e7dw7NgxITQ0VAgNDdWe1ywrf/LJJ4Xk5GQhLi5OcHNz47LyenLvKjZB4PNobImJiYKVlZUwf/584fz588L69esFe3t7ITY2Vltm4cKFgrOzs7Bt2zbhn3/+ESIjI/UuK+/Ro4dw5MgR4cCBA0LHjh25rNwE48aNE9q2batd5r9lyxbB1dVVmDFjhrYMn0f9Y4DUxHz11VdC+/btBRsbG6FPnz7C4cOHzd0kiwNA72vNmjXaMnfu3BEmT54stG7dWrC3txeGDh0qZGdn69Rz8eJF4amnnhLs7OwEV1dX4e233xbKy8sb+W4sU9UAic+j8W3fvl0IDAwUbG1thc6dOwv/+c9/dM6r1Wph9uzZgoeHh2Brays88cQTwtmzZ3XK3LhxQxg1apTg4OAgODk5CRMmTBCKiooa8zYsQmFhofDWW28J7du3F6RSqdChQwfh3//+t04KCz6P+icShHtScRIRERER5yARERERVcUAiYiIiKgKBkhEREREVTBAIiIiIqqCARIRERFRFQyQiIiIiKpggERERERUBQMkIiIioioYIBGRRbl27RomTZqE9u3bw9bWFnK5HOHh4Th48CAAQCQSYevWreZtJBE1eVbmbgARUX0aNmwYysrK8N1336FDhw7IyclBfHw8bty4Ye6mEVEzwh4kIrIY+fn52L9/Pz799FM89thj8Pb2Rp8+fTBr1iw8++yz8PHxAQAMHToUIpFI+x4Atm3bhuDgYEilUnTo0AHR0dGoqKjQnheJRFixYgWeeuop2NnZoUOHDvjxxx+158vKyvD6669DoVBAKpXC29sbCxYsaKxbJ6J6xgCJiCyGg4MDHBwcsHXrVpSWllY7f/ToUQDAmjVrkJ2drX2/f/9+jB07Fm+99RZSU1Px7bffIiYmBvPnz9e5fvbs2Rg2bBhOnDiB0aNHY+TIkTh9+jQAYNmyZfjll1+wefNmnD17FuvXr9cJwIioeeFmtURkUX766SdERUXhzp07CA4OxoABAzBy5Eh069YNQGVP0M8//4whQ4ZorwkLC8MTTzyBWbNmaY/FxsZixowZuHr1qva61157DStWrNCW6du3L4KDg/HNN9/gzTffxKlTp/Dnn39CJBI1zs0SUYNhDxIRWZRhw4bh6tWr+OWXXxAREYG9e/ciODgYMTExBq85ceIE5s2bp+2BcnBwQFRUFLKzs3H79m1tudDQUJ3rQkNDtT1I48ePR3JyMjp16oQ333wTO3fubJD7I6LGwQCJiCyOVCrFwIEDMXv2bBw6dAjjx4/H3LlzDZYvLi5GdHQ0kpOTta+TJ0/i/PnzkEqlRn1mcHAwMjIy8NFHH+HOnTt44YUX8Pzzz9fXLRFRI2OAREQWLyAgALdu3QIAWFtbQ6VS6ZwPDg7G2bNn4e/vX+0lFt/9Z/Lw4cM61x0+fBhdunTRvndycsKIESOwatUqbNq0CT/99BPy8vIa8M6IqKFwmT8RWYwbN25g+PDheOmll9CtWzc4Ojri2LFjWLRoESIjIwEAPj4+iI+Px0MPPQRbW1u0bt0ac+bMwTPPPIP27dvj+eefh1gsxokTJ5CSkoKPP/5YW/8PP/yAXr16oX///li/fj0SExPx3//+FwDw+eefQ6FQoEePHhCLxfjhhx8gl8vh7Oxsjh8FEd0nBkhEZDEcHBwQEhKCL774Aunp6SgvL4eXlxeioqLw/vvvAwA+++wzTJ8+HatWrULbtm1x8eJFhIeH49dff8W8efPw6aefwtraGp07d8bEiRN16o+OjsbGjRsxefJkKBQKbNiwAQEBAQAAR0dHLFq0COfPn4dEIkHv3r3x+++/6/RAEVHzwVVsRERG0Lf6jYgsF/+0ISIiIqqCARIRERFRFZyDRERkBM5GIGpZ2INEREREVAUDJCIiIqIqGCARERERVcEAiYiIiKgKBkhEREREVTBAIiIiIqqCARIRERFRFQyQiIiIiKpggERERERUxf8DpWjdNdJrU9IAAAAASUVORK5CYII=", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 16 where loss is averaged over 1 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 9.334724250016734 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.24707479198696092 secs\n", + "--------------------------------------------------\n", + "F1 Score = 1.000\n", + "ROC AUC = 1.000\n", + "Accuracy Score = 1.000\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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2h9LHipwmlswbz9yJB7btuiPDhw9n2bJl/OEPf0jvdAqFQjz33HOMGDGi1953KJMRoAEukUikdz4IIYTYf8s3VLPw2bUZwQ9AjTvEwmfXsnxDda+999SpUxk+fDgvvvhi+tiLL77IiBEjOOKIIzLaJhIJ7rrrLkpLSzGbzUyePJl//OMf6dfj8ThXXHFF+vVDDz2UBx54IOMaCxYs4KyzzuK3v/0tRUVF5Obm8sMf/vCAdlZVVFRw5plnYrPZcDgcnH/++dTW1qZfX79+Pd/5znew2+04HA6OPPJIPvvsMwB27NjBvHnzyM7Oxmq1MmHCBF5//fX97ktXyAjQAOd2u9N5L2TngxBC7KGqKsFo1/5AjCdUlvz7K9qa7FIBBbjt3xs5fkweWk3nv2vNem23fyd///vf54knnuCSSy4B4PHHH+fyyy9n5cqVGe3uuusunn32WR555BHGjh3L+++/z/z583G5XMyaNYtEIkFJSQl///vfyc3N5aOPPuLqq6+mqKiI888/P32dd999l6KiIt599122bNnCBRdcwJQpU7jqqqu61W9IBmWp4Oe9994jFovxwx/+kAsuuCDd/0suuYQjjjiChx9+GK1WyxdffIFerweSU32RSIT3338fq9XKxo0bsdls3e5Hd0gANICpqorH4yEYDOLz+bDb7X3dJSGE6DeC0Tjjb32zR66lAjWeEJNue6tL7TfePgeLoXuP2Pnz57N48WJ27NgBwKpVq1i2bFlGABQOh7nzzjv5z3/+w7HHHgvA6NGj+fDDD/nLX/7CrFmz0Ov1LF26NH1OaWkpq1ev5oUXXsgIgLKzs3nwwQfRarWMGzeO008/nRUrVuxXALRixQq+/PJLysvLGT58OABPP/00EyZM4NNPP+Xoo4+moqKCn//854wbNw6AsWPHps+vqKjg3HPPZdKkSel76m0SAA1g/kCQT8qbaAzEKGqq4LSjD8Wgl2+pEEIMRC6Xi9NPP50nn3wSVVU5/fTTycvLy2izZcsWAoEAJ598csbxSCSSMVX20EMP8fjjj1NRUUEwGCQSiTBlypSMcyZMmJCRSbmoqIgvv/xyv/q+adMmhg8fng5+AMaPH09WVhabNm3i6KOPZtGiRVx55ZU888wzzJ49m/POO4+ysjIAfvzjH7Nw4ULeeustZs+ezbnnnsvhhx++X33pKnlaDlDLN1Rz68sbqPPtqXh817tVLD1zYq8u1BNCiIHCrNey8fY5XWq7pryJBU982mm7Jy8/mmmlOV167/3x/e9/n+uuuw5IBjH78vl8ALz22msUFxdnvGY0GgFYtmwZN9xwA7/73e849thjsdvt3HfffXzyyScZ7VPTTymKovRqEdnbbruNiy++mNdee4033niDJUuWsGzZMs4++2yuvPJK5syZw2uvvcZbb73FXXfdxe9+9zt+9KMf9Vp/JAAagFIL9fadq671Rlj47Foenj9VgiAhxJCnKEqXp6FOGOuiyGmixh1qcx2QAhQ6TZww1tWlNUD7a+7cuUQiERRFYc6c1sHb+PHjMRqNVFRUMGvWrDavsWrVKo477jiuvfba9LGtW7f2Wp8BDjvsMHbu3MnOnTvTo0AbN26kpaWF8ePHp9sdcsghHHLIIfz0pz/loosu4oknnuDss88GkjvhrrnmGq655hoWL17Mo48+KgGQ2COeUFn6ysY2/4FCcp566SsbOXl8Ya/+IxVCiMFEq1FYMm88C59diwIZv2NTv0mXzBvf679XtVotmzZtSv//vux2OzfccAM//elPSSQSzJgxA7fbzapVq3A4HFx22WWMHTuWp59+mjfffJPS0lKeeeYZPv30U0pLSw+4f/F4nC+++CLjmNFoZPbs2UyaNIlLLrmE+++/n1gsxrXXXsusWbM46qijCAaD/PznP+d///d/KS0tZdeuXXz66aece+65AFx//fWceuqpHHLIITQ3N/Puu+9y2GGHHXB/OyIB0ACzpryp1RbNfVW7Q6wpb+LYstyD1CshhBj45k4s4uH5U1vlASo8CHmA9uZwODp8/Y477sDlcnHXXXexbds2srKymDp1KjfddBMAP/jBD1i3bh0XXHABiqJw0UUXce211/LGG28ccN98Pl+rbfllZWVs2bKFf/3rX/zoRz9i5syZaDQa5s6dy5/+9CcgGcw1NjZy6aWXUltbS15eHuecc056sXY8HueHP/whu3btwuFwMHfuXP7whz8ccH87oqiq2rspLgcgj8eD0+nE7XZ3+oN4sP3ri0p+suyLTts9cOEUzpxS3Gk7IYQYLEKhEOXl5ZSWlmIymfb7OvGEypryJuq8IfLtJqaV5siIej/S0fe5O89vGQEaYPLtXftHnWUcnP9YQ6FQest/asHfwZJIJNBoJHeoEIOdVqPICPoQIL/NB5hppTnk2/QdtnFZtJQ5knmCBhu/309NTQ27du2isbGRWCx2UN7X7XZTVVXVqzskhBBCHDwSAA0waiLOtcfmd9jmxycU4/d5CQQCB6lXB0cikcDr9WI2m9FoNNTV1bFz507cbnevBiahUIiGhgYCgQCRSKTzE4QQQvR7EgANMMFgkEJL+9Nblx5VwEmHJodum5ubB9WIRTgcJhwOYzAYMBqNOBwO4vE4VVVVVFVV4ff7e3zUKx6P09DQQCwWIx6PEwp1vABdCCHEwCAB0ADj9/t5d1syEdaMUgcPnjOG2+aM5KSxWQCs3u4hoapYrVZ8Pl86adZg4PMH+KLKz4otbtbu8pJQwWKxYLfb8fv97Nq1i9ra2h4LUlRVpbGxEa/Xi9VqRavVDrpRNSGEGKpkEfQAEo1G8fp8rCz3AzB3XA6TCkzE43qmj3Dw8Q4P3zYE+c83zZxyaA5arZbm5ub0w3sge+PLam59+b/U+/es+cm36bl+ZgknjsnCbrcTi8Vobm7G5/ORlZWF0+lslem0O3w+H83NzRhNZr6o8lPrDpFlCnF6bh4mo6EnbksIIUQfkRGgASQYDLK+0kutL4pFr+H4Umd6XYrNoHDx1AIA/u/jGmJxFbPZTCAQwOv19nHPD8zyDdVc+9e1GcEPQJ0vyk2vl7NySwsAOp0Op9OJVqulvr6eyspKgsHgfr1nOBymvr6ejyoCXPjXb7juxS3csWIXP3ttJ7N++x7LN1Qf6G0JIYToQxIADSA+n4/3do/+nDgmC52iotFosFgsBAIBzp/iIsusY5c7zKubGtFoNBgMBpqamohGoz3al1gsRjgc7tFrtqWzzNcA97+/i3hiT4vU+qBIJEJVVVW3pwETiQQNDQ28800TS1dUUefL/NqlSo5IECSEEAOXBEADRCQSwePz8/725MP85EOyCYfDmEwmsrOzATBp4bKjk6NAj39SQziWwGQyEQ6HcbvdPdaXYDBIZWUltbW1vb7VviuZr+t8UdZX7Qly4gmVdZU+PqqMsK7Sx67KKlpaWrrc1+bmZppb3Pzls6YO2y19ZWNG4CWEEGLgkDVAA0QwGOSTHR7coTg5Fh1HDrfj93rIy8vDZrNhs9nw+XycPTGPZevqqPVG+ed/67l4agEmkwm3233AyQNVVcXj8dDQ0EA0GkVRFEKhEGazuQfvNFOdt2sLmhv8yVGalVtauP/9XRmjNi6rjmumeTnzyJHk5OR0mMzQ7/fT2NjIty0q9b72R81UpOSIEANFPB4/qDtiNRpNv1h3qSgKL730EmeddVZfd6VfkgBoAFBVFd9ei59PGpuNGo+h0+kwm80oikJWVhY+nw+tonLF9CLu/E8FT39WyxkT8rAZjenAJTs7O31Od8TjcRobG2lqakKv1+NwOHC73QQCgV4NgLqa+fqznV7CsQR3rdjZ6rV6f4w73q1BVVXmHREnLy+vzV9O0WiU+vp6ANyRro3sdDVAE0L0jXg8zq5du3p8GUBH9Ho9JSUlXQqC5s2bRzQaZfny5a1e++CDD5g5cybr16/n8MMP73Y/qqur0zMEojWZAhsAIpEIjW4fqyuS0zxzDk1Of1ksFgyG5G4ki8WCzWYjEAgwd1wOI7ONeEJx/rauDiC9LX7Xrl3U1dV1a6t4OBympqaGxsZGzGZzOuDR6/V4vd5e/ctqWmkOrk4yXwO8urGpzeBnb//vsybqGxqpqalp9cswteU9GAxitVrJs3Zt91hXAzQhRN9IJBJEo9H0msje/tBoNESj0S7/Xrziiit4++232bVrV6vXnnjiCY466qhuBz+phK2FhYUHvWTQQCIB0AAQDAb5sNxDKKZS7DQwLt9MPB7HbrenR3JSo0AAJOJcfewwAJatq6MpEEWr1aanwJqamtKBUGeZjX0+H1VVVXg8Hux2O3q9nnhCZe0uLx/sCLBmezP+wP7ttOqKeCzKtdNdHbb538NdlOZ0HojU+aJs82rweDxUV1dnBIFut5uWlhasViuKojB5mI0sU8d/vRU5jUwrzenajQgh+pROpztoH93xP//zP7hcLp588smM4z6fj7///e+cddZZXHTRRRQXF2OxWJg0aRJ/+9vfMtqeeOKJXHfddVx//fXk5eUxZ84cIPlcePnll9PtbrzxRg455BAsFgujR4/mlltuyfhj8LbbbmPKlCk888wzjBo1CqfTyYUXXpixkziRSHDvvfcyZswYjEYjI0aM4De/+U369Z07d3L++eeTlZVFTk4OZ555Jtu3b+/W1+RgkQDoIPP5fNTW1nZ5OFZVVbxeL+9tT05/zTk0h1gshsFgaDX1lEoKGAwGObHMybh8C8Fogic/rWHtLi9vbW7iy9oQNrsDnU5HY2MjO3fubLOmlqqqNDU1UVVVRSwWw+FwoNFoWLmlhXOf/IrrXtzC0rd38ovlVZx0/0e9tiMqFApxTImJ0bmtA5x8m547Tytl0Ykl6cXfnWkKJu8lEAhQXV2N3+8nGAzS0NCAwWBI//Kq9kQIxTqeBvvFyWVSIVoIcUB0Oh2XXnopTz75ZMZGjb///e/E43Hmz5/PkUceyWuvvcaGDRu4+uqr+d73vseaNWsyrvPUU09hMBhYtWoVjzzySJvvZbfbefLJJ9m4cSMPPPAAjz76KH/4wx8y2mzdupWXX36ZV199lVdffZX33nuPu+++O/364sWLufvuu7nlllvYuHEjzz33HAUFyd+/0WiUOXPmYLfb+eCDD1i1ahU2m425c+f2yzJCsgboIIvFYjQ0NBAKhXC5XFgslg7bh8Nhapp9fFaZDIBOPjSbUChEVlZWqyR/qVEgr9dLPB7nmuOKuP7lrfxjfQP/WN+Qbrd3AsFQKERdXR0ej4fs7GzsdjuqqtLQ0EBzczMmkyk9hLpySws3vV7eqo91vuS28IfnT2XuxKID/RJl8Pv9eCIq25uSozVL54xEBfKseiYPs6UDkK5OWeVZ9SiKks4eXV1djcFgIB6Pp78XvnCcn7+ylVAsQYnTQDimUu+P7nUNHQun5XH8CGuP3qsQYmj6/ve/z3333cd7773HiSeeCCSnv84991xGjhzJDTfckG77ox/9iDfffJMXXniBadOmpY+PHTuWe++9t8P3ufnmm9P/P2rUKG644QaWLVvGL37xi/TxRCLBk08+id1uB+B73/seK1as4De/+Q1er5cHHniABx98kMsuuwyAsrIyZsyYAcDzzz9PIpHg//7v/9KzE0888QRZWVmsXLmSU0455QC+Sj1PAqA+oNFoCIVCVFVVkZeXh9PpbHdRciAQYOVWD/EEjMs3M9xpwOeLYLPZ2mxvNpux2+14vV784XibbVIJBO88rZQTx2RhNBoJhUJUV1fT0tKCRqPB7/djtVrTIyLxhMr977eeo97b0lc2cvL4wh4bFYlGowQCAT6tDJFQYVy+hZMPbXvKafIwG/k2faucPXvLtyWDJkgGizabjWAwSCAQSH894wmVW5eXs6M5jMuq58//ewjZZh3rq3zc885OdraE+d5RBZw4xk4gECCRSHS4q0wIITozbtw4jjvuOB5//HFOPPFEtmzZwgcffMDtt99OPB7nzjvv5IUXXqCyspJIJJJeA7q3I488stP3ef755/njH//I1q1b8fl86dH9vY0aNSod/AAUFRVRV5dcS7pp0ybC4TAnnXRSm9dfv349W7ZsyTgfkiP5W7du7dLX4mCS39wHUTyh8ukONyvLfXzrBhWFmpoaamtrW01BwZ7pr5W7p79OPiSHSCTS5vRXSmoUKBmwVHbYn1QCQUVR0oFTLBYjFApht9sz5rLXV/k6DC723hbeU0KhEJFIhPfKk4u/vzMmq922Wo3C9TNLOryey6ontk/eHrPZnJ7eA3hoVSUf7/Bi1CncM280eVY9Wo3C1BI78yYkt7uv3u7BYDCki7MKIcSBuuKKK/jnP/+J1+vliSeeoKysjFmzZnHffffxwAMPcOONN/Luu+/yxRdfMGfOnFZTSlZrxyPSq1ev5pJLLuG0007j1VdfZd26dfzqV79qdZ22ZhZSC7o72/Hr8/k48sgj+eKLLzI+vvnmGy6++OKufikOGhkBOkiWb6hm6Ssb90rqV0e+Tc+Pji/iKLWZcDjcakosFAqxvd7LV7VBFGD2IVlEIiFycnI63F5pNpsp92kypm3akkogOLUkGa2nskq3paGTa6Wv2YPbwgOBAN5wgrW7kgvwOgqAIJkd+87TSlvlAXKatPjCcb6qDXDDv7dy9/+Mxmpo/fV79atGlq1LboO/5eSRjMvP/FrMKHXy51VVfL7TRyieHCoOh8O9mgYgGo3idrvRarVoNJp0fpG9/6vRaLqd1kAI0b+cf/75/OQnP+G5557j6aefZuHChSiKwqpVqzjzzDOZP38+kPy988033zB+/PhuXf+jjz5i5MiR/OpXv0of27FjR7euMXbsWMxmMytWrODKK69s9frUqVN5/vnnyc/PbzWy1B9JAHQQLN9QzcJn17Yq51Dni3LLmxX85tRRHFXYekosEAjw7jYPAFNLbORadPj9SrvTXymKohBQu7YmpquBjUHbtQdsT20Lj8Vi+P1+Pq0OE1dhbJ6Zkiwj4XCYUCiERqNBr9ej1+szgsETx2Rxwmgn66t8NPij6bVC6yp9/PLVbXy+y8ePXvyW355RhtOkS7dzB2P88YPkiNn3pxXy3bGtc2eMzDZS4jSyyx1mTYWXowt1+P3+PbvveoHH46Gurg6NRoOqqulAJxX47B0UpUqAmEyyNV+IgcZms3HBBRewePFiPB4PCxYsAJJBxz/+8Q8++ugjsrOz+f3vf09tbW23A6CxY8dSUVHBsmXLOProo3nttdd46aWXunUNk8nEjTfeyC9+8QsMBgPHH3889fX1fPXVV1xxxRVccskl3HfffZx55pncfvvtlJSUsGPHDl588UV+8YtfUFLS8Sj9wSYBUC/rSi2rBz6o5J8LJhCNJPPthMNhsrOzk7u/ygMAnHJoDuFwGKPR2KUHXEmuvdM2ALmWPT8C8YTaKnDQKLDi2xZ++25Fp9cqsBt6bFt4KBQiHA7zwe7SH98Zm5U+npOTg6qqBINBgsEg8XgcRVHSu7h0Ol16VCvlqOF2/nTOWH72r618XRdkwXNfowKNgcypx4mFFr4/vbBVf1RVRVVVZox2sGxdPR9uc3P8iCJCoRDRaPSAqs63JxqN0tLSgslkyvieq6pKIpFI/zeRSBCLxfD5fHg8HrKysnA6nb3SJyEGqraWGfS397niiit47LHHOO200xg2LJnK5Oabb2bbtm3MmTMHi8XC1VdfzVlnndXt8kZnnHEGP/3pT7nuuusIh8Ocfvrp3HLLLdx2223dus4tt9yCTqfj1ltvpaqqiqKiIq655hoguRP5/fff58Ybb+Scc87B6/VSXFzMSSed1C9HhBS1t4s5DUAejwen04nb7T7gb9rqrY1c9OjHnbZ78JwxTC2xp0c+LBYLG6vcLPzXTvQahVevmkgi5Cc/P5/c3M5LL8QTKsffvYIaT8drVI4qsfHLk0bwTX2w1dRRnlVHgc3AV7XJIKzIbqDa2/5WxqUnlzD/xIk9kgK+rq6OHdX1XPT8DmIJlb997zCGOw34/X6GDx+OxWIhkUgQiUSIRCLpYCgSiWQERPsGizuaQ1zz929wh9peIA6kF4enpDJxx2Ixtvm0/OilrThNWv59xUQCPi8lJSWtFv31hKamJmpra3E4HF2e4kp9LQwGA9nZ2Tidzn6Rkl+IgyEUClFeXk5paWn6335/zwQtuq+t73NKd57fMgLUy7pby0qn0+FwOPD7/azcvfj3uFIHZi2EtNpOF7qlaDUKS+ZNYOFf17bbRqeBz3b5uOiZTUTbKOrZ4I/R4I+hUWDB0YVcdnQBq8o9rQKlLLOWn59YwpEFOkKhUJf72J54PI7f7+fz6jCxhMroXBMjs00Eg8GMETCNRpMeHXE4HOmMr6lpMo/Hk97NllLiNKLrZJfa/e/v4oTRTrQaJR38GI1G9Ho944wqdqMWdyjOVzUByhwagsFgjwdA0WiUxqZmNjXG8NQ0t9r2n/H12mfk7vAiO7FohNraWjweDzk5Odhsti7tVlNVNR1UJhKJbgVfQvRHWq2WkpKSIVkLTHRMAqBe1tU1MVnmPd+KhApfNyd4Y3Ny/c/s3ZXfzWZzt9KanzqpiAfOn8gdr35Nw15TPak8QGV5Ju5eUcG63TmGOurb5dOS29v3XmPz1Ke1fLrTy9HD7XxnbE6bAcf+CIfDRCIRPti9+y21+DkajZKVldXug1yj0WA0GtNrYSwWC7W1tfh8vvS6qfVVvlbTXvvae3G4z+fDYDBQWFiIx+OhubmZ40Y5eHNzM6vK3Yw7Khe/39/j2+Ff/nw797y1lYbAnpGqvfM3pbRV/DXVblaZk2AwSFVVFTabjezsbCwWS0ZAs/coWigUIhAIEI1GicVi6XVWneWqEqK/02q1EpCIVvp8G/xDDz3EqFGjMJlMTJ8+vVV2y71Fo1Fuv/12ysrKMJlMTJ48uc0Cct25Zm+bVppDkdNEZ39D/+mDXWyuC6QzLf/4pa14dufx+eP7lby31Z1R+qKrzpw6kn9deTj3zBnGbXNG8uA5Y/jnggmcOCaL4Vkmvj+t9XqXfTUFYqyv8qU/T20Lv/rYZNLD97e58YfjGAzJKap4vP3ppa4IBAJ4QzHWVOzZ/ZVIJNLb9bvKZrNRWFiIVqvF50v2v6uLvhv8UXw+H3q9nsLCQkwmExaLJbkOqNQJwAflbvR6fTovR095bX0lP3/5m4zgB/bkb1q5pQXYk5hy3/QEqXbvbXWna8T5/X527dpFTU0Nfr8ft9tNTU0NO3bsoKKigsrKSpqamojH4+kAEpLDyUIIMRj1aQD0/PPPs2jRIpYsWcLatWuZPHkyc+bMSSdd2tfNN9/MX/7yF/70pz+xceNGrrnmGs4++2zWrVu339fsbcmpqORq/fZCF4tew9bGMFcs29zmA63eH+XXK2v5YLu3nSt0LCc7i6klNr4z2s7UEnvGNEpnoyEpbQUO4wssjMg2Eo6pvLu1JZ0bpzuFVveVSCTw+XysrQkTTaiMzDZSmmPq1gLwvVmtVoqKitDpdHi93oxF3x2xaeNotVoKCgrSQZfJZMJgMHBEUXIaraI5zC5PNL0dvifEEyq3v7qxwzb3v7+LSCzRaWLKVJ4njUaD3W7HbDbjdrvZuXMnVVVVuN1uVFXFbDbjdDpxOByYzWZ0Oh2KomA0GvH5fJLrSAgxKPVpAPT73/+eq666issvv5zx48fzyCOPYLFYePzxx9ts/8wzz3DTTTdx2mmnMXr0aBYuXMhpp53G7373u/2+5sEwd2IRD8+fSqEz8+GdqmX1wmXj+U6Zk85mqO984xvibazV6Uwq2V8qc/HeulNCYl+KonDquOSurzc2NaWngPz+jqfUOpJKLvjhjj3TX4qiEIlEsNvt+zXNZLFYKCwsRK/XM8apdFpd3mXVManQQkFBQcZ0nk6nS2bHVmMcUZycUltV7kan06VHmA7Ux1vrqe1goTkkR3gufGZjh4kpU+32HrlLrS+z2+04nU7sdjsmk6ndqQGDwUA0Gu2xexPiYJG9PYNbT31/+ywAikQifP7558yePXtPZzQaZs+ezerVq9s8JxwOtxoBMJvNfPjhh/t9zdR1PR5PxkdPmzuxiA9v/C6PXjSRG2fmZ0xF5Vj0nDu544rncGCZlnNycnA4HHi93ozMn6kSEh3Zu4TEvuaMy0EB1lX6qPaEMRgM+Hy+/Z4GCwaD+MMxPt6xZ/orHo93mKSxKywWC0VFRZiMBq45uuNddAuPcTGsqLDNfEt7psGSU0QfbEtOg6W2wx+onfVd+9mr8XZ9Km9fnU2jxhNqunjupsYYTc0tB20LsRAHIhXM98fCm6LnBALJnckHmuqjzxZBNzQ0EI/H01VkUwoKCvj666/bPGfOnDn8/ve/Z+bMmZSVlbFixQpefPHF9MN2f64JcNddd7F06dIDvKPOaTUKR490UmII4HRm7hrq7UzLer0+GQCYTDQ2NhKJRLBarekSEm0VOU25fmZJxrRZLBZL/wAWOhxMLbHx+S4fy79u5rKj8vH5fASDwU4TNu4rVfpjbU2YSFylxGlkTJ6ZYDCYUZR1f5nNZoqKijhpdwDwyKeN1O81iuKy6lg43cX/Th/T7q4us9mMwWBg+vDkL9ovq/0EYgpKNEooFDqgf5DxeByj2rXpptMPy+a1Tc2dtuvqCF9KW4uq8yxaFs+Fc6eVdetaQhxsOp0Oi8VCfX09er1e6vQNMqqqEggEqKurIysr64AXtg+oXWAPPPAAV111FePGjUNRFMrKyrj88ssPeHpr8eLFLFq0KP25x+Nh+PDhB9rdNmm12vR6FIvFkv4GdvVBdSCZljUaDbm5uRiNRurr6/F4PNhstnZLSOy76yiRSKSnt1JTapFIhFMPy9kdADWx4OgCFEXB7/d3OwBKTX+t2pEMrlLTX9FolOzs7B75ZWYymSgsLOQk4JjhFrZ5FRoDMRx6lXG5eoqHFXWYOyI1DRaLuRmbZ+bbhiCrd3iZUaI/4O3wfr+fsVnJKbr6Toq6/vw7I/h0Z8f12QC2NASZUmxDoyhtJrrcO7BNLareV0Mgzs9e/Bqzycxphw/b7/sTorcpikJRURHl5eXdLvMgBo6srCwKCzvfwNOZPguA8vLy0Gq11NbWZhyvra1t98ZcLhcvv/wyoVCIxsZGhg0bxi9/+UtGjx6939cE0lunDwabzUZxcTHNzc34fD40Gg1ms7nTauYKUOg09UimZZvNhsFgoKGhAbfbjclkareEhFaTLISXyri893bq2tpa3G43J5Zl8dt3d7GzJcyGmgCH5CR3g8VisYyCqp0JhUL4w1FWp6a/xvbM9Ne+TCYTRUVF1NTUMFYTZILLQjQapaCgAKfT2en5FouF5uZmji918G1DkA/L3XyntOiAtsMnEgmam5sxGvT8eMYwblne/i/v62eWYNBpOh25A7j//Ure3dLCSWOzePbzunYD3GTx3I4XVd/+6kbmTCxqMxeREP2FwWBg7NixMg02SO1b/uhA9FkAZDAYOPLII1mxYgVnnXUWkHwIrFixguuuu67Dc00mE8XFxUSjUf75z39y/vnnH/A1DxZFUbBYLJhMJvx+P01NTXi9XoxGIz85oZhfvbG99Tm7/7tk3vgee/ikctsYjUaampqIRqNYrdaMEhKqqqZLUpjNZgoKCjIS6tlstmSpBp3CiWOcLP+6meVfNzHxxBK8Xi+hUKjLo0Cp6a91NWFCsQRFDgOHuvZMf/V0fSuj0UhhYSE1NTWEQiFcLleXgh/YMw12zHB48lP4ZIcHtMOJhIL7XRzV5/MRCASw2+24Q8kRMI2SzAmVsu+IXEcjdz85oZimYIyHV1WxvsrP+qrWC9NT2+VvPnkEgUii09GkGk+YNeWNHFuW1+37E+JgSiVJFaIjfToFtmjRIi677DKOOuoopk2bxv3334/f7+fyyy8H4NJLL6W4uJi77roLgE8++YTKykqmTJlCZWUlt912G4lEgl/84hddvmZ/kdqabLFYcLvdNDc3MzVfw+2nDOfBj2oyHkaFThNL5o1n7sSiHu9Dbm4uJpMpY0pMq9WmSyoYjcb0yMi+UXcqkAuFQpw6LoflXzfzn2+a+ckJxSiKkpGAsDOp7fMfVbSe/srJyemVbMRGo5GioiLC4TA2m63L76HX6zGbzYxyxsiz6mjwx/iiKsBhWcmAsbsBUCKRoKWlBZ1ORzQBT36aHMH8yQnFlOWZ252ygvaLv6baTR/hYP5fNxGJt79r4tdvd17nLaWy0QsSAAkhBoE+DYAuuOAC6uvrufXWW6mpqWHKlCksX748vYi5oqIiYzohFAqlC8PZbDZOO+00nnnmmYxq3J1ds7/RarXpUgUtLS0cq3Nz1Lkj2NwUp9YTZNzIIk4YN6xXpx2sVmt6SqylpQVIPuRToyLtLezVaDQ4nU5qamqYWuJIT+F9WO7m+BGWLk2DJRIJvF4vzc3NBMIRPtq+Z/dXLBZDq9X2aiZig8GAwWDo9nk2mw23283xo5z866tGPtzmZtK0HPx+P9nZrSvJd8Tv9xMIBLDZbLywvoEGf5QCu54zJ+Zh0HU+nZZKTNmWOl+kw+AnxarX4I92XirAopHdYEKIwaHPF0Ffd9117U5PrVy5MuPzWbNmsXFjx0niOrtmf2UwGMjPz8dut9Pc3Mx4jZepJS6GDy9CcxDWXOj1egoKCjCZkkkHs7KyujSEbLVa0ev1xGNR5hyawzOf17L86ya+MyYLj8fT7sLgVI2tlpaWdMblTc0KgWiCApue8QWW9AjUwVqf1R0mkwm9Xs+xI23866tGVpW7+fHxBYRCISKRSJeDqtToj0ajIRRTefqz5OjP96cVdSn4geTXMrUTct9gs6u7C3/2nRIe+ai6w2mwfKuOMU6lW/cnhBD9lewR7GdSW7WLi4vJy8s7qNs4NRoN2dnZ6dIPXWEwGLDZbITDYU49LLlAe/UOD83BWHo32N5UVcXv91NVVUVlZWU6QLJYLKzc2gIkp3VS01/9tRinwWDAbDYzIU+HSaeh1helvCWaLsbaVYFAAL/fj9ls5h//raclGKPYaUgnmNxbqthrKBTC5/Ph9XrxeDx4vd70FKLX681IEtbl3YU2A9fPLOmwzfWzhhOPRfF69y8jeX93MItlCiH6ngRA/ZCiKNhstgMuKnqw2O12VFVlRJaBwwosxBPw9jfN6YXeqQSBoVCI2tpadu3ahc/nw2q1YrPZUFH4ZIeHd79tAWBWmTM9/bU/C4oPFpvNhk5RmTYiOcK1qtyDoihtZtxui6qq6dGfYAz++nmyXMsV04vQaZNBXywWSyfnTE0pajQabDYbubm5FBUVMXz4cEaMGEFxcTEmkwmPx5NOXNidRJepRdVttb9uxjBOHJOFwWDIuP5gEY1GqaqqOqAyLkKIgaXPp8DEwGc2mzGbzenF0JtqAyzf1MT5k10Eg0F8Ph/RaBS32008HsdisaSnatpKvLfkzR0snJ7HyeNc/XL6K8VkMqHT6ThupI33t7n5sNzNJVNyaGlpwe/3YzKZ0jvG9Ho9er0+YzTL7/fj9/uxWCw88Wkd3nCcUdkmTj4kO6NNVlZWMtjS6dIfbY2KGY1GDAYDjY2NNDc3p5NHdifR5b6Lqv/9VQNrd/nZWBNI33MqGOvqrrnuSKVc2LdqfW9LjZ5ptVoKCwv75aijEKJnyQiQOGCpxdDRaJTZh2Sj0yhsrg+yrSmERqOhsbGRxsZG9Ho9DocjI/hps/irL8rtK6pZUxXp1w+i1DTY1CIjCvB1XRB3REk/vH0+HzU1NVRUVKQ/6urq0muj3G43AL6IyrJ1ydGfK48pTAcjkUgEvV5PdnZ2upjpvkHUvvR6Pfn5+RQUFBCLxfD5fMwqc7Y5spOqRZfaVp+SWlR9yqE5/HRmMiHou1ta2N4UQlEUdDodHo+nx6eMotEotbW1VFVVHfRpNr/fj6qq6eBOCDH4yQiQ6BEWiwWDwYBWm+C4UQ7e3+Zm+aYmFh5XRCwWa7WTqyuJ9+5bUc5ZR4/ut4n3UlOVdq+XCYVWNtT4+du6Og4rsGRsR1dVlVgsRiwWo6mpCVVNVmhPJBJYrVb+3ye1BKIJxuaZ08GIqqoEg0Hy8vK6nc9Eo9GQk5OTkfH7hFI7J4ye0GEm6LaU5ZmZOdrJ+9vcPP1ZDbeeMgqz2ZzOW9TdbN/tCYVC1NXV4ff70Wq1NDY2pgO+3haORPloSz1NwThOAxhNTVgsloO2/i4V6PbnYF+IwUgCINEjDAYDVqsVt9vNqYfl8P42N29ubuKa44a1uWNofVXnZRySifeaOLas4+KlfSk1DVbk0LGhBp7/oj792t6JC1NTYKk1TYlEgkQigSei8o/1DQBcfWwRmt0PwXA4WVj2QKaZ9k1vYDKZ2t0u35HLji7k/W1u3t7czPenFVGSlZyW9Hg8WK3WA35w+3w+6urq0oveU9duamoiPz+/VwOD5RuqWfKvr6j17lm4nmepYfHc6EGpfRYMBqmtrU0XKxZCHDwyBSZ6TGq7+zEjbDhMWhr8MZatq+OtzU2s3eUlvjutsaqqrCrvWtXz/S3+erAYjUY+qQzz9jfuVq+lMi2v3NLS6jWNRoNOp+OZz2oJxRJMKLBw3KjkA1BVVcLhMNnZ2Qe83TyV3qCgoIBoNIrP58vYJZaSSCSIx+PEYjEikUi6LhvAYQUWjhlpJ67Cs58nt+lbLBZ8Pl+3drztS1VVmpubqaqqSq4Ns9pYV+nj7W+a+aZFpbEpWS6mtyzfUM3CZ9dmBD+wp/bZa+sre+29Ifk1b2pqwufz0djYmN4sIIQ4OGQESPQYs9mMyWQiGo0wvsDCxzu8PLSqKv26y6bnpDFZfLbLy5aGrgU2B1L89WBIqPCnVdUdtrn//V2cMNqZnm5KFSXd1hjin/9NjhhddWxReqQjGAxiNpt7bERg3ykxt9udfq+9/6soChqNJv3f1APZaDSy4OhCPt7h5fVNTVw+rZACuyE5guXx7FfJgXg8TmNjI01NTRgMBj7eFeL+97/KrEJv1fHj4yNcPHN8t2rKden9EypLX9lIRykib391I3Mn9V4S0lQaA6fTic/nOygjXkKIPSQAEj0mtRj6Hx9v4eMdrRex1vuiLNs9RWTWJR+4gXayD/dk8dfetKa8iVpvx0UX63xR1lf5mFpib3PXm16j4A8nExmmcv24XK4ef+inklb6/f50kLN3wLP3h6IoNDU1UV9fj8Fg4PBhNqYW21hb6eOva+tYNKsEo9GI1+slOzu7W2t1otFoejG4xWJh1Q5/21Xo/TFufWsnRqOB8487tEcDgzXlTVS7Ow7Ca70RVn1Tw8xxPVuCBpLrfurqG9jYEMVb4ybbpGEszVgsljYThwohep4EQKJHGU1m/vJpY4dtrAYNL1w6nvVVbT/4eqP4a2/p6hTdZzu9NPqjLHmzdZX3aELlV29s505F4ahCXXJhdS89BLtT+sPpdOLxeAiHw5hMJhZMK2TtS1v494YGLjuqgByLIZ2IMSena4FqMBikrq4uXfhVRel0Mfxv39nBqYeX4LD3zIJr6Pr3bXtNMycc2rPb4lVV5cU12/jtO9tpCMTTx3tzxEsI0ZqsARI96otKH/X+jpPk+SMJyptC7SbeK3AYeXj+1B4v/tobujpF9+SntW0GP3u7//1dxOIJsrOzD2oG8Pbo9XqysrIIh8OoqsqRJTYmFFqIxJPb9hVFwWAw0NzcTGVlJbW1tTQ0NNDc3ExLSwsejye9WywYDOLxeNLJBh0OBxqNpkuL4ev9Md75ckePJl/s6vfNRJhgMNhj7wvw8ufb+eWrWzOCH9gz4vXPT7a0uU5LCNGz5M8M0aO6+pd1qkbV3on3Kht9DMuxcupRh6DT9n0A0BXTSnMocpqocYfaXU9i1CkYNAreSMd5c+p8UbZ5FQ7rRxnAHQ4Hbrc7nZxwwdGF/PyVbbz4ZQPzjyzAYTIRCoUIBAKoqpqRGyj1EE+tL1JVFZ1OlzG61dVaZdXNAVpaWsjL65lK9NNKcyh0GKnxtL+IO9+mZ1KhhaamJkwmU48EpZFojDvf+KbDNr0x4iWEaG1gPGXEgNHVv6z3rlGVSrw3c5SFmeOKBkzwA8m+L5k3vsM2S04Zxc++M7xL1wti6FeLYHU6HTk5OUSjURKJZI6nQ1xmgtEEL6yvR1EUzGZzuqyJw+FIfzidTpxOJw6HI/36vvmgcixd+xusMMtCc3MzgUCgR+5Lq1H4+UmlHba5fmYJNmtyt1tP7UZ7d0NFpyOkqRGvVIFbIUTvGDhPGjEgpEZEOnqEp2pP7S2VDK4/1/5qz9yJRTw8fyr5tsy1NXtnWu5qUdKS3P6XCyYVuAQCARRFYcHRhQC8sK6OVeXuVmkO2pJaXL23cCzBS/9t6PT98216jhqZRSKRoLGxsUcCA1VVmTbMwAkj2x5lKc01MavMiVarRavV0tTUdMDvGwwG2VHX0qW21c0BmpubD+j9hBAdkykw0aNSIyILn13bbpu9a0+lcs5ActHtgea96StzJxZx/CgHb3z2Df6EDpfNkJFpOVWUtKP1LoUOY7/c9abVasnJyaGyspJ4PM7MMmf6Xn7+yrZ0u70TP+4tte1/7wzU7lCMG1/dxlc1ATRKMp1Ae35yQjFajYLVasXr9dLS0kJu7oElx4xEIoRCIXa4k9+Py44qoDTXhILCr9/eTnljiFXlHmaMdmKxWPB4PLjd7i4v9t5XKudPlrFro3upES+LxdJq1EwI0TMkABI9LjUicuvLX2Y88FMPyJmjHQSDwfSoj9PpTNe6GsisFjNH7x6p2PdetBql06Kkt50xod/uektNYfn9fj6vjbcZyKUSP+5dX6ytbf85Fh0JFVqCMexGLXefXoo7FG/VLiUST0ZHGo0Gk8mUDgwO5OclFAqxtSFARUsYnUbhkiMLsBm1AGxpCPLM57U8uKqSY0Y60GkVjEYjzc3N2Gy2/QrSUzl/ppXmkm+r7zAQTo14BfzJ3EBGoxGtVrvf9yqEaJsEQKJXZIyIxLW47EYm5JuIRsJ4vV5MJhP5+fnYbLZ+XfG9OzQaDXa7nfr6+jYfzqldb/s+6F1WHUvmTejXu940Gg3Z2dl4vD7+8F7H29ZTiR8/2OZuM+BrCiTXwORYdDx07lhGZifXje1dhT7PqmddpY/HPqnh9+/tYmqJHZdNn8491NjYyLBhw/Z7YbLf7+ejncn1REePsGMzakkkEmg0Gi49qoBXNjZS0Rzm5Q0N/O9kFyaTCbfbTUtLC/n5+d16r0gkQmNjYzIFgV7HxVPzuf/99rNMp0ZIUyNeFotlv0eehBDtkwBI9Bqb1cKxZXm7q2urRMIhrFZrelHsYPyrNlUUNpVtOZV3J/Wg3nvXW70vgkWJMntyKbk52X3c885ZLBbKfRrqO9m5VeeL8uSn1bz0Zcf5oDSKQolzT/CbWgyfcvgwG6vK3XxdF+Sedyq4b95oFCVzKmx/AoNoNEowGGTVjmQA9J2yLGKxWLq2mdVo5Mrphfx25S4e+6SaOeOysRt1mM1m3G53t0YrU+U+wuEwDocDVVV5b2uybIpBq6RHt1L0GoWxruS1NRoNRqORpqZkcdb9ybgthGifLIIWvUZRFBwOBwaDgZycHEaMGEFxcTEOh2NQBj+QDBJKSkooLi4mOzsbRVHw+/243W58Ph+RSASNAlNL7MwYbuKY0blkOfvfwue2KIpCUO3aYu7HPqlNj/S0p8GfzJC9r9T2eZ1G4eaTR6LXKHy03cNrm5qAPYFBc3MzoVD3a8WFQiG2N/jZ2hhCqyRHnsLhMHa7nVAohKqqnDExj1HZJtyhOE9/mqx/ZjAky380NzcTiUS6lKvH7/fT0tKSLhr7xtdNrKv0YdQpPHvJOB48Zwy3zRnJH88u44hiK9GEyt0rKtLXNplMxGIxGhsbM1IMCCEOnARAolc5HA5GjBhBfn4+ZrO5X23x7i1GoxGHw0FBQQEjR45kxIgRFBUVYbVaicfj6fUg8Xic7OzsARUMFndxl1pXt7fvmwcoEAjgdruJRJLlRUbnmrnymOTU4APv70qXHUnWnIvuV2Cw9/TXESU2nGYdsVgMm82GyWQiGAyi0yhcd8IwAF74op4qd3KhvsVioaWlhR07drBjxw5qampoaWnB7/cTjUYzgqJUvTNFUdDpdLQEY/zpg+TU1xXTiyjJMjG1xM4ph+Zw1HAHi08aiVGn8PkuH//+as/omdVqxePx4PF0rYCwEKJrJAASvSr1y3+o0mg0mM1msrKyKC4uZsSIEZSUlJCXl0d2djY228BKdpdKINiRfJue204Z2aXrpdIDqKqK1+tFURRyc3MJBoPpwObiqflMKLTgjyS4a6/REZvNhsfjoaWlpcv9j8ViyQCoIhkAnbh7+kunS5Yg2Tvn0bEjHRw93E40ofLwR8mivlqtFqfTidFoJJFI4Ha7qampYefOnezYsYOKigrq6upwu900NTURCATSu7geWlWJOxSnLNfEhVNaryMqyTLyg2OTQdefPqikbnewp9VqMRqNNDY2pgNDIcSBkwBIiINIr9djs9nIy8ujoKCgX5S86A6tRuG2MyZ02Ob6mSUcUWJvVeJkX6l8UKngx2AwUFRURF5eHna7fffaseR73nzySAxahTUVXl7a0MDaXV7+820LmxpjNDQ2dXkqLBQKUdUSZFNdEAWYVZZFKBTCbDZjMBiw2WxYrdZ0zqMfnVCMAqz4toUvq5P9SQX1JpMJu92Ow+HAbrej1+uJxWI0NTVRXV1NQ0MDZrMZjUbDukofr21MTuH94rvD0Wn3jITuPZ123mQXEwotBKIJ7n13Z8ZUWCQS6bGEjEIICYCEEN00d2IRD144GZc1c2Rv78SPqW3/Hbl+ZgkKaroq/LBhw7BYLGi1WnJzc9HpdOnAZmS2iWuOS46O/O7dXVz34hZue3MHi16t4OK/beGfn2zt0lRYIBDgo4pkIHP4MCu5Vj3xeBy73Y6iKGi1WrKzs0kkEsTjccbkmfmf8cmcQw+8v5PPd3raTPyoKEo6kefe2bANBgORWIJ736kA4KyJuUwq2jPqFwqFCIfDGcHeTSeNSK97emvznmSIBoMhPXUqhDhwQ3duQgix3/5nSgnTS8y88+UOghjSCQ73zmPU3rb/VD6oE0rteL1eHA4H+fn56PV7RozMZjM5OTnU1NSg1+vRarXpEaV9lx43BOL86o3tGIwGzjtmbLt9jsfj+P1+Vu01/RWNRtOjOSk2mw273Y7P58Nut3PVsUW8ubmJjbVBfvTS1lb3sW/ix5TUere/rq1jR3OYbLMuHcRBMjliOBxOphfweIhEIhgMBkpzzSyYVsijH1dz//u7OHqEnRxLMgWAz+cjGAwOuKlTIfojCYCEEPslO8vJtFHZxOPxdrMV773tf+9M0Goijs/nIysrC5fL1eY6MafTma4ib7Ha+OMH7efOAbj37W2cdngJVkvbW9TD4TC17gBfVicDoFljkpXuU6kLUhRFITs7O72weUO1v9V2dWg78SNkZr5WVXhyTTUAP5lZjMO05z79fj82mw2Xy4VWq6WhoQG9Xo+iKHzvyAJWbmnh24Ygv1+5k3MOd9Hgj2JRolht7vSuMiHE/pMASAixX1KFUquqqvD7/ej1+vQDfG/75vdJlaHIzc0lLy+v3XVQGo2GvLw8QqEQa8qbOsyeDMkioiv+u4P/mXZIm9dM5v7xoQKHFVgotBtwu4Pp6a+9mc1mnE4n9Q2N3P9+1xI/ajVKm5mvAcpyTZx8yJ5cT9FoFEVRyMnJSU+7BQKBdFCk0yrcNHsEVyzbzDtb3LyzxZ0+N89ax62nxzlj6ogO+yWE6JisARJC7De73U5RUREWiyVji7/f728zV05qzYvL5cLlcnW6CNxgMJCXl0e9L9yl/lQ2etvcFZZIJPB6vRm7v9qa/kpRFIWsrCw2N8U6DbzqfMl8Riu3tHDT6+Vttt/aGEonQFRVlUAgQFZWFlarFUgGk7m5uaiqSjSaPL/aE6GtVU0N/hg/fuFLlm+o7rBfQoiOyQiQEGK/aTQasrKyyMpKbicPh8OEQiECgUB6pAeSD3hVVVFVlYKCApxOZ5encOx2OyPzs4C6TtsWOE00NTVhNpszsjWHw2HqPQG+2D399Z3d019Wq7Xd2l5Go5GQ0rUyLXe8tR1PuONF2KmRonAoiMlkIjs7M/u31WolOzubxsZGrDZ7pyNPS1/ZyMnjC/tt/Tgh+jsZARJC9AidTofVaiU3N5fhw4encx65XC4MBgM6nY6ioiKysrK6tX5FURS+O2lkq11n+8q36Tl6VE46AeHeu8JCoRCrd/iIJ2BMnomSLCPxeBybzdZhX5KBV+dqfTGC0Y4DoDpflHW7PMRiMXJzczMWfQPpKTGz2cwn2xo6HXmqdienBoUQ+0cCICFEr0jlPNo7ILLb7Z2f2AaT0cCvTj20wzbXHDsso4hoaipMVVV8Pl96+mvW7umv1Lb1jhw7Jp8Ce8fV3/Osev738Lwu3Udlky+dN6gtOp2OvLw8GjspI5JS5+l+KRAhRJIEQEKIXpfKsXMgzjpqFPeeMZY8S+Z1UjNAa3YmS0VoNBpMpuRUWDAYTFZj9/j5vHL3+p/d019ms7nVKMy+tBqFJfPGd9hm0az2t8Lvy2UzkpOT0+Gok9VqZYTL2aXrZZlk+kuI/SVrgIQQA8a508uYVmxiTXkjAVVPnlWPRoHrXtzC8q+bOW6Uk9mHZGM0GvF6vcn1NFYrq7d7iSZURmQZGZ1jwuPxdDr9lXLa4cX8IRzhN29spiGwJwnh3nmA4gmVfJu+w2krl0XLzMOGdVrVPT3l98Y26v3tjwS5LFrG5XatOK0QojUJgIQQA4ZWq6Ug38XUaCQ90gNw2dGFPLGmhvve3cmkIisFdkN6KiyRSLBq557Rn1gs1qXpr72dddQojizU8/HW+nTgtXfix1Tm65teL2/3Gj8+YRi5Odntvr43k9HATXMP4af/3Nhumx8eX4jP6yE3J3tI19sTYn/JFJgQYkBJZYkOh8PpshCXH13I+AIL3nCcO97eQUJV0wFSXVMLn+1KlprYe/qrvd1fbVEUhbzcHKYMs/Kd0Xamlthb7b5KZb7etwZavk3PLd8p5OyjR3drGvCso0Zx9/+UtZryA1h80nBOHuciEomky2gIIbpH/mwQQgw4WVnJIqZutxuHw4FOq7BkzkgW/G0za3f5WLaujounFmA0Gtns9hOKqRQ5DBzqMqenv7orlRyxubm53bVD+2a+zrXoKLUlcOXlpnP+dJWiKJw7vYyjigx8UenDF9fw5JoatjeH8Ybj6aKsHo8Hh8MhmaGF6CYZARJCDDipLNEmkyk9AjI8y8RPTigG4JGPqvm61s/aXV6WfdEAwAmjHfs1/ZWSSo5oNBpxu914vV7C4XCrIqypzNenHJrD+Dw9FnMy58/+BCh6vZ58Vx4T8w18t8zB+VPyAXhtYxOqqmIymQgEAgSDwW5fW4ihTgIgIcSAZDAYcLlcQLK8BsC8CbnMHO0kllC56oVvuO7FLXxZnQyQ3t7cworNjd2e/tqb0WikuLiY4uJinE5neou9x+MhEAgQi+1ZtJxIJIhEIuTm5u73+0EyEWRWVhZ+v5+TxmZh0CqUN4XYVBtAq9Wm+yCE6B4JgIQQA1Yqz1AwGCQeT04LnTA6uYV83/qlzcEYt79TzceVB5Y7x2Aw4HA4KCwsZOTIkQwfPhyXy4VeryccDqdHh1LV5Pc391FKKkGiwWBATyy95f61TckkiKkdb6kSGkKIrpEASAgxoGVnZ+N0OvH7/cTiCR79uOMaWb/9TznxROvq7vtDq9Wms1+PGDGCESNGMGzYMJxOJ2azmdzc3E7rnXWFwWDAbrcTiUQ4/bAcAN7e3Ew4lsBgMMhiaCH2gwRAQogBLbUeyGg0sqa8sfMSEp5wr5SQUBQFo9GI0+mksLCQ4cOH79dao/ZYrVYUReGIYisFdj2+SJz3tragKAp6vR63291qPZIQon0SAAkhBrzUeqAGf9emgeq8vV9CoidGfvZmNpsxGo1EIxFOOywXgNd3T4OZTCZCoZAshhaiGyQAEkIMCjabjVEFOV1qm2/vOBtzf6TRaLDb7USjUU7bPQ32aYWXWm8kHWx5vd6+7KIQA4oEQEKIQeOkw0fisrVfHkIBipwmppV2LVDqbywWC4qiUGjTcUSxDRV44+s9i6F9Pl96R5wQomMSAAkhBg29Tsutpx/W5mupLDxL5o1vlcV5oDCZTJhMJsLhMKePTwZxr+/OCWQwGIhGo7IlXogukgBICDGozDtiOH84d3yrEhKFDiMPz5/K3IlFfdSzA6coCg6Hg2g0yollWZj1Gna5w6yvSu4A0+v1eDyedIkQIUT7pBSGEGLQOeuoURw30sbKr3bSFIwzPM/BqUcdMmBHfvZmNpvRarUYNCrfHZvFaxubeG1TI1OKbZhMJrxeL83NzeTm5kp5DCE6ICNAQohBJ1W89Pix+cwaZWXmuKJBEfxAcq2PxWJJToPt3g32zrctBCJxNBoNZrOZhoYG3G53H/dUiP5NAiAhxKCk1WpxuVxkZWX1aD6evqYoCna7nVgsxuRhVkqcRoLRBO9uaQGSKQEMBgN1dXWyK0yIDkgAJIQYtIxGI8OGDWu3evtAZTab0ev1xGIxTtu9GPq1jXuSO5pMJjQaDXV1dQQCgb7qphD9Wp8HQA899BCjRo3CZDIxffp01qxZ02H7+++/n0MPPRSz2czw4cP56U9/Sii0J6nZbbfdhqIoGR/jxo3r7dsQQoiDxmAwpKfBTh2XgwJ8UeVjV0s43cZisRCLxaitrSUcDrd/MSGGqD4NgJ5//nkWLVrEkiVLWLt2LZMnT2bOnDnU1dW12f65557jl7/8JUuWLGHTpk089thjPP/889x0000Z7SZMmEB1dXX648MPPzwYtyOEEAeNzWYjHo+Tb9Nz9IhkwdXH11Tz1uYm1u7yEk+o2Gw2wuEwdXV1UixViH306S6w3//+91x11VVcfvnlADzyyCO89tprPP744/zyl79s1f6jjz7i+OOP5+KLLwZg1KhRXHTRRXzyyScZ7XQ6HYWFhb1/A0II0UfMZnM6909pjok1FV6Wf93M8q+bAci36bl+Zgmzypx4PB7q6uooLCxEq9V2cmUhhoY+GwGKRCJ8/vnnzJ49e09nNBpmz57N6tWr2zznuOOO4/PPP09Pk23bto3XX3+d0047LaPdt99+y7Bhwxg9ejSXXHIJFRUVvXcjQgjRB/R6PVarlf9sbuD5L+pbvV7ni3LT6+W8t9WN3W7H4/HQ0NAgBVOF2K3PRoAaGhqIx+MUFBRkHC8oKODrr79u85yLL76YhoYGZsyYgaqqxGIxrrnmmowpsOnTp/Pkk09y6KGHUl1dzdKlSznhhBPYsGEDdru9zeuGw+GMOXKPx9MDdyiEEL3LbLHyyCcNHba5//1dnDB6AlarlaamJrRareQIEoJ+sAi6O1auXMmdd97Jn//8Z9auXcuLL77Ia6+9xh133JFuc+qpp3Leeedx+OGHM2fOHF5//XVaWlp44YUX2r3uXXfdhdPpTH8MHz78YNyOEEIckC9rgjQEOs76XOeLsr7Kh06nw2Kx0NDQQEtLy8HpoBD9WJ+NAOXl5aHVaqmtrc04Xltb2+76nVtuuYXvfe97XHnllQBMmjQJv9/P1Vdfza9+9at0ReS9ZWVlccghh7Bly5Z2+7J48WIWLVqU/tzj8UgQJITo9xoDXVvY3OBPttPr9cTjcerr69HpdO2OigsxFPTZCJDBYODII49kxYoV6WOJRIIVK1Zw7LHHtnlOIBBoFeSkFvSpqtrmOT6fj61bt1JU1H79H6PRiMPhyPgQQoj+Lt9u6lK7POuePEh75wjy+/291TUh+r0+nQJbtGgRjz76KE899RSbNm1i4cKF+P3+9K6wSy+9lMWLF6fbz5s3j4cffphly5ZRXl7O22+/zS233MK8efPSgdANN9zAe++9x/bt2/noo484++yz0Wq1XHTRRX1yj0II0VumleZQ6Og4CLIbtUweZss4ZrFYSCQS1NTUSPV4MWT16Tb4Cy64gPr6em699VZqamqYMmUKy5cvTy+MrqioyBjxufnmm1EUhZtvvpnKykpcLhfz5s3jN7/5TbrNrl27uOiii2hsbMTlcjFjxgw+/vhjXC7XQb8/IYToTVqNwm1njOeaZ9e228YbjvPYJ9VcdUxRxsJnq9WK3++npqaGwsJCbDZbu9cQYjBS1PbmjoYwj8eD0+nE7XbLdJgQot/719od3PHqpowF0fk2PRMLrbyzu0bY6eNzuPE7I1AUWF/lo8EfJc+qZ2yWBq1GoaCgQNYEiQGvO8/vPh0BEkIIceDmTRnOpGyVtTs9+OIa8qx6Jg+zodUo/GtDA/e9u5PXNjbxbX2ApkA8vSgakoHSwukuZuz+W1iCIDFUSAAkhBADnEajIcvpYEIoiNPpzHjtzIl55Fn1LH5tG9/Uh1qdW+eLsnRFFUtOGsYMalBVVUa+xZAwoPIACSGEaJvFYkGr1RKLxVq9dsxIB3Zjx3/vPvxJPSoKNTU1uN3u3uqmEP2GBEBCCDEIGI1GzGZzm5Xf11f5aA62Doz2VueL8k1zPJ2fTYIgMdhJACSEEIOAoijY7fY2R4D2XvPTkQZ/FLPZjE6no6amRjJGi0FNAiAhhBgkLBYLer2eYDCYcXzvRIgdSbUzmUzo9Xpqa2tpaWlpN9GsEAOZBEBCCDFIGAwGcnNzgeR24Hg8uS1+8jAb+baOgyCLXsOkImv681QQVFdX1yqgEmIwkABICCEGkezsbIqLi3E4HPj9foLBIBoFrp9Z0uF5gWiC29/aQTiWSB8zmUwkEgkJgMSgJAGQEEIMMiaTicLCQoqKktmfPR4PM0bZuPO00lYjQfk2PedNdqHTKKz4toXrX96CJxQjnlBZu8vL+zsCfLC5hlg80c67CTEwSSboNkgmaCHEYBGJRGhqaqKlpQWtVovRZOa/1f50JuhUwsTPdnpZ/No2/JEELquOhAqNgT0LqgsdRm47YwJzJ7ZfWFqIvtad57cEQG2QAEgIMZioqorP56OxsZFgMJheLL2vrY1BfvjPb/GE4q1eS1URe3j+VAmCRL/Vnee3TIEJIcQgl9oiX1xcTG5uLqFQCJ/P12p316hsE3qN0uY1Ui2XvrKReEL+bhYDnwRAQggxROj1elwuFyUlJRiNRjweT0beoPVVvoxpr32pQLU7xJrypoPQWyF6l9QCE0KIIURRFKxWK0ajkYaGBpqbmzGZTMnPu5gwsc7buqaYEAONBEBCCDEE6XQ68vPzMRgMNDY2Eo1GybV07ZGQbzf1cu+E6H0yBSaEEEOURqMhJyeHYcOGodfrKbUlcHWSMLHIaWJaac5B6qEQvUcCICGEGOKsVivFxcVkZzn5wVEdBzeL54xF285CaSEGEpkCE0IIgcFgoLCwkDMNBhRF4eE1DTT49yyINus1/Ox4F7PKnH3YSyF6jgRAQgghANBqteTl5XHesUZOGO3ki0ovn9dEeP6LBnLMOmaOTpbXcDolCBIDnwRAQggh0hRFweFwoNfrMZsaKMvx8I//NlDpiVAXVNFqg0Sj0TYTKQoxkMgaICGEEK2YzWaKiorIz3YwId8MwNqqZPATDof7uHdCHDgJgIQQQrRJp9NhtVo5clgyAPpkhxeAQCDQl90SokdIACSEEKJdJpOJo4otAKyt9KFqtAQCARIJqQ4vBjYJgIQQQrTLYDBwaIGVHIuOYDTB5sYY4XBYpsHEgCcBkBBCiHbpdDosFkt6GuzTnT4SiYQEQGLAkwBICCFEh6xWK1N3B0Af7/Cg0+nw+Xx93CshDowEQEIIITpkNBo5usSGAmxtDNEShlAoRDTateKpQvRHEgAJIYTokMFgIM9hZlx+sgjq2urkdvhQSKrCi4FLAiAhhBAd0mg0GeuAPtnhRVEUgsFgH/dMiP0nAZAQQohOmc3m9DqgT3d60er0+P1+2Q4vBiwJgIQQQnTKaDQyodCG3ajFG46zpTlGJBLp1jRYIpGgsbFRdpCJfkECICGEEJ3S6/VYzCaO3J0UcU03t8MnEgnq6+upqamhoaFBRo5En5MASAghRKcURcFisTC1KLkQeu/t8KqqdnhuKvhpamrCarXi8XjweDwHo9tCtEuqwQshhOgSk2nPCNDXtQECcQ1KOEw0GsVgMLR5Tir4qW9oZKsHmmt8OPQqWl0DZrMZo9F4MG9BiDQJgIQQQnSJ0Wik0GmmLNfI1sYw66qDTC/UEgqF2gyAEokEDQ0NvLJuJ3/5tIl6/568QXkWLYtOjHDhjHFoNDIZIQ4++akTQgjRJTqdDrPZzJHDkqNAH+/woNFo2qwOnwp+/r22gl+vrM0IfgAaAnFuer2clz4rPyh9F2JfEgAJIYToMqvVml4H9MkOLzq9nkAgQDweT7dJBT919Q385dOmDq9395tbCIZkV5g4+CQAEkII0WVGo5FJRVbMOg3NwRg73Mnt8KndYKngp7GxkS1utdXIz77q/THe+XJHpwuphehpEgAJIYToMoPBgMVk4IjUdviKZFHUYDCIqqo0NjbS2NiIxWKhJdy1oKai3o3X6+21PgvRFgmAhBBCdJlGo9mnOrw3vR2+sbGRhoYGLBYLer2ePKu+S9d02Yw0NjYSiUR6s+tCZJAASAghRLeYzeb0OqAva3xEVC3hcJj6+vp08ANQmmNCq3R8rXybnmmlOYRCIZqbm2UqTBw0EgAJIYToFqPRyIgcC8OdBuIJWF8TTCdKTAU/wWicG18tJ95JPDNvfC46bXJUqaWlBZ/PdxDuQAgJgIQQQnSTXq/HaDRyVMme7fBWqzUd/MTiKje/vp0NNX7sRi0/PqGYfFvmdJhJl3z8vLKxEU8ohk6nQ6PR0NjYSDTa8cJpIXqCJEIUQgjRLXuXxXjpK3h/awtHFNvIs+qZVGTlN/+pYPUOD0adwm/PGM2kIhvnTXaxvspHgz9KnlXP2DwzVzz/DbvcYX63chdL547CYrHg8XhoamoiPz8fRelk/kyIAyABkBBCiG4zmUz4IsmCps3BOLe9uQMAs15DMJpAq4E7TytlUpENAK1GYWqJnUgkkh7tWTJnJNf8/Rve/qaZ40sdnHJoTnL3WEsLVqsVm83WZ/cnBj+ZAhNCCNFtK7e0cM/7da2OB6PJoOjcSS6OHeXMfC0YJBwO4/V6UVWVCYVWLju6EIDfvruLGm8EvV6Poig0NjYSi8V6/0bEkCUBkBBCiG6JJ1R+/frXHbZZubWFeGLPCuhIJEIsFsPlcmEymdLlMxYcXciEAgu+SJxfv72DhKpitVoJBAI0NDSQSCR69V7E0CUBkBBCiG5ZU95EtTvUYZs6X5T1VckdXbFYjGAwSF5eHtnZ2bhcLlRVTU6HaRVunTMSk07D2l0+nltby7pKH6urory3qYr6hkbZGi96hawBEkII0S113o6Dn5QGf5REIoHf7ycnJ4fs7GwURcFms5Gbm0tdXR1arZbhWSZ+MrOYe97ZyZ9XVWdcI++DOhbPHcu508p641bEECYjQEIIIbol327qUrtciw6v14vD4SAvLw+NZs8jJzs7G6fTid/vR1VVHEZtm9doCMT52Ytf8/Jn23ui60Kk9XkA9NBDDzFq1ChMJhPTp09nzZo1Hba///77OfTQQzGbzQwfPpyf/vSnhEKZf41095pCCCG6blppDkVOEx1tUs+36SlzgMViIT8/H602M8DRaDTk5eVhNBrxeH088EFlh+/5mzc2Ewh2beRJiK7o0wDo+eefZ9GiRSxZsoS1a9cyefJk5syZQ11d650FAM899xy//OUvWbJkCZs2beKxxx7j+eef56abbtrvawohhOgerUZhybzxAO0GQddMy8NkNFBQUJBOkLgvg8GAy+ViQ22QOl/nVeP/s75cdoaJHtOnAdDvf/97rrrqKi6//HLGjx/PI488gsVi4fHHH2+z/UcffcTxxx/PxRdfzKhRozjllFO46KKLMkZ4untNIYQQ3Td3YhEPz59KgcOYcTzfpue22cXMHO2goKAAk6nj6TKbzUZEa+7Se1Y2+qivr5edYaJH9Nki6Egkwueff87ixYvTxzQaDbNnz2b16tVtnnPcccfx7LPPsmbNGqZNm8a2bdt4/fXX+d73vrff1wQIh8OEw+H05x6P50BvTwghBr25E4uYfVgBr3+6mRp3kGHZVg7LMxCLRnC5XFit1i5dp7Qwp0vtinNttLS0oNVqcblckilaHJD9CoB27tyJoiiUlJQAsGbNGp577jnGjx/P1Vdf3aVrNDQ0EI/HKSgoyDheUFDA11+3nV/i4osvpqGhgRkzZqCqKrFYjGuuuSY9BbY/1wS46667WLp0aZf6LYQQYg+dVsPxY/N3V4I34/f7yc/Px+FwdPka00fnUegwUuMJt9sm36bniBIHiXiMpqYmDAYDWVlZPXAHYqjarymwiy++mHfffReAmpoaTj75ZNasWcOvfvUrbr/99h7t4N5WrlzJnXfeyZ///GfWrl3Liy++yGuvvcYdd9xxQNddvHgxbrc7/bFz584e6rEQQgx+qWmu1Hb3nJycbo3OaDUKt50xocNF1SeOyUKrUdDr9RgMBurr66VyvDgg+xUAbdiwgWnTpgHwwgsvMHHiRD766CP++te/8uSTT3bpGnl5eWi1WmprazOO19bWUlhY2OY5t9xyC9/73ve48sormTRpEmeffTZ33nknd911F4lEYr+uCWA0GnE4HBkfQgghusZoNKZ/j+bl5e3X1FRqTVG+3ZBx3GJIPqb+vaGRbY1BYE/AVVdXl7ELWFVV4vE44XAYv9+P2+2msbGRqqoqKioq0tmnhYD9DICi0ShGY3Lh23/+8x/OOOMMAMaNG0d1dXVHp6YZDAaOPPJIVqxYkT6WSCRYsWIFxx57bJvnBAKBjDwSQHprpaqq+3VNIYQQB0an0+Fyudrc7t4dcycWserG7/LQuWO58YR8/nR2Ga9fOYmjh9sJxRLc9Ho5/kgcAKvVSjQapba2lqamJqqrq6moqGD79u3s2LGDnTt3Ul1dnR4p8vl8BIPBnrplMQjsVwA0YcIEHnnkET744APefvtt5s6dC0BVVRW5ubldvs6iRYt49NFHeeqpp9i0aRMLFy7E7/dz+eWXA3DppZdmLGieN28eDz/8MMuWLaO8vJy3336bW265hXnz5qX/0XV2TSGEED3PZrO1u929O/Q6LadMKeXUCS4OzdZg0Gm4bc5IXFY9Fc1h7l5RkS6NYbPZCIVC1NXV4fV6icViaLVazGYzdrs9PaJvs9kwGAwEAgEpqyHS9msR9D333MPZZ5/Nfffdx2WXXcbkyZMB+Pe//52eGuuKCy64gPr6em699VZqamqYMmUKy5cvTy9irqioyBjxufnmm1EUhZtvvpnKykpcLhfz5s3jN7/5TZevKYQQon/T6/W4XC4qKyuJRCJkWwz8+rRSrv3nN6z4toVJRfWcPyUfRVGw2+0dXiueUFlf5aPWE8JpCJDnysdsMnZ4jhgaFHU/w+F4PI7H4yE7Ozt9bPv27emsnwOZx+PB6XTidrtlPZAQQvSRhoYG6uvrsdvtaDQanv+ijgfer0SrgQfPGUs8odLgj5Jn1TN5mA2tJnPt0cotLdz//q6MJIsFdgNLz5zI3IlFB/t2xEHQnef3fgVAwWAQVVWxWCwA7Nixg5deeonDDjuMOXPm7F+v+xEJgIQQou/F43Gqq6vx+Xw4HA5UVeXW5dtZ8W0LGgUSez298m16rp9ZwoljsoBk8HPT6+VtXlcBHp4/VYKgQag7z+/9WgN05pln8vTTTwPQ0tLC9OnT+d3vfsdZZ53Fww8/vD+XFEIIITJotVry8vLQ6/UEg0EUReH4UieQGfwA1Pmi3PR6OSu3tBBPqPzh/V0dXnvpKxuJ73sRMaTsVwC0du1aTjjhBAD+8Y9/UFBQwI4dO3j66af54x//2KMdFEIIMXSZTCby8vKIRqOEI1Ee+aiqw/a3vbmdsx7/kvoOaoupQLU7xJryph7urRhI9isACgQC6YVnb731Fueccw4ajYZjjjmGHTt29GgHhRBCDG0Oh4OsrCzWlDd2WjQ1EldpDMS7dN06r1SXH8r2KwAaM2YML7/8Mjt37uTNN9/klFNOAZJJqWTNjBBCiJ6kKAq5ubn4Yl3LMTR3XHbnjYB8e8eFWsXgtl8B0K233soNN9zAqFGjmDZtWjrJ4FtvvcURRxzRox0UQggh9Ho9pUVdyzN32mE55Ns6zklU5DQxrbRrRVjF4LRfAdD//u//UlFRwWeffcabb76ZPn7SSSfxhz/8occ6J4QQQqTMGl9Mvs3QYZt8m54jiu1cP7Okw3Y3nXpIq23zYmjZrwAIoLCwkCOOOIKqqip27Uqutp82bRrjxo3rsc4JIYQQKcmiqeM7bHP9zBK0GoUTx2Rx52mlrUaCjDqFm08s4DtjujZNJgav/QqAEokEt99+O06nk5EjRzJy5EiysrK44447SCQSPd1HIYQQAoDTDi/mgfMn4rJmFjLIt+m587TSdB4gSFaQ/+eCCTx4zhiumJYsiG3UKhw30ppRRFUMTftVCuNXv/oVjz32GHfffTfHH388AB9++CG33XYboVAoozSFEEII0ZPOnDqSGaMc/Gf9dvwJLfl2Y5uZoCE5ajRlmJXxLhPPravDE06wwx3HavGTm5u7X5XrxeCwXwHQU089xf/93/+lq8ADHH744RQXF3PttddKACSEEKJX5WRnMXNcIS0tLVitZuKxKNFEgng8TiKRSM9GKIqS/phcaObjnX7+WxtmbJ6JaDSKwdDxmiIxeO1XANTU1NTmWp9x48bR1CSJpYQQQvSu1Nb4cDhMOBxGo9Gg1WoxGo3o9Xr0ej1arTb94ff7ObywiY93+vm80s8Zh1gIh8MSAA1h+xUATZ48mQcffLBV1ucHH3yQww8/vEc6JoQQQnTEYDBQXFxMIpFIBzrtTWklEgmOLLbAp42sr/IRTbgIh8OdVpMXg9d+BUD33nsvp59+Ov/5z3/SOYBWr17Nzp07ef3113u0g0IIIUR79PqO8/2kGI1GxrisZJu1NAfjfNMYxWmTdUBD2X7tAps1axbffPMNZ599Ni0tLbS0tHDOOefw1Vdf8cwzz/R0H4UQQogDotVqsVqtHFFkBmB9bYhoNEo02nFpDTF4Kaqq9lg53PXr1zN16lTi8a7VYemvPB4PTqcTt9stpT2EEGKQ8Hg8PLHya/7wUT0TCi38dk4hJSUlMg02iHTn+b3fiRCFEEKIgcRoNHLUcBsAm2oDBKIJwuFwH/dK9BUJgIQQQgwJBoOBkhwrJU49CRU21Efw+/304ESIGEAkABJCCDEkKIqCzWZjSuHudUA1YSKRiKwDGqK6tQvsnHPO6fD1lpaWA+mLEEII0atMJhNThpl5dbOHtbt8xKY6JR/QENWtAMjpdHb6+qWXXnpAHRJCCCF6S3IdkAOFWrY3h2kKJnBJPqAhqVsB0BNPPNFb/RBCCCF6nU6nIz/LxiF5RjY3hPlvbZiSXMkHNBTJGiAhhBBDitVqZfLudUBf1ASJRCJEIpE+7pU42CQAEkIIMaQYjUaOLLEC8PkuP9FoVAKgIUgCICGEEEOKwWBgSokDg1ahwR+l0huXfEBDkARAQgghhhSNRkNuloMJ+SYA1teE8Pl8kg9oiJEASAghxJBjMpmYUpRaBxSSabAhSAIgIYQQQ47RaOToEcmt7+sqfUSiMQmAhhgJgIQQQgw5er2eCcOc2A0a/JEE3zZGCAaDfd0tcRBJACSEEGJIcjrsTN49Dfbf2hCBQEDWAQ0hEgAJIYQYkoxGI1OGWQBYVxWUdUBDjARAQgghhiSj0cj0kQ4ANtQE8AUlIeJQIgGQEEKIIUmj0TC2MIt8q45oQmVjQ1jWAQ0hEgAJIYQYsqxWK5OLUvmAwj2+DigcDhOPx3vseqLnSAAkhBBiyDIajRxVsns7fFWgx9YBxRMq7361i6ff28jytduIxRMHfE3Rs7pVDV4IIYQYTPR6PceUZsHKar5tCPHvr5o4zA2zJ5di0O/fI3L5hmqW/Osrar17ymsUvLWdpWdOZO7Eoh7quThQMgIkhBBiyFIUhW+a4miV5Od/+riBa//xDTPueYdXv9jV7est31DNwmfXZgQ/ALXeCAufXcvyDdU90W3RAyQAEkIIMWQt31DNL/71DfF9lv3U+aJct2w9r6zb2eVrxRMqS/61gfZWEKnA0lc2Ek9IrqH+QAIgIYQQQ1I8obL0lY3tBiwAt7+6Ea/P36XrvbdxF7XejtcPVbtDrClv7EYvRW+RAEgIIcSQtKa8iWp3qMM29f4Yb63bisfj6bCd1+tlS2V9l953Z33H1xIHhwRAQgghhqQ6b8fBT0pjIEZ1dTVNTU1tbpH3er3U1NSQY+7aoml9PCAJF/sBCYCEEEIMSfl2U5faDcu2YjAYqKuro76+nkRiz5Z2j8dDTU0NiqJw+PAs9KnV1O29p03P2CwNjY2NGdcRB58EQEIIIYakaaU5FDlNdBSyWA0aJhVZMRqNWCwWGhsbqa2tJRaLpYMfjUaDqjXy81e2Ed13NfU+zpqUh9Nhp6WlhZaWlh69H9E9EgAJIYQYkrQahSXzxgO0GwT5IwluXb4dfySOTqfDZrPR0tJCVVUVNTU1aLVaIuj50UtbWF/lx2bQ8oNji8i36TOuY9Il3+Gl/zbgjagYjUaampqk9EYfUtSezPk9SHg8HpxOJ263G4fD0dfdEUII0YuWb6hm6SsbMxZE59v0zBjt5JUNjUQTKqNzTdzzP6MptBtYt8tLVbOPfLuR0S47i/69lW2NIbJMOv5wVhmH5luIJ9R0O5fNwMTiLK76+zdUNIc5dpSD++aNxu/zYbFYKCoqQqeTvMQ9oTvPbwmA2iABkBBCDC3xhMrqLXVsKq8iz2bgqJFZaDUKG6r9LH5tG42BGGa9BqNWoSW0p7aXVoG4CnlWHQ+cNYbSXDMAiUQCr9eLzWYjEAhgNBqp8MS58vnNROIq180YxoVTXHi9XnJzc3G5XChKx+uHROe68/yWKTAhhBBDnlajMOOQAuZNLmJcjoZEPAbAxCIrj194KCVOA8FoIiP4AdIJFC87qjAd/MTj8fSDuLCwkNzcXILBIKNzjFw/qwSAhz+qYmNtEIvFQnNzMz6f7+DdrAAkABJCCCHSXC5XOmBJrc/JsegJxzqeLHnm81riCZVYLIbP5yMnJ4eCggL0ej05OTk4HA58Ph9njM/hpLFZxBNwy/JyfFH4sjbMstVb+GBzjWSJPohk0lEIIYTYTavV4nK5MJlM1NfX4/V62dysUu+PdnhenS/K5xUtHJqtIScnB5fLhUaTHGPQaDS4XC4ikQiBQIBffncEm+uC7HKHOfuJr4ikd45VUeQ0sWTeeCmaehDICJAQQgixF0VRcDgcDBs2DIvFQmWjt0vn1biDuFyujOAnxWAwkJ+fj6Io6Ihx5sRcgL2Cn9Q1QlI09SDpFwHQQw89xKhRozCZTEyfPp01a9a02/bEE09EUZRWH6effnq6zYIFC1q9Pnfu3INxK0IIIQYJs9lMUVERIwuyutS+tDCH3NzcVsFPitVqJTc3F38gyAtftF02IxUOSdHU3tfnAdDzzz/PokWLWLJkCWvXrmXy5MnMmTOHurq6Ntu/+OKLVFdXpz82bNiAVqvlvPPOy2g3d+7cjHZ/+9vfDsbtCCGEGER0Oh2nHFFGgd3QYbsCu4GTDh/V6U6u7OxsdgT0HU6pqaSKpjbtT5dFF/V5APT73/+eq666issvv5zx48fzyCOPYLFYePzxx9tsn5OTQ2FhYfrj7bffxmKxtAqAjEZjRrvs7OyDcTtCCCEGGZ1Ww9IzJ7abLFEBlp45EZ2280eqoihENF0rwdHVWmVi//RpABSJRPj888+ZPXt2+phGo2H27NmsXr26S9d47LHHuPDCC7FarRnHV65cSX5+PoceeigLFy6ksbGx3WuEw2E8Hk/GhxBCCJEyd2IRD8+fSqHDmHG80GHk4flTu7VouTDL0qV2Xa1VJvZPn+4Ca2hoIB6PU1BQkHG8oKCAr7/+utPz16xZw4YNG3jssccyjs+dO5dzzjmH0tJStm7dyk033cSpp57K6tWr0Wq1ra5z1113sXTp0gO7GSGEEIPa3IlFnDy+kE+2NVBR56Yo28KMQ4vQarqXwDBVg6zGHaKtVT4KUOg0Ma00p0f6Ldo2oLfBP/bYY0yaNIlp06ZlHL/wwgvT/z9p0iQOP/xwysrKWLlyJSeddFKr6yxevJhFixalP/d4PAwfPrz3Oi6EEGJA0moUjhvj4rgxrgO6xpJ541n47Np22yyZN77bgZXonj6dAsvLy0Or1VJbW5txvLa2lsLCwg7P9fv9LFu2jCuuuKLT9xk9ejR5eXls2bKlzdeNRiMOhyPjQwghhOgt7U2pWfQKd8wdyZwJHT8DxYHr0wDIYDBw5JFHsmLFivSxRCLBihUrOPbYYzs89+9//zvhcJj58+d3+j67du2isbGRoiJJLCWEEKJ/mDuxiFW/PImnF0zlf8ZlATAq28gxJSai0Y4TL4oD1+e7wBYtWsSjjz7KU089xaZNm1i4cCF+v5/LL78cgEsvvZTFixe3Ou+xxx7jrLPOIjc3N+O4z+fj5z//OR9//DHbt29nxYoVnHnmmYwZM4Y5c+YclHsSQgghukKrUZg5rohrZpUCsLk+RIs/TDgc7uOeDX59vgboggsuoL6+nltvvZWamhqmTJnC8uXL0wujKyoqWiWV2rx5Mx9++CFvvfVWq+tptVr++9//8tRTT9HS0sKwYcM45ZRTuOOOOzAaja3aCyGEEH2tNN9JsUNPpSfKhrowI4qC2O32vu7WoKaoqiqpJveRquLrdrtlPZAQQoheF41G+dlza/j3phbOnpDNj2cUMXLkyHazSou2def5LV9ZIYQQoo/p9XqmjXQCsLYqQCQSkWmwXiYBkBBCCNEPzDgkH40CO5rD1HklAOptEgAJIYQQ/YDLaWVsbnKt6vraMH6/v497NLhJACSEEEL0AwaDgSNLbACsrwkRCoVkO3wvkgBICCGE6Af0ej3HjMoCYG2lX9YB9TIJgIQQQoh+YlqZC6NWoTEQY0dLlFBIKsL3FgmAhBBCiH7CbjExoSBZBf6/dWF8Ph+JRKKPezU4SQAkhBBC9BNGo5Gjdq8D+qI6SCQSIRKJ9HGvBicJgIQQQoh+QqfTcezobAC+qPQTjsZkHVAvkQBICCGE6EcOH5GLw6ghEE3wbWNUtsP3EgmAhBBCiH7EZDRyRJEFSOYDCgaDxGKxPu7V4CMBkBBCCNGPGI1GjhyeXAe0Tspi9BoJgIQQQoh+RKfTcdzudUBf1fgJRFWCwWAf92rwkQBICCGE6GfKCrMpsuuIq7CpIYLf70dV1b7u1qAiAZAQQgjRzxj3Wge0rjpEOByWabAeJgGQEEII0c8YDAaOHpFcB7S20k88HpcAqIdJACSEEEL0MzqdjmNKc1CA8qYQzaGErAPqYRIACSGEEP1QYY6DMblGAL6sS64Dku3wPUcCICGEEKIfMhqNTB1mBmBdVZBoNCrTYD1IAiAhhBCiHzIYDBw13A7AZ7t8qKoq1eF7kARAQgghRD+k0+k4alQOBq1Cgz9KlS+Bz+eT7fA9RAIgIYQQop/KdtiYWGACkmUxpDp8z5EASAghhOinDAYDRwxL5gNaW5lcBC3TYD1DAiAhhBCinzIajel1QGt3+UCjpaWlhXg83sc9G/gkABJCCCH6Ka1Wy6SSLGwGhUA0wd+/8vDxtkbcHm9fd23A0/V1B4QQQgjRvk92hYjsHvB5fE0tAL/9sJ6lZ07ktMOL+7BnA5uMAAkhhBD91PIN1dzw0tdE4pk7v+r9MX743Bcs31DdRz0b+CQAEkIIIfqheEJl6SsbaW/TuwosfWUj8YRsi98fEgAJIYQQ/dCa8iaq3R3v+Kp2h1hT3nSQejS4SAAkhBBC9EN13q5td69pCfRyTwYnCYCEEEKIfijfbupSO5su0cs9GZwkABJCCCH6oWmlORQ5TSgdtHFZdZTa4lIlfj9IACSEEEL0Q1qNwpJ54wHaDYKun1lCNBLG4/EcvI4NEhIACSGEEP3U3IlFPDx/KoXOtqfD8mwGDAYDLS0tRKPRg9y7gU1RpaxsKx6PB6fTidvtxuFw9HV3hBBCDHHxhMqHm6vZtL2KYdk23vi6iTe+buZQl5lHzz8Ev89LQUEBOTk5fd3VPtWd57dkghZCCCH6Oa1GYcYhBQw3hlAUhdF5xXywzcPm+iD//qqR0w6x09LSgt1uR6/X93V3BwSZAhNCCCEGAK1Wi8ViIRQKkWPRc9WxRQD8ZXU1wYSWcFjWAnWHBEBCCCHEAJGdnY3BYCAQCHD2pDzG5JnwhuM8sroao9Eoa4G6QQIgIYQQYoAwGo24XK7ktvdEnJ+dOByAV79qZGtzjEgkIqNAXSQBkBBCCDGA2O12srOz8fv9HF5k5dRxOajA796rRKdP7giLRCJ93c1+TwIgIYQQYgBRFIXc3FwsFgs+n48fzhiG1aDh67oAb2/zyyhQF0kAJIQQQgwwOp0Ol8uFRqPBqk1w5THJBdEPr6rks5oIL32+kw8210il+A7INnghhBBiALJYLOTm5lJbW8tZE3JYtraOWl+UW97ctbtFFUVOE0vmjWfuxKI+7Wt/JCNAQgghxACVlZWF0+lkxdfJ4GdfNe4QC59dy/IN1X3Qu/5NAiAhhBBigNJoNGTn5PKXNY1tvp6aAFv6ykaZDtuHBEBCCCHEAPZFpY96f/vV4FWg2h1iTXnTwevUACABkBBCCDGA1XlDPdpuqJAASAghhBjA8u1tV4rf33ZDhQRAQgghxAA2rTSHIqcJpZ3XFaDIaWJa6dCuFL8vCYCEEEKIAUyrUVgybzxAm0GQCiyZNx6tpr0QaWjqFwHQQw89xKhRozCZTEyfPp01a9a02/bEE09EUZRWH6effnq6jaqq3HrrrRQVFWE2m5k9ezbffvvtwbgVIYQQ4qCbO7GIh+dPpdCZOc2lUeC22cWcfFh+H/Ws/+rzAOj5559n0aJFLFmyhLVr1zJ58mTmzJlDXV1dm+1ffPFFqqur0x8bNmxAq9Vy3nnnpdvce++9/PGPf+SRRx7hk08+wWq1MmfOHEIhWQAmhBBicJo7sYgPb/wuf7vqGH4971D0GkiokGdWCIfDfd29fqfPA6Df//73XHXVVVx++eWMHz+eRx55BIvFwuOPP95m+5ycHAoLC9Mfb7/9NhaLJR0AqarK/fffz80338yZZ57J4YcfztNPP01VVRUvv/zyQbwzIYQQ4uDSahSOLcvlgmkjOWaEDYCPKnwEg8E+7ln/06cBUCQS4fPPP2f27NnpYxqNhtmzZ7N69eouXeOxxx7jwgsvxGq1AlBeXk5NTU3GNZ1OJ9OnT2/3muFwGI/Hk/EhhBBCDFR6vZ5ZY5OLnj/ZFcTn86Gqkghxb30aADU0NBCPxykoKMg4XlBQQE1NTafnr1mzhg0bNnDllVemj6XO684177rrLpxOZ/pj+PDh3b0VIYQQol85aXwRGgW2NobZ2eiTabB99PkU2IF47LHHmDRpEtOmTTug6yxevBi3253+2LlzZw/1UAghhOgbw3LsjM83A/DRDq+sg91HnwZAeXl5aLVaamtrM47X1tZSWFjY4bl+v59ly5ZxxRVXZBxPndedaxqNRhwOR8aHEEIIMZAZDAZOGO0EYM3uaTCxR58GQAaDgSOPPJIVK1akjyUSCVasWMGxxx7b4bl///vfCYfDzJ8/P+N4aWkphYWFGdf0eDx88sknnV5TCCGEGCwURWH2+OQf/l9UB2n0+IlEIn3cq/6jz6fAFi1axKOPPspTTz3Fpk2bWLhwIX6/n8svvxyASy+9lMWLF7c677HHHuOss84iNzc347iiKFx//fX8+te/5t///jdffvkll156KcOGDeOss846GLckhBBC9AuHFWdT7NATS6h8ssMj02B70fV1By644ALq6+u59dZbqampYcqUKSxfvjy9iLmiogKNJjNO27x5Mx9++CFvvfVWm9f8xS9+gd/v5+qrr6alpYUZM2awfPlyTCapgyKEEGLoMJlMHF/q4IX1jXyyK8gZgYAs89hNUWVfXCsejwen04nb7ZYfFCGEEAPaW+u2cfXzm3AYtfxj/hhGl45Cp+vz8Y9e0Z3nd59PgQkhhBCi90wrc2E3avCE46yv9Mp2+N0kABJCCCEGMZvFzDHDk1mhP97pl6zQu0kAJIQQQgxiOp2O7xyaB8DHOwP4fD4SiUQf96rvSQAkhBBCDHLfGVeATgOVnihb6mQaDCQAEkIIIQa9XKeNKcMsAKze4ZPt8EgAJIQQQgx6BoOBmWXZgBRHTZEASAghhBgCTh5fBMDGuiA1zb4hnxVaAiAhhBBiCCgtcFKWYyShwuodsg5IAiAhhBBiCDAajcwoTSYH/GRXYMgXR5UASAghhBgCFEXh5PHJMlOfVwZxe/3EYrE+7lXfkQBICCGEGCKOGJVHrkVLKJbgs51DuziqBEBCCCHEEGEymTh+VHIa7OOdAQKBQB/3qO9IACSEEEIMEVqtlu/uzgqdWgc0VLNCSwAkhBBCDCEnHFqIUQsN/hhPf1bL+19XE08MvZxAEgAJIYQQQ8jq7R5UFACeXNvEgqe/YMY977B8Q3Uf9+zgkgBICCGEGCKWb6jmR8vWE4lnjvjUuEMsfHbtkAqCJAASQgghhoB4QmXpKxtpa7IrdWzpKxuHzHSYBEBCCCHEELCmvIlqd/vb3lWg2h1iTXnTwetUH5IASAghhBgC6rxdy/nT1XYDnQRAQgghxBCQbzf1aLuBTgIgIYQQYgiYVppDkdO0e/9X24qcJqaV5hy0PvUlCYCEEEKIIUCrUVgybzxAu0HQr049FK2moxBp8JAASAghhBgi5k4s4uH5Uyl0tp7mWjA1m5mjHX3Qq76h6+sOCCGEEOLgmTuxiJPHF7KmvInKRg/PfVzO2qogjYEEPp8Ph2NoBEESAAkhhBBDjFajcGxZLuroHIj4WVu1g/e3+7jW6yc3HMZoNPZ1F3udTIEJIYQQQ5SiKJw4vphssxZ3KM7H290Eg8G+7tZBIQGQEEIIMYTZrRZOKktOe7273Y/X60VVB382aAmAhBBCiCHMaDRy+sR8AD6u8FPf4iMcDvdxr3qfBEBCCCHEEDe11MXILD2RuMr75R4CgUBfd6nXSQAkhBBCDHFWq5WTx2YB8M42Px6Ph0Qi0bed6mUSAAkhhBBDnE6n44zJRQD8tybIzkYfodDgrgkmAZAQQgghKCvK4fDCZILEd7Z6B/00mARAQgghhMBsNjPn0GQdsHfKfXg8HuLxeB/3qvdIACSEEEIINBoNp08ehl6jsKM5wsZq76DOCSQBkBBCCCEAKMxxcuwIKwDvbPPi9/v7uEe9RwIgIYQQQgDJnECnjc8DYGW5H7fHSywW6+Ne9Q4JgIQQQggBJEtjzJ44DIdRQ1Mgxpodg7c0hgRAQgghhEhz2KycmCqNUZ4sjTEYSQAkhBBCiDSDwcAZkwoAWLXDR6PbRyQS6eNe9TwJgIQQQgiRYVpZPsPsekIxlfe3tgzKaTAJgIQQQgiRwWq1cvIhTmDPNFhHFeLjCZXVWxv51xeVrN7aSDzR/6vJ6/q6A0IIIYToX7RaLWdNKeapzxv4vDLA859Xc6RH4ZgyFxoFEokEqqqiqipvbqzl7je3UOvdM01W6DCyZN4ETp1U1Id30TEJgIQQQgjRSoUnjk4DsQT8aXUdrK4jz6rj2mNcHL87V9AH2738+t3aVufWeMIs/Ota7plXxqmThmEwGDAYDKgorClvos4bIt9uYlppDlqNcrBvDZAASAghhBD7WL6hmuv/voF9J7Ia/DFuX1HNb04dyQmjs/h/n+7o8Dq/XbGdCVkJDHodq3cGeWh1LXW+aPr1IqeJJfPGM3fiwR8pkgBICCGEEGnxhMrSVza2Cn72tvStCgrt1RnBTFvqA3G2+7W0BCIseXtXq9dr3CEWPruWh+dPPehBkARAQgghhEhbU95EtTvUYZtIXKWipWtb429dXk4g0nY4pQIKsPSVjZw8vvCgTofJLjAhhBBCpNV5Ow5+Ur47JqtL7ZoCcUKxRLuvq0C1O8Sa8qYuXa+nSAAkhBBCiLR8u6lL7c6alEu+Td9hG5dVzwVTXF26XlcDr54iAZAQQggh0qaV5lDkNNHRZJTLquPQbC3XTM/r8FrXzyzmhNHOLr1vVwOvniIBkBBCCCHStBqFJfPGA7QbBP3o+CIsZhNzJxRy9/+UkW8zZLyeb9Oz5KRhTM3XMNqu4rK2v+RYIbkbbFppTg/dwf9v796DYzzbP4B/d3PYTRqbRSS7IQepQxCprFQsOt7+rKL6OhQlv7SOkw6NEbQOaRuqRLSmptXRKFNiRlrHIiWNEmWoHIgmdWpQNIrEIROJY8hevz86nnZf4aU/2U2y38/MM+N57uvZ3PdeZveaZ5/7fh6PwwugJUuWIDg4GFqtFlFRUcjLy3tkfHl5OeLi4mA0GqHRaNCmTRtkZGQo7R988AFUKpXNFhoaWtvDICIiajD6hhmR8roJBm/bqzJGby2++N8IjPyfcAQEBMDf3x8jeoQi+10Lvontis9GdMI3sV2xP8GCmJ4d0KJFC/g288GkHjXP8LpfYM3+d3u7rwfk0Flga9euxdSpU7F06VJERUXh008/RZ8+fVBUVARfX98H4quqqtC7d2/4+vpiw4YNaN68OX7//Xfo9XqbuA4dOmDnzp3KvqsrJ7sRERE9ib5hRvRub3ishQtd1CqYn236Hwf/XPywUaNGeP1fTaHXN8a8jF9tV4x21nWAFi1ahNjYWIwZMwYAsHTpUmzbtg0rVqzAzJkzH4hfsWIFysrKsH//fri5/XnjVXBw8ANxrq6uMBgMtdp3IiKihq7GwuYfUKlU+HdEAF5+rsWfBVXFbfjqHLsStMN+AquqqkJ+fj4sFstfnVGrYbFYkJ2dXeM56enpMJvNiIuLg5+fH8LCwjB//nxUV1fbxJ08eRL+/v4ICQlBTEwMiouLH9mXO3fuoKKiwmYjIiKip+t+QTUwojnMzzZ1WPEDOLAAunLlCqqrq+Hn52dz3M/PDyUlJTWec/r0aWzYsAHV1dXIyMhAYmIiPvnkE8ybN0+JiYqKQmpqKjIzM5GSkoIzZ87ghRdeQGVl5UP7kpycDG9vb2ULCAh4OoMkIiKiOqle3RxjtVrh6+uLZcuWwcXFBZ07d8b58+excOFCzJ49GwDQr18/JT48PBxRUVEICgrCunXrMG7cuBpfNyEhAVOnTlX2KyoqWAQRERE1YA4rgHx8fODi4oLSUtunyJaWlj70/h2j0Qg3Nze4uLgox9q1a4eSkhJUVVXB3d39gXP0ej3atGmDU6dOPbQvGo0GGo3mH46EiIiI6huH/QTm7u6Ozp07IysrSzlmtVqRlZUFs9lc4zndu3fHqVOnYLX+taT2iRMnYDQaayx+AOD69ev47bffYDTa/w5zIiIiqpscug7Q1KlTsXz5cqxatQrHjx/HhAkTcOPGDWVW2MiRI5GQkKDET5gwAWVlZYiPj8eJEyewbds2zJ8/H3FxcUrMO++8gz179uDs2bPYv38/Bg8eDBcXF0RHR9t9fERERFQ3OfQeoOHDh+Py5cuYNWsWSkpK0KlTJ2RmZio3RhcXF0Ot/qtGCwgIwPbt2zFlyhSEh4ejefPmiI+Px4wZM5SYP/74A9HR0bh69SqaNWuGHj16ICcnB82aPd6zSIiIiKjhU4lIzc+od2IVFRXw9vbGtWvXoNPpHN0dIiIiegxP8v3t8EdhEBEREdkbCyAiIiJyOiyAiIiIyOmwACIiIiKnwwKIiIiInA4LICIiInI69epZYPZyf2UAPhWeiIio/rj/vf04K/ywAKrB/SfH84GoRERE9U9lZSW8vb0fGcOFEGtgtVpx4cIFNGrUCCqV6qm+9v0nzZ87d46LLNYBzEfdwnzULcxH3cJ8/HcigsrKSvj7+9s8SaImvAJUA7VajRYtWtTq39DpdPwPXIcwH3UL81G3MB91C/PxaP/tys99vAmaiIiInA4LICIiInI6LIDsTKPRYPbs2dBoNI7uCoH5qGuYj7qF+ahbmI+nizdBExERkdPhFSAiIiJyOiyAiIiIyOmwACIiIiKnwwKIiIiInA4LIDtasmQJgoODodVqERUVhby8PEd3qUFKTk7G888/j0aNGsHX1xeDBg1CUVGRTczt27cRFxeHpk2bwsvLC0OGDEFpaalNTHFxMfr37w9PT0/4+vpi2rRpuHfvnj2H0iAtWLAAKpUKkydPVo4xH/Z1/vx5vP7662jatCk8PDzQsWNHHDx4UGkXEcyaNQtGoxEeHh6wWCw4efKkzWuUlZUhJiYGOp0Oer0e48aNw/Xr1+09lHqvuroaiYmJaNmyJTw8PPDss89i7ty5Ns+yYj5qiZBdrFmzRtzd3WXFihVy9OhRiY2NFb1eL6WlpY7uWoPTp08fWblypRw5ckQKCgrk5ZdflsDAQLl+/boSM378eAkICJCsrCw5ePCgdO3aVbp166a037t3T8LCwsRiscjPP/8sGRkZ4uPjIwkJCY4YUoORl5cnwcHBEh4eLvHx8cpx5sN+ysrKJCgoSEaPHi25ubly+vRp2b59u5w6dUqJWbBggXh7e8vmzZulsLBQBgwYIC1btpRbt24pMX379pXnnntOcnJyZO/evdKqVSuJjo52xJDqtaSkJGnatKls3bpVzpw5I+vXrxcvLy/57LPPlBjmo3awALKTLl26SFxcnLJfXV0t/v7+kpyc7MBeOYdLly4JANmzZ4+IiJSXl4ubm5usX79eiTl+/LgAkOzsbBERycjIELVaLSUlJUpMSkqK6HQ6uXPnjn0H0EBUVlZK69atZceOHdKzZ0+lAGI+7GvGjBnSo0ePh7ZbrVYxGAyycOFC5Vh5ebloNBr55ptvRETk2LFjAkAOHDigxHz//feiUqnk/Pnztdf5Bqh///4yduxYm2OvvvqqxMTEiAjzUZv4E5gdVFVVIT8/HxaLRTmmVqthsViQnZ3twJ45h2vXrgEAmjRpAgDIz8/H3bt3bfIRGhqKwMBAJR/Z2dno2LEj/Pz8lJg+ffqgoqICR48etWPvG464uDj079/f5n0HmA97S09PR2RkJIYNGwZfX19ERERg+fLlSvuZM2dQUlJikw9vb29ERUXZ5EOv1yMyMlKJsVgsUKvVyM3Ntd9gGoBu3bohKysLJ06cAAAUFhZi37596NevHwDmozbxYah2cOXKFVRXV9t8eAOAn58ffv31Vwf1yjlYrVZMnjwZ3bt3R1hYGACgpKQE7u7u0Ov1NrF+fn4oKSlRYmrK1/02ejJr1qzBoUOHcODAgQfamA/7On36NFJSUjB16lS8++67OHDgACZNmgR3d3eMGjVKeT9rer//ng9fX1+bdldXVzRp0oT5eEIzZ85ERUUFQkND4eLigurqaiQlJSEmJgYAmI9axAKIGrS4uDgcOXIE+/btc3RXnNa5c+cQHx+PHTt2QKvVOro7Ts9qtSIyMhLz588HAERERODIkSNYunQpRo0a5eDeOZ9169YhLS0NX3/9NTp06ICCggJMnjwZ/v7+zEct409gduDj4wMXF5cHZrWUlpbCYDA4qFcN38SJE7F161b8+OOPaNGihXLcYDCgqqoK5eXlNvF/z4fBYKgxX/fb6PHl5+fj0qVLMJlMcHV1haurK/bs2YPFixfD1dUVfn5+zIcdGY1GtG/f3uZYu3btUFxcDOCv9/NRn1cGgwGXLl2yab937x7KysqYjyc0bdo0zJw5EyNGjEDHjh3xxhtvYMqUKUhOTgbAfNQmFkB24O7ujs6dOyMrK0s5ZrVakZWVBbPZ7MCeNUwigokTJ2LTpk3YtWsXWrZsadPeuXNnuLm52eSjqKgIxcXFSj7MZjMOHz5s86GyY8cO6HS6B7486NF69eqFw4cPo6CgQNkiIyMRExOj/Jv5sJ/u3bs/sCzEiRMnEBQUBABo2bIlDAaDTT4qKiqQm5trk4/y8nLk5+crMbt27YLVakVUVJQdRtFw3Lx5E2q17Vexi4sLrFYrAOajVjn6LmxnsWbNGtFoNJKamirHjh2TN998U/R6vc2sFno6JkyYIN7e3rJ79265ePGist28eVOJGT9+vAQGBsquXbvk4MGDYjabxWw2K+33p12/9NJLUlBQIJmZmdKsWTNOu35K/j4LTIT5sKe8vDxxdXWVpKQkOXnypKSlpYmnp6esXr1aiVmwYIHo9XrZsmWL/PLLLzJw4MAap11HRERIbm6u7Nu3T1q3bs1p1//AqFGjpHnz5so0+G+//VZ8fHxk+vTpSgzzUTtYANnR559/LoGBgeLu7i5dunSRnJwcR3epQQJQ47Zy5Uol5tatW/LWW29J48aNxdPTUwYPHiwXL160eZ2zZ89Kv379xMPDQ3x8fOTtt9+Wu3fv2nk0DdN/FkDMh3199913EhYWJhqNRkJDQ2XZsmU27VarVRITE8XPz080Go306tVLioqKbGKuXr0q0dHR4uXlJTqdTsaMGSOVlZX2HEaDUFFRIfHx8RIYGCharVZCQkLkvffes1negfmoHSqRvy03SUREROQEeA8QEREROR0WQEREROR0WAARERGR02EBRERERE6HBRARERE5HRZARERE5HRYABEREZHTYQFERERETocFEBHVK5cvX8aECRMQGBgIjUYDg8GAPn364KeffgIAqFQqbN682bGdJKI6z9XRHSAiehJDhgxBVVUVVq1ahZCQEJSWliIrKwtXr151dNeIqB7hFSAiqjfKy8uxd+9efPTRR3jxxRcRFBSELl26ICEhAQMGDEBwcDAAYPDgwVCpVMo+AGzZsgUmkwlarRYhISGYM2cO7t27p7SrVCqkpKSgX79+8PDwQEhICDZs2KC0V1VVYeLEiTAajdBqtQgKCkJycrK9hk5ETxkLICKqN7y8vODl5YXNmzfjzp07D7QfOHAAALBy5UpcvHhR2d+7dy9GjhyJ+Ph4HDt2DF9++SVSU1ORlJRkc35iYiKGDBmCwsJCxMTEYMSIETh+/DgAYPHixUhPT8e6detQVFSEtLQ0mwKLiOoXPgyViOqVjRs3IjY2Frdu3YLJZELPnj0xYsQIhIeHA/jzSs6mTZswaNAg5RyLxYJevXohISFBObZ69WpMnz4dFy5cUM4bP348UlJSlJiuXbvCZDLhiy++wKRJk3D06FHs3LkTKpXKPoMlolrDK0BEVK8MGTIEFy5cQHp6Ovr27Yvdu3fDZDIhNTX1oecUFhbiww8/VK4geXl5ITY2FhcvXsTNmzeVOLPZbHOe2WxWrgCNHj0aBQUFaNu2LSZNmoQffvihVsZHRPbBAoiI6h2tVovevXsjMTER+/fvx+jRozF79uyHxl+/fh1z5sxBQUGBsh0+fBgnT56EVqt9rL9pMplw5swZzJ07F7du3cJrr72GoUOHPq0hEZGdsQAionqvffv2uHHjBgDAzc0N1dXVNu0mkwlFRUVo1arVA5ta/dfHYE5Ojs15OTk5aNeunbKv0+kwfPhwLF++HGvXrsXGjRtRVlZWiyMjotrCafBEVG9cvXoVw4YNw9ixYxEeHo5GjRrh4MGD+PjjjzFw4EAAQHBwMLKystC9e3doNBo0btwYs2bNwiuvvILAwEAMHToUarUahYWFOHLkCObNm6e8/vr16xEZGYkePXogLS0NeXl5+OqrrwAAixYtgtFoREREBNRqNdavXw+DwQC9Xu+It4KI/r+EiKieuH37tsycOVNMJpN4e3uLp6entG3bVt5//325efOmiIikp6dLq1atxNXVVYKCgpRzMzMzpVu3buLh4SE6nU66dOkiy5YtU9oByJIlS6R3796i0WgkODhY1q5dq7QvW7ZMOnXqJM8884zodDrp1auXHDp0yG5jJ6Kni7PAiIhQ8+wxImq4eA8QEREROR0WQEREROR0eBM0EREA3g1A5Fx4BYiIiIicDgsgIiIicjosgIiIiMjpsAAiIiIip8MCiIiIiJwOCyAiIiJyOiyAiIiIyOmwACIiIiKnwwKIiIiInM7/AVhI1MQdziQjAAAAAElFTkSuQmCC", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 16 where loss is averaged over 4 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 37.68613754201215 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.2523394579766318 secs\n", + "--------------------------------------------------\n", + "F1 Score = 1.000\n", + "ROC AUC = 1.000\n", + "Accuracy Score = 1.000\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 16 where loss is averaged over 8 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 57.83786870900076 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.261534292018041 secs\n", + "--------------------------------------------------\n", + "F1 Score = 1.000\n", + "ROC AUC = 1.000\n", + "Accuracy Score = 1.000\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 32 where loss is averaged over 1 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 21.25267779099522 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.2593817909946665 secs\n", + "--------------------------------------------------\n", + "F1 Score = 1.000\n", + "ROC AUC = 1.000\n", + "Accuracy Score = 1.000\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 32 where loss is averaged over 4 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 59.04386495798826 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.24728787504136562 secs\n", + "--------------------------------------------------\n", + "F1 Score = 1.000\n", + "ROC AUC = 1.000\n", + "Accuracy Score = 1.000\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: 32 where loss is averaged over 8 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 58.97260862501571 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.2503257499774918 secs\n", + "--------------------------------------------------\n", + "F1 Score = 1.000\n", + "ROC AUC = 1.000\n", + "Accuracy Score = 1.000\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", 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    " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "==================================================\n", + "Training with SPSA optimizer.\n", + "Currently using subkernel size: None where loss is averaged over 1 loss.\n", + "Sub-kernels prepared according to Balanced: False\n", + "==================================================\n", + " Training Runtime: 72.8725008330075 secs. Results: \n", + "\n", + "QSVC Training Runtime: 0.2526565419975668 secs\n", + "--------------------------------------------------\n", + "F1 Score = 1.000\n", + "ROC AUC = 1.000\n", + "Accuracy Score = 1.000\n", + "\n", + "\n" + ] + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
    " + ] + }, + "metadata": {}, + "output_type": "display_data" } ], "source": [ "### Options\n", "\n", - "optimizers = [\"ADAM\"]\n", + "optimizers = [\"SPSA\"]\n", "batch_sizes = [1, 4, 8]\n", "sub_kernel_sizes = [4, 8, 16, 32, None]\n", "batch_types = [False]\n", From 4afb4261aff12fb4e8116613f6e564768151cd9c Mon Sep 17 00:00:00 2001 From: oscar-wallis Date: Thu, 19 Sep 2024 17:29:36 +0100 Subject: [PATCH 6/8] qiskit_algorithm dependency --- .../The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb index e9ef8bb22..edc6d9db7 100644 --- a/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb +++ b/IEEE2024/The_Sub-Kernel_Method/Sub-Kernel_IEEE_QW_tutorial.ipynb @@ -80,7 +80,7 @@ "from qiskit_machine_learning.algorithms.classifiers import QSVC\n", "\n", "# Qiskit algorithms requirements, soon to be a part of qiskit_machine_learning too\n", - "from qiskit_machine_learning.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" + "from qiskit_algorithms.optimizers import SPSA, ADAM, NFT, GradientDescent, L_BFGS_B" ] }, { From 037a8067731a5cb986deb4516ca18abaa04d446b Mon Sep 17 00:00:00 2001 From: oscar-wallis Date: Thu, 19 Sep 2024 17:58:50 +0100 Subject: [PATCH 7/8] adding requirements and proper tree --- .../quantum_data_learning_for_hep_complete.ipynb | 6 +++--- .../quantum_data_learning_for_hep_tutorial.ipynb | 6 +++--- IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb | 2 +- 3 files changed, 7 insertions(+), 7 deletions(-) diff --git a/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_complete.ipynb b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_complete.ipynb index 62e0ba9c0..87c47c686 100644 --- a/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_complete.ipynb +++ b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_complete.ipynb @@ -20,7 +20,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "id": "3ceca583", "metadata": { "scrolled": true @@ -39,7 +39,7 @@ "from qiskit_machine_learning.algorithms.classifiers import NeuralNetworkClassifier\n", "from qiskit_machine_learning.neural_networks import EstimatorQNN\n", "\n", - "from qcnn_hep_tutorial import LatticeSchwingerModel\n", + "from lattice_schwinger_model import LatticeSchwingerModel\n", "\n", "algorithm_globals.random_seed = 12345" ] @@ -742,7 +742,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.14" + "version": "3.12.4" }, "vscode": { "interpreter": { diff --git a/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_tutorial.ipynb b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_tutorial.ipynb index e29863918..f85df0996 100644 --- a/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_tutorial.ipynb +++ b/IEEE2024/qml-qcnn-hep-tutorial/quantum_data_learning_for_hep_tutorial.ipynb @@ -20,7 +20,7 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 2, "id": "3ceca583", "metadata": { "scrolled": true @@ -41,7 +41,7 @@ ")\n", "from qiskit_machine_learning.neural_networks import EstimatorQNN\n", "\n", - "from qcnn_hep_tutorial import LatticeSchwingerModel\n", + "from lattice_schwinger_model import LatticeSchwingerModel\n", "\n", "algorithm_globals.random_seed = 12345" ] @@ -719,7 +719,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.10.14" + "version": "3.12.4" }, "vscode": { "interpreter": { diff --git a/IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb b/IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb index d055e4282..c7cc8db30 100644 --- a/IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb +++ b/IEEE2024/qml-qcnn-hep-tutorial/schwinger_vqe.ipynb @@ -1 +1 @@ -{"cells":[{"attachments":{},"cell_type":"markdown","id":"a6f69b77","metadata":{},"source":["# Quantum data learning for quantum simulations in high-energy physics\n","\n","\n","## The variational quantum eigensolver\n","\n","Variational quantum algorithms are promising candidate hybrid-algorithms for observing quantum computation utility on noisy near-term devices. Variational algorithms are characterized by the use of a classical optimization algorithm to iteratively update a parameterized trial solution, or \"ansatz\". \n","\n","Chief among these methods is the variational quantum eigensolver (VQE) that aims to solve for the ground state of a given Hamiltonian represented as a linear combination of Pauli terms, with an ansatz circuit where the number of parameters to optimize over is polynomial in the number of qubits.[1]\n","\n","Given that the size of the full solution vector is exponential in the number of qubits, successful minimization using VQE requires, in general, additional problem-specific information to define the structure of the ansatz circuit.\n","\n","Executing a VQE algorithm requires the following components:\n","\n","1. Hamiltonian and ansatz (problem specification)\n","2. Qiskit Runtime estimator\n","3. Classical optimizer\n","\n","Although the Hamiltonian and ansatz require domain-specific knowledge to construct, these details are immaterial to the Runtime, and we can execute a wide class of VQE problems in the same manner.\n"]},{"attachments":{},"cell_type":"markdown","id":"7db2e559","metadata":{},"source":["## Setup\n","\n","Here we import the tools needed for a VQE experiment.\n"]},{"cell_type":"code","execution_count":1,"id":"a0a48442","metadata":{},"outputs":[],"source":["# General imports\n","import numpy as np\n","\n","# SciPy minimizer routine\n","from scipy.optimize import minimize\n","\n","# Plotting functions\n","import matplotlib.pyplot as plt\n","\n","# Pre-defined ansatz circuit and operator class for Hamiltonian\n","from qiskit import QuantumCircuit\n","from qiskit.circuit.library import EvolvedOperatorAnsatz\n","from qiskit.quantum_info import SparsePauliOp\n","\n","# Qiskit Primitive imports\n","from qiskit.primitives import BaseEstimatorV2, BackendEstimatorV2 as Estimator\n","from qiskit.providers.fake_provider import GenericBackendV2\n","\n","from tqdm import tqdm\n","\n","from lattice_schwinger_model import LatticeSchwingerModel"]},{"attachments":{},"cell_type":"markdown","id":"988ee237","metadata":{},"source":["## Step 1: Create lattice Schwinger model Hamiltonian\n","\n","Although the problem instance in question for the VQE algorithm can come from a variety of domains, the form for execution through Qiskit Runtime is the same. Qiskit provides a convenience class for expressing Hamiltonians in Pauli form, and a collection of widely used ansatz circuits in the [`qiskit.circuit.library`](https://docs.quantum-computing.ibm.com/api/qiskit/circuit_library).\n","\n","When mapped to a spin model, the Schwinger model can be described by a Hamiltonian,\n","\n","$$\n","H_{\\text{spin}} = J \\sum_{n=0}^{N-2} \\left(\\sum_{k=0}^n\\frac{Z_k + (-1)^k}{2} + \\frac{\\vartheta}{2\\pi}\\right)^2 + \\frac{w}{2}\\sum_{n=0}^{N-2}\\left(X_n X_{n+1} + Y_n Y_{n+1}\\right) + \\frac{m}{2}\\sum_{n=0}^{N-1}(-1)^n Z_n,\n","$$\n","\n","where $J$ is the coupling constant, $\\vartheta$ is related to the original photonic kinetic term, $\\omega$ is related to the lattice spacing, and $m$ is the electron mass.[2]"]},{"cell_type":"code","execution_count":2,"id":"0ad66539","metadata":{},"outputs":[],"source":["mass: float = 0.1\n","coupling: float = 1.0\n","num_sites: int = 2*2\n","spacing: float = 1.0\n","model = LatticeSchwingerModel(mass, coupling, num_sites, spacing)\n","hamiltonian: list[SparsePauliOp] = model.get_hamiltonian()\n","num_qubits = hamiltonian[0].num_qubits"]},{"attachments":{},"cell_type":"markdown","id":"acb83d48","metadata":{},"source":["Our choice of ansatz is the `EvolvedOperatorAnsatz`. Please see the [Qiskit documentation](https://docs.quantum.ibm.com/api/qiskit/qiskit.circuit.library.EvolvedOperatorAnsatz) for more information.\n"]},{"cell_type":"code","execution_count":3,"id":"68be313c","metadata":{},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAA2cAAAbrCAYAAACOAdthAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8hTgPZAAAACXBIWXMAAA9hAAAPYQGoP6dpAAEAAElEQVR4nOzde0BUZeL/8c9wGRANVMQIL+QN8BIBiqBpVJaa5bYZP9asxNS+rW1lZK3d1Kzssm777bJba2mlu98ytthds9LWrHBVEAXzgpiVZZGGYUiCyDAzvz/ISZSBAWaYI7xf/+iZOed5njPneWaez5wzB5PdbrcLAAAAAOBVPt5uAAAAAACAcAYAAAAAhkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMAA/bzegNVitNtls7i3Tx0fy9W15trVZrZLN7oYWAR7gY5KPr69Hq2AMGFgrHH8AAPCLNh/OrFabzrvsDR3+scqt5YZ1CdTB9de3KKDZrFZlXniLqkrL3dgywH0CQ4OV9unLHpugMwaMzdPHHwAA1NXmL2u02eT2YCbVltnis3E2O5NSGFpVablnz2oxBgzN48cfAADU0ebDGQAAAACcDQhnAAAAAGAAhDMAAAAAMADCGQAAAAAYQLsPZ1Hnh2jz3yfK19ckSXr09qG684bBXmtP/7RLNGHVIl3578fU9YI+XmsH4C2MAQAA0F55PZyVlZUpPT1dgwcPVkJCgu68807NmDFDkpSRkaHRo0crIyPDY/V/9tVRrdn4re66cbAG9eusSxPP05/fKPRYfQ0xh3TUwJkTtOa6Bdpw+3NKemy6V9oBeAtjAAAAtGdeD2epqamKi4vT7t27tXbtWi1fvlzDhg1Tfn6+qqqqtGHDBlVVVamgoMBjbXhi6ae6/sp+evWRi3X7E5tl89Kto7vF99f3uXtks9To2Dcl8u/YQT7mNv+n6AAHxgAAAGjPvBrOsrOzVVJS4jgzFhYWpoiICCUmJionJ0dXXHGFJOnyyy/X5s2bPdaOaotNOTtK5Odn0vaiUo/V05iALueouqzil3aVVyigcyevtQdobYwBAADQnnn1K+m8vDwlJSU5lktLS1VcXKzY2Fh98MEHioqKkiSFhIRo7969TsuprKxUUVFRvc9Zaho/C3bBgC6Kjeqqgj2l+s34vnpzzZcutT+/oED+fiaX1q2PvcZaZ7m67JjMIUGOZfM5QTpRdqzZ5QPuUFBQIJOfr0fKZgwYnyePPwAAbZXdbldNTY2GDBmijh07urydV8NZWFiYsrKyZLVaZbVaNWvWLEVHR8tsNiskJETl5eWSpPLycnXu3NlpOUVFRRo6dKiTZ32lC5Y43dZkkl54cKRuW7RJ335foY9fuUrvbfhGP1VYGm1/clKSJGuj6znjK5OWhk9yLB/O36f4udfL5OeroHO7yFJZJVt1TbPLB9whKSlJVnnmUl/GgPF58vgDANDW5eTk1DkZ1RivhrO0tDRlZmYqOjpakZGRioqKUmhoqCRpxIgRWrZsmSZNmqR169Zp5syZTsuJiYnRtm3b6n3OUmNX8sztTre97TcDtXlHiXbu+1GS9PSKnXr8zmG644nGL6PMyc1t8Zmzndc85ViuPlqhotfW6sqsR2S327Vl/qvNLhtwl9zcXI+eOWMMGJsnjz8AAG2VxWJRcnKyYmJimrSdyW63G+Yr0fT0dKWkpGj69No7tN11113atm2bhg4dqmeeeaZZZVosNpmHemaCV73tZvn7N/9nezZLjVb0nuzGFgHuN/XASvn4e+Z7HMaA8Xny+AMA0FZZLBaZzWZVV1fL39/f5e0M9Ymbl5enOXPmOJabG8gAAAAA4GxjqHBWWOidvy8GAAAAAN7m9b9zBgAAAAAgnAEAAACAIRDOAAAAAMAACGcAAAAAYACEMwAAAAAwgDYfznx8pLAugW4vN6xLoHza/KsHAAAAoLUY6lb6nuDr66OD66+Xzebecn18assGAAAAAHdo8+FMqg1Rvr7ebgUAAAAAOMepHwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDODOSKNx7S5F3LFHvXdd5uCuA1jAMAANBe+Xm7AWVlZZo9e7a2bt2qgIAAjRo1ShUVFXryySc1btw4FRYWqqqqytvNbBUb735BEaNjFRQR6u2mAF7DOAAAAO2V18+cpaamKi4uTrt379batWu1fPlyDRs2TCEhIVq3bp2Sk5O93cRWU3nwiLebAHgd4wAAALRXXg1n2dnZKikpUUZGhiQpLCxMERERSkxMlNlsVteuXb3ZPAAAAABoNV69rDEvL09JSUmO5dLSUhUXFys2NrZJ5VRWVqqoqMjdzfM4e43V200AGlVQUCCTn69HymYMGJ8njz8AAG2VxWKRVJtTQkJCXN7Oq+EsLCxMWVlZslqtslqtmjVrlqKjo2U2m5tUTlFRkYYOHeqhVnqOr0xaGj7J280AGpSUlCSr7B4pmzFgfJ48/gAAtHVFRUV1TkY1xqvhLC0tTZmZmYqOjlZkZKSioqIUGtr0mwDExMRo27ZtHmihZ9lrrNp5zVOO5ZF//K3ChkXL1+ynbhf20/qb/+DF1gG1cnNzPXrm7NQxIDEOjMaTxx8AgLbKYrEoOTlZMTExTdrOZLfbDfOVaHp6ulJSUjR9+nTZbDaNHTtW27Zt09ChQ7V48WLFx8d7u4luZbPUaEXvyd5uBtCgqQdWysffM9/jMAaMz5PHHwCAtspischsNqu6ulr+/v4ub2eoT9y8vDzNmTNHkuTj46N169Z5uUUAAAAA0DoMFc4KCwu93QQAAAAA8Aqv/50zAAAAAADhDAAAAAAMgXAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwlk7lvTYdAX3Pe+Mx4c/Mk0BocEyBwep3/9Lcbp9yosZMod0VKeeYRr75nxJUtycNPW9brR8zH66eu1T6tizmyTpvNEX6NJX7pUkjX1zvrrF9ZckhUT11IRVi2TyaV5X7J92iWLvuk6SNP7thQqKCNW4tx52lG/y9dFV7z6hqJuuUNKiGY7thvzu14qdPalZdQb3i9BVqx+Xybe2zfFzJ2vgzAkK6HqOfrXuj/Lv1EGSNGDKGCUunCZJmrTpeUlS+IjBGvnH3zar3oDQYP3qw6cd5Xfq1V1Xv/+kLn7hLkVelexYb8zf7lf34TEa9czv1H14TJ36e1wap8G3TnSse+mye+XXIaBZ7TmbearvD/7tryRJvgH+mvjBHxR0Xlf1T7ukTt8b99bDCo3t26K+IP3S9wdcf9kZffvCu/9fvX3Fx9+PvgAAgIERztqpDmGd1SG8q8q/PHjGc1vmv6YTpeUyB3dUv9T6J6ihsX11/Iejqj5aUe/ztuoabX14hZIXzZRvoFnD5t2k3AeXSZJyHliqpMemy+TnqxFP3KKcB5fKbrPVW074iMGKm5Pm+o7Z7cq576Xa8n19NPjWiTqwZos++9t/FDKgp7rF9VennmGKnJCknX/5t9Nixr+90Olz5V98p+KPtmvQLVerc1RPhY8coqJX1ujEkZ9U+NJqJdw/RYGhwRp483gVPLXS9bar4f09UVruKF+SkhbN0Jb5ryr3oWW6MCNV/p066PyJI1R5sFQlW4rqLaP4o+3qNT5RJj9fSdJX72zSgBvGNKmNZztP9f0dz2epz7UXqWPPborNSNXnb36syoNH9Hnmxwrp30Pd4vprwA2X68iu/Srd8WWj7XS17+97Y/0ZfXvHc1n19hWbpcaxHX0BAADjIZydpRIemKLxWQs14Z1F6nn5UEnSZa/NVfiIwfLtYNaEdxapU6/uCh8xWOPeeliXvnKvfvWfxYq8eoQkqfeVw3Uwe0e9ZY9/e6GCzuuqQbdOVGhsX41/e6F6jkmos875E0eqeH1+g208tHm3qo6Ua+zKedq38iNVHjwiqTbcfLu+QOPfelg/7PhCR3bub+nLUcfRz2vLT1wwVZETkrTrxVWS5AhtSY/P1JYFr8leY212HScn4hc98zvlPrjMES5PTsQve3Wu8v+wUjWVVW7Zp5M+f/MjhfSL0NAHbqgNYXl7deLIT9q95B0Nf/RmXXDHtdr22N8bLKN0x5cKHzFIklS8vkDn/9wnzhZG7fsnv5C45K93K3zEYO155X3HczkPLFXyU7do4LRxTQ7srqivb9fXV053tvcFAADaGsLZWajHpXEKCOmkNZMWaG3aQiXcd70kaeOcFzVs/k266OnbVPjSah37pkSSFBgarI9veVrvXzu/dl2TSZ1jeqt8/5lnDk5VuOQdle74UmuuW6BvP6w7Ge0c00vl+w812tZvPyxQWMIA7f/nhtMez9e5SQP1ReYnTdl1l+18/p/qNTZR2xb9nyOElX95UN9t2KETR8p1eOuZE9WmsFXX6PC2ffLx89WRXXXDZfHH23XO+eeq+KPtLarDmc33vazoqWO1bdEvIeyLf3yi4L7nac/S91RdXtng9uVffKcuAyMlSdXllQrsFuKRdnqC0fv+4e371CnyXH21apNktzseL//yoHz8/HRw4y7VHD/RkpegXs76dn19pc52Z3FfAACgLfLzdgPQdJ1jeuvcEYMcl975BvgroOs5OlFaruJPPlXklcOVfdszjvWP7Novu9Umy7Hjqio9qsDQ4DrlRV6VrIHTr5SlokofTn3Cbe307WDWhbMnadsTryvhvinaPPel2idMJg1fOE059y/V0Adv0LobHz9j24QHpqj70GiZg4NkDumo8JGDVVNVrXU3LHKpbpulRhXFP6j8q7qT8J/2H5L1hKXebc7/1UjFpI+TJHUdfL7j9d30+yUq/+K7Out2GRiproMiVbpzv/pcc5H2/3ujJKlD987qN2m09r2xXkN+O1E7//wvl9rblP396atDqjpSfkYI+2n/IZV/1XhgPpsZve/HzUnTnqXvasCUMfo882NZfqo9RtFTx+rQxp06N3mQOvXq7giP9Wlu36+vbzvrKwAAwJgIZ2ehsr3f6LtPPtWWea9Kknz8/WSz1KhzdC91Hxatb9Zu1cAZE7Rn2XuSaoOGyddHvoFmdejWWVWl5SorOqDgPufp4Iad+vrdHH39bs4Z9VgtNfL5+fcoZ7Sh6BsF9wnXTw2Egfh7fqO9f1+nvcvXauzKeeoWP0A/FOxTTPo4lWzdq6LX1ig0tq/OnzhCX72zuc62+Y+/Lqn2dzfhIwdr+9OZzXqtmuKrVZtqz3io9vK2NdctqH9Fk0nJT85Uzn1LVXGwVOPfXqhvP8yX5dhxJT02Q9ueeF0HN+zUhNWLtP9fG3Xs28ON1t2a+xvcL8JxNsgcHKSqH456rC53M3Lf7zIoUt0To/X+r+er4rtSDX1ginLuX6oO53ZR9E1X6N2JD6hbXH8lLZrRYBCkLwAA0H5xWeNZqHh9gSzHjmv82ws17q2HddGfZsk30KyRi3+rjXe/oPyn3lDv8YnqOqSPJKny+x91yctzNOFfjyr/qTcku10H1mxRRMqFDdZzvKRMNVXVumTpPTpv1AV1nvtq9eYzfotzqi6DIhU2LFp7V3wg6eebgDx6szr26Kaom65wTDi3PrpCsbOvc9xV7mwQM22cDm/9TD/u+VrVZce0+6+rlHD/FMfrUby+QDZL7e+PTr2LnlF0u7Cfvt9cKEnqcVl8veHEqAzb900mJT9xi3LuXyrZ7T9fZhpRG8Yena78J16X9Xi1vt9cqKrSo3XurulNZ3NfAACgLTLZ7af8MAKtymap0Yrekz1aR/iIwep73WhtuuevZzyXtGiG9ix7r9671rki5a8Z2jz3Jad3bITx9Lg0Tp2jemn3knckSZe+cq823P58gzcumXpgpXz8PXOS3ZNjgL7fMFf7giePPwAAbZXFYpHZbFZ1dbX8/f1d3q5dhDOr1SYnd2pvNh8fyde3ZScevR3OAFe0xXAG1xHOAABouuaGszb/iWu12nTeZW/o8I/uvaV5WJdAHVx/fYsDmqcd2rxbhzbv9nYzgFZH3wcAAGcbYycLN7DZ5PZgJtWW6e6zcQAAAADarzYfzgAAAADgbEA4AwAAAAADIJwBAAAAgAEQzgAAAADAALx+t8aysjLNnj1bW7duVUBAgEaNGqWKigpNnjxZ8+bNk8lkUmpqqubMmeOR+qPOD9Hyxy7WqPTVslrtevT2oTr8Y5We+7/Wv8tb1yF9lLRohuw2m+w1Vm2c86KOHShp9XYA3sIYAAAA7ZnXz5ylpqYqLi5Ou3fv1tq1a7V8+XINGzZMAwcO1IYNG7Rp0yatWrVKx44d80j9n311VGs2fqu7bhysQf0669LE8/TnNwo9Uldjjn//o/4z5TGtuXa+dr24SvH3/sYr7QC8hTEAAADaM6+eOcvOzlZJSYkyMjIkSWFhYYqIiFBiYqJ69uzpWM/Pz08+Pp7LkU8s/VSb/jZRaWP76tZHN8pm887f5T5+uMzxf1t1jWw1Vq+0A/AWxgAAAGjPvBrO8vLylJSU5FguLS1VcXGxYmNjHY+tWbNG/fv3V1BQkNNyKisrVVRUVO9zlprGg1a1xaacHSUacWF3bS8qdbn9+QUF8vczubz+6exOJp5+HQIUP3eyNs55sdllA+5SUFAgk5+vR8pmDBifJ48/AABtlcVikVSbU0JCQlzezqvhLCwsTFlZWbJarbJarZo1a5aio6NlNpslSQcOHNDixYu1atWqBsspKirS0KFDnTzrK12wpMHtLxjQRbFRXVWwp1S/Gd9Xb6750qX2JyclSWr+N/u+Mmlp+KQ6j5n8fJWy5G7t+su/dPSzb5tdNuAuSUlJssozZ5MZA8bnyeMPAEBbV1RUVOdkVGO8Gs7S0tKUmZmp6OhoRUZGKioqSqGhoZJqU2Z6erpefvlldezYscFyYmJitG3btnqfs9TYlTxzu9NtTSbphQdH6rZFm/Tt9xX6+JWr9N6Gb/RThaXR9ufk5rb4zNnOa56q05iL/3ynDqzZogNr8ppdLuBOubm5Hj1zxhgwNk8efwAA2iqLxaLk5GTFxMQ0aTuvhrPAwECtXr3asZyenq6UlBRJ0rJly/TZZ59p5syZkqQVK1aod+/e9ZYTFBSkhISEep+zWGyStjttw22/GajNO0q0c9+PkqSnV+zU43cO0x1PbG60/Qnx8fL3b/5v4WyWGu08ZTlyQpJ6Xp6gDmGd1e+6i/Xjnq+V+9ArzS4fcIf4+Hj5+HvmrYIxYHyePP4AALRVJy9rbOinWfUx2e12w1yvMmjQIK1cubLOb85aymKxyTz0VbeVd6rqbTe3OJyt6D3ZjS0C3G/qgZUeDWeMAWPz5PEHAKCtslgsMpvNqq6ulr+/v8vbGeoTt7DQO7ewBwAAAABv8/rfOQMAAAAAEM4AAAAAwBAIZ2hTwkcMVvzva3/DdGFGqi7MSFVYwgB1HdJHwx+Z5t3GoV04tQ/G3DxeSYtmSBJ9EAAANIpwhjahz68vUs/Lhyr+vsk6tHm3zCEdZamo0qf/+5Z6jEnQkV37Zamo8nYz0Yad3gclqejVNaour5Ak+iAAAGgU4Qxtwv5/bdTQB6Zo3+vrf3nQODciRTtQbx8EAABogjYfznx8pLAugW4vN6xLoHza/Kt39oiZfqX+m/GCoqeOlUwmVR+tkF+nDorNSFXxh/nebh7agdP7oCRFXj1C3eIHqHtitJdbBwAAzgaGupW+J/j6+ujg+utls7m3XB+f2rJhDEWvvC9J2nj3Cwq/aIgOZu/Qjv99y/F81yF9VFH8g7eah3agvj749erN+np17R+0pw8CAIDGtPlwJtWGKF9fb7cCraFs7zcq2/vNGY8f2bVfR3bt90KL0N7QBwEAQHNx6gcAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAD9vN6CsrEyzZ8/W1q1bFRAQoFGjRqmiokJz587VtGnT5OvrqwEDBmjZsmUymUzebq5H+XfqoCtef0g2S418O5iV//jrOvjfnd5uFtBqGAMAAKA983o4S01N1VVXXaXly5fr8OHD6t+/v5588kn17dtXGzdulMlk0owZM7R9+3bFx8d7u7keZamo0vvXzpPdalOn3t11yZK7tfrK+7zdLKDVMAYAAEB75tVwlp2drZKSEmVkZEiSwsLCFBERocTERPn5/dI0f39/9ejRw1vNbD12u+xWuyTJfE6QjhR+7eUGAa2MMQAAANoxr4azvLw8JSUlOZZLS0tVXFys2NhYSdKaNWt0zz33KCoqSl26dHFaTmVlpYqKijzeXnez11jPeCwovKtSlmQouG+ENma84IVWAXUVFBTI5OfrkbIZA8bnyeMPAEBbZbFYJNXmlJCQEJe3M9ntdrunGtWYFStWaMmSJcrOzpbVatWNN96o/fv3Ky8vr856d9xxh8aOHauJEyfWW05+fr6GDh3aGk12K1+ZtDR8Ur3PdeoZpvFZC/XW8NtauVVAXTMPZckqz7xNMAaMz5PHHwCAti4nJ6fOyajGePXMWVpamjIzMxUdHa3IyEhFRUUpNDRUknTixAkFBARIkoKDgxUYGOi0nJiYGG3btq1V2uxO9hqrdl7zlGPZx+wnW3WNJKn62HFZjh33VtMAh9zcXI+eOWMMGJsnjz8AAG2V3W5XTU2NhgwZ0qTtvBrOAgMDtXr1asdyenq6UlJSJEmffPKJFi1aJEkaMGCAxowZ47ScoKAgJSQkeLaxHmCz1OjU+9B1iemtxIXTZLfa5OPnqy3zX/NW0wCH+Ph4+fh75q2CMWB8njz+AACgLq9e1ni6QYMGaeXKlY7fnLV1NkuNVvSe7O1mAA2aemClR8MZY8DYPHn8AQBAXYb6xC0sLPR2EwAAAADAK3y83QAAAAAAAOEMAAAAAAyBcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhn3uRjUmBosLdbATgVGBos+Zg8VwFjwNA8fvwBAEAdhvoj1O2RzWqVbBwCGJSPST6+vh6tgjFgYK1w/AEAwC8IZwAAAABgAFzWCAAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABiAn7cb0NpsVqtks3u7GQAAAGcfH5N8fH3dWiRzMxiaB/p8Q9pVOLNZrcq88BZVlZZ7uykAAABnncDQYKV9+rLbJqvMzWB07u7zjWlflzXa7Ax+AACAZqoqLXfvWS7mZjA4t/f5RrSvcAYAAAAABkU4AwAAAAADIJwBAAAAgAEQzgAAAADAANrV3RpP1z/tEkXdeIXsdrtyH1qmIzv3e7tJAAAA7RrzM7RnXj9zVlZWpvT0dA0ePFgJCQm68847NWPGDElSRkaGRo8erYyMDLfXaw7pqIEzJ2jNdQu04fbnlPTYdLfXAQAAANcxP0N75/Vwlpqaqri4OO3evVtr167V8uXLNWzYMOXn56uqqkobNmxQVVWVCgoK3Fpvt/j++j53j2yWGh37pkT+HTvIx9yuTyQCAAB4FfMztHdeDWfZ2dkqKSlxnBkLCwtTRESEEhMTlZOToyuuuEKSdPnll2vz5s1urTugyzmqLqtwLFeXVyigcye31gEAAADXMT9De+fVryLy8vKUlJTkWC4tLVVxcbFiY2P1wQcfKCoqSpIUEhKivXv3Oi2noqJCu3btkp+fn0wmk9P17DVWx/+ry47JHBLkWDafE6QTZcdasjsAAABtXkFBgUx+vm4p69S5mcT8DMbUnD5vt9tVU1OjIUOGqGPHji5v59VwFhYWpqysLFmtVlmtVs2aNUvR0dEym80KCQlReXntX4wvLy9X586dnZaza9cuJScnN1qfr0xaGj5JknQ4f5/i514vk5+vgs7tIktllWzVNW7ZLwAAgLYqKSlJVtndUtapczOJ+RmMqSV9Picnp87JqMZ4NZylpaUpMzNT0dHRioyMVFRUlEJDQyVJI0aM0LJlyzRp0iStW7dOM2fOdFpOTEyMpNqd9/f3d7qevcaqndc8JUmqPlqhotfW6sqsR2S327Vl/qtu3DMAAIC2KTc3161nzk7OzSTmZzCm5vR5i8Wi5ORkR05xlclut7vnqw83SE9PV0pKiqZPr70zz1133aVt27Zp6NCheuaZZ5xuZ7FYZDabVV1d3WA4s1lqtKL3ZHc3GwAAoN2YemClfPzd8/0+czOcDZrT513NJ6cz1O1v8vLyNGfOHMdyQ4EMAAAAANoSQ4WzwsJCbzcBAAAAALzC63/nDAAAAABAOAMAAAAAQyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADCAdh3OrnjjIU3etUyxd13n7aYAAABAzM/Qvvl5uwFlZWWaPXu2tm7dqoCAAI0aNUoVFRV68sknNW7cOBUWFqqqqsojdW+8+wVFjI5VUESoR8oHAABA0zA/Q3vm9TNnqampiouL0+7du7V27VotX75cw4YNU0hIiNatW6fk5GSP1V158IjHygYAAEDTMT9De+bVcJadna2SkhJlZGRIksLCwhQREaHExESZzWZ17drVm80DAAAAgFbj1csa8/LylJSU5FguLS1VcXGxYmNjm1ROZWWlJCk/P1/+/v5O17PXWJvXUAAAAEiSCgoKZPLzdUtZzM1wNmhOn7dYLJJqc0pISIjL23k1nIWFhSkrK0tWq1VWq1WzZs1SdHS0zGZzk8opKiqSpEYvgfSVSUvDJzW7vQAAAO1dUlKSrLK7pSzmZjgbtKTPFxUV1TkZ1RivhrO0tDRlZmYqOjpakZGRioqKUmho03/8GRMTI0nKyclp9MzZzmueciyP/ONvFTYsWr5mP3W7sJ/W3/yHpu8EAABAO5Kbm+vWM2enzs0k5mcwnub0eYvFouTkZEdOcZXJbre756sPN0hPT1dKSoqmT58um82msWPHatu2bRo6dKgWL16s+Pj4erezWCwym82qrq5uMJzZLDVa0Xuyp5oPAADQ5k09sFI+/u75fp+5Gc4GzenzruaT03n9VvqnysvL05w5cyRJPj4+WrdunZdbBAAAAACtw1DhrLCw0NtNAAAAAACv8PrfOQMAAAAAEM4AAAAAwBAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAzDUH6HGmZIem649r7yv8i8P1nl8+CPT9OmzWbJbatRrXKK++Mcn9W6f8mKGNt/3ksznBGnk07P0wW8eUdycNJV/dVBfvr1BkzY9r6yRdyh29iRFXHyhY7vOMb2188//1O4XVzWr3SfLDR8xWH2vG61N9/xVo575nT57/UOZzwnSkNuucawbFBGqo58X68ObnmhWXSfLLdlS5Kg36bHp6jIw0rFOaFw//Xf2X3SitNzRnubon3aJgiJCteOZtzX+7YXKvv1Z+fj6Ol7bS16ao8DQYMf63YfH6N2rH1Dpp180ua5OPcPOOGZH9xUrcUG6Y52An+v6z+RHdfFfZjse9+sUqJD+PfR//W502372uCRO/VJTHOuc0ydcB9bkKfeBpY7XvTmMsJ+fr/zIabn19S937WdrjsHNv39J4/6xwPG8yc9HYUOj9I/4W5W0aIZH+q2z8dAlulejr3tz0G9ry319wFSnxzp66lhH32sOV97H63v/98R+njo+PfW54qzc7YvfrPdY//uSDEffqzx4pMn1hsb2bbTcUz9zTn0vuXTZvdpw+3OqOX5CPS6NU+eoXtq95J1m7X974sl51lfvbNaEdxbpoxmLVfHtDzpv9AWKuXm8Ppq+WGPfnK/8J17XD9s/V0hUT130x1l6/9fzZLfZmrwPZ7z33fGcRj93h7Y99nf9sP1zmXx9NGHVIu1buV5dYnor98FlkqQhv/u1fPx8tOPZrCbXGdwvQqOfvV3vXfOQ7Fab4udOVlVpub7M2qBxmQv0/q/nyXLsuAZMGaPO0b2Ut+A1t7w3BIQG15Z/zUOyHDuuTr2665KX7lb5/kP6+t0cff1ujiRpzN/u187n/6moKWPO+Aw/fXycOnaMgHBmYB3COqtDeNcz3jAkacv81yTVThD6pabU+6YRGttXx384quqjFTKfE9RgXTuezXIMzq5D+uiiP92mva+tdbr++LcXas11C5w+35BvP8zXtx/mS5L8O3XQlf9+TNse/ZvT9ePmpOnQpt06tHm3y3XkPvSK4/89Lx+qwbdera/fzVF48qAGtwsfMVjhIwdr+9OZLtd1qo//52nH/2Omjdex4h8anOA29XUs3fGlY32Tr4/Gv71Q25/OVOWhI3XKSVlyt4pedX78mrOf+95Yr31vrJdUO0EZ+8ZD2vG/b7m0rdH3s6nlOtOSceHpMWi32eqsP2zeTTr43106frjMY/3WWbldontJavrrTr+ty1m5DR3rxrj6ftvU9/H6uHN8eupzxVm5ZZ99W++xdkVD/cpZH3LFV+9s0oAbxmjP0vdU/NF2XXDnJBUue0/2GqtL27dHnp5n2aprtPXhFUpeNFMf3/onDZt3kz5Mf1KSlPPA0tpw8+t5GvHELcp5cKnTYNbk9z67XTn3vaRRz9SGp8G3TtSBNVv02d/+o7GZC9Qtrr+qfjiqyAlJeu+ah5wW01BfLf/iOxV/tF2DbrlaxevzFT5yiNZcO192m02FL61Wwv1T9Omf/qGBN4/Xe9fMc63dLuzvidJyR/m5Dy5T0qIZ2jL/VR394juNy1yg7z75VD0ujVPlwVKVbClS1JQxZ5Rx+vg4dewYAZc1elDCA1M0PmuhJryzSD0vHypJuuy1uQofMVi+Hcya8M4iderVXeEjBmvcWw/r0lfu1a/+s1iRV4+QJPW+crgOZu+ot+zxby9U0HldNejWiQqN7avxby9UzzEJddY5f+JIFa/Pb1Kb/ToGatSzt2vDnc+3yjcIIxf/VnuWvaeyz771SPlB53XVsHk3Kvt3z0p2u0fqqE/Xwecr6oYxypn7ksfqSLhvig5t3q2DG3bWeTx66ljZLDX6fOV6j9Rr8vXRxX+ZrS3zX3NpstdSrb2fnn79GtMaY7DHZfEKvbCfPn36H3Ue91S/daVc+m3LOCvX2bF2J0+/j5/KldfPU+1xVq6zY91STS23eH2Bzv95/iDVBr3wEQ1/IXm2OxvmWYc271bVkXKNXTlP+1Z+5DijWv7Fd/p2fYHGv/WwftjxhY7s3N/Sl6OOo5/Xlp+4YKoiJyRp189XYeTc95KSHpuupMdnasuC11oU3nc8n6U+116ki575nXIfXOYIl59nfqyQ/j102atzlf+HlaqprHLLPp30+ZsfKaRfhIY+cENtCMvbqxNHftLuJe9o+KM364I7rtW2x/7eYBmnjo/Tx463Ec48pMelcQoI6aQ1kxZobdpCJdx3vSRp45wXNWz+Tbro6dtU+NJqHfumRJIUGBqsj295Wu9fO792XZNJnWN6q3z/md/mnKpwyTuOb9pOfrt3UueYXirff6hJ7R75h1tV9Or7Kis60KTtmiPqpitkt9m07/UPPVK+yefnydiC13S8pMwjddTHL+jk5PrPnptcXxqnsIQB2r647rdKXQZFKnrqWG3+vedCYfzcySrZUqTvPvnUY3Wc1Nr72RqvX2M8PQaDwrsqccFUbbj9uTrf0nqq37pSLv22ZZyV6+xYu5On38dP5crr56n2OCvX2bFuqeaUW11eqcBuIY7l8i++q3N5f1tzNs2zvv2wQGEJA7T/nxtOezxf5yYN1BeZ9V8y2VI7n/+neo1N1LZF/+cIYeVfHtR3G3boxJFyHd66t0Xl26prdHjbPvn4+erIrrrhsvjj7Trn/HNV/NH2FtXhzOb7Xlb01LHatuiXEPbFPz5RcN/ztGfpe6our2xw+1PHx+ljx9u4rNFDOsf01rkjBmn82wslSb4B/groeo5OlJar+JNPFXnlcGXf9oxj/SO79stutcly7LiqSo/W+Z2GJEVelayB06+UpaJKH05t3jX0jRlww+Uy+fjos7+vq/f54H4RGvmHWyXVfhN+ct+Klq/VV6s2NamuzjG9FZM+rsHT6Zf/34PyCzSrU68w9R6fqOrySpVs26v8x193qY643/9Gh7d+pu8+bnwylvDAFHUfGi1zcJDMIR0VPnKwaqqqte6GRS7v00kj/vA/2rviA/245+t6nz//VyMVkz5OUt3XcdPvl6j8i+8aLb/DuV2U+HC6PvjNo2dMrkefPOPi5Fuqlu5nRMqF6p4Yo7WpDze67tm2n66U64n9PJWnx+DJLyzyFq5Q5aG6v4fxVL9trFz67S/c2W8bOtb1ac77rSvv457ez6a2x5376exY16cpY7cp5bZnZ8s8y7eDWRfOnqRtT7yuhPumaPPJKwhMJg1fOE059y/V0Adv0LobHz9j25a+99ksNaoo/kHlX9UNoD/tPyTrCUu92zTlPbDLwEh1HRSp0p371eeai7T/3xslSR26d1a/SaO17431GvLbidr553+51N6m7O9PXx1S1ZHyM0LYT/sPqfyrpp2YMBrCmYeU7f1G333yqbbMe1WS5OPvJ5ulRp2je6n7sGh9s3arBs6YoD3Laq9v7Tr4fJl8feQbaFaHbp1VVVqusqIDCu5zng5u2FnnR46nslpq5OPnW38bir5RcJ9w/eRCJ+0c3UsDp1+p9xv4UCv/4jvHtcct+W2NX4cAjX7uDv33rr+opsL5JPjkYGzOb87OG32BwpMHudzGkx/MLf3N2YDrL5OPv5/2rvjA6Tpfrdrk+DBu8utoMuniP9+prY/87YwJV/KTt2jv39fpx8L6J8FSy/azQ/fOGv7INH1w/WOyWxufMJxt++lKufVp0X6eojXGYNw9aTpcsE/F6wvqPO6pfutKufTbX7iz3zo71s409f3W1ffx+nhifHrqc8VpuQ0c6/q4PHabWO6pzMFBqvrhqGM5uF/EGWd62pKzZZ4Vf89vtPfv67R3+VqNXTlP3eIH6IeCfYpJH6eSrXtV9Noahcb21fkTR+irdzbX2dZdc5OmcPk90GRS8pMzlXPfUlUcLNX4txfq2w/zZTl2XEmPzdC2J17XwQ07NWH1Iu3/10Yd+/Zwo3W35v6eOj5OHzveRjjzkOL1BeqeGK3xby+U3W5X5cFSbbp3iUYu/q2yb39WFcU/aOzKefo+d48kqfL7H3XJy3N0Tq/uyn/qDclu14E1W5T8xC0NTmyOl5Sppqpalyy9R3tfW6uD//3l2vSvVm9W//+X4tIp5aEP3Si/DmaNWX6f47Fv1m1r9p3iGhI9bZw69gjV8IXTHI9VHDqiDb971m11DH90umS3a1zmL28qn73xoSqLS91WR731PjZdR/cVO75pkqRPn33b6TXtTRV5VbK6xffXkNuucdxBzGa1aduiv6vvtaPUqUc39fnVSMf6H/3P0zpRWu6WumPvSpV/pyBd/Pydjsd+2PGFti5c4ZbyT9Xa+xl6YT+n5bYWT4/BDmGddcGd1+rwts/q9M+cB5d5rN86K/ekhl53+m3jnL1+2Xc85/RYu0trvI+f5Mr49FR7nJV74P0t9R7rD9IWOinJNc76kCvl9rgsvk646HZhv0Z/d3M2OxvmWV0GRSpsWLS2/nwcch5YqtHP3aGPb/2Tom66Qu9efb8kaeujKzTuHw+r+KPtshw77qZXyLNipo3T4a2fOa6K2P3XVUq4f4rjC6GT/259eIWSFs1w3AjFKE4dH6ePHW8z2e2teJcED7FYLDKbzaqurpa/v7/T9WyWGq3oPbkVW+aahm4pmrRohvYse6/eOwm5IuWvGdo89yVVH61oaTMBAIBBXfrKvdpwe+1ln56+lf7UAyvl4++e7/dbY27GPAunOuNW+qeMHWea0+ddzSenI5wZQEv/FgwAAEBraUvhDHBFa4YzLms0gEObm/Z7KgAAALiGeRbOJtxKHwAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAC8frfGsrIyzZ49W1u3blVAQIBGjRqliooKTZ48WfPmzZPJZFJqaqrmzJnj1nq7DumjpEUzZLfZZK+xauOcF3XsQIlb6wAAAIDrmJ+hvfP6mbPU1FTFxcVp9+7dWrt2rZYvX65hw4Zp4MCB2rBhgzZt2qRVq1bp2LFjbq33+Pc/6j9THtOaa+dr14urFH/vb9xaPgAAAJqG+RnaO6+eOcvOzlZJSYkyMjIkSWFhYYqIiFBiYqJ69uzpWM/Pz08+Pu7NkccPlzn+b6uuka3G6tbyAQAA0DTMz9DeeTWc5eXlKSkpybFcWlqq4uJixcbGOh5bs2aN+vfvr6CgIKflVFZWSpLy8/Mb/Avc9noGuF+HAMXPnayNc15szi4AAAC0KwUFBTL5+bqlrPrmZhLzMxhLc/q8xWKRVJtTQkJCXN7Oq+EsLCxMWVlZslqtslqtmjVrlqKjo2U2myVJBw4c0OLFi7Vq1aoGyykqKpIkJScnN7ier0xaGj7JsWzy81XKkru16y//0tHPvm3h3gAAALR9SUlJssrulrJOn5tJzM9gPC3p80VFRXVORjXGq+EsLS1NmZmZio6OVmRkpKKiohQaGiqpNmWmp6fr5ZdfVseOHRssJyYmRpKUk5PT6Jmzndc8VbtgMuniP9+pA2u26MCaPPfsEAAAQBuXm5vr1jNnjrmZxPwMhtScPm+xWJScnOzIKa7yajgLDAzU6tWrHcvp6elKSUmRJC1btkyfffaZZs6cKUlasWKFevfuXW85Jy95TEhIaDCc2Sw12vnz/yMnJKnn5QnqENZZ/a67WD/u+Vq5D73ihr0CAABou+Lj4+Xj754p5KlzM4n5GYypOX3+5GWNDf00qz4mu93unvPSbjBo0CCtXLmyzm/OXGGxWGQ2m1VdXd1oOFvRe3JLmwkAANBuTT2w0q3hjLkZjK45fd7VfHI6r/+ds1MVFhZ6uwkAAAAA4BVe/ztnAAAAAADCGQAAAAAYAuEMAAwkfMRgxf9+sszBQbrgjms14g//o+B+Eeo6pI+GPzLN280DABjcyc8RSYq5ebyGPnCDuidG8zlyliCcAYAB9Pn1Rep5+VDF3zdZhzbvVnV5pXY+/08Vf/ypgsK76siu/bJUVHm7mQAAgzr9c0SSDm0uVFBEqKwnLHyOnCUIZwBgAPv/tVFDH5iifa+vdzzWOaa3QvpF6NDGXV5sGQDgbFDf50hZ0QHl3PeyOkf38mLL0BSEMwAwgJjpV+q/GS8oeupYyWRSQNdzdNGfZslaVa3OUT293TwAgMGd/jni1zFQF9w5SbF3XaefDpR4u3lwkaFupQ8A7VXRK+9Lkjbe/YLCLxqig9k79O6E+x3Pdx3SRxXFP3ireQAAg6vvc2Tnc1mO5/kcOTsQzgDAQMr2fqOyvd+c8fiRXft1ZNd+L7QIAHA24XPk7MZljQAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIAB+Hm7AWVlZZo9e7a2bt2qgIAAjRo1ShUVFZo7d66mTZsmX19fDRgwQMuWLZPJZHJr3f6dOuiK1x+SzVIj3w5m5T/+ug7+d6db6wAAAIBrmJuhvfN6OEtNTdVVV12l5cuX6/Dhw+rfv7+efPJJ9e3bVxs3bpTJZNKMGTO0fft2xcfHu7VuS0WV3r92nuxWmzr17q5Lltyt1Vfe59Y6AAAA4BrmZmjvvBrOsrOzVVJSooyMDElSWFiYIiIilJiYKD+/X5rm7++vHj16uL8BdrvsVrskyXxOkI4Ufu3+OgAAAOAa5mZo57wazvLy8pSUlORYLi0tVXFxsWJjYyVJa9as0T333KOoqCh16dLFaTmVlZWSpPz8fPn7+ztdz15jPeOxoPCuSlmSoeC+EdqY8UJzdwUAAKBdKCgokMnP1y1lMTfD2aA5fd5isUiqzSkhISEub2ey2+32JtXkRitWrNCSJUuUnZ0tq9WqG2+8Ufv371deXl6d9e644w6NHTtWEydOrLec3NxcJScnN1qfr0xaGj6p3uc69QzT+KyFemv4bU3fEQAAgHZi5qEsWeWe6SNzM5wNWtLnc3Jy6pyMaoxXz5ylpaUpMzNT0dHRioyMVFRUlEJDQyVJJ06cUEBAgCQpODhYgYGBTssZMmSIcnJy5Ofn1+BNQ+w1Vu285inHso/ZT7bqGklS9bHjshw77o7dAgAAaLNyc3PdeuaMuRmMrjl93m63q6amRkOGDGnSdl4NZ4GBgVq9erVjOT09XSkpKZKkTz75RIsWLZIkDRgwQGPGjHFaTseOHV1KpDZLjU6930+XmN5KXDhNdqtNPn6+2jL/tWbtBwAAQHsRHx8vH3/3TCGZm+Fs4M4+3xivXtZ4ukGDBmnlypWO35y5m81SoxW9J3ukbAAAgPZg6oGVbg1nzM1gdO7s843x+q30T1VYWOjtJgAAAACAV/h4uwEAAAAAAMIZAAAAABgC4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAAbSvcOZjUmBosLdbAQAAcFYKDA2WfEzuK5C5GQzO7X2+EYb6I9StwWa1SrZ2tcsAAADu4WOSj6+vW4tkbgZD80Cfb0i7C2cAAAAAYETt67JGAAAAADAowhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAD8vN0Ab7NZrZLN7u1moD4+Jvn4+rq1SI43AABAC3hgfoZftOtwZrNalXnhLaoqLfd2U1CPwNBgpX36stveADjeAAAALePu+Rnqat+XNdrsTNQNrKq03L1nuTjeAAAALeL2+RnqaN/hDAAAAAAMgnAGAAAAAAZAOAMAAAAAAyCcAQAAAIABtOu7Ndanf9olirrxCtntduU+tExHdu73dpPgQRxvAAAAGIXXz5yVlZUpPT1dgwcPVkJCgu68807NmDFDkpSRkaHRo0crIyOjVdpiDumogTMnaM11C7Th9ueU9Nj0VqkX3sHxBgAAgJF4PZylpqYqLi5Ou3fv1tq1a7V8+XINGzZM+fn5qqqq0oYNG1RVVaWCggKPt6VbfH99n7tHNkuNjn1TIv+OHeRj5uRiW8XxBgAAgJF4NZxlZ2erpKTEcWYsLCxMERERSkxMVE5Ojq644gpJ0uWXX67Nmzd7vD0BXc5RdVmFY7m6vEIBnTt5vF54B8cbAAAARuLV0wR5eXlKSkpyLJeWlqq4uFixsbH64IMPFBUVJUkKCQnR3r17nZZTUVGhXbt2yc/PTyaTyeX67TXWOsvVZcdkDglyLJvPCdKJsmMulwf3KygokMnPPX+BnuMNAADQcu6cn7VVdrtdNTU1GjJkiDp27Ojydl4NZ2FhYcrKypLVapXVatWsWbMUHR0ts9mskJAQlZeXS5LKy8vVuXNnp+Xs2rVLycnJTa7fVyYtDZ/kWD6cv0/xc6+Xyc9XQed2kaWySrbqmiaXC/dJSkqSVe75K/QcbwAAgJZz5/ysrcvJyalzMqoxXg1naWlpyszMVHR0tCIjIxUVFaXQ0FBJ0ogRI7Rs2TJNmjRJ69at08yZM52WExMTI6l25/39/V2u315j1c5rnnIsVx+tUNFra3Vl1iOy2+3aMv/VZu4Z3CU3N9etZ8443gAAAC3jzvlZW2WxWJScnOzIKa4y2e12w8Te9PR0paSkaPr02rvm3XXXXdq2bZuGDh2qZ555xul2FotFZrNZ1dXVTQpnNkuNVvSe3NJmw4OmHlgpH3/3fIfA8QYAAGg5d87P2qrm5hNDvap5eXmaM2eOY7mhQAYAAAAAbYmhwllhYaG3mwAAAAAAXuH1v3MGAAAAACCcAQAAAIAhEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADh7BRXvPGQJu9apti7rvN2U9BKOOYAAAAwCj9vN6CsrEyzZ8/W1q1bFRAQoFGjRqmiokJPPvmkxo0bp8LCQlVVVbVKWzbe/YIiRscqKCK0VeqD93HMAQAAYBReP3OWmpqquLg47d69W2vXrtXy5cs1bNgwhYSEaN26dUpOTm61tlQePNJqdcEYOOYAAAAwCq+Gs+zsbJWUlCgjI0OSFBYWpoiICCUmJspsNqtr167ebB4AAAAAtBqvXtaYl5enpKQkx3JpaamKi4sVGxvbpHIqKyslSfn5+fL393d5O3uNtUn1oPUVFBTI5OfrlrI43gAAAC3nzvlZW2WxWCTV5pSQkBCXt/NqOAsLC1NWVpasVqusVqtmzZql6Ohomc3mJpVTVFQkSU2+BNJXJi0Nn9SkbdC6kpKSZJXdLWVxvAEAAFrOnfOztq6oqKjOyajGeDWcpaWlKTMzU9HR0YqMjFRUVJRCQ5t+Y4aYmBhJUk5OTpPPnO285inH8sg//lZhw6Lla/ZTtwv7af3Nf2hyW+Beubm5bj1zdurxljjmAAAATeXO+VlbZbFYlJyc7MgprjLZ7XbDxN709HSlpKRo+vTpstlsGjt2rLZt26ahQ4dq8eLFio+Pr3c7i8Uis9ms6urqJoUzm6VGK3pPdlfz4QFTD6yUj797vkPgeAMAALScO+dnbVVz84mhXtW8vDzNmTNHkuTj46N169Z5uUUAAAAA0DoMFc4KCwu93QQAAAAA8Aqv/50zAAAAAADhDAAAAAAMgXAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAQ/0R6vYg6bHp2vPK+yr/8mCdx4c/Mk2fPpslu6VGvcYl6ot/fFLv9ikvZmjzfS/JfE6QRj49Sx/85hHFzUmTpaJKu/+6Sr4B/prwziJ9mP6kIkbHKvTCfsp9cJkkadxbD2vrIyvk37GD+l43Wpvu+Wuz9qF/2iUKigjV8e9/VNchfRzlD/ndr+Ub4K/Iq5L1/jUPyXLsuDr16q5LXrpb7/3qIf36k/9V1sg71OPSOHWO6qXdS96RJF267F5tuP051Rw/0az2tHWe6jPlXx3Ul29v0KRNzytr5B2KnT1JERdf6Niuc0xv7fzzP7X7xVXNavfJcsNHDHb0t1HP/E6fvf6hzOcEacht1zjWDYoI1dHPi/XhTU80q66T5ZZsKXLUm/TYdHUZGOlYJzSun/47+y86UVrulv6/45m3Nf7thcq+/Vn5+Po6XttLXpqjwNBgx/rdh8fo3asfUOmnXzS5rk49w844Zkf3FStxQbpjnYCf6/rP5Ed18V9mOx736xSokP499H/9bnTbfva4JE79UlMc65zTJ1wH1uQp94Gljte9OYywn5+v/MhpufX1L3ftZ2uOwc2/f0nj/rHA8bzJz0dhQ6P0j/hblbRohkf6rbPx0CW6V6Ove3PQb2vLfX3AVKfHOnrqWEffaw5X3sfre//3xH6eOj499bnirNzti9+s91j/+5IMR9+rPHikyfWGxvZttNxTP3NOfS85dT51+lwLZw/CWSvqENZZHcK7njHJlqQt81+TVPtm3y81pd6JdmhsXx3/4aiqj1bIfE6Q4/Edz2dpwjuL9NXqTYq68Qp9/ubHqjx4RJ9nfqy+112sbnH91WXw+Tqya79Kd3yp8BGDG2xn+IjBCh85WNufzmxwvX1vrNfYzAXqFtdfVT8cVeSEJL13zUOqKP5BCfdPUe6Dy5S0aIa2zH9VNkuNY7vij7brgjsnqXDZe7LXWPXVO5s04IYx2rP0vQbra4881Wfqs+PZLO14NkuS1HVIH130p9u097W1Ttcf//ZCrblugdPnG/Lth/n69sN8SZJ/pw668t+Padujf3O6ftycNB3atFuHNu92uY7ch15x/L/n5UM1+Nar9fW7OQpPHtTgdq72f2c+/p+nHf+PmTZex4p/aHCC29TXsXTHl471Tb4+Gv/2Qm1/OlOVh47UKSdlyd0qetX58WvOfu57Y732vbFeUu0EZewbD2nH/77l0rZG38+mlutMS8aFp8eg3Wars/6weTfp4H936fjhMo/1W2fldonuJanprzv9ti5n5TZ0rBvj6vttU9/H6+PO8empzxVn5ZZ99m29x9oVDfUrZ33IFafOp06fa+HswWWNTZDwwBSNz1qoCe8sUs/Lh0qSLnttrsJHDJZvB7MmvLNInXp1V/iIwRr31sO69JV79av/LFbk1SMkSb2vHK6D2TvqLXv82wsVdF5XDbp1okJj+2r82wvVc0xCnXXOnzhSxevzz9jWVl2jrQ+v0CV/vVvhIwZrzyvvO57LeWCpkp+6RQOnjVPBUyvd9VL8Uv59LynpselKenymtix4TfYaqz5/8yOF9IvQ0AduUOXBUpXk7T1ju9qQWDtJLl5foPN/fo3aGqP2mYb4dQzUqGdv14Y7n2+Vs5kjF/9We5a9p7LPvvVI+UHnddWweTcq+3fPSna7R+qoT9fB5yvqhjHKmfuSx+pIuG+KDm3erYMbdtZ5PHrqWNksNfp85XqP1Gvy9dHFf5mtLfNfc2my11KtvZ+efv0a0xpjsMdl8Qq9sJ8+ffofdR73VL91pVz6bcs4K9fZsXYnT7+Pn8qV189T7XFWrrNj3VJNLff0+dSpcy2cPQhnLupxaZwCQjppzaQFWpu2UAn3XS9J2jjnRQ2bf5Muevo2Fb60Wse+KZEkBYYG6+Nbntb7186vXddkUueY3irff+YZkFMVLnnH8a3JyW9qTuoc00vl+w/Vu93h7fvUKfJcfbVqU50JaPmXB+Xj56eDG3d55EO+/MuD+m7DDp04Uq7DW38JYZvve1nRU8dq26K/17/dF985LjmrLq9UYLcQt7fN24zeZ5wZ+YdbVfTq+yorOtCk7Zoj6qYrZLfZtO/1Dz1Svsnn58nYgtd0vKTMI3XUxy/o5OT6z56bXF8ap7CEAdq+uO43ql0GRSp66lht/r3nQmH83Mkq2VKk7z751GN1nNTa+9kar19jPD0Gg8K7KnHBVG24/TnZbTbH457qt66US79tGWflOjvW7uTp9/FTufL6eao9zsp1dqxbqjnlnj6fOnWuhbMHlzW6qHNMb507YpDGv71QkuQb4K+ArufoRGm5ij/5VJFXDlf2bc841j+ya7/sVpssx46rqvRonWvuJSnyqmQNnH6lLBVV+nBq866HPlXcnDTtWfquBkwZo88zP5blp0pJtd8wHdq4U+cmD1KnXt0dQaA+CQ9MUfeh0TIHB8kc0lHhIwerpqpa625Y1GDdP+0/JOsJS93HvjqkqiPlqi6vbPG+na2M3mfqM+CGy2Xy8dFnf19X7/PB/SI08g+3Sqr9JvzkvhUtX1v7xUATdI7prZj0cXrvmoecrnP5/z0ov0CzOvUKU+/xiaour1TJtr3Kf/x1l+qI+/1vdHjrZ/ru48YnY83t//UZ8Yf/0d4VH+jHPV/X+/z5vxqpmPRxkuq+jpt+v0TlX3zXaPkdzu2ixIfT9cFvHj1jcj365BmXyqp6t23pfkakXKjuiTFam/pwo+uebfvpSrme2M9TeXoMnvzCIm/hClUeqvt7GE/128bKpd/+wp39tqFjXZ/mvN+68j7u6f1sanvcuZ/OjnV9mjJ2m1Iu2h7CmYvK9n6j7z75VFvmvSpJ8vH3k81So87RvdR9WLS+WbtVA2dM0J5ltb+b6jr4fJl8feQbaFaHbp1VVVqusqIDCu5zng5u2Kmv383R1+/mnFGP1VIjHz/f+ttQ9I2C+4Trp6/qngnpMihS3ROj9f6v56viu1INfWCKcu5fqg7ndlH0TVfo3YkPqFtcfyUtmtHgpP7kG1NLf3PjiuB+EY6zPObgIFX9cNRjdXmLkftMfTpH99LA6Vfq/QY+1Mq/+M5xLXxLflvj1yFAo5+7Q/+96y+qqXA+CT75Qd2c35ydN/oChScPcrmN7ur/A66/TD7+ftq74gOn63y1apPjw7jJr6PJpIv/fKe2PvK3MyZcyU/eor1/X6cfC+ufBEst288O3Ttr+CPT9MH1j8lubXzCcLbtpyvl1qdF+3mK1hiDcfek6XDBPhWvL6jzuKf6rSvl0m9/4c5+6+xYO9PU91tX38fr44nx6anPFaflNnCs6+Py2G1iuac6fT516lwLZw/CmYuK1xeoe2K0xr+9UHa7XZUHS7Xp3iUaufi3yr79WVUU/6CxK+fp+9w9kqTK73/UJS/P0Tm9uiv/qTcku10H1mxR8hO3NPghdbykTDVV1bpk6T3a+9paHfzvL9cZf7V6s/r/vxQVf7T9lw1MJiU/cYty7n9Zstv1xT8+Ub/UFHWL668ht12j/Cdel/V4tb7fXKj+aZco8qpknTjyk6deJpd1u7Cftj1We8ljj8vi6w0dZzvD9hknhj50o/w6mDVm+X2Ox75Zt63Zd4prSPS0cerYI1TDF05zPFZx6Ig2/O5Zt9Ux/NHpkt2ucZm/fAB+9saHqiwudVsd9db72HQd3Vfs+FZUkj599m2nvx1sqsirktUtvnZ8n7yDmM1q07ZFf1ffa0epU49u6vOrkY71P/qfp3WitNwtdcfelSr/TkG6+Pk7HY/9sOMLbV24wi3ln6q19zP0wn5Oy20tnh6DHcI664I7r9XhbZ/V6Z85Dy7zWL91Vu5JDb3u9NvGOXv9su94zumxdpfWeB8/yZXx6an2OCv3wPtb6j3WH6QtdFKSa5z1IVfKPX0+depcC2cPk93eir+Q9xCLxSKz2azq6mr5+/u7vJ3NUqMVvSe7vT0N3To2adEM7Vn2Xr1333NFyl8ztHnuS6o+WtHSZnrNGbfSf+Vebbi9/ssUph5YKR9/93yH4Knj7Q70GQAA0BKnzqc8fSt9d87P2qrm5hPCWSuHMzQN4QwAAMBYCGeNa24+4VX1gEObm/bbGIA+AwAAAG6lDwAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYABev1tjWVmZZs+era1btyogIECjRo1SRUWFJk+erHnz5slkMik1NVVz5szxeFu6DumjpEUzZLfZZK+xauOcF3XsQInH64V3cLwBAABgJF4/c5aamqq4uDjt3r1ba9eu1fLlyzVs2DANHDhQGzZs0KZNm7Rq1SodO3bM4205/v2P+s+Ux7Tm2vna9eIqxd/7G4/XCe/heAMAAMBIvHrmLDs7WyUlJcrIyJAkhYWFKSIiQomJierZs6djPT8/P/n4eD5HHj9c5vi/rbpGthqrx+uE93C8AQAAYCReDWd5eXlKSkpyLJeWlqq4uFixsbGOx9asWaP+/fsrKCjIaTmVlZWSpPz8/Cb9BW67k8m4X4cAxc+drI1zXnS5LHhGQUGBTH6+bimL4w0AANBy7pyftVUWi0VSbU4JCQlxeTuvhrOwsDBlZWXJarXKarVq1qxZio6OltlsliQdOHBAixcv1qpVqxosp6ioSJKUnJzcpPp9ZdLS8El1HjP5+Splyd3a9Zd/6ehn3zapPLhfUlKSrLK7pSyONwAAQMu5c37W1hUVFdU5GdUYr4aztLQ0ZWZmKjo6WpGRkYqKilJoaKik2pSZnp6ul19+WR07dmywnJiYGElSTk5Ok8+c7bzmqV8eMJl08Z/v1IE1W3RgTV7Tdwhul5ub69YzZxxvAACAlnHn/KytslgsSk5OduQUV3k1nAUGBmr16tWO5fT0dKWkpEiSli1bps8++0wzZ86UJK1YsUK9e/eut5yTlzwmJCQ0KZzZLDXaecpy5IQk9bw8QR3COqvfdRfrxz1fK/ehV5q4V3Cn+Ph4+fi7p5tyvAEAAFrOnfOzturkZY0N/TSrPia73W6Yc5KDBg3SypUr6/zmzBUWi0Vms1nV1dVNDmcrek9uajPRiqYeWOnWcMbxBgAAaBl3zs/aqubmE0O9qoWFhd5uAgAAAAB4hdf/zhkAAAAAgHAGAAAAAIZAOGtjwkcMVvzva39X5RcUqMv//oDOOT9cXYf00fBHpnm3cQCARp36Pp6y5G4NuuUqdTi3C+/jANAOEM7aiD6/vkg9Lx+q+Psm69Dm3ZKkqBsv14E1WyRJR3btl6WiyptNBAA0oL738arDZfLrGCh7jZX3cQBoBwx1QxA03/5/bdQ165/W7iW1f5ogKCJUHcI6q2NEqOw2u3766pCXWwgAaMjp7+OSlPvQKzKHdFTUjVdo11/+5b3GAQBaBWfO2oiY6VfqvxkvKHrqWMlkUuV3pdq26O/67pNPdWjTbm83DwDQiNPfx338/XTBnZN0YUaqDv53Z+MFAADOepw5ayOKXnlfkrTx7hcUftEQHczeIUn6PPNjSVLXIX1UUfyDt5oHAGhEfe/jO5/LcjzP+zgAtH2EszambO83Ktv7zRmPH9m1X0d27fdCiwAATcH7OAC0X1zWCAAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABiAn7cbUFZWptmzZ2vr1q0KCAjQqFGjVFFRoblz52ratGny9fXVgAEDtGzZMplMJo+2xb9TB13x+kOyWWrk28Gs/Mdf18H/7vRonfAejjcAAACMxOvhLDU1VVdddZWWL1+uw4cPq3///nryySfVt29fbdy4USaTSTNmzND27dsVHx/v0bZYKqr0/rXzZLfa1Kl3d12y5G6tvvI+j9YJ7+F4AwAAwEi8Gs6ys7NVUlKijIwMSVJYWJgiIiKUmJgoP79fmubv768ePXp4vkF2u+xWuyTJfE6QjhR+7fk64T0cbwAAABiIV8NZXl6ekpKSHMulpaUqLi5WbGysJGnNmjW65557FBUVpS5dujgtp7KyUpKUn58vf39/l+u311jPeCwovKtSlmQouG+ENma84HJZ8IyCggKZ/HzdUhbHGwAAoOXcOT9rqywWi6TanBISEuLydia73W73VKMas2LFCi1ZskTZ2dmyWq268cYbtX//fuXl5dVZ74477tDYsWM1ceLEesvJzc1VcnJyk+v3lUlLwyfV+1ynnmEan7VQbw2/rcnlwn1mHsqSVe7pohxvAACAlnPn/Kyty8nJqXMyqjFePXOWlpamzMxMRUdHKzIyUlFRUQoNDZUknThxQgEBAZKk4OBgBQYGOi1nyJAhysnJkZ+fX5NuGmKvsWrnNU85ln3MfrJV10iSqo8dl+XY8ebsFtwoNzfXrWfOON4AAAAt4875WVtlt9tVU1OjIUOGNGk7r4azwMBArV692rGcnp6ulJQUSdInn3yiRYsWSZIGDBigMWPGOC2nY8eOTUqkJ9ksNTr13nxdYnorceE02a02+fj5asv815pcJtwrPj5ePv7u6aYcbwAAgJZz5/wMdXn1ssbTDRo0SCtXrnT85szTbJYareg9uVXqQvNMPbDSreGM4w0AANAy7pyfoS5DvaqFhYXebgIAAAAAeIWPtxsAAAAAACCcAQAAAIAhEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGED7Dmc+JgWGBnu7FXAiMDRY8jG5r0CONwAAQIu4fX6GOgz1R6i9wWa1SrZ2/RIYl49JPr6+bi2S4w0AANACHpif4RftPpwBAAAAgBG078saAQAAAMAgCGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAPw83YDvM1mtUo2u7ebAdTPxyQfX1+PVsEYMLBWOP4AAMA42nU4s1mtyrzwFlWVlnu7KUC9AkODlfbpyx6boDMGjM3Txx8AABhL+76s0WZnUgpDqyot9+xZLcaAoXn8+AMAAENp3+EMAAAAAAyCcAYAAAAABkA4AwAAAAADIJwBAAAAgAG067s11qd/2iWKuvEK2e125T60TEd27vd2k4BWxRgAAADwDq+fOSsrK1N6eroGDx6shIQE3XnnnZoxY4YkKSMjQ6NHj1ZGRkartMUc0lEDZ07QmusWaMPtzynpsemtUi9gFIwBAAAA7/F6OEtNTVVcXJx2796ttWvXavny5Ro2bJjy8/NVVVWlDRs2qKqqSgUFBR5vS7f4/vo+d49slhod+6ZE/h07yMfMyUW0H4wBAAAA7/HqrCs7O1slJSWOM2NhYWGKiIhQYmKicnJydMUVV0iSLr/8cm3evFnx8fH1llNRUaFdu3bJz89PJpPJ5frtNdY6ywFdzlF1WYVjubq8QgGdO+l4SVkT9wxwn4KCApn8PPNHiBkDxufJ4w8AADzDbrerpqZGQ4YMUceOHV3ezqvhLC8vT0lJSY7l0tJSFRcXKzY2Vh988IGioqIkSSEhIdq7d6/Tcnbt2qXk5OQm1+8rk5aGT3IsV5cdkzkkyLFsPidIJ8qONblcwJ2SkpJklWf+EDFjwPg8efwBAIBn5eTk1Mk7jfFqOAsLC1NWVpasVqusVqtmzZql6Ohomc1mhYSEqLy8XJJUXl6uzp07Oy0nJiZGUu3O+/v7u1y/vcaqndc85Vg+nL9P8XOvl8nPV0HndpGlskq26prm7RzgJrm5uR49c8YYMDZPHn8AAOAZFotFycnJjpziKq+Gs7S0NGVmZio6OlqRkZGKiopSaGioJGnEiBFatmyZJk2apHXr1mnmzJlOywkKqv2mPyEhoUnhzGap0c5TlquPVqjotbW6MusR2e12bZn/arP2C3Cn+Ph4+fh7ZqgyBozPk8cfAAB4hsVikfRLTnGVVz/xAwMDtXr1asdyenq6UlJSJNUGrRUrVmj06NEaOnSoEhISWqVNn69cr89Xrm+VugAjYgwAAAB4h6G+js3Ly9OcOXMcy88884z3GgMAAAAArchQ4aywsNDbTQAAAAAAr/D63zkDAAAAABDOAAAAAMAQCGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwdoor3nhIk3ctU+xd13m7KYBXMAYAAAC8x8/bDSgrK9Ps2bO1detWBQQEaNSoUaqoqNCTTz6pcePGqbCwUFVVVa3Slo13v6CI0bEKightlfoAo2EMAAAAeI/Xz5ylpqYqLi5Ou3fv1tq1a7V8+XINGzZMISEhWrdunZKTk1utLZUHj7RaXYARMQYAAAC8x6vhLDs7WyUlJcrIyJAkhYWFKSIiQomJiTKbzeratas3mwcAAAAArcarlzXm5eUpKSnJsVxaWqri4mLFxsY2qZzKykpJUn5+vvz9/V3ezl5jbVI9gDcUFBTI5OfrkbIZA8bnyeMPAAA8w2KxSKrNKSEhIS5v59VwFhYWpqysLFmtVlmtVs2aNUvR0dEym81NKqeoqEiSmnwJpK9MWho+qUnbAK0tKSlJVtk9UjZjwPg8efwBAIBnFRUV1TkZ1RivhrO0tDRlZmYqOjpakZGRioqKUmho029EEBMTI0nKyclp8pmzndc85Vge+cffKmxYtHzNfup2YT+tv/kPTW4L4G65ubkePXPGGDA2Tx5/AADgGRaLRcnJyY6c4iqT3W43zFey6enpSklJ0fTp02Wz2TR27Fht27ZNQ4cO1eLFixUfH1/vdhaLRWazWdXV1U0KZzZLjVb0nuyu5gMeMfXASvn4e+Z7FMaA8Xny+AMAAM9obj4x1Cd+Xl6e5syZI0ny8fHRunXrvNwiAAAAAGgdhgpnhYWF3m4CAAAAAHiF1//OGQAAAACAcAYAAAAAhkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOHMS5Iem67gvued8fjwR6YpIDRY5uAg9ft/KU63T3kxQ+aQjurUM0xj35wvSYqbk6a+142Wj9lPV699Sh17dpMknTf6Al36yr2SpLFvzle3uP6SpJConpqwapFMPs3rBv3TLlHsXddJksa/vVBBEaEa99bDjvJNvj666t0nFHXTFUpaNMOx3ZDf/Vqxsyc1q87gfhG6avXjMvnWtjl+7mQNnDlBAV3P0a/W/VH+nTpIkgZMGaPEhdMkSZM2PS9JCh8xWCP/+Ntm1RsQGqxfffi0o/xOvbrr6vef1MUv3KXIq5Id64352/3qPjxGo575nboPj6lTf49L4zT41omOdS9ddq/8OgQ0qz1nM0/1/cG//ZUkyTfAXxM/+IOCzuuq/mmX1Ol74956WKGxfVvUF6Rf+v6A6y87o29fePf/q7ev+Pj70RcAAECDCGde0CGsszqEd1X5lwfPeG7L/Nd0orRc5uCO6pda/wQ1NLavjv9wVNVHK+p93lZdo60Pr1DyopnyDTRr2LyblPvgMklSzgNLlfTYdJn8fDXiiVuU8+BS2W22essJHzFYcXPSXN8xu105971UW76vjwbfOlEH1mzRZ3/7j0IG9FS3uP7q1DNMkROStPMv/3ZazPi3Fzp9rvyL71T80XYNuuVqdY7qqfCRQ1T0yhqdOPKTCl9arYT7pygwNFgDbx6vgqdWut52Nby/J0rLHeVLUtKiGdoy/1XlPrRMF2akyr9TB50/cYQqD5aqZEtRvWUUf7RdvcYnyuTnK0n66p1NGnDDmCa18Wznqb6/4/ks9bn2InXs2U2xGan6/M2PVXnwiD7P/Fgh/XuoW1x/Dbjhch3ZtV+lO75stJ2u9v19b6w/o2/veC6r3r5is9Q4tqMvAACA+hDOmiHhgSkan7VQE95ZpJ6XD5UkXfbaXIWPGCzfDmZNeGeROvXqrvARgzXurYd16Sv36lf/WazIq0dIknpfOVwHs3fUW/b4txcq6LyuGnTrRIXG9tX4txeq55iEOuucP3GkitfnN9jGQ5t3q+pIucaunKd9Kz9S5cEjkmrDzbfrCzT+rYf1w44vdGTn/pa+HHUc/by2/MQFUxU5IUm7XlwlSY7QlvT4TG1Z8JrsNdZm13FyIn7RM79T7oPLHOHy5ET8slfnKv8PK1VTWeWWfTrp8zc/Uki/CA194IbaEJa3VyeO/KTdS97R8Edv1gV3XKttj/29wTJKd3yp8BGDJEnF6wt0/s994mxh1L5/8guJS/56t8JHDNaeV953PJfzwFIlP3WLBk4b1+TA7or6+nZ9feV0Z3tfAAAA7kc4a6Iel8YpIKST1kxaoLVpC5Vw3/WSpI1zXtSw+TfpoqdvU+FLq3XsmxJJUmBosD6+5Wm9f+382nVNJnWO6a3y/WeeOThV4ZJ3VLrjS625boG+/bDuZLRzTC+V7z/UaFu//bBAYQkDtP+fG057PF/nJg3UF5mfNGXXXbbz+X+q19hEbVv0f44QVv7lQX23YYdOHCnX4a1nTlSbwlZdo8Pb9snHz1dHdtUNl8Ufb9c555+r4o+2t6gOZzbf97Kip47VtkW/hLAv/vGJgvuepz1L31N1eWWD25d/8Z26DIyUJFWXVyqwW4hH2ukJRu/7h7fvU6fIc/XVqk2S3e54vPzLg/Lx89PBjbtUc/xES16Cejnr2/X1lTrbncV9AQAAeIaftxtwtukc01vnjhjkuPTON8BfAV3P0YnSchV/8qkirxyu7Nuecax/ZNd+2a02WY4dV1XpUQWGBtcpL/KqZA2cfqUsFVX6cOoTbmunbwezLpw9SdueeF0J903R5rkv1T5hMmn4wmnKuX+phj54g9bd+PgZ2yY8MEXdh0bLHBwkc0hHhY8crJqqaq27YZFLddssNaoo/kHlX9WdhP+0/5CsJyz1bnP+r0YqJn2cJKnr4PMdr++m3y9R+Rff1Vm3y8BIdR0UqdKd+9Xnmou0/98bJUkdundWv0mjte+N9Rry24na+ed/udTepuzvT18dUtWR8jNC2E/7D6n8q8YD89nM6H0/bk6a9ix9VwOmjNHnmR/L8lPtMYqeOlaHNu7UucmD1KlXd0d4rE9z+359fdtZXwEAAHCGcNZEZXu/0XeffKot816VJPn4+8lmqVHn6F7qPixa36zdqoEzJmjPsvck1QYNk6+PfAPN6tCts6pKy1VWdEDBfc7TwQ079fW7Ofr63Zwz6rFaauTz8+9RzmhD0TcK7hOunxoIA/H3/EZ7/75Oe5ev1diV89QtfoB+KNinmPRxKtm6V0WvrVFobF+dP3GEvnpnc51t8x9/XVLt727CRw7W9qczm/VaNcVXqzbVnvFQ7eVta65bUP+KJpOSn5ypnPuWquJgqca/vVDffpgvy7HjSnpshrY98boObtipCasXaf+/NurYt4cbrbs19ze4X4TjbJA5OEhVPxz1WF3uZuS+32VQpLonRuv9X89XxXelGvrAFOXcv1Qdzu2i6Juu0LsTH1C3uP5KWjSjwSBIXwAAAN7EZY1NVLy+QJZjxzX+7YUa99bDuuhPs+QbaNbIxb/VxrtfUP5Tb6j3+ER1HdJHklT5/Y+65OU5mvCvR5X/1BuS3a4Da7YoIuXCBus5XlKmmqpqXbL0Hp036oI6z321evMZv8U5VZdBkQobFq29Kz6Q9PNNQB69WR17dFPUTVc4JpxbH12h2NnXOe4qdzaImTZOh7d+ph/3fK3qsmPa/ddVSrh/iuP1KF5fIJul9vdHp95Fzyi6XdhP328ulCT1uCy+3nBiVIbt+yaTkp+4RTn3L5Xs9p8vM42oDWOPTlf+E6/Lerxa328uVFXp0Tp31/Sms7kvAAAAzzDZ7af8OOMsZbFYZDabVV1dLX9/f5e3s1lqtKL3ZI+1K3zEYPW9brQ23fPXM55LWjRDe5a9V+9d61yR8tcMbZ77ktM7NsJ4elwap85RvbR7yTuSpEtfuVcbbn++0RuXTD2wUj7+njnJ7akxQN9vWFP6giePPwAA8Izm5hPCmZfCGeCqthbO0DSEMwAAzj7NzSd84nvQoc27dWjzbm83A2h19H0AAICm4zdnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAG4KcouuQPkpaNEN2m032Gqs2znlRxw6UeLtZQKthDAAAAHiP18NZWVmZZs+era1btyogIECjRo1SRUWFJk+erHnz5slkMik1NVVz5szxeFuOf/+j/jPlMdVUVKnHZfGKv/c32nDH8x6vFzAKxgAAAID3eP2yxtTUVMXFxWn37t1au3atli9frmHDhmngwIHasGGDNm3apFWrVunYsWMeb8vxw2Wqqaj9I7C26hrZaqwerxMwEsYAAACA93g1nGVnZ6ukpEQZGRmSpLCwMEVERCgxMVE9e/aUv7+/TCaT/Pz85OPTek316xCg+LmTtevFVa1WJ2AkjAEAAIDW59XLGvPy8pSUlORYLi0tVXFxsWJjYx2PrVmzRv3791dQUJDTciorKyVJ+fn5TfoL3PZ6zgqY/HyVsuRu7frLv3T0s29dLgvwlIKCApn8fD1SNmPA+Dx5/AEAgGdYLBZJtTklJCTE5e28Gs7CwsKUlZUlq9Uqq9WqWbNmKTo6WmazWZJ04MABLV68WKtWNfztfVFRkSQpOTm5SfX7yqSl4ZN+ecBk0sV/vlMH1mzRgTV5TdsZwEOSkpJkld0jZTMGjM+Txx8AAHhWUVFRnZNRjfFqOEtLS1NmZqaio6MVGRmpqKgohYaGSqpNmenp6Xr55ZfVsWPHBsuJiYmRJOXk5DT5zNnOa55yLEdOSFLPyxPUIayz+l13sX7c87VyH3qlGXsGuE9ubq5Hz5wxBozNk8cfAAB4hsViUXJysiOnuMpkt9sN85Vsenq6UlJSNH36dD3//PN68sknNWDAAEnSihUr1Lt373q3s1gsMpvNqq6ublI4s1lqtKL3ZLe0HfCUqQdWysffM9+jMAaMz5PHHwAAeEZz84mhPvHz8vIct8y/4447dMcdd3i5RQAAAADQOgwVzgoLC73dBAAAAADwCq//nTMAAAAAAOEMAAAAAAyBcAa3Ch8xWPG/r73BRPTUsRp069XqHN1LXYf00fBHpnm3cWgXTvZB3wB/DbrlKiU9PlP9f3MpfRAAABge4Qxu0efXF6nn5UMVf99kHdq8W/6dOui8i2Mle+0dAY/s2i9LRZW3m4k27PQ+aD1hUeHL76r66DF9tXozfRAAABge4Qxusf9fGzX0gSna9/p6SZLJ10cnjpRrz9L3NGDKGC+3Du3B6X1Qknz8/eTj76caQhkAADgLEM7gFjHTr9R/M15Q9NSxksmk6qMVOn74qIbc9it9n7vH281DO3B6H5SkXmOH6pv/bPNyywAAAFxjqFvp4+xV9Mr7kqSNd7+g8IuG6GD2Dm1f/Kbj+a5D+qii+AdvNQ/tQH198Ot3cx3P0wcBAIDREc7gVmV7v1HZ3m/OePzIrv06smu/F1qE9oY+CAAAzlZc1ggAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYgJ+3G1BWVqbZs2dr69atCggI0KhRo1RRUaG5c+dq2rRp8vX11YABA7Rs2TKZTCaPtsW/Uwdd8fpDsllq5NvBrPzHX9fB/+70aJ2AkTAGAAAAvMfr4Sw1NVVXXXWVli9frsOHD6t///568skn1bdvX23cuFEmk0kzZszQ9u3bFR8f79G2WCqq9P6182S32tSpd3ddsuRurb7yPo/WCRgJYwAAAMB7vBrOsrOzVVJSooyMDElSWFiYIiIilJiYKD+/X5rm7++vHj16eL5BdrvsVrskyXxOkI4Ufu35OgEjYQwAAAB4jVfDWV5enpKSkhzLpaWlKi4uVmxsrCRpzZo1uueeexQVFaUuXbo4LaeyslKSlJ+fL39/f5frt9dYz3gsKLyrUpZkKLhvhDZmvOByWYCnFBQUyOTn65GyGQPG58njDwAAPMNisUiqzSkhISEub2ey2+12TzWqMStWrNCSJUuUnZ0tq9WqG2+8Ufv371deXl6d9e644w6NHTtWEydOrLec3NxcJScnN7l+X5m0NHxSvc916hmm8VkL9dbw25pcLuBOMw9lySrPDFPGgPF58vgDAADPysnJqXMyqjFePXOWlpamzMxMRUdHKzIyUlFRUQoNDZUknThxQgEBAZKk4OBgBQYGOi1nyJAhysnJkZ+fX5NuGmKvsWrnNU85ln3MfrJV10iSqo8dl+XY8ebsFuBWubm5Hj1zxhgwNk8efwAA4Bl2u101NTUaMmRIk7bzajgLDAzU6tWrHcvp6elKSUmRJH3yySdatGiRJGnAgAEaM2aM03I6duzYpER6ks1So1PvQ9clprcSF06T3WqTj5+vtsx/rcllAu4WHx8vH3/PDFXGgPF58vgDAABj8epljacbNGiQVq5c6fjNmafZLDVa0Xtyq9QFNNfUAys9Gs4YA8bmyeMPAACMxVCf+IWFhd5uAgAAAAB4hY+3GwAAAAAAIJwBAAAAgCEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMID2Hc58TAoMDfZ2KwCnAkODJR/X/7B6kzEGDM3jxx8AABiKof7OmTfYrFbJ1q5fAhiZj0k+vr4erYIxYGCtcPwBAIBxtPtwBgAAAABG0L4vawQAAAAAgyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAbg5+0GtDab1SrZ7N5uBgAAwNnHxyQfX1+3FsncDIbmgT7fkHYVzmxWqzIvvEVVpeXebgoAAMBZJzA0WGmfvuy2ySpzMxidu/t8Y9rXZY02O4MfAACgmapKy917lou5GQzO7X2+Ee0rnAEAAACAQRHOAAAAAMAACGcAAAAAYACEMwAAAAAwgHZ1t8bT9U+7RFE3XiG73a7ch5bpyM793m4SAABAu8b8DO2Z18+clZWVKT09XYMHD1ZCQoLuvPNOzZgxQ5KUkZGh0aNHKyMjw+31mkM6auDMCVpz3QJtuP05JT023e11AAAAwHXMz9DeeT2cpaamKi4uTrt379batWu1fPlyDRs2TPn5+aqqqtKGDRtUVVWlgoICt9bbLb6/vs/dI5ulRse+KZF/xw7yMbfrE4kAAABexfwM7Z1Xe3t2drZKSkocZ8bCwsIUERGhxMRE5eTk6IorrpAkXX755dq8ebPi4+PrLaeiokK7du2Sn5+fTCaT0/rsNVbH/wO6nKPqsgrHcnV5hQI6d9LxkjI37BkAAEDbVFBQIJOfe/4g76lzM4n5GYypOX3ebrerpqZGQ4YMUceOHV3ezqvhLC8vT0lJSY7l0tJSFRcXKzY2Vh988IGioqIkSSEhIdq7d6/Tcnbt2qXk5ORG6/OVSUvDJ0mSqsuOyRwS5HjOfE6QTpQda+6uAAAAtAtJSUmyyj1/lPfUuZnE/AzG1JI+n5OTUyfvNMar4SwsLExZWVmyWq2yWq2aNWuWoqOjZTabFRISovLy2r8YX15ers6dOzstJyYmRlLtzvv7+ztdz15j1c5rnpIkHc7fp/i518vk56ugc7vIUlklW3WN+3YOAACgDcrNzXXrmbOTczOJ+RmMqTl93mKxKDk52ZFTXOXVcJaWlqbMzExFR0crMjJSUVFRCg0NlSSNGDFCy5Yt06RJk7Ru3TrNnDnTaTlBQbXfsCQkJDQYzmyWGu38+f/VRytU9NpaXZn1iOx2u7bMf9Vt+wUAANBWxcfHy8ffPVPIU+dmEvMzGFNz+rzFYpH0S05xlVfDWWBgoFavXu1YTk9PV0pKiqTaoLVixQqNHj1aQ4cOVUJCgtvr/3zlen2+cr3bywUAAEDzMD9De2ao29/k5eVpzpw5juVnnnnGe40BAAAAgFZkqHBWWFjo7SYAAAAAgFd4/e+cAQAAAAAIZwAAAABgCIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAbQrsPZFW88pMm7lin2ruu83RQAAACI+RnaNz9vN6CsrEyzZ8/W1q1bFRAQoFGjRqmiokJPPvmkxo0bp8LCQlVVVXmk7o13v6CI0bEKigj1SPkAAABoGuZnaM+8fuYsNTVVcXFx2r17t9auXavly5dr2LBhCgkJ0bp165ScnOyxuisPHvFY2QAAAGg65mdoz7wazrKzs1VSUqKMjAxJUlhYmCIiIpSYmCiz2ayuXbt6s3kAAAAA0Gq8elljXl6ekpKSHMulpaUqLi5WbGxsk8qprKyUJOXn58vf39/pevYaa/MaCgAAAElSQUGBTH6+bimLuRnOBs3p8xaLRVJtTgkJCXF5O6+Gs7CwMGVlZclqtcpqtWrWrFmKjo6W2WxuUjlFRUWS1OglkL4yaWn4pGa3FwAAoL1LSkqSVXa3lMXcDGeDlvT5oqKiOiejGuPVcJaWlqbMzExFR0crMjJSUVFRCg1t+o8/Y2JiJEk5OTmNnjnbec1TjuWRf/ytwoZFy9fsp24X9tP6m//Q9J0AAABoR3Jzc9165uzUuZnE/AzG05w+b7FYlJyc7MgprjLZ7Xb3fPXhBunp6UpJSdH06dNls9k0duxYbdu2TUOHDtXixYsVHx9f73YWi0Vms1nV1dUNhjObpUYrek/2VPMBAADavKkHVsrH3z3f7zM3w9mgOX3e1XxyOq/fSv9UeXl5mjNnjiTJx8dH69at83KLAAAAAKB1GCqcFRYWersJAAAAAOAVXv87ZwAAAAAAwhkAAAAAGALhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIb6I9Q4U9Jj07XnlfdV/uXBOo8Pf2SaPn02S3ZLjXqNS9QX//ik3u1TXszQ5vtekvmcII18epY++M0jipuTpvKvDurLtzdo0qbnlTXyDsXOnqSIiy90bNc5prd2/vmf2v3iqma1+2S54SMGq+91o7Xpnr9q1DO/02evfyjzOUEacts1jnWDIkJ19PNifXjTE82q62S5JVuKHPUmPTZdXQZGOtYJjeun/87+i06Uljva0xz90y5RUESodjzztsa/vVDZtz8rH19fx2t7yUtzFBga7Fi/+/AYvXv1Ayr99Ism19WpZ9gZx+zovmIlLkh3rBPwc13/mfyoLv7LbMfjfp0CFdK/h/6v341u288el8SpX2qKY51z+oTrwJo85T6w1PG6N4cR9vPzlR85Lbe+/uWu/WzNMbj59y9p3D8WOJ43+fkobGiU/hF/q5IWzfBIv3U2HrpE92r0dW8O+m1tua8PmOr0WEdPHevoe83hyvt4fe//ntjPU8enpz5XnJW7ffGb9R7rf1+S4eh7lQePNLne0Ni+jZZ76mfOqe8lly67Vxtuf041x0+ox6Vx6hzVS7uXvNOs/W9PPDnP+uqdzZrwziJ9NGOxKr79QeeNvkAxN4/XR9MXa+yb85X/xOv6YfvnConqqYv+OEvv/3qe7DZbk/fhjPe+O57T6Ofu0LbH/q4ftn8uk6+PJqxapH0r16tLTG/lPrhMkjTkd7+Wj5+Pdjyb1eQ6g/tFaPSzt+u9ax6S3WpT/NzJqiot15dZGzQuc4He//U8WY4d14ApY9Q5upfyFrzmlveGgNDg2vKveUiWY8fVqVd3XfLS3Srff0hfv5ujr9/NkSSN+dv92vn8PxU1ZcwZn+Gnj49Tx44REM4MrENYZ3UI73rGG4YkbZn/mqTaCUK/1JR63zRCY/vq+A9HVX20QuZzghqsa8ezWY7B2XVIH130p9u097W1Ttcf//ZCrblugdPnG/Lth/n69sN8SZJ/pw668t+Padujf3O6ftycNB3atFuHNu92uY7ch15x/L/n5UM1+Nar9fW7OQpPHtTgduEjBit85GBtfzrT5bpO9fH/PO34f8y08TpW/EODE9ymvo6lO750rG/y9dH4txdq+9OZqjx0pE45KUvuVtGrzo9fc/Zz3xvrte+N9ZJqJyhj33hIO/73LZe2Nfp+NrVcZ1oyLjw9Bu02W531h827SQf/u0vHD5d5rN86K7dLdC9JTX/d6bd1OSu3oWPdGFffb5v6Pl4fd45PT32uOCu37LNv6z3WrmioXznrQ6746p1NGnDDGO1Z+p6KP9quC+6cpMJl78leY3Vp+/bI0/MsW3WNtj68QsmLZurjW/+kYfNu0ofpT0qSch5YWhtufj1PI564RTkPLnUazJr83me3K+e+lzTqmdrwNPjWiTqwZos++9t/NDZzgbrF9VfVD0cVOSFJ713zkNNiGuqr5V98p+KPtmvQLVereH2+wkcO0Zpr58tus6nwpdVKuH+KPv3TPzTw5vF675p5rrXbhf09UVruKD/3wWVKWjRDW+a/qqNffKdxmQv03Sefqselcao8WKqSLUWKmjLmjDJOHx+njh0j4LJGD0p4YIrGZy3UhHcWqeflQyVJl702V+EjBsu3g1kT3lmkTr26K3zEYI1762Fd+sq9+tV/Fivy6hGSpN5XDtfB7B31lj3+7YUKOq+rBt06UaGxfTX+7YXqOSahzjrnTxyp4vX5TWqzX8dAjXr2dm248/lW+QZh5OLfas+y91T22bceKT/ovK4aNu9GZf/uWclu90gd9ek6+HxF3TBGOXNf8lgdCfdN0aHNu3Vww846j0dPHSubpUafr1zvkXpNvj66+C+ztWX+ay5N9lqqtffT069fY1pjDPa4LF6hF/bTp0//o87jnuq3rpRLv20ZZ+U6O9bu5On38VO58vp5qj3OynV2rFuqqeUWry/Q+T/PH6TaoBc+ouEvJM92Z8M869Dm3ao6Uq6xK+dp38qPHGdUy7/4Tt+uL9D4tx7WDzu+0JGd+1v6ctRx9PPa8hMXTFXkhCTt+vkqjJz7XlLSY9OV9PhMbVnwWovC+47ns9Tn2ot00TO/U+6Dyxzh8vPMjxXSv4cue3Wu8v+wUjWVVW7Zp5M+f/MjhfSL0NAHbqgNYXl7deLIT9q95B0Nf/RmXXDHtdr22N8bLOPU8XH62PE2wpmH9Lg0TgEhnbRm0gKtTVuohPuulyRtnPOihs2/SRc9fZsKX1qtY9+USJICQ4P18S1P6/1r59euazKpc0xvle8/89ucUxUuecfxTdvJb/dO6hzTS+X7DzWp3SP/cKuKXn1fZUUHmrRdc0TddIXsNpv2vf6hR8o3+fw8GVvwmo6XlHmkjvr4BZ2cXP/Zc5PrS+MUljBA2xfX/Vapy6BIRU8dq82/91wojJ87WSVbivTdJ596rI6TWns/W+P1a4ynx2BQeFclLpiqDbc/V+dbWk/1W1fKpd+2jLNynR1rd/L0+/ipXHn9PNUeZ+U6O9Yt1Zxyq8srFdgtxLFc/sV3dS7vb2vOpnnWtx8WKCxhgPb/c8Npj+fr3KSB+iKz/ksmW2rn8/9Ur7GJ2rbo/xwhrPzLg/puww6dOFKuw1v3tqh8W/X/Z+/eA6IqEz6O/4bLgKigIkZ4obwAXpZAJdA0rEzttm3Gy7pdxNXass1csrKtrKzcbN3e3Wq3srTS3bdcK999zUpds8JUEASviFlZFmkYhiSIzO39g3UCZWAGZpijfD//6AznPM9z5nnOmec358wZqw5v3aeAoEAd2dUwXJZ+tE2dzztHpR9ua1Udrmy+/2XFTx6nrfN+CmGfv/mxwvueqz2L3lNtZXWT69ffP07dd/yNyxp9pEtCH50zYpAmvD1XkhQYEqyQbp11orxSpR9vV+wVFyrnjr84lz+ya78cNrssx46rpvxog+9pSFLsVWkaOPUKWapq9MHkll1D35wBN46VKSBAn/5jXaN/D+8Xo5F/vE1S3SfhJ7etZMkafblyk0d1dUnoo4Ss8U2eTh/7Pw8qKNSsTr2j1GdCimorq1W2da8K//C6W3Uk3fdLHS74VN9+1PxkbOgDN6jHsHiZw8Nkjuio6JGDZa2p1bob57m9TSeN+ONvtHfpWv2w56tG/37ez0cqIWu8pIav46b7Fqry82+bLb/DOV2V8miW1v7y8dMm16NPnnFx8SlVa7czJv0C9UhJ0JqMR5td9kzbTnfK9cV21ufrffDkBxb5c5eq+lDD78P4atw2Vy7j9ifeHLdN9XVjWnK8dec47uvt9LQ93txOV33dGE/2XU/Kbc/OlHlWYAezLpg5UVuffF1D779Bm09eQWAy6cK5U5T7+0Ua9uCNWnfTH05bt7XHPrvFqqrS71X5ZcMA+uP+Q7KdsDS6jifHwK4DY9VtUKzKd+7X+ddepP3/t1GS1KFHF/WbOFr73livIbdfo51//Zdb7fVke3/88pBqjlSeFsJ+3H9IlV96dmLCaAhnPlKx92t9+/F2bZnzqiQpIDhIdotVXeJ7q8fweH29pkADp12pPYvrrm/tNvg8mQIDFBhqVofuXVRTXqmKkgMKP/9cHdyws8GXHOuzWawKCApsvA0lXyv8/Gj96MYg7RLfWwOnXqH3m3hTq/z8W+e1x635bk1QhxCNfnaGPvnd32Stcj0JPrkztuQ7Z+eO/pmi0wa53caTb8yt/c7ZgF9dqoDgIO1dutblMl+u3OR8M/b4dTSZdPFf71LBY38/bcKVNv9W7f3HOv1Q3PgkWGrddnbo0UUXPjZFa3/1hBy25icMZ9p2ulNuY1q1nfW0xT6YdE+mDhftU+n6ogbP+2rculMu4/Yn3hy3rvraFU+Pt+4exxvji/3TV+8rLsttoq8b4/a+62G59ZnDw1Tz/VHn4/B+Maed6TmbnCnzrOR7fqm9/1invUvWaNyyOeqePEDfF+1TQtZ4lRXsVclrqxWZ2FfnXTNCX76zucG63pqbeMLtY6DJpLT5tyj3/kWqOliuCW/P1TcfFMpy7LhSn5imrU++roMbdurKVfO0/18bdeybw83W3ZbbW3//OHXf8TfCmY+Uri9Sj5R4TXh7rhwOh6oPlmvTvQs1csHtyrnzGVWVfq9xy+bou7w9kqTq737QmJdnqXPvHip86g3J4dCB1VuU9uStTU5sjpdVyFpTqzGL7tHe19bo4Cc/XZv+5arN6v9f6W6dUh720E0K6mDWZUvudz739bqtLb5TXFPip4xXx56RunDuFOdzVYeOaMNvn/FaHRc+PlVyODR++U8HlU/f+EDVpeVeq6PRep+YqqP7Sp2fNEnS9mfednlNu6dir0pT9+T+GnLHtc47iNltdm2d9w/1vW6UOvXsrvN/PtK5/Ie/eVonyiu9Unfi7zIU3ClMFz93l/O573d8roK5S71Sfn1tvZ2RF/RzWW5b8fU+2CGqi35213U6vPXTBuMz98HFPhu3rso9qanXnXHbPFevX86MZ132tbe0xXH8JHf2T1+1x1W5B97f0mhfr82c66Ik97gaQ+6U2/PS5AbhovsF/Zr93s2Z7EyYZ3UdFKuo4fEq+E8/5D6wSKOfnaGPbvtvxd18ud69+veSpILHl2r8m4+q9MNtshw77qVXyLcSpozX4YJPnVdF7H5xpYb+/gbnB0In/y14dKlS501z3gjFKOrvH6fuO/5mcjja8C4JPmKxWGQ2m1VbW6vg4GCXy9ktVi3tM6kNW+aepm4pmjpvmvYsfq/ROwm5I/3FbG2e/ZJqj1a1tpkAAMCgLnnlXm24s+6yT1/fSn/ygWUKCPbO5/ttMTdjnoX6TruVfr19x5WWjHl388mpCGcG0NrfggEAAGgrZ1M4A9zRluGMyxoN4NBmz75PBQAAAPcwz8KZhFvpAwAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADCAdntDkG5DzlfqvGly2O1yWG3aOOsFHTtQ5u9mAQAAtFvMz9De+T2cVVRUaObMmSooKFBISIhGjRqlqqoqTZo0SXPmzJHJZFJGRoZmzZrl1XqPf/eD/n3DE7JW1ajnpclKvveX2jDjOa/WAQAAAPcxP0N75/fLGjMyMpSUlKTdu3drzZo1WrJkiYYPH66BAwdqw4YN2rRpk1auXKljx455td7jhytkrar7sTl7rVV2q82r5QMAAMAzzM/Q3vk1nOXk5KisrEzZ2dmSpKioKMXExCglJUW9evVScHCwTCaTgoKCFBDgm6YGdQhR8uxJ2vXCSp+UDwAAAM8wP0N75dfLGvPz85Wamup8XF5ertLSUiUmJjqfW716tfr376+wsDCX5VRXV0uSCgsLm/wFbscpn76YggKVvvBu7frbv3T0029auhkAAADtRlFRkUxBgV4p69S5mcT8DMbTkjFvsVgk1eWUiIgIt9fzaziLiorSihUrZLPZZLPZNH36dMXHx8tsNkuSDhw4oAULFmjlyqY/NSkpKZEkpaWlNblcoExaFD2x7oHJpIv/epcOrN6iA6vzW78xAAAA7UBqaqpscnilrAZzM4n5GQypNWO+pKSkwcmo5vg1nGVmZmr58uWKj49XbGys4uLiFBkZKakuZWZlZenll19Wx44dmywnISFBkpSbm9vsmbOd1z4lSYq9MlW9xg5Vh6gu6nf9xfphz1fKe+gVL20ZAADA2SkvL8+rZ85Ozs0k5mcwppaMeYvForS0NGdOcZfJ4XB456MPL8jKylJ6erqmTp2q5557TvPnz9eAAQMkSUuXLlWfPn0aXc9ischsNqu2trbJcGa3WLW0zySftB0AAKA9mHxgmQKCvfP5PnMznAlaMubdzSen8vut9OvLz8933jJ/xowZmjFjhp9bBAAAAABtw1DhrLi42N9NAAAAAAC/8PvvnAEAAAAACGcAAAAAYAiEMwAwkOgRg5V8X92X41OfmKrE312v86+9SN2GnK8LH5vi38YBAAzP+T5iMmn4I5OVfN8kRSb25X3kDEE4AwADOP8XF6nX2GFKvn+SDm3eLUkK6hiq0MhwHSv9Xkd27ZelqsbPrQQAGNWp7yMh3TrrxJEfVbJkjfr9VzrvI2cIwhkAGMD+f23UsAdu0L7X10uSAjuYdXjrp8p/dIl6jR3q59YBAIzu1PeRE+WVOvHDjzrv6hGqraz2c+vgLsIZABhAwtQr9En284qfPE4ymeSw2tU9qb9+ducv9H3RZ/5uHgDA4E59H5EkU0CAgsPD9PmbH/u5dXCXoW6lDwDtVckr70uSNt79vKIvGqKDOTu06Z4XnX/vNuR8VZV+76/mAQAMrrH3kb1L1zr/zvvImYFwBgAGUrH3a1Xs/fq054/s2q8ju/b7oUUAgDMJ7yNnNi5rBAAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAwgyN8NqKio0MyZM1VQUKCQkBCNGjVKVVVVmj17tqZMmaLAwEANGDBAixcvlslk8mrdwZ066PLXH5LdYlVgB7MK//C6Dn6y06t1AAAAwD3MzdDe+T2cZWRk6KqrrtKSJUt0+PBh9e/fX/Pnz1ffvn21ceNGmUwmTZs2Tdu2bVNycrJX67ZU1ej96+bIYbOrU58eGrPwbq264n6v1gEAAAD3MDdDe+fXcJaTk6OysjJlZ2dLkqKiohQTE6OUlBQFBf3UtODgYPXs2dP7DXA45LA5JEnmzmE6UvyV9+sAAACAe5iboZ3zazjLz89Xamqq83F5eblKS0uVmJgoSVq9erXuuecexcXFqWvXri7Lqa6uliQVFhYqODjY5XIOq+2058Kiuyl9YbbC+8ZoY/bzLd0UAACAdqGoqEimoECvlMXcDGeClox5i8UiqS6nREREuL2eyeFwODyqyYuWLl2qhQsXKicnRzabTTfddJP279+v/Pz8BsvNmDFD48aN0zXXXNNoOXl5eUpLS2u2vkCZtCh6YqN/69QrShNWzNVbF97h+YYAAAC0E7ccWiGbvDN9ZG6GM0Frxnxubm6Dk1HN8euZs8zMTC1fvlzx8fGKjY1VXFycIiMjJUknTpxQSEiIJCk8PFyhoaEuyxkyZIhyc3MVFBTU5E1DHFabdl77lPNxgDlI9lqrJKn22HFZjh33xmYBAACctfLy8rx65oy5GYyuJWPe4XDIarVqyJAhHq3n13AWGhqqVatWOR9nZWUpPT1dkvTxxx9r3rx5kqQBAwbosssuc1lOx44d3UqkdotV9e/30zWhj1LmTpHDZldAUKC2PPxai7YDAACgvUhOTlZAsHemkMzNcCbw5phvjl8vazzVoEGDtGzZMud3zrzNbrFqaZ9JPikbAACgPZh8YJlXwxlzMxidN8d8c/x+K/36iouL/d0EAAAAAPCLAH83AAAAAABAOAMAAAAAQyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAO0rnAWYFBoZ7u9WAAAAnJFCI8OlAJP3CmRuBoPz+phvhqF+56wt2G02yd6uNhkAAMA7AkwKCAz0apHMzWBoPhjzTWl34QwAAAAAjKh9XdYIAAAAAAZFOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMIMjfDfA3u80m2R3+bgYaE2BSQGCgV4ukvwEAAFrBB/Mz/KRdhzO7zablF9yqmvJKfzcFjQiNDFfm9pe9dgCgvwEAAFrH2/MzNNS+L2u0O5ioG1hNeaV3z3LR3wAAAK3i9fkZGmjf4QwAAAAADIJwBgAAAAAGQDgDAAAAAAMgnAEAAACAAbTruzU2pn/mGMXddLkcDofyHlqsIzv3+7tJ8CH6GwAAAEbh9zNnFRUVysrK0uDBgzV06FDdddddmjZtmiQpOztbo0ePVnZ2dpu0xRzRUQNvuVKrr39EG+58VqlPTG2TeuEf9DcAAACMxO/hLCMjQ0lJSdq9e7fWrFmjJUuWaPjw4SosLFRNTY02bNigmpoaFRUV+bwt3ZP767u8PbJbrDr2dZmCO3ZQgJmTi2cr+hsAAABG4teZaE5OjsrKypxnxqKiohQTE6OUlBTl5ubq8ssvlySNHTtWmzdvVnJycqPlVFVVadeuXQoKCpLJZHK7fofV1uBxSNfOqq2ocj6uraxSSJdOOl5W4eGWwVuKiopkCvLOjxzS3wAAAK3nzfnZ2crhcMhqtWrIkCHq2LGj2+v5NZzl5+crNTXV+bi8vFylpaVKTEzU2rVrFRcXJ0mKiIjQ3r17XZaza9cupaWleVx/oExaFD3R+bi24pjMEWHOx+bOYTpRcczjcuE9qampssk7P3RIfwMAALSeN+dnZ7vc3NwGeac5fg1nUVFRWrFihWw2m2w2m6ZPn674+HiZzWZFRESosrJSklRZWakuXbq4LCchIUFS3cYHBwe7Xb/DatPOa59yPj5cuE/Js38lU1Cgws7pKkt1jey11pZtHLwiLy/Pq2fO6G8AAIDW8eb87GxlsViUlpbmzCnu8ms4y8zM1PLlyxUfH6/Y2FjFxcUpMjJSkjRixAgtXrxYEydO1Lp163TLLbe4LCcsrO7sx9ChQz0KZ3aLVTvrPa49WqWS19boihWPyeFwaMvDr7Zou+A9ycnJCgj2zjClvwEAAFrPm/Ozs5XFYpH0U05xl19f1dDQUK1atcr5OCsrS+np6ZLqgtbSpUs1evRoDRs2TEOHDm2TNn22bL0+W7a+TeqC/9HfAAAAMApDRd78/HzNmjXL+fgvf/mL/xoDAAAAAG3IUOGsuLjY300AAAAAAL/w+++cAQAAAAAIZwAAAABgCIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOKvn8jce0qRdi5X4u+v93RS0EfocAAAARhHk7wZUVFRo5syZKigoUEhIiEaNGqWqqirNnz9f48ePV3FxsWpqatqkLRvvfl4xoxMVFhPZJvXB/+hzAAAAGIXfz5xlZGQoKSlJu3fv1po1a7RkyRINHz5cERERWrdundLS0tqsLdUHj7RZXTAG+hwAAABG4ddwlpOTo7KyMmVnZ0uSoqKiFBMTo5SUFJnNZnXr1s2fzQMAAACANuPXyxrz8/OVmprqfFxeXq7S0lIlJiZ6VE51dbUkqbCwUMHBwW6v57DaPKoHba+oqEimoECvlEV/AwAAtJ4352dnK4vFIqkup0RERLi9nl/DWVRUlFasWCGbzSabzabp06crPj5eZrPZo3JKSkokyeNLIANl0qLoiR6tg7aVmpoqmxxeKYv+BgAAaD1vzs/OdiUlJQ1ORjXHr+EsMzNTy5cvV3x8vGJjYxUXF6fISM9vzJCQkCBJys3N9fjM2c5rn3I+Hvmn2xU1PF6B5iB1v6Cf1v/6jx63Bd6Vl5fn1TNn9ftbos8BAAA85c352dnKYrEoLS3NmVPcZXI4HIaJvVlZWUpPT9fUqVNlt9s1btw4bd26VcOGDdOCBQuUnJzc6HoWi0Vms1m1tbUehTO7xaqlfSZ5q/nwgckHlikg2DufIdDfAAAArefN+dnZqqX5xFCvan5+vmbNmiVJCggI0Lp16/zcIgAAAABoG4YKZ8XFxf5uAgAAAAD4hd9/5wwAAAAAQDgDAAAAAEMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADMBQP0LdHqQ+MVV7XnlflV8cbPD8hY9N0fZnVshhsar3+BR9/ubHja6f/kK2Nt//ksydwzTy6ela+8vHlDQrU5aqGu1+caUCQ4J15Tvz9EHWfMWMTlTkBf2U9+BiSdL4tx5VwWNLFdyxg/peP1qb7nmxRdvQP3OMwmIidfy7H9RtyPnO8of89hcKDAlW7FVpev/ah2Q5dlydevfQmJfu1ns/f0i/+PjPWjFyhnpekqQucb21e+E7kqRLFt+rDXc+K+vxEy1qz9nOV2Om8suD+uLtDZq46TmtGDlDiTMnKubiC5zrdUnoo51//V/tfmFli9p9stzoEYOd423UX36rT1//QObOYRpyx7XOZcNiInX0s1J9cPOTLarrZLllW0qc9aY+MVVdB8Y6l4lM6qdPZv5NJ8orvTL+d/zlbU14e65y7nxGAYGBztd2zEuzFBoZ7ly+x4UJevfqB1S+/XOP6+rUK+q0Pju6r1Qpj2Q5lwn5T13/nvS4Lv7bTOfzQZ1CFdG/p/6n301e286eY5LULyPduUzn86N1YHW+8h5Y5HzdW8II2/nZsg9dltvY+PLWdrblPrj5vpc0/s1HnH83BQUoalic3ky+Tanzpvlk3LraH7rG9272dW8Jxm1dua8PmOyyr+Mnj3OOvZZw5zje2PHfF9tZf//01fuKq3K3Lfhno339f2OynWOv+uARj+uNTOzbbLn133PqH0vqz6dOnWvhzEE4a0MdorqoQ3S30ybZkrTl4dck1R3s+2WkNzrRjkzsq+PfH1Xt0SqZO4c5n9/x3Apd+c48fblqk+Juulyf/fMjVR88os+Wf6S+11+s7kn91XXweTqya7/Kd3yh6BGDm2xn9IjBih45WNueXt7kcvveWK9xyx9R96T+qvn+qGKvTNV71z6kqtLvNfT3NyjvwcVKnTdNWx5+VXaL1ble6Yfb9LO7Jqp48XtyWG368p1NGnDjZdqz6L0m62uPfDVmGrPjmRXa8cwKSVK3Iefrov++Q3tfW+Ny+Qlvz9Xq6x9x+femfPNBob75oFCSFNypg674vye09fG/u1w+aVamDm3arUObd7tdR95Drzj/32vsMA2+7Wp99W6uotMGNbmeu+PflY9+87Tz/wlTJuhY6fdNTnA9fR3Ld3zhXN4UGKAJb8/VtqeXq/rQkQblpC+8WyWvuu6/lmznvjfWa98b6yXVTVDGvfGQdvz5LbfWNfp2elquK63ZL3y9Dzrs9gbLD59zsw5+skvHD1f4bNy6KrdrfG9Jnr/ujNuGXJXbVF83x93jrafH8cZ4c//01fuKq3IrPv2m0b52R1PjytUYckf9+dSpcy2cObis0QNDH7hBE1bM1ZXvzFOvscMkSZe+NlvRIwYrsINZV74zT51691D0iMEa/9ajuuSVe/Xzfy9Q7NUjJEl9rrhQB3N2NFr2hLfnKuzcbhp02zWKTOyrCW/PVa/LhjZY5rxrRqp0feFp69prrSp4dKnGvHi3okcM1p5X3nf+LfeBRUp76lYNnDJeRU8t89ZL8VP597+k1CemKvUPt2jLI6/JYbXps39+qIh+MRr2wI2qPliusvy9p61XFxLrJsml64t03n9eo7ONUcdMU4I6hmrUM3dqw13PtcnZzJELbteexe+p4tNvfFJ+2LndNHzOTcr57TOSw+GTOhrTbfB5irvxMuXOfslndQy9/wYd2rxbBzfsbPB8/ORxslus+mzZep/UawoM0MV/m6ktD7/m1mSvtdp6O339+jWnLfbBnpcmK/KCftr+9JsNnvfVuHWnXMZt67gq11Vfe5Ovj+P1ufP6+ao9rsp11det5Wm5p86n6s+1cOYgnLmp5yVJConopNUTH9GazLkaev+vJEkbZ72g4Q/frIuevkPFL63Ssa/LJEmhkeH66Nan9f51D9ctazKpS0IfVe4//QxIfcUL33F+anLyk5qTuiT0VuX+Q42ud3jbPnWKPUdfrtzUYAJa+cVBBQQF6eDGXT55k6/84qC+3bBDJ45U6nDBTyFs8/0vK37yOG2d94/G1/v8W+clZ7WV1QrtHuH1tvmb0ceMKyP/eJtKXn1fFSUHPFqvJeJuvlwOu137Xv/AJ+WbAv4zGXvkNR0vq/BJHY0JCjs5uf6r7ybXlyQpaugAbVvQ8BPVroNiFT95nDbf57tQmDx7ksq2lOjbj7f7rI6T2no72+L1a46v98Gw6G5KeWSyNtz5rBx2u/N5X41bd8pl3LaOq3Jd9bU3+fo4Xp87r5+v2uOqXFd93VotKffU+VT9uRbOHFzW6KYuCX10zohBmvD2XElSYEiwQrp11onySpV+vF2xV1yonDv+4lz+yK79ctjsshw7rpryow2uuZek2KvSNHDqFbJU1eiDyS27Hrq+pFmZ2rPoXQ244TJ9tvwjWX6sllT3CdOhjTt1TtogderdwxkEGjP0gRvUY1i8zOFhMkd0VPTIwbLW1GrdjfOarPvH/YdkO2Fp+NyXh1RzpFK1ldWt3rYzldHHTGMG3DhWpoAAffqPdY3+PbxfjEb+8TZJdZ+En9y2kiVr6j4Y8ECXhD5KyBqv9659yOUyY//nQQWFmtWpd5T6TEhRbWW1yrbuVeEfXnerjqT7fqnDBZ/q24+an4y1dPw3ZsQff6O9S9fqhz1fNfr3834+UglZ4yU1fB033bdQlZ9/22z5Hc7pqpRHs7T2l4+fNrkeffKMS3VNo+u2djtj0i9Qj5QErcl4tNllz7TtdKdcX2xnfb7eB09+YJE/d6mqDzX8Poyvxm1z5TJuf+LNcdtUXzemJcdbd47jvt5OT9vjze101deN8WTf9aRcnH0IZ26q2Pu1vv14u7bMeVWSFBAcJLvFqi7xvdVjeLy+XlOggdOu1J7Fdd+b6jb4PJkCAxQYalaH7l1UU16pipIDCj//XB3csFNfvZurr97NPa0em8WqgKDAxttQ8rXCz4/Wj182PBPSdVCseqTE6/1fPKyqb8s17IEblPv7RepwTlfF33y53r3mAXVP6q/UedOanNSfPDC19js37gjvF+M8y2MOD1PN90d9Vpe/GHnMNKZLfG8NnHqF3m/iTa3y82+d18K35rs1QR1CNPrZGfrkd3+Ttcr1JPjkG3VLvnN27uifKTptkNtt9Nb4H/CrSxUQHKS9S9e6XObLlZucb8Yev44mky7+610qeOzvp0240ubfqr3/WKcfihufBEut284OPbrowsemaO2vnpDD1vyE4UzbTnfKbUyrtrOettgHk+7J1OGifSpdX9TgeV+NW3fKZdz+xJvj1lVfu+Lp8dbd43hjfLF/+up9xWW5TfR1Y9zedz0st75T51P151o4cxDO3FS6vkg9UuI14e25cjgcqj5Yrk33LtTIBbcr585nVFX6vcYtm6Pv8vZIkqq/+0FjXp6lzr17qPCpNySHQwdWb1Hak7c2+SZ1vKxC1ppajVl0j/a+tkYHP/npOuMvV21W//9KV+mH235awWRS2pO3Kvf3L0sOhz5/82P1y0hX96T+GnLHtSp88nXZjtfqu83F6p85RrFXpenEkR999TK5rfsF/bT1ibpLHntemtxo6DjTGXbMuDDsoZsU1MGsy5bc73zu63VbW3ynuKbETxmvjj0jdeHcKc7nqg4d0YbfPuO1Oi58fKrkcGj88p/eAD994wNVl5Z7rY5G631iqo7uK3V+KipJ25952+V3Bz0Ve1WauifX7d8n7yBmt9m1dd4/1Pe6UerUs7vO//lI5/If/uZpnSiv9Erdib/LUHCnMF383F3O577f8bkK5i71Svn1tfV2Rl7Qz2W5bcXX+2CHqC762V3X6fDWTxuMz9wHF/ts3Loq96SmXnfGbfNcvX45M5512dfe0hbH8ZPc2T991R5X5R54f0ujfb02c66Lktzjagy5U+6p86n6cy2cOUwORxt+Q95HLBaLzGazamtrFRwc7PZ6dotVS/tM8np7mrp1bOq8adqz+L1G777njvQXs7V59kuqPVrV2mb6zWm30n/lXm24s/HLFCYfWKaAYO98huCr/vYGxgwAAGiN+vMpX99K35vzs7NVS/MJ4ayNwxk8QzgDAAAwFsJZ81qaT3hVfeDQZs++GwMwZgAAAMCt9AEAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYADcEqafbkPOVOm+aHHa7HFabNs56QccOlPm7WfAR+hsAAABG4vdwVlFRoZkzZ6qgoEAhISEaNWqUqqqqNGnSJM2ZM0cmk0kZGRmaNWuWz9ty/Lsf9O8bnpC1qkY9L01W8r2/1IYZz/m8XvgH/Q0AAAAj8ftljRkZGUpKStLu3bu1Zs0aLVmyRMOHD9fAgQO1YcMGbdq0SStXrtSxY8d83pbjhytkrar7IWR7rVV2q83ndcJ/6G8AAAAYiV/DWU5OjsrKypSdnS1JioqKUkxMjFJSUtSrVy8FBwfLZDIpKChIAQFt19SgDiFKnj1Ju15Y2WZ1wn/obwAAABiBXy9rzM/PV2pqqvNxeXm5SktLlZiY6Hxu9erV6t+/v8LCwlyWU11dLUkqLCz06Be4HY2cKTEFBSp94d3a9bd/6ein37hdFnyjqKhIpqBAr5RFfwMAALSeN+dnZyuLxSKpLqdERES4vZ5fw1lUVJRWrFghm80mm82m6dOnKz4+XmazWZJ04MABLViwQCtXNn1Go6SkRJKUlpbmUf2BMmlR9MSfnjCZdPFf79KB1Vt0YHW+ZxsDn0hNTZVNDq+URX8DAAC0njfnZ2e7kpKSBiejmuPXcJaZmanly5crPj5esbGxiouLU2RkpKS6lJmVlaWXX35ZHTt2bLKchIQESVJubq7HZ852XvuU83HslanqNXaoOkR1Ub/rL9YPe75S3kOvtGDL4C15eXlePXNGfwMAALSON+dnZyuLxaK0tDRnTnGXyeFwGCb2ZmVlKT09XVOnTtVzzz2n+fPna8CAAZKkpUuXqk+fPo2uZ7FYZDabVVtb61E4s1usWtpnklfaDt+YfGCZAoK98xkC/Q0AANB63pyfna1amk8M9arm5+c7b5k/Y8YMzZgxw88tAgAAAIC2YahwVlxc7O8mAAAAAIBf+P13zgAAAAAAhDMAAAAAMATC2VkiesRgJd9Xd7OLhF9PUOq8aZKkyAv66YK7/0tJszIlSSP/dLs6nxftt3YCABrn6jjeJb63Ln31Puexm+M4AJy9CGdnuPN/cZF6jR2m5Psn6dDm3ZKkkldXq7aySpLUe9xwbf/vN1Xzw48KiQxX2ZYSfzYXAHCK5o7jFXu/1oH3tziX5zgOAGcvwtkZbv+/NmrYAzdo3+vr/d0UAEALcBwHAJxEODvDJUy9Qp9kP6/4yeMkk0mSFHv1CHVPHqAeKfH65t9bdUF2hkK6dNKJ8ko/txYAcKrmjuNhMZGKSb9A/X85RqYA3rYB4GxmqFvpw3Mlr7wvSdp49/OKvmiIDubs0FerNuurVZudy3y/7TPn/zv27C5rVU2btxMA0Dh3juM5v33G+X+O4wBw9iKcnSUq9n6tir1fN7vc9j+/1QatAQB4iuM4AIDrIwAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADCPJ3AyoqKjRz5kwVFBQoJCREo0aNUlVVlWbPnq0pU6YoMDBQAwYM0OLFi2UymXzaluBOHXT56w/JbrEqsINZhX94XQc/2enTOuE/9DcAAACMxO/hLCMjQ1dddZWWLFmiw4cPq3///po/f7769u2rjRs3ymQyadq0adq2bZuSk5N92hZLVY3ev26OHDa7OvXpoTEL79aqK+73aZ3wH/obAAAARuLXcJaTk6OysjJlZ2dLkqKiohQTE6OUlBQFBf3UtODgYPXs2dP3DXI45LA5JEnmzmE6UvyV7+uE/9DfAAAAMBC/hrP8/HylpqY6H5eXl6u0tFSJiYmSpNWrV+uee+5RXFycunbt6rKc6upqSVJhYaGCg4Pdrt9htZ32XFh0N6UvzFZ43xhtzH7e7bLgG0VFRTIFBXqlLPobAACg9bw5PztbWSwWSXU5JSIiwu31TA6Hw+GrRjVn6dKlWrhwoXJycmSz2XTTTTdp//79ys/Pb7DcjBkzNG7cOF1zzTWNlpOXl6e0tDSP6w+USYuiJzb6t069ojRhxVy9deEdHpcL77nl0ArZ5J0hSn8DAAC0njfnZ2e73NzcBiejmuPXM2eZmZlavny54uPjFRsbq7i4OEVGRkqSTpw4oZCQEElSeHi4QkNDXZYzZMgQ5ebmKigoyKObhjisNu289inn4wBzkOy1VklS7bHjshw73pLNghfl5eV59cwZ/Q0AANA63pyfna0cDoesVquGDBni0Xp+DWehoaFatWqV83FWVpbS09MlSR9//LHmzZsnSRowYIAuu+wyl+V07NjRo0R6kt1iVf1783VN6KOUuVPksNkVEBSoLQ+/5nGZ8K7k5GQFBHtnmNLfAAAArefN+Rka8utljacaNGiQli1b5vzOma/ZLVYt7TOpTepCy0w+sMyr4Yz+BgAAaB1vzs/QkKFe1eLiYn83AQAAAAD8IsDfDQAAAAAAEM4AAAAAwBAIZwAAAABgAIQzAAAAADAAwhkAAAAAGED7DmcBJoVGhvu7FXAhNDJcCnD/R8WbRX8DAAC0itfnZ2jAUL9z5g92m02yt+uXwLgCTAoI9O6vz9PfAAAAreCD+Rl+0u7DGQAAAAAYQfu+rBEAAAAADIJwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABhAkL8b4G92m02yO/zdDKBxASYFBAb6tAr2AQNrg/4HAADG0a7Dmd1m0/ILblVNeaW/mwI0KjQyXJnbX/bZBJ19wNh83f8AAMBY2vdljXYHk1IYWk15pW/ParEPGJrP+x8AABhK+w5nAAAAAGAQhDMAAAAAMADCGQAAAAAYAOEMAAAAAAzA73drrKio0MyZM1VQUKCQkBCNGjVKVVVVWrx4sbKzs1VQUKDhw4frz3/+c5u0p3/mGMXddLkcDofyHlqsIzv3t0m9gFGwDwAAAPiH38+cZWRkKCkpSbt379aaNWu0ZMkSDR8+XIWFhaqpqdGGDRtUU1OjoqIin7fFHNFRA2+5Uquvf0Qb7nxWqU9M9XmdgJGwDwAAAPiPX8NZTk6OysrKlJ2dLUmKiopSTEyMUlJSlJubq8svv1ySNHbsWG3evNnn7eme3F/f5e2R3WLVsa/LFNyxgwLMfj+5CLQZ9gEAAAD/8eusKz8/X6mpqc7H5eXlKi0tVWJiotauXau4uDhJUkREhPbu3euynKqqKu3atUtBQUEymUxu1++w2ho8DunaWbUVVc7HtZVVCunSScfLKtwuE/C2oqIimYJ88yPE7APG58v+BwAAvuFwOGS1WjVkyBB17NjR7fX8Gs6ioqK0YsUK2Ww22Ww2TZ8+XfHx8TKbzYqIiFBlZd2P41ZWVqpLly4uy9m1a5fS0tI8rj9QJi2Knuh8XFtxTOaIMOdjc+cwnag45nG5gDelpqbKJt/8EDH7gPH5sv8BAIBv5ebmNjgZ1Ry/hrPMzEwtX75c8fHxio2NVVxcnCIjIyVJI0aM0OLFizVx4kStW7dOt9xyi8tyEhISJNVtfHBwsNv1O6w27bz2Kefjw4X7lDz7VzIFBSrsnK6yVNfIXmtt4dYB3pGXl+fTM2fsA8bmy/4HAAC+YbFYlJaW5swp7vJrOAsNDdWqVaucj7OyspSeni5JGjp0qJYuXarRo0dr2LBhGjp0qMtywsLCnOt4Es7sFqt21ntce7RKJa+t0RUrHpPD4dCWh1/1bIMAH0hOTlZAsG92VfYB4/Nl/wMAAN+wWCySfsop7jI5HA7DXC8zaNAgLVu2TImJiR6tZ7FYZDabVVtb63E4W9pnkqfNBNrU5APLfBrO2AeMzZf9DwAAfKOl+cRQ7/jFxcX+bgIAAAAA+IXff+cMAAAAAEA4AwAAAABDIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOGsnsvfeEiTdi1W4u+u93dTAL9gHwAAAPCfIH83oKKiQjNnzlRBQYFCQkI0atQoVVVVaf78+Ro/fryKi4tVU1PTJm3ZePfzihmdqLCYyDapDzAa9gEAAAD/8fuZs4yMDCUlJWn37t1as2aNlixZouHDhysiIkLr1q1TWlpam7Wl+uCRNqsLMCL2AQAAAP/x65mznJwclZWVKTs7W5IUFRWlmJgYpaSkyGw2q1u3bm6VU11dLUkqLCxUcHCw2/U7rDbPGw20saKiIpmCAn1SNvuA8fmy/wEAgG9YLBZJdTklIiLC7fX8Gs7y8/OVmprqfFxeXq7S0lIlJiZ6VE5JSYkkeXyWLVAmLYqe6NE6QFtLTU2VTQ6flM0+YHy+7H8AAOBbJSUlDfJOc/wazqKiorRixQrZbDbZbDZNnz5d8fHxMpvNHpWTkJAgScrNzfX4zNnOa5/yqC6greXl5fn0zBn7gLH5sv8BAIBvWCwWpaWlOXOKu/wazjIzM7V8+XLFx8crNjZWcXFxioz0/EYEYWFhkqShQ4d6FM7sFqt21ns88k+3K2p4vALNQep+QT+t//UfPW4L4G3JyckKCPbNrso+YHy+7H8AAOAbJy9rPJlT3OXXd/zQ0FCtWrXK+TgrK0vp6emSJLvdrnHjxmn79u0aO3asFixYoOTkZJ+2Z9M9L/q0fMDo2AcAAAD8x1Afx+bn52vWrFmSpICAAK1bt87PLQIAAACAtmGocFZcXOzvJgAAAACAX/j9d84AAAAAAIQzAAAAADAEwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZ36S+sRUhfc997TnL3xsikIiw2UOD1O//0p3uX76C9kyR3RUp15RGvfPhyVJSbMy1ff60QowB+nqNU+pY6/ukqRzR/9Ml7xyryRp3D8fVvek/pKkiLheunLlPJkCWjYM+meOUeLvrpckTXh7rsJiIjX+rUed5ZsCA3TVu08q7ubLlTpvmnO9Ib/9hRJnTmxRneH9YnTVqj/IFFjX5uTZkzTwlisV0q2zfr7uTwru1EGSNOCGy5Qyd4okaeKm5yRJ0SMGa+Sfbm9RvSGR4fr5B087y+/Uu4eufn++Ln7+d4q9Ks253GV//716XJigUX/5rXpcmNCg/p6XJGnwbdc4l71k8b0K6hDSovacyXw19gff/nNJUmBIsK5Z+0eFndtN/TPHNBh74996VJGJfVs1FqSfxv6AX1162ti+4O7/anSsBAQHMRYAAECTCGd+0CGqizpEd1PlFwdP+9uWh1/TifJKmcM7ql9G4xPUyMS+Ov79UdUerWr07/ZaqwoeXaq0ebcoMNSs4XNuVt6DiyVJuQ8sUuoTU2UKCtSIJ29V7oOL5LDbGy0nesRgJc3KdH/DHA7l3v9SXfmBARp82zU6sHqLPv37vxUxoJe6J/VXp15Rir0yVTv/9n8ui5nw9lyXf6v8/FuVfrhNg269Wl3ieil65BCVvLJaJ478qOKXVmno729QaGS4Bv56goqeWuZ+29X09p4or3SWL0mp86Zpy8OvKu+hxbogO0PBnTrovGtGqPpgucq2lDRaRumH29R7QopMQYGSpC/f2aQBN17mURvPdL4a+zueW6Hzr7tIHXt1V2J2hj7750eqPnhEny3/SBH9e6p7Un8NuHGsjuzar/IdXzTbTnfH/r431p82tnc8u6LRsWK3WJ3rMRYAAEBjCGctMPSBGzRhxVxd+c489Ro7TJJ06WuzFT1isAI7mHXlO/PUqXcPRY8YrPFvPapLXrlXP//3AsVePUKS1OeKC3UwZ0ejZU94e67Czu2mQbddo8jEvprw9lz1umxog2XOu2akStcXNtnGQ5t3q+ZIpcYtm6N9yz5U9cEjkurCzTfrizThrUf1/Y7PdWTn/ta+HA0c/ayu/JRHJiv2ylTtemGlJDlDW+ofbtGWR16Tw2prcR0nJ+IX/eW3yntwsTNcnpyIX/rqbBX+cZms1TVe2aaTPvvnh4roF6NhD9xYF8Ly9+rEkR+1e+E7uvDxX+tnM67T1if+0WQZ5Tu+UPSIQZKk0vVFOu8/Y+JMYdSxf/IDiTEv3q3oEYO155X3nX/LfWCR0p66VQOnjPc4sLujsbHd2Fg51Zk+FgAAgPcRzjzU85IkhUR00uqJj2hN5lwNvf9XkqSNs17Q8Idv1kVP36Hil1bp2NdlkqTQyHB9dOvTev+6h+uWNZnUJaGPKveffuagvuKF76h8xxdaff0j+uaDhpPRLgm9Vbn/ULNt/eaDIkUNHaD9/7vhlOcLdU7qQH2+/GNPNt1tO5/7X/Uel6Kt8/7HGcIqvziobzfs0IkjlTpccPpE1RP2WqsOb92ngKBAHdnVMFyWfrRNnc87R6UfbmtVHa5svv9lxU8ep63zfgphn7/5scL7nqs9i95TbWV1k+tXfv6tug6MlSTVVlYrtHuET9rpC0Yf+4e37VOn2HP05cpNksPhfL7yi4MKCArSwY27ZD1+ojUvQaNcje3GxkqD9c7gsQAAAHwjyN8NONN0Seijc0YMcl56FxgSrJBunXWivFKlH29X7BUXKueOvziXP7Jrvxw2uyzHjqum/KhCI8MblBd7VZoGTr1ClqoafTD5Sa+1M7CDWRfMnKitT76uofffoM2zX6r7g8mkC+dOUe7vF2nYgzdq3U1/OG3doQ/coB7D4mUOD5M5oqOiRw6WtaZW626c51bddotVVaXfq/LLhpPwH/cfku2EpdF1zvv5SCVkjZckdRt8nvP13XTfQlV+/m2DZbsOjFW3QbEq37lf5197kfb/30ZJUoceXdRv4mjte2O9htx+jXb+9V9utdeT7f3xy0OqOVJ5Wgj7cf8hVX7ZfGA+kxl97CfNytSeRe9qwA2X6bPlH8nyY10fxU8ep0Mbd+qctEHq1LuHMzw2pqVjv7Gx7WqsAAAAuEI481DF3q/17cfbtWXOq5KkgOAg2S1WdYnvrR7D4/X1mgINnHal9ix+T1Jd0DAFBigw1KwO3buoprxSFSUHFH7+uTq4Yae+ejdXX72be1o9NotVAf/5PsppbSj5WuHnR+vHJsJA8j2/1N5/rNPeJWs0btkcdU8eoO+L9ikha7zKCvaq5LXVikzsq/OuGaEv39ncYN3CP7wuqe57N9EjB2vb08tb9Fp54suVm+rOeKju8rbV1z/S+IImk9Lm36Lc+xep6mC5Jrw9V998UCjLseNKfWKatj75ug5u2KkrV83T/n9t1LFvDjdbd1tub3i/GOfZIHN4mGq+P+qzurzNyGO/66BY9UiJ1/u/eFhV35Zr2AM3KPf3i9ThnK6Kv/lyvXvNA+qe1F+p86Y1GQQZCwAAwJ+4rNFDpeuLZDl2XBPenqvxbz2qi/57ugJDzRq54HZtvPt5FT71hvpMSFG3IedLkqq/+0FjXp6lK//1uAqfekNyOHRg9RbFpF/QZD3HyypkranVmEX36NxRP2vwty9XbT7tuzj1dR0Uq6jh8dq7dK2k/9wE5PFfq2PP7oq7+XLnhLPg8aVKnHm9865yZ4KEKeN1uOBT/bDnK9VWHNPuF1dq6O9vcL4epeuLZLfUff+o/l30jKL7Bf303eZiSVLPS5MbDSdGZdixbzIp7clblfv7RZLD8Z/LTGPqwtjjU1X45OuyHa/Vd5uLVVN+tMHdNf3pTB4LAADAN0wOR70vZ5yhLBaLzGazamtrFRwc7PZ6dotVS/tM8lm7okcMVt/rR2vTPS+e9rfUedO0Z/F7jd61zh3pL2Zr8+yXXN6xEcbT85IkdYnrrd0L35EkXfLKvdpw53PN3rhk8oFlCgj2zUluX+0DjP2meTIWfNn/AADAN1qaTwhnfgpngLvOtnAGzxDOAAA487Q0n/CO70OHNu/Woc27/d0MoM0x9gEAADzHd84AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGAA3BKmn25DzlTpvmhx2uxxWmzbOekHHDpT5u1lAm2EfAAAA8B+/h7OKigrNnDlTBQUFCgkJ0ahRo1RVVaVJkyZpzpw5MplMysjI0KxZs3zeluPf/aB/3/CErFU16nlpspLv/aU2zHjO5/UCRsE+AAAA4D9+v6wxIyNDSUlJ2r17t9asWaMlS5Zo+PDhGjhwoDZs2KBNmzZp5cqVOnbsmM/bcvxwhaxVdT8Ca6+1ym61+bxOwEjYBwAAAPzHr+EsJydHZWVlys7OliRFRUUpJiZGKSkp6tWrl4KDg2UymRQUFKSAgLZralCHECXPnqRdL6xsszoBI2EfAAAAaHt+vawxPz9fqampzsfl5eUqLS1VYmKi87nVq1erf//+CgsLc1lOdXW1JKmwsNCjX+B2NHJWwBQUqPSFd2vX3/6lo59+43ZZgK8UFRXJFBTok7LZB4zPl/0PAAB8w2KxSKrLKREREW6v59dwFhUVpRUrVshms8lms2n69OmKj4+X2WyWJB04cEALFizQypVNf3pfUlIiSUpLS/Oo/kCZtCh64k9PmEy6+K936cDqLTqwOt+zjQF8JDU1VTY5fFI2+4Dx+bL/AQCAb5WUlDQ4GdUcv4azzMxMLV++XPHx8YqNjVVcXJwiIyMl1aXMrKwsvfzyy+rYsWOT5SQkJEiScnNzPT5ztvPap5yPY69MVa+xQ9Uhqov6XX+xftjzlfIeeqUFWwZ4T15enk/PnLEPGJsv+x8AAPiGxWJRWlqaM6e4y+RwOAzzkWxWVpbS09M1depUPffcc5o/f74GDBggSVq6dKn69OnT6HoWi0Vms1m1tbUehTO7xaqlfSZ5pe2Ar0w+sEwBwb75HIV9wPh82f8AAMA3WppPDPWOn5+f77xl/owZMzRjxgw/twgAAAAA2oahwllxcbG/mwAAAAAAfuH33zkDAAAAABDOAAAAAMAQCGfwiugRg5V8X92NJRJ+PUGp86ZJknqPT1HizIlKuidTkjTyT7er83nRfmsnzl6uxmBkYl8Nvv3nGvbAjZIYgwAAwLgIZ2iV839xkXqNHabk+yfp0ObdkqSSV1ertrJKkvT1mnztePZ/FdKlkySpbEuJ39qKs1NzY7B8xxdy2O0KCguRxBgEAADGRThDq+z/10YNe+AG7Xt9vctlLvjd9drz6uo2bBXaE3fGYPFLq1S5/1AbtgoAAMBzhDO0SsLUK/RJ9vOKnzxOMpkkSbFXj1D35AHqkRKvC+7+L4VFd9M5F3r2A3yAu5obg70uH6Yhd1yrjjGRfm4pAABA0wx1K32ceUpeeV+StPHu5xV90RAdzNmhr1Zt1lerNkuSyvL3Nli+Y8/uslbVtHk7cfZqbgxK0jf/3ur8P2MQAAAYFeEMXlGx92tV7P262eW2//mtNmgN2iPGIAAAONNxWSMAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAEH+bkBFRYVmzpypgoIChYSEaNSoUaqqqtLs2bM1ZcoUBQYGasCAAVq8eLFMJpNP2xLcqYMuf/0h2S1WBXYwq/APr+vgJzt9WidgJOwDAAAA/uP3cJaRkaGrrrpKS5Ys0eHDh9W/f3/Nnz9fffv21caNG2UymTRt2jRt27ZNycnJPm2LpapG7183Rw6bXZ369NCYhXdr1RX3+7ROwEjYBwAAAPzHr+EsJydHZWVlys7OliRFRUUpJiZGKSkpCgr6qWnBwcHq2bOn7xvkcMhhc0iSzJ3DdKT4K9/XCRgJ+wAAAIDf+DWc5efnKzU11fm4vLxcpaWlSkxMlCStXr1a99xzj+Li4tS1a1eX5VRXV0uSCgsLFRwc7Hb9DqvttOfCorspfWG2wvvGaGP2826XBfhKUVGRTEGBPimbfcD4fNn/AADANywWi6S6nBIREeH2eiaHw+HwVaOas3TpUi1cuFA5OTmy2Wy66aabtH//fuXn5zdYbsaMGRo3bpyuueaaRsvJy8tTWlqax/UHyqRF0RMb/VunXlGasGKu3rrwDo/LBbzplkMrZJNvdlP2AePzZf8DAADfys3NbXAyqjl+PXOWmZmp5cuXKz4+XrGxsYqLi1NkZKQk6cSJEwoJCZEkhYeHKzQ01GU5Q4YMUW5uroKCgjy6aYjDatPOa59yPg4wB8lea5Uk1R47Lsux4y3ZLMCr8vLyfHrmjH3A2HzZ/wAAwDccDoesVquGDBni0Xp+DWehoaFatWqV83FWVpbS09MlSR9//LHmzZsnSRowYIAuu+wyl+V07NjRo0R6kt1iVf370HVN6KOUuVPksNkVEBSoLQ+/5nGZgLclJycrINg3uyr7gPH5sv8BAICx+PWyxlMNGjRIy5Ytc37nzNfsFquW9pnUJnUBLTX5wDKfhjP2AWPzZf8DAABjMdQ7fnFxsb+bAAAAAAB+EeDvBgAAAAAACGcAAAAAYAiEMwAAAAAwAMIZAAAAABgA4QwAAAAADKB9h7MAk0Ijw/3dCsCl0MhwKcD9H1b3GPuAofm8/wEAgKEY6nfO/MFus0n2dv0SwMgCTAoIDPRpFewDBtYG/Q8AAIyj3YczAAAAADCC9n1ZIwAAAAAYBOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMIAgfzegrdltNsnu8HczAAAAzjwBJgUEBnq1SOZmMDQfjPmmtKtwZrfZtPyCW1VTXunvpgAAAJxxQiPDlbn9Za9NVpmbwei8Peab074ua7Q72PkBAABaqKa80rtnuZibweC8Puab0b7CGQAAAAAYFOEMAAAAAAyAcAYAAAAABkA4AwAAAAAD8PvdGisqKjRz5kwVFBQoJCREo0aNUlVVlRYvXqzs7GwVFBRo+PDh+vOf/+z1uvtnjlHcTZfL4XAo76HFOrJzv9frAAAAgPuYn6E98/uZs4yMDCUlJWn37t1as2aNlixZouHDh6uwsFA1NTXasGGDampqVFRU5NV6zREdNfCWK7X6+ke04c5nlfrEVK+WDwAAAM8wP0N759dwlpOTo7KyMmVnZ0uSoqKiFBMTo5SUFOXm5uryyy+XJI0dO1abN2/2at3dk/vru7w9slusOvZ1mYI7dlCA2e8nEgEAANot5mdo7/w62vPz85Wamup8XF5ertLSUiUmJmrt2rWKi4uTJEVERGjv3r0uy6mqqtKuXbsUFBQkk8nkcjmH1eb8f0jXzqqtqHI+rq2sUkiXTjpeVtGKLQIAADi7FRUVyRTknR/krT83k5ifwZhaMuYdDoesVquGDBmijh07ur2eX8NZVFSUVqxYIZvNJpvNpunTpys+Pl5ms1kRERGqrKz7UcLKykp16dLFZTm7du1SWlpas/UFyqRF0RMlSbUVx2SOCHP+zdw5TCcqjrVugwAAAM5yqampssk7P8pbf24mMT+DMbVmzOfm5jY4GdUcv4azzMxMLV++XPHx8YqNjVVcXJwiIyMlSSNGjNDixYs1ceJErVu3TrfccovLchISEiTVbXxwcLDL5RxWm3Ze+5Qk6XDhPiXP/pVMQYEKO6erLNU1stdavbh1AAAAZ5+8vDyvnjk7OTeTmJ/BmFoy5i0Wi9LS0pw5xV1+DWehoaFatWqV83FWVpbS09MlSUOHDtXSpUs1evRoDRs2TEOHDnVZTlhYmHOdpsKZ3WLVzv/8v/ZolUpeW6MrVjwmh8OhLQ+/2voNAgAAOMslJycrINg7U8j6czOJ+RmMqSVj3mKxSPopp7jL5HA4vHNe2gsGDRqkZcuWKTEx0aP1LBaLzGazamtrmw1nS/tMam0zAQAA2q3JB5Z5NZwxN4PRtWTMu5tPTmWo298UFxf7uwkAAAAA4Bd+/50zAAAAAADhDAAAAAAMgXAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAO06nF3+xkOatGuxEn93vb+bAgAAADE/Q/sW5O8GVFRUaObMmSooKFBISIhGjRqlqqoqzZ8/X+PHj1dxcbFqamp8UvfGu59XzOhEhcVE+qR8AAAAeIb5Gdozv585y8jIUFJSknbv3q01a9ZoyZIlGj58uCIiIrRu3TqlpaX5rO7qg0d8VjYAAAA8x/wM7Zlfz5zl5OSorKxM2dnZkqSoqCjFxMQoJSVFZrNZ3bp1c6uc6upqSVJhYaGCg4NdLuew2lrfaAAAgHasqKhIpqBAr5TF3AxngpaMeYvFIqkup0RERLi9nl/DWX5+vlJTU52Py8vLVVpaqsTERI/KKSkpkaRmz7IFyqRF0RM9bygAAAAkSampqbLJ4ZWymJvhTNCaMV9SUtIg7zTHr+EsKipKK1askM1mk81m0/Tp0xUfHy+z2exROQkJCZKk3NzcZs+c7bz2qVa1GQAAoD3Ly8vz6pkz5mYwupaMeYvForS0NGdOcZdfw1lmZqaWL1+u+Ph4xcbGKi4uTpGRnn/5MywsTJI0dOjQJsOZ3WLVznqPR/7pdkUNj1egOUjdL+in9b/+o8d1AwAAtCfJyckKCPbOFPLUuZnE/AzG05Ixf/KyxpM5xV1+DWehoaFatWqV83FWVpbS09MlSXa7XePGjdP27ds1duxYLViwQMnJyV6tf9M9L3q1PAAAALQO8zO0Z36/lX59+fn5mjVrliQpICBA69at83OLAAAAAKBtGCqcFRcX+7sJAAAAAOAXfv+dMwAAAAAA4QwAAAAADIFwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACG+p0znC71iana88r7qvziYIPnL3xsirY/s0IOi1W9x6fo8zc/bnT99Beytfn+l2TuHKaRT0/X2l8+pqRZmar88qC+eHuDJm56TitGzlDizImKufgC53pdEvpo51//V7tfWNmidp8sN3rEYPW9frQ23fOiRv3lt/r09Q9k7hymIXdc61w2LCZSRz8r1Qc3P9miuk6WW7alxFlv6hNT1XVgrHOZyKR++mTm33SivNLZnpbonzlGYTGR2vGXtzXh7bnKufMZBQQGOl/bMS/NUmhkuHP5Hhcm6N2rH1D59s89rqtTr6jT+uzovlKlPJLlXCbkP3X9e9LjuvhvM53PB3UKVUT/nvqffjd5bTt7jklSv4x05zKdz4/WgdX5yntgkfN1bwkjbOdnyz50WW5j48tb29mW++Dm+17S+Dcfcf7dFBSgqGFxejP5NqXOm+aTcetqf+ga37vZ170lGLd15b4+YLLLvo6fPM459lrCneN4Y8d/X2xn/f3TV+8rrsrdtuCfjfb1/43Jdo696oNHPK43MrFvs+XWf8+pfyy5ZPG92nDns7IeP6GelySpS1xv7V74Tou2vz3x5Tzry3c268p35unDaQtU9c33Onf0z5Tw6wn6cOoCjfvnwyp88nV9v+0zRcT10kV/mq73fzFHDrvd42047dg341mNfnaGtj7xD32/7TOZAgN05cp52rdsvbom9FHeg4slSUN++wsFBAVoxzMrPK4zvF+MRj9zp9679iE5bHYlz56kmvJKfbFig8Yvf0Tv/2KOLMeOa8ANl6lLfG/lP/KaV44NIZHhdeVf+5Asx46rU+8eGvPS3arcf0hfvZurr97NlSRd9vffa+dz/6u4Gy477T381P2j/r5jBIQzA+sQ1UUdoruddsCQpC0PvyapboLQLyO90YNGZGJfHf/+qGqPVsncOazJunY8s8K5c3Ybcr4u+u87tPe1NS6Xn/D2XK2+/hGXf2/KNx8U6psPCiVJwZ066Ir/e0JbH/+7y+WTZmXq0KbdOrR5t9t15D30ivP/vcYO0+DbrtZX7+YqOm1Qk+tFjxis6JGDte3p5W7XVd9Hv3na+f+EKRN0rPT7Jie4nr6O5Tu+cC5vCgzQhLfnatvTy1V96EiDctIX3q2SV133X0u2c98b67XvjfWS6iYo4954SDv+/JZb6xp9Oz0t15XW7Be+3gcddnuD5YfPuVkHP9ml44crfDZuXZXbNb63JM9fd8ZtQ67Kbaqvm+Pu8dbT43hjvLl/+up9xVW5FZ9+02hfu6OpceVqDLnjy3c2acCNl2nPovdU+uE2/eyuiSpe/J4cVptb67dHvp5n2WutKnh0qdLm3aKPbvtvDZ9zsz7Imi9Jyn1gUV24+cUcjXjyVuU+uMhlMPP42OdwKPf+lzTqL3XhafBt1+jA6i369O//1rjlj6h7Un/VfH9UsVem6r1rH3JZTFNjtfLzb1X64TYNuvVqla4vVPTIIVp93cNy2O0qfmmVhv7+Bm3/7zc18NcT9N61c9xrtxvbe6K80ll+3oOLlTpvmrY8/KqOfv6txi9/RN9+vF09L0lS9cFylW0pUdwNl51Wxqn7R/19xwi4rNGHhj5wgyasmKsr35mnXmOHSZIufW22okcMVmAHs658Z5469e6h6BGDNf6tR3XJK/fq5/9eoNirR0iS+lxxoQ7m7Gi07Alvz1XYud006LZrFJnYVxPenqtelw1tsMx514xU6fpCj9oc1DFUo565Uxvueq5NPkEYueB27Vn8nio+/cYn5Yed203D59yknN8+IzkcPqmjMd0Gn6e4Gy9T7uyXfFbH0Ptv0KHNu3Vww84Gz8dPHie7xarPlq33Sb2mwABd/LeZ2vLwa25N9lqrrbfT169fc9piH+x5abIiL+in7U+/2eB5X41bd8pl3LaOq3Jd9bU3+fo4Xp87r5+v2uOqXFd93Vqellu6vkjn/Wf+INUFvegRTX8geaY7E+ZZhzbvVs2RSo1bNkf7ln3oPKNa+fm3+mZ9kSa89ai+3/G5juzc39qXo4Gjn9WVn/LIZMVemapd/7kKI/f+l5T6xFSl/uEWbXnktVaF9x3PrdD5112ki/7yW+U9uNgZLj9b/pEi+vfUpa/OVuEfl8laXeOVbTrps39+qIh+MRr2wI11ISx/r04c+VG7F76jCx//tX424zptfeIfTZZRf/84dd/xN8KZj/S8JEkhEZ20euIjWpM5V0Pv/5UkaeOsFzT84Zt10dN3qPilVTr2dZkkKTQyXB/d+rTev+7humVNJnVJ6KPK/ad/mlNf8cJ3nJ+0nfx076QuCb1Vuf+QR+0e+cfbVPLq+6ooOeDRei0Rd/Plctjt2vf6Bz4p3xTwn8nYI6/peFmFT+poTFDYycn1X303ub4kSVFDB2jbgoafKnUdFKv4yeO0+T7fhcLk2ZNUtqVE33683Wd1nNTW29kWr19zfL0PhkV3U8ojk7XhzmcbfErrq3HrTrmM29ZxVa6rvvYmXx/H63Pn9fNVe1yV66qvW6sl5dZWViu0e4TzceXn3za4vP9scybNs775oEhRQwdo//9uOOX5Qp2TOlCfL2/8ksnW2vnc/6r3uBRtnfc/zhBW+cVBfbthh04cqdThgr2tKt9ea9XhrfsUEBSoI7sahsvSj7ap83nnqPTDba2qw5XN97+s+MnjtHXeTyHs8zc/Vnjfc7Vn0Xuqraxucv36+8ep+46/cVmjj3RJ6KNzRgzShLfnSpICQ4IV0q2zTpRXqvTj7Yq94kLl3PEX5/JHdu2Xw2aX5dhx1ZQfbfA9DUmKvSpNA6deIUtVjT6Y3LJr6Jsz4MaxMgUE6NN/rGv07+H9YjTyj7dJqvsk/OS2lSxZoy9XbvKori4JfZSQNb7J0+lj/+dBBYWa1al3lPpMSFFtZbXKtu5V4R9ed6uOpPt+qcMFn+rbj5qfjA194Ab1GBYvc3iYzBEdFT1ysKw1tVp34zy3t+mkEX/8jfYuXasf9nzV6N/P+/lIJWSNl9Twddx030JVfv5ts+V3OKerUh7N0tpfPn7a5Hr0yTMuLj6lau12xqRfoB4pCVqT8Wizy55p2+lOub7Yzvp8vQ+e/MAif+5SVR9q+H0YX43b5spl3P7Em+O2qb5uTEuOt+4cx329nZ62x5vb6aqvG+PJvutJue3ZmTLPCuxg1gUzJ2rrk69r6P03aPPJKwhMJl04d4pyf79Iwx68Uetu+sNp67b22Ge3WFVV+r0qv2wYQH/cf0i2E5ZG1/HkGNh1YKy6DYpV+c79Ov/ai7T//zZKkjr06KJ+E0dr3xvrNeT2a7Tzr/9yq72ebO+PXx5SzZHK00LYj/sPqfJLz05MGA3hzEcq9n6tbz/eri1zXpUkBQQHyW6xqkt8b/UYHq+v1xRo4LQrtWdx3fWt3QafJ1NggAJDzerQvYtqyitVUXJA4eefq4Mbdjb4kmN9NotVAUGBjbeh5GuFnx+tH90YpF3ie2vg1Cv0fhNvapWff+u89rg1360J6hCi0c/O0Ce/+5usVa4nwSd3xpZ85+zc0T9TdNogt9t48o25td85G/CrSxUQHKS9S9e6XObLlZucb8Yev44mky7+610qeOzvp0240ubfqr3/WKcfihufBEut284OPbrowsemaO2vnpDD1vyE4UzbTnfKbUyrtrOettgHk+7J1OGifSpdX9TgeV+NW3fKZdz+xJvj1lVfu+Lp8dbd43hjfLF/+up9xWW5TfR1Y9zedz0stz5zeJhqvj/qfBzeL+a0Mz1nkzNlnpV8zy+19x/rtHfJGo1bNkfdkwfo+6J9Ssgar7KCvSp5bbUiE/vqvGtG6Mt3NjdY11tzE0+4fQw0mZQ2/xbl3r9IVQfLNeHtufrmg0JZjh1X6hPTtPXJ13Vww05duWqe9v9ro459c7jZuttye+vvH6fuO/5GOPOR0vVF6pESrwlvz5XD4VD1wXJtunehRi64XTl3PqOq0u81btkcfZe3R5JU/d0PGvPyLHXu3UOFT70hORw6sHqL0p68tcmJzfGyCllrajVm0T3a+9oaHfzkp2vTv1y1Wf3/K92tU8rDHrpJQR3MumzJ/c7nvl63tcV3imtK/JTx6tgzUhfOneJ8rurQEW347TNeq+PCx6dKDofGL//poPLpGx+ourTca3U0Wu8TU3V0X6nzkyZJ2v7M2y6vafdU7FVp6p7cX0PuuNZ5BzG7za6t8/6hvteNUqee3XX+z0c6l//wN0/rRHmlV+pO/F2GgjuF6eLn7nI+9/2Oz1Uwd6lXyq+vrbcz8oJ+LsttK77eBztEddHP7rpOh7d+2mB85j642Gfj1lW5JzX1ujNum+fq9cuZ8azLvvaWtjiOn+TO/umr9rgq98D7Wxrt67WZc12U5B5XY8idcntemtwgXHS/oF+z37s5k50J86yug2IVNTxeBf/ph9wHFmn0szP00W3/rbibL9e7V/9eklTw+FKNf/NRlX64TZZjx730CvlWwpTxOlzwqfOqiN0vrtTQ39/g/EDo5L8Fjy5V6rxpzhuhGEX9/ePUfcffTA5HG94lwUcsFovMZrNqa2sVHBzscjm7xaqlfSa1Ycvc09QtRVPnTdOexe81eichd6S/mK3Ns19S7dGq1jYTAAAY1CWv3KsNd9Zd9unrW+lPPrBMAcHe+Xy/LeZmzLNQ32m30q+377jSkjHvbj45FeHMAFr7WzAAAABt5WwKZ4A72jKccVmjARza7Nn3qQAAAOAe5lk4k3ArfQAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAANot3dr7DbkfKXOmyaH3S6H1aaNs17QsQNl/m4WAABAu8X8DO2d38NZRUWFZs6cqYKCAoWEhGjUqFGqqqrSpEmTNGfOHJlMJmVkZGjWrFlerff4dz/o3zc8IWtVjXpemqzke3+pDTOe82odAAAAcB/zM7R3fr+sMSMjQ0lJSdq9e7fWrFmjJUuWaPjw4Ro4cKA2bNigTZs2aeXKlTp27JhX6z1+uELWqrpfArfXWmW32rxaPgAAADzD/AztnV/DWU5OjsrKypSdnS1JioqKUkxMjFJSUtSrVy8FBwfLZDIpKChIAQG+aWpQhxAlz56kXS+s9En5AAAA8AzzM7RXfr2sMT8/X6mpqc7H5eXlKi0tVWJiovO51atXq3///goLC3NZTnV1tSSpsLBQwcHBLpdznPLpiykoUOkL79auv/1LRz/9pqWbAQAA0G4UFRXJFBTolbJOnZtJzM9gPC0Z8xaLRVJdTomIiHB7Pb+Gs6ioKK1YsUI2m002m03Tp09XfHy8zGazJOnAgQNasGCBVq5s+lOTkpISSVJaWlqTywXKpEXRE+semEy6+K936cDqLTqwOr/1GwMAANAOpKamyiaHV8pqMDeTmJ/BkFoz5ktKShqcjGqOX8NZZmamli9frvj4eMXGxiouLk6RkZGS6lJmVlaWXn75ZXXs2LHJchISEiRJubm5zZ4523ntU5Kk2CtT1WvsUHWI6qJ+11+sH/Z8pbyHXvHSlgEAAJyd8vLyvHrm7OTcTGJ+BmNqyZi3WCxKS0tz5hR3mRwOh3c++vCCrKwspaena+rUqXruuec0f/58DRgwQJK0dOlS9enTp9H1LBaLzGazamtrmwxndotVS/tM8knbAQAA2oPJB5YpINg7n+8zN8OZoCVj3t18ciq/30q/vvz8fOct82fMmKEZM2b4uUUAAAAA0DYMFc6Ki4v93QQAAAAA8Au//84ZAAAAAIBwBgAAAACGQDgDAAOIHjFYyffVfSk+4dcTlDpvmvNvsVelKvWJqZKkkX+6XZ3Pi/ZLGwEAxubqvaR/5hgl3ftL9bmy7pbuvJcYF+EMAPzo/F9cpF5jhyn5/kk6tHm3JKnk1dWqraySJHVJ6CPr8VrV/lgtSSrbUuK3tgIAjKm595LaY8dlr7Uo0Fx3uwneS4yLcAYAfrT/Xxs17IEbtO/19Y3+/dxRQxTRL0bdkweoQ1SXtm0cAOCM0Nx7yYH38rTjmRXqNui8tm0YPEY4AwA/Sph6hT7Jfl7xk8dJJpMkKfbqEeqePEA9UuK1Z9F7Kn75XX1ftE/HD1f4t7EAAENq7r0kJv0C/eyuibJbbX5uKZpjqFvpA0B7U/LK+5KkjXc/r+iLhuhgzg59tWqzvlq1ucFyRU8tkyR17Nld1qqaNm8nAMC43Hkv+fbj7c7/815iXIQzADCAir1fq2Lv180ut/3Pb7VBawAAZyLeS858XNYIAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADCAIH83wJ+CO3XQ5a8/JLvFqsAOZhX+4XUd/GSnv5sFAADQLjE3Q3vn93BWUVGhmTNnqqCgQCEhIRo1apSqqqo0e/ZsTZkyRYGBgRowYIAWL14sk8nk1botVTV6/7o5ctjs6tSnh8YsvFurrrjfq3UAAADAPczN0N75/bLGjIwMJSUlaffu3VqzZo2WLFmi4cOHq2/fvtq4caM2bNggk8mkbdu2eb9yh0MOm12SZO4cpiPFX3m/DgAAALiHuRnaOb+eOcvJyVFZWZmys7MlSVFRUYqJiVFKSoqCgn5qWnBwsHr27OmTNoRFd1P6wmyF943RxuznfVIHAAAA3MPcDO2ZX8NZfn6+UlNTnY/Ly8tVWlqqxMRESdLq1at1zz33KC4uTl27dnVZTnV1tSSpsLBQwcHBLpdzWG2nr3voiN6/do469YrShBVz9da6rS3dHAAAgLNeUVGRTEGBXimLuRnOBC0Z8xaLRVJdTomIiHB7Pb+Gs6ioKK1YsUI2m002m03Tp09XfHy8zGazJGnChAmaMGGCZsyYodWrV+uaa65ptJySkhJJUlpaWpP1BcqkRdETnY8DzEGy11olSbXHjsty7Lg3NgsAAOCslZqaKpscXimLuRnOBK0Z8yUlJQ1ORjXHr+EsMzNTy5cvV3x8vGJjYxUXF6fIyEhJ0okTJxQSEiJJCg8PV2hoqMtyhgwZotzcXAUFBTV50xCH1aad1z7lfNw1oY9S5k6Rw2ZXQFCgtjz8mnc2DAAA4CyVl5fn1TNnzM1gdC0Z8w6HQ1arVUOGDPFoPZPD4fDORx9ekJWVpfT0dE2dOlVr167VvHnzJEkDBgzQSy+9pICA1t2/xG6xammfSd5oKgAAQLs0+cAyBQR75/N95mY4E3hzzDfH77fSry8/P1+zZs2SJI0bN07jxo3zc4sAAAAAoG0YKpwVFxf7uwkAAAAA4Bd+/50zAAAAAADhDAAAAAAMgXAGAAAAAAZAOAMAAAAAAyCcAQAAAIABtK9wFmBSaGS4v1sBAABwRgqNDJcCTN4rkLkZDM7rY74ZhvoR6rZgt9kke7vaZAAAAO8IMCkgMNCrRTI3g6H5YMw3pd2FMwAAAAAwovZ1WSMAAAAAGBThDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADCAIH83wN/sNptkd/i7GWhMgEkBgYFeLZL+BgAAaAUfzM/wk3Ydzuw2m5ZfcKtqyiv93RQ0IjQyXJnbX/baAYD+BgAAaB1vz8/QUPu+rNHuYKJuYDXlld49y0V/AwAAtIrX52dooH2HMwAAAAAwCMIZAAAAABgA4QwAAAAADIBwBgAAAAAG4Pe7NVZUVGjmzJkqKChQSEiIRo0apaqqKi1evFjZ2dkqKCjQ8OHD9ec//7lN2tM/c4zibrpcDodDeQ8t1pGd+9ukXvgH/Q0AAACj8PuZs4yMDCUlJWn37t1as2aNlixZouHDh6uwsFA1NTXasGGDampqVFRU5PO2mCM6auAtV2r19Y9ow53PKvWJqT6vE/5DfwMAAMBI/BrOcnJyVFZWpuzsbElSVFSUYmJilJKSotzcXF1++eWSpLFjx2rz5s0+b0/35P76Lm+P7Barjn1dpuCOHRRg9vvJRfgI/Q0AAAAj8etMND8/X6mpqc7H5eXlKi0tVWJiotauXau4uDhJUkREhPbu3euynKqqKu3atUtBQUEymUxu1++w2ho8DunaWbUVVc7HtZVVCunSScfLKtwuE95VVFQkU5B3fuSQ/gYAAGg9b87PzlYOh0NWq1VDhgxRx44d3V7Pr+EsKipKK1askM1mk81m0/Tp0xUfHy+z2ayIiAhVVtb9YHBlZaW6dOnispxdu3YpLS3N4/oDZdKi6InOx7UVx2SOCHM+NncO04mKYx6XC+9JTU2VTd75oUP6GwAAoPW8OT872+Xm5jY4GdUcv4azzMxMLV++XPHx8YqNjVVcXJwiIyMlSSNGjNDixYs1ceJErVu3TrfccovLchISEiTVbXxwcLDb9TusNu289inn48OF+5Q8+1cyBQUq7JyuslTXyF5rbeHWwRvy8vK8euaM/gYAAGgdb87PzlYWi0VpaWnOnOIuv4az0NBQrVq1yvk4KytL6enpkqShQ4dq6dKlGj16tIYNG6ahQ4e6LCcsLMy5jifhzG6xame9x7VHq1Ty2hpdseIxORwObXn4Vc82CF6XnJysgGDvDFP6GwAAoPW8OT87W1ksFkk/5RR3mRwOh2HOSQ4aNEjLli1TYmKiR+tZLBaZzWbV1tZ6HM6W9pnkaTPRhiYfWObVcEZ/AwAAtI4352dnq5bmE0O9qsXFxf5uAgAAAAD4hd9/5wwAAAAAQDgDAAAAAEMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4QwAAAAADIBwBgAAAAAGQDgDAAAAAAMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABgA4ayey994SJN2LVbi7673d1PQRuhzAAAAGEWQvxtQUVGhmTNnqqCgQCEhIRo1apSqqqo0f/58jR8/XsXFxaqpqWmTtmy8+3nFjE5UWExkm9QH/6PPAQAAYBR+P3OWkZGhpKQk7d69W2vWrNGSJUs0fPhwRUREaN26dUpLS2uztlQfPNJmdcEY6HMAAAAYhV/PnOXk5KisrEzZ2dmSpKioKMXExCglJUVms1ndunVzq5zq6mpJUmFhoYKDg92u32G1ed5otKmioiKZggK9Uhb9DQAA0HrenJ+drSwWi6S6nBIREeH2en4NZ/n5+UpNTXU+Li8vV2lpqRITEz0qp6SkRJI8PssWKJMWRU/0aB20rdTUVNnk8EpZ9DcAAEDreXN+drYrKSlpkHea49dwFhUVpRUrVshms8lms2n69OmKj4+X2Wz2qJyEhARJUm5ursdnznZe+5RHdaFt5eXlefXMGf0NAADQOt6cn52tLBaL0tLSnDnFXX4NZ5mZmVq+fLni4+MVGxuruLg4RUZ6fmOGsLAwSdLQoUM9Cmd2i1U76z0e+afbFTU8XoHmIHW/oJ/W//qPHrcF3pWcnKyAYO8M01P7W6LPAQAAPOXN+dnZ6uRljSdzirv8+qqGhoZq1apVzsdZWVlKT0+XJNntdo0bN07bt2/X2LFjtWDBAiUnJ/u0PZvuedGn5cN46HMAAAAYhaEib35+vmbNmiVJCggI0Lp16/zcIgAAAABoG4YKZ8XFxf5uAgAAAAD4hd9/5wwAAAAAQDgDAAAAAEMgnAEAAACAARDOAAAAAMAACGcAAAAAYACEMwAAAAAwAMIZAAAAABiAoX7nrD1IfWKq9rzyviq/ONjg+Qsfm6Ltz6yQw2JV7/Ep+vzNjxtdP/2FbG2+/yWZO4dp5NPTtfaXjylpVqYsVTXa/eJKBYYE68p35umDrPmKGZ2oyAv6Ke/BxZKk8W89qoLHliq4Ywf1vX60Nt3zYou2oX/mGIXFROr4dz+o25DzneUP+e0vFBgSrNir0vT+tQ/Jcuy4OvXuoTEv3a33fv6QfvHxn7Vi5Az1vCRJXeJ6a/fCdyRJlyy+VxvufFbW4yda1J6zna/GTOWXB/XF2xs0cdNzWjFyhhJnTlTMxRc41+uS0Ec7//q/2v3Cyha1+2S50SMGO8fbqL/8Vp++/oHMncM05I5rncuGxUTq6Gel+uDmJ1tU18lyy7aUOOtNfWKqug6MdS4TmdRPn8z8m06UV3pl/O/4y9ua8PZc5dz5jAICA52v7ZiXZik0Mty5fI8LE/Tu1Q+ofPvnHtfVqVfUaX12dF+pUh7Jci4T8p+6/j3pcV38t5nO54M6hSqif0/9T7+bvLadPcckqV9GunOZzudH68DqfOU9sMj5ureEEbbzs2Ufuiy3sfHlre1sy31w830vafybjzj/bgoKUNSwOL2ZfJtS503zybh1tT90je/d7OveEozbunJfHzDZZV/HTx7nHHst4c5xvLHjvy+2s/7+6av3FVflblvwz0b7+v/GZDvHXvXBIx7XG5nYt9ly67/n1D+W1J9PnTrXwpmDcNaGOkR1UYfobqdNsiVpy8OvSao72PfLSG90oh2Z2FfHvz+q2qNVMncOcz6/47kVuvKdefpy1SbF3XS5PvvnR6o+eESfLf9Ifa+/WN2T+qvr4PN0ZNd+le/4QtEjBjfZzugRgxU9crC2Pb28yeX2vbFe45Y/ou5J/VXz/VHFXpmq9659SFWl32vo729Q3oOLlTpvmrY8/KrsFqtzvdIPt+lnd01U8eL35LDa9OU7mzTgxsu0Z9F7TdbXHvlqzDRmxzMrtOOZFZKkbkPO10X/fYf2vrbG5fIT3p6r1dc/4vLvTfnmg0J980GhJCm4Uwdd8X9PaOvjf3e5fNKsTB3atFuHNu92u468h15x/r/X2GEafNvV+urdXEWnDWpyPXfHvysf/eZp5/8TpkzQsdLvm5zgevo6lu/4wrm8KTBAE96eq21PL1f1oSMNyklfeLdKXnXdfy3Zzn1vrNe+N9ZLqpugjHvjIe3481turWv07fS0XFdas1/4eh902O0Nlh8+52Yd/GSXjh+u8Nm4dVVu1/jekjx/3Rm3Dbkqt6m+bo67x1tPj+ON8eb+6av3FVflVnz6TaN97Y6mxpWrMeSO+vOpU+daOHNwWaMHhj5wgyasmKsr35mnXmOHSZIufW22okcMVmAHs658Z5469e6h6BGDNf6tR3XJK/fq5/9eoNirR0iS+lxxoQ7m7Gi07Alvz1XYud006LZrFJnYVxPenqtelw1tsMx514xU6frC09a111pV8OhSjXnxbkWPGKw9r7zv/FvuA4uU9tStGjhlvIqeWuatl+Kn8u9/SalPTFXqH27Rlkdek8Nq02f//FAR/WI07IEbVX2wXGX5e09bry4k1k2SS9cX6bz/vEZnG6OOmaYEdQzVqGfu1Ia7nmuTs5kjF9yuPYvfU8Wn3/ik/LBzu2n4nJuU89tnJIfDJ3U0ptvg8xR342XKnf2Sz+oYev8NOrR5tw5u2Nng+fjJ42S3WPXZsvU+qdcUGKCL/zZTWx5+za3JXmu19Xb6+vVrTlvsgz0vTVbkBf20/ek3Gzzvq3HrTrmM29ZxVa6rvvYmXx/H63Pn9fNVe1yV66qvW8vTck+dT9Wfa+HMQThzU89LkhQS0UmrJz6iNZlzNfT+X0mSNs56QcMfvlkXPX2Hil9apWNfl0mSQiPD9dGtT+v96x6uW9ZkUpeEPqrcf/oZkPqKF77j/NTk5Cc1J3VJ6K3K/YcaXe/wtn3qFHuOvly5qcEEtPKLgwoICtLBjbt88iZf+cVBfbthh04cqdThgp9C2Ob7X1b85HHaOu8fja/3+bfOS85qK6sV2j3C623zN6OPGVdG/vE2lbz6vipKDni0XkvE3Xy5HHa79r3+gU/KNwX8ZzL2yGs6XlbhkzoaExR2cnL9V99Nri9JUtTQAdq2oOEnql0HxSp+8jhtvs93oTB59iSVbSnRtx9v91kdJ7X1drbF69ccX++DYdHdlPLIZG2481k57Hbn874at+6Uy7htHVfluuprb/L1cbw+d14/X7XHVbmu+rq1WlLuqfOp+nMtnDm4rNFNXRL66JwRgzTh7bmSpMCQYIV066wT5ZUq/Xi7Yq+4UDl3/MW5/JFd++Ww2WU5dlw15UcbXHMvSbFXpWng1CtkqarRB5Nbdj10fUmzMrVn0bsacMNl+mz5R7L8WC2p7hOmQxt36py0QerUu4czCDRm6AM3qMeweJnDw2SO6KjokYNlranVuhvnNVn3j/sPyXbC0vC5Lw+p5kilaiurW71tZyqjj5nGDLhxrEwBAfr0H+sa/Xt4vxiN/ONtkuo+CT+5bSVL1tR9MOCBLgl9lJA1Xu9d+5DLZcb+z4MKCjWrU+8o9ZmQotrKapVt3avCP7zuVh1J9/1Shws+1bcfNT8Za+n4b8yIP/5Ge5eu1Q97vmr07+f9fKQSssZLavg6brpvoSo//7bZ8juc01Upj2Zp7S8fP21yPfrkGZfqmkbXbe12xqRfoB4pCVqT8Wizy55p2+lOub7Yzvp8vQ+e/MAif+5SVR9q+H0YX43b5spl3P7Em+O2qb5uTEuOt+4cx329nZ62x5vb6aqvG+PJvutJuTj7EM7cVLH3a3378XZtmfOqJCkgOEh2i1Vd4nurx/B4fb2mQAOnXak9i+u+N9Vt8HkyBQYoMNSsDt27qKa8UhUlBxR+/rk6uGGnvno3V1+9m3taPTaLVQFBgY23oeRrhZ8frR+/bHgmpOugWPVIidf7v3hYVd+Wa9gDNyj394vU4Zyuir/5cr17zQPqntRfqfOmNTmpP3lgau13btwR3i/GeZbHHB6mmu+P+qwufzHymGlMl/jeGjj1Cr3fxJta5effOq+Fb813a4I6hGj0szP0ye/+JmuV60nwyTfqlnzn7NzRP1N02iC32+it8T/gV5cqIDhIe5eudbnMlys3Od+MPX4dTSZd/Ne7VPDY30+bcKXNv1V7/7FOPxQ3PgmWWredHXp00YWPTdHaXz0hh635CcOZtp3ulNuYVm1nPW2xDybdk6nDRftUur6owfO+GrfulMu4/Yk3x62rvnbF0+Otu8fxxvhi//TV+4rLcpvo68a4ve96WG59p86n6s+1cOYgnLmpdH2ReqTEa8Lbc+VwOFR9sFyb7l2okQtuV86dz6iq9HuNWzZH3+XtkSRVf/eDxrw8S51791DhU29IDocOrN6itCdvbfJN6nhZhaw1tRqz6B7tfW2NDn7y03XGX67arP7/la7SD7f9tILJpLQnb1Xu71+WHA59/ubH6peRru5J/TXkjmtV+OTrsh2v1Xebi9U/c4xir0rTiSM/+uplclv3C/pp6xN1lzz2vDS50dBxpjPsmHFh2EM3KaiDWZctud/53Nfrtrb4TnFNiZ8yXh17RurCuVOcz1UdOqINv33Ga3Vc+PhUyeHQ+OU/vQF++sYHqi4t91odjdb7xFQd3Vfq/FRUkrY/87bL7w56KvaqNHVPrtu/T95BzG6za+u8f6jvdaPUqWd3nf/zkc7lP/zN0zpRXumVuhN/l6HgTmG6+Lm7nM99v+NzFcxd6pXy62vr7Yy8oJ/LctuKr/fBDlFd9LO7rtPhrZ82GJ+5Dy722bh1Ve5JTb3ujNvmuXr9cmY867KvvaUtjuMnubN/+qo9rso98P6WRvt6beZcFyW5x9UYcqfcU+dT9edaOHOYHI42/Ia8j1gsFpnNZtXW1io4ONjt9ewWq5b2meT19jR169jUedO0Z/F7jd59zx3pL2Zr8+yXVHu0qrXN9JvTbqX/yr3acGfjlylMPrBMAcHe+QzBV/3tDYwZAADQGvXnU76+lb4352dnq5bmE8JZG4czeIZwBgAAYCyEs+a1NJ/wqvrAoc2efTcGYMwAAACAW+kDAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAHdrrKfbkPOVOm+aHHa7HFabNs56QccOlPm7WfAR+hsAAABG4vdwVlFRoZkzZ6qgoEAhISEaNWqUqqqqNGnSJM2ZM0cmk0kZGRmaNWuWz9ty/Lsf9O8bnpC1qkY9L01W8r2/1IYZz/m8XvgH/Q0AAAAj8ftljRkZGUpKStLu3bu1Zs0aLVmyRMOHD9fAgQO1YcMGbdq0SStXrtSxY8d83pbjhytkraqRJNlrrbJbbT6vE/5DfwMAAMBI/BrOcnJyVFZWpuzsbElSVFSUYmJilJKSol69eik4OFgmk0lBQUEKCGi7pgZ1CFHy7Ena9cLKNqsT/kN/AwAAwAj8elljfn6+UlNTnY/Ly8tVWlqqxMRE53OrV69W//79FRYW5rKc6upqSVJhYaGCg4Pdrt/RyJkSU1Cg0hferV1/+5eOfvqN22XBN4qKimQKCvRKWfQ3AABA63lzfna2slgskupySkREhNvr+TWcRUVFacWKFbLZbLLZbJo+fbri4+NlNpslSQcOHNCCBQu0cmXTZzRKSkokSWlpaR7VHyiTFkVP/OkJk0kX//UuHVi9RQdW53u2MfCJ1NRU2eTwSln0NwAAQOt5c352tispKWlwMqo5fg1nmZmZWr58ueLj4xUbG6u4uDhFRkZKqkuZWVlZevnll9WxY8cmy0lISJAk5ebmenzmbOe1Tzkfx16Zql5jh6pDVBf1u/5i/bDnK+U99EoLtgzekpeX59UzZ/Q3AABA63hzfna2slgsSktLc+YUd5kcDodhYm9WVpbS09M1depUPffcc5o/f74GDBggSVq6dKn69OnT6HoWi0Vms1m1tbUehTO7xaqlfSZ5pe3wjckHlikg2DufIdDfAAAArefN+dnZqqX5xFCvan5+vvOW+TNmzNCMGTP83CIAAAAAaBuGCmfFxcX+bgIAAAAA+IXff+cMAAAAAEA4AwAAAABDIJydJaJHDFbyfXU3u0j49QSlzpsmSep8XrQSszMUd9NYSdLIP92uzudF+62dAIDGuTqOR48YrEG3XqXxbz0qieM4AJzNCGdnuPN/cZF6jR2m5Psn6dDm3ZKkkldXq7aySpLU77/SVVtxTA573U05y7aU+K2tAIDTNXccP7R5tz5fsUEHN+yQxHEcAM5mhLMz3P5/bdSwB27QvtfXN/p3c3iYvno3V6HdIxTSrXMbtw4A0JzmjuOS1G/iaH3x9oY2bBUAwB8IZ2e4hKlX6JPs5xU/eZxkMkmSYq8eoe7JA9QjJV6fv5WjhCkTFNK1k078cMzPrQUAnKq547gkdeodpWPfHPZnMwEAbcBQt9KH50peeV+StPHu5xV90RAdzNmhr1Zt1lerNjuXKd/+ufP/HXt2l7Wqps3bCQBonDvH8S0Pv+b8P8dxADh7Ec7OEhV7v1bF3q+bXW77n99qg9YAADzFcRwAwGWNAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADIJwBAAAAgAEQzgAAAADAAAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYAOEMAAAAAAyAcAYAAAAABkA4AwAAAAADCPJ3A4wkuFMHXf76Q7JbrArsYFbhH17XwU92+rtZ8BH6GwAAAEbi93BWUVGhmTNnqqCgQCEhIRo1apSqqqo0e/ZsTZkyRYGBgRowYIAWL14sk8nk07ZYqmr0/nVz5LDZ1alPD41ZeLdWXXG/T+uE/9DfAAAAMBK/X9aYkZGhpKQk7d69W2vWrNGSJUs0fPhw9e3bVxs3btSGDRtkMpm0bds23zfG4ZDDZpckmTuH6UjxV76vE/5DfwMAAMBA/HrmLCcnR2VlZcrOzpYkRUVFKSYmRikpKQoK+qlpwcHB6tmzZ5u0KSy6m9IXZiu8b4w2Zj/fJnXCf+hvAAAAGIVfw1l+fr5SU1Odj8vLy1VaWqrExERJ0urVq3XPPfcoLi5OXbt2dVlOdXW1JKmwsFDBwcFu1++w2k4v69ARvX/tHHXqFaUJK+bqrXVb3S4P3ldUVCRTUKBXyqK/AQAAWs+b87OzlcVikVSXUyIiItxez6/hLCoqSitWrJDNZpPNZtP06dMVHx8vs9ksSZowYYImTJigGTNmaPXq1brmmmsaLaekpESSlJaW5lH9gTJpUfRE5+MAc5DstVZJUu2x47IcO96SzYIXpaamyiaHV8qivwEAAFrPm/Ozs11JSUmDk1HN8Ws4y8zM1PLlyxUfH6/Y2FjFxcUpMjJSknTixAmFhIRIksLDwxUaGuqynCFDhig3N1dBQUEe3TTEYbVp57VPOR93TeijlLlT5LDZFRAUqC0Pv9ayDYPX5OXlefXMGf0NAADQOt6cn52tHA6HrFarhgwZ4tF6JofDYZjYm5WVpfT0dE2dOlVr167VvHnzJEkDBgzQSy+9pIAA796/xG6xammfSV4tE941+cAyBQR75zME+hsAAKD1vDk/Q0OGelXz8/M1a9YsSdK4ceM0btw4P7cIAAAAANqGocJZcXGxv5sAAAAAAH7h9985AwAAAAAQzgAAAADAEAhnAAAAAGAAhDMAAAAAMADCGQAAAAAYQPsOZwEmhUaG+7sVcCE0MlwKcP9HxZtFfwMAALSK1+dnaMBQP0LtD3abTbK365fAuAJMCgj07q/P098AAACt4IP5GX7S7sMZAAAAABhB+76sEQAAAAAMgnAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAAAAAAZAOAMAAAAAAyCcAQAAAIABEM4AAAAAwAAIZwAAAABgAIQzAAAAADAAwhkAAAAAGADhDAAAAAAMgHAGAPj/9u49IKo6///4a2AYEBVUxAgvlBcGLxEgBJpFFy/kbts348u6tYlr9d3czVyy1rbNyi23Wrdt23ZrK6l091uuW3x3zQpcs1ZXBUHQFMJulkUahSEJIsPM/P4wJ/nJZUAO56jPx1+c4czn8z5zPp+Zec05cwYAAFgA4QwAAAAALIBwBgAAAAAWQDgDAAAAAAsgnAEAAACABRDOAAAAAMACCGcAAAAAYAGEMwAAAACwAMIZAAAAAFgA4QwAAAAALIBwBgAAAAAWQDgDAAAAAAsgnAEAAACABRDOAAAAAMACCGcAAAAAYAGEMwAAAACwAMIZAAAAAFgA4QwAAAAALIBwBgAAAAAWQDgDAAAAAAsgnAEAAACABRDOAAAAAMACCGcAAAAAYAF2swswm8ftljxes8sAWhdgU0BgoKFdMAcsrAf2PwAAsI4zOpx53G6tOv8mNdbUmV0K0KqQiDBl7XjGsDfozAFrM3r/AwAAazmzT2v0eHlTCktrrKkz9qgWc8DSDN//AADAUs7scAYAAAAAFkE4AwAAAAALIJwBAAAAgAUQzgAAAADAAky/WmNtba3mz5+vkpISBQcHa9KkSaqvr1dubq5ycnJUUlKi5ORkPfrooz1Sz8isSxT7wynyer0qujtXB3bu6ZF+AatgDgAAAJjD9CNnmZmZSkhIUHl5uQoKCrR8+XIlJyertLRUjY2N2rhxoxobG1VWVmZ4LY7w3hp943TlX3OvNt7yB6U+MMfwPgErYQ4AAACYx9RwtmHDBlVXVysnJ0eSFBkZqejoaKWkpKiwsFBTpkyRJE2ePFlbtmwxvJ6BiSP1edE78riadeiTagX17qUAh+kHF4EewxwAAAAwj6nvuoqLi5WamupbrqmpUVVVleLj47V27VrFxsZKksLDw7V79+4226mvr9euXbtkt9tls9n87t/b7G6xHNy/r5pq633LTXX1Cu7XR4era/1uE+huZWVlstmN+RFi5oD1Gbn/AQCAMbxer5qbmzVu3Dj17t3b7/uZGs4iIyOVl5cnt9stt9utuXPnyul0yuFwKDw8XHV1R38ct66uTv369WuznV27diktLa3T/QfKpmVRM3zLTbWH5AgP9S07+obqSO2hTrcLdKfU1FS5ZcwPETMHrM/I/Q8AAIxVWFjY4mBUR0wNZ1lZWVq1apWcTqdiYmIUGxuriIgISdKECROUm5urGTNmaN26dbrxxhvbbCcuLk7S0Y0PCgryu39vs1s7r3rYt/xF6XtKXPgD2eyBCj2rv1wNjfI0NXdx64DuUVRUZOiRM+aAtRm5/wEAgDFcLpfS0tJ8OcVfpoazkJAQrVmzxrecnZ2t9PR0SVJSUpJWrFihiy66SOPHj1dSUlKb7YSGhvru05lw5nE1a+dxy00H61X5fIGuyPuVvF6vtt7zXOc2CDBAYmKiAoKMmarMAeszcv8DAABjuFwuSd/mFH/ZvF6vZc6XGTNmjFauXKn4+PhO3c/lcsnhcKipqanT4WzFsJmdLRPoUbP2rjQ0nDEHrM3I/Q8AAIzR1XxiqVf8iooKs0sAAAAAAFOY/jtnAAAAAADCGQAAAABYAuEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnx5ny4t2auStX8T+7xuxSAFMwBwAAAMxjN7uA2tpazZ8/XyUlJQoODtakSZNUX1+vhx56SNOmTVNFRYUaGxt7pJZNtz2h6IviFRod0SP9AVbDHAAAADCP6UfOMjMzlZCQoPLychUUFGj58uVKTk5WeHi41q1bp7S0tB6rpWHfgR7rC7Ai5gAAAIB5TD1ytmHDBlVXVysnJ0eSFBkZqejoaKWkpMjhcGjAgAF+tdPQ0CBJKi0tVVBQkN/9e5vdnS8a6GFlZWWy2QMNaZs5F5F/wAAAK5BJREFUYH1G7n8AAGAMl8sl6WhOCQ8P9/t+poaz4uJipaam+pZrampUVVWl+Pj4TrVTWVkpSZ0+yhYom5ZFzejUfYCelpqaKre8hrTNHLA+I/c/AAAwVmVlZYu80xFTw1lkZKTy8vLkdrvldrs1d+5cOZ1OORyOTrUTFxcnSSosLOz0kbOdVz3cqb6AnlZUVGTokTPmgLUZuf8BAIAxXC6X0tLSfDnFX6aGs6ysLK1atUpOp1MxMTGKjY1VRETnL0QQGhoqSUpKSupUOPO4mrXzuOWJv71ZkclOBTrsGnj+CK3/0W86XQvQ3RITExUQZMxUZQ5Yn5H7HwAAGOPYaY3Hcoq/TH3FDwkJ0Zo1a3zL2dnZSk9PlyR5PB5NnTpVO3bs0OTJk7V06VIlJiYaWs/m2/9saPuA1TEHAAAAzGOpj2OLi4u1YMECSVJAQIDWrVtnckUAAAAA0DMsFc4qKirMLgEAAAAATGH675wBAAAAAAhnAAAAAGAJhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJyZJPWBOQobfvYJt1/wq9kKjgiTIyxUI/47vc37pz+ZI0d4b/UZEqmpf7tHkpSwIEvDr7lIAQ67vlvwsHoPGShJOvui83Tps3dIkqb+7R4NTBgpSQqPHaLpq5fIFtC1YTAy6xLF/+waSVLGy4sVGh2haS/d52vfFhig77z6oGKvn6LUJTf47jfup/+l+PkzutRn2IhofWfNr2ULPFpz4sKZGn3jdAUP6Kvvrfutgvr0kiSNuvZypSyeLUmasflxSVLUhLGa+Nubu9RvcESYvvfGI772+wwdpO++/pAufuJnivlOmm+9y//yCw26IE6Tfv9TDbogrkX/gy9N0NgfX+lb99LcO2TvFdylek5lRo39sTd/T5IUGBykK9f+RqFnD9DIrEtajL1pL92niPjhJzUWpG/H/qgfXHbC2D7/tv9udawEBNkZCwAAoF2EMxP0iuynXlEDVPfhvhP+t/We53Wkpk6OsN4akdn6G9SI+OE6/OVBNR2sb/X/nqZmldy3QmlLblRgiEPJi65X0S9zJUmFdy1T6gNzZLMHasKDN6nwl8vk9XhabSdqwlglLMjyf8O8XhXe+fTR9gMDNPbHV2pv/la9+5d/KXzUEA1MGKk+QyIVMz1VO//0zzabyXh5cZv/q/vgM1W9uV1jbvqu+sUOUdTEcap8Nl9HDnytiqfXKOkX1yokIkyjf5ShsodX+l+72t/eIzV1vvYlKXXJDdp6z3MqujtX5+dkKqhPL51z5QQ17KtR9dbKVtuoenO7hmakyGYPlCR99Mpmjbru8k7VeKozauy//Xiezr36QvUeMlDxOZl6/29vqWHfAb2/6i2FjxysgQkjNeq6yTqwa49q3v6wwzr9Hfvvvbj+hLH99h/yWh0rHlez736MBQAA0BrCWRck3XWtMvIWa/orSzRk8nhJ0mXPL1TUhLEK7OXQ9FeWqM/QQYqaMFbTXrpPlz57h773r6WK+e4ESdKwKy7Qvg1vt9p2xsuLFXr2AI358ZWKiB+ujJcXa8jlSS3WOefKiapaX9pujfu3lKvxQJ2mrlyk91a+qYZ9ByQdDTefri9Txkv36cu3P9CBnXtO9uFo4eD7R9tPuXeWYqanateTqyXJF9pSf32jtt77vLzN7i73ceyN+IW//6mKfpnrC5fH3ohf9txClf5mpZobGrtlm455/29vKnxEtMbfdd3REFa8W0cOfK3yp17RBff/SOfNu1rbHvhru23UvP2hoiaMkSRVrS/TOd+MiVOFVcf+sQ8kLvnzbYqaMFbvPPu673+Fdy1T2sM3afTsaZ0O7P5obWy3Nlb+f6f6WAAAAN2PcNZJgy9NUHB4H+XPuFcFWYuVdOcPJEmbFjyp5Huu14WP/EQVT6/RoU+qJUkhEWF666ZH9PrV9xxd12ZTv7hhqttz4pGD41U89Ypq3v5Q+dfcq0/faPlmtF/cUNXt2d9hrZ++UabIpFHa838b/7/bS3VW6mh9sOrfndl0v+18/P80dGqKti35X18Iq/twnz7b+LaOHKjTFyUnvlHtDE9Ts77Y9p4C7IE6sKtluKx6a7v6nnOWqt7cflJ9tGXLnc/IOWuqti35NoR98Pd/K2z42Xpn2Wtqqmto9/51H3ym/qNjJElNdQ0KGRhuSJ1GsPrY/2L7e+oTc5Y+Wr1Z8np9t9d9uE8Bdrv2bdql5sNHTuYhaFVbY7u1sdLifqfwWAAAAMawm13AqaZf3DCdNWGM79S7wOAgBQ/oqyM1dar69w7FXHGBNvzk9771D+zaI6/bI9ehw2qsOaiQiLAW7cV8J02j51whV32j3pj1YLfVGdjLofPnz9C2B19Q0p3XasvCp4/+w2bTBYtnq/AXyzT+l9dp3Q9/fcJ9k+66VoPGO+UIC5UjvLeiJo5Vc2OT1l23xK++Pa5m1Vd9qbqPWr4J/3rPfrmPuFq9zznfm6i47GmSpAFjz/E9vpt//pTqPvisxbr9R8dowJgY1ezco3OvulB7/rlJktRrUD+NmHGR3ntxvcbdfKV2/vEfftXbme39+qP9ajxQd0II+3rPftV91HFgPpVZfewnLMjSO8te1ahrL9f7q96S6+uj+8g5a6r2b9qps9LGqM/QQb7w2Jqujv3WxnZbYwUAAKAthLNOqt39iT779w5tXfScJCkgyC6Pq1n9nEM1KNmpTwpKNPqG6Xon9zVJR4OGLTBAgSEO9RrYT401daqt3Kuwc8/Wvo079fGrhfr41cIT+nG7mhXwzfdRTqih8hOFnRulr9sJA4m3f1+7/7pOu5cXaOrKRRqYOEpflr2nuOxpqi7Zrcrn8xURP1znXDlBH72ypcV9S3/9gqSj37uJmjhW2x9Z1aXHqjM+Wr356BEPHT29Lf+ae1tf0WZT2kM3qvDOZarfV6OMlxfr0zdK5Tp0WKkP3KBtD76gfRt3avqaJdrzj0069OkXHfbdk9sbNiLadzTIERaqxi8PGtZXd7Py2O8/JkaDUpx6/b/uUf1nNRp/17Uq/MUy9Tqrv5zXT9GrV96lgQkjlbrkhnaDIGMBAACYidMaO6lqfZlchw4r4+XFmvbSfbrwd3MVGOLQxKU3a9NtT6j04Rc1LCNFA8adK0lq+PwrXfLMAk3/x/0qffhFyevV3vytik4/v91+DlfXqrmxSZcsu11nTzqvxf8+WrPlhO/iHK//mBhFJju1e8VaSd9cBOT+H6n34IGKvX6K7w1nyf0rFD//Gt9V5U4FcbOn6YuSd/XVOx+rqfaQyv+8Wkm/uNb3eFStL5PHdfT7R8dfRc8qBp4/Qp9vqZAkDb4ssdVwYlWWHfs2m9IevEmFv1gmeb3fnGYafTSM3T9HpQ++IPfhJn2+pUKNNQdbXF3TTKfyWAAAAMaweb3HfTnjFOVyueRwONTU1KSgoCC/7+dxNWvFsJmG1RU1YayGX3ORNt/+5xP+l7rkBr2T+1qrV63zR/qfc7Rl4dNtXrER1jP40gT1ix2q8qdekSRd+uwd2njL4x1euGTW3pUKCDLmILdRc4Cx377OjAUj9z8AADBGV/MJ4cykcAb463QLZ+gcwhkAAKeeruYTXvENtH9LufZvKTe7DKDHMfYBAAA6j++cAQAAAIAFEM4AAAAAwAIIZwAAAABgAYQzAAAAALAAwhkAAAAAWABXazzOgHHnKnXJDfJ6PPI2u7VpwZM6tLfa7LKAHsMcAAAAMI/p4ay2tlbz589XSUmJgoODNWnSJNXX12vmzJlatGiRbDabMjMztWDBAsNrOfz5V/rXtQ+oub5Rgy9LVOId39fGeY8b3i9gFcwBAAAA85h+WmNmZqYSEhJUXl6ugoICLV++XMnJyRo9erQ2btyozZs3a/Xq1Tp06JDhtRz+olbN9Y2SJE9TszzNbsP7BKyEOQAAAGAeU8PZhg0bVF1drZycHElSZGSkoqOjlZKSoiFDhigoKEg2m012u10BAT1Xqr1XsBIXztSuJ1f3WJ+AlTAHAAAAep6ppzUWFxcrNTXVt1xTU6OqqirFx8f7bsvPz9fIkSMVGhraZjsNDQ2SpNLSUgUFBfndv7eVowI2e6DSn7pNu/70Dx1891O/2wKMUlZWJps90JC2mQPWZ+T+BwAAxnC5XJKO5pTw8HC/72dqOIuMjFReXp7cbrfcbrfmzp0rp9Mph8MhSdq7d6+WLl2q1avb//S+srJSkpSWltap/gNl07KoGd/eYLPp4j/eqr35W7U3v7hzGwMYJDU1VW55DWmbOWB9Ru5/AABgrMrKyhYHozpiajjLysrSqlWr5HQ6FRMTo9jYWEVEREg6mjKzs7P1zDPPqHfv3u22ExcXJ0kqLCzs9JGznVc97FuOmZ6qIZOT1Cuyn0Zcc7G+eudjFd39bBe2DOg+RUVFhh45Yw5Ym5H7HwAAGMPlciktLc2XU/xl83q9lvlINjs7W+np6ZozZ44ef/xxPfTQQxo1apQkacWKFRo2bFir93O5XHI4HGpqaupUOPO4mrVi2MxuqR0wyqy9KxUQZMznKMwB6zNy/wMAAGN0NZ9Y6hW/uLjYd8n8efPmad68eSZXBAAAAAA9w1LhrKKiwuwSAAAAAMAUpv/OGQAAAACAcAYAAAAAlkA4Q7eImjBWiT8/emGJuB9lKHXJDZKkYRkpip8/QxN/e7MkaeJvb1bfc6JMqxOnr7bG4JAp43XevKuVsCBLEmMQAABYF+EMJ+Xc/7pQQyaPV+KdM7V/S7kkqfK5fDXV1UuS3E3NCokIU/PhI5Kk6q2VptWK01NHYzAqbYx2/emf6hXVX47w3oxBAABgWYQznJQ9/9ik8Xddq/deWN/q//vGnKXixSt0+IuDCuob2sPV4UzQ0Rh878U3NPrG6QqJCJPX7enh6gAAAPxHOMNJiZtzhf6T84Scs6ZKNpskKea7EzQwcZQGpTjVdLBe5906Q70iw+U6dNjkanE66mgM2ux22Ww2ffbWDsYgAACwNEtdSh+nnspnX5ckbbrtCUVdOE77Nrytj9ds0cdrtkiSqot3t1i/9+CBaq5v7PE6cfrqaAxKUm3lXt/fjEEAAGBVhDN0i9rdn6h29ycdrrfj0Zd6oBqciRiDAADgVMdpjQAAAABgAYQzAAAAALAAwhkAAAAAWADhDAAAAAAsgHAGAAAAABZAOAMAAAAACyCcAQAAAIAFEM4AAAAAwAIIZwAAAABgAYQzAAAAALAAwhkAAAAAWADhDAAAAAAsgHAGAAAAABZAOAMAAAAAC7CbXYCVBPXppSkv3C2Pq1mBvRwq/fUL2vefnWaXBfQY5gAAAIB5TA9ntbW1mj9/vkpKShQcHKxJkyapvr5eCxcu1OzZsxUYGKhRo0YpNzdXNpvN0Fpc9Y16/epF8ro96jNskC556jatueJOQ/sErIQ5AAAAYB7TT2vMzMxUQkKCysvLVVBQoOXLlys5OVnDhw/Xpk2btHHjRtlsNm3fvt34Yrxeed0eSZKjb6gOVHxsfJ+AlTAHAAAATGPqkbMNGzaourpaOTk5kqTIyEhFR0crJSVFdvu3pQUFBWnw4ME9UlNo1AClP5WjsOHR2pTzRI/0CVgJcwAAAMAcpoaz4uJipaam+pZrampUVVWl+Ph4SVJ+fr5uv/12xcbGqn///m2209DQIEkqLS1VUFCQ3/17m90ntrX/gF6/apH6DIlURt5ivbRum9/tAUYoKyuTzR5oSNvMAeszcv8DAABjuFwuSUdzSnh4uN/3MzWcRUZGKi8vT263W263W3PnzpXT6ZTD4ZAkZWRkKCMjQ/PmzVN+fr6uvPLKVtuprKyUJKWlpXWq/0DZtCxqhm85wGGXp6lZktR06LBchw53ZbOAbpWamiq3vIa0zRywPiP3PwAAMFZlZWWLg1EdMTWcZWVladWqVXI6nYqJiVFsbKwiIiIkSUeOHFFwcLAkKSwsTCEhIW22M27cOBUWFsput3fqoiHeZrd2XvWwb7l/3DClLJ4tr9ujAHugtt7zfNc2DOhGRUVFhh45Yw5Ym5H7HwAAGMPr9aq5uVnjxo3r1P1sXq/XMh/JZmdnKz09XXPmzNHatWu1ZMkSSdKoUaP09NNPKyCge69f4nE1a8Wwmd3aJtDdZu1dqYAgYz5HYQ5Yn5H7HwAAWIulXvGLi4u1YMECSdLUqVM1depUkysCAAAAgJ5hqXBWUVFhdgkAAAAAYArTf+cMAAAAAEA4AwAAAABLIJwBAAAAgAUQzgAAAADAAghnAAAAAGABZ3Y4C7ApJCLM7CqANoVEhEkB/v+weqcxByzN8P0PAAAsxVI/Qm0Gj9stec7ohwBWFmBTQGCgoV0wByysB/Y/AACwjjM+nAEAAACAFZzZpzUCAAAAgEUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALsJtdQE/zuN2Sx2t2GQAAAKeeAJsCAgPNrgI4bZ1R4czjdmvV+TepsabO7FIAAABOOSERYcra8QwBDTDImXVao8dLMAMAAOiixpo6zkACDHRmhTMAAAAAsCjCGQAAAABYAOEMAAAAACyAcAYAAAAAFmD61Rpra2s1f/58lZSUKDg4WJMmTVJ9fb1yc3OVk5OjkpISJScn69FHH+32vkdmXaLYH06R1+tV0d25OrBzT7f3AQAAAAD+MP3IWWZmphISElReXq6CggItX75cycnJKi0tVWNjozZu3KjGxkaVlZV1a7+O8N4afeN05V9zrzbe8gelPjCnW9sHAAAAgM4wNZxt2LBB1dXVysnJkSRFRkYqOjpaKSkpKiws1JQpUyRJkydP1pYtW7q174GJI/V50TvyuJp16JNqBfXupQCH6QcSAQAAAJyhTE0jxcXFSk1N9S3X1NSoqqpK8fHxWrt2rWJjYyVJ4eHh2r17d5vt1NfXa9euXbLb7bLZbG2u5212+/4O7t9XTbX1vuWmunoF9+ujw9W1J7FFAAAAp7eysjLZ7PwINeCPuLg4hYaG+r2+qeEsMjJSeXl5crvdcrvdmjt3rpxOpxwOh8LDw1VXd/QHo+vq6tSvX78229m1a5fS0tI67C9QNi2LmiFJaqo9JEf4tw+Uo2+ojtQeOrkNAgAAOM2lpqbKLX6IGvDHtm3blJSU5Pf6poazrKwsrVq1Sk6nUzExMYqNjVVERIQkacKECcrNzdWMGTO0bt063XjjjW22ExcXJ0kqLCxUUFBQm+t5m93aedXDkqQvSt9T4sIfyGYPVOhZ/eVqaJSnqbkbtw4AAOD0U1RUxJEzwE/Hcoq/TA1nISEhWrNmjW85Oztb6enpkqSkpCStWLFCF110kcaPH99u4jx2qDApKandcOZxNWvnN383HaxX5fMFuiLvV/J6vdp6z3Mnv0EAAACnucTERAUE8T19wAg2r9drmePSY8aM0cqVKxUfH9+p+7lcLjkcDjU1NXUYzlYMm3myZQIAAJyxZu1dSTgDDGKpmVVRUWF2CQAAAABgCtN/5wwAAAAAQDgDAAAAAEsgnAEAAACABRDOAAAAAMACCGcAAAAAYAGEMwAAAACwAMIZAAAAAFgA4QwAAAAALIBwBgAAAAAWQDgDAAAAAAsgnAEAAACABRDOAAAAAMACCGcAAAAAYAGEMwAAAACwAMIZAAAAAFgA4QwAAAAALIBwBgAAAAAWQDgDAAAAAAsgnAEAAACABRDOAAAAAMACCGcAAAAAYAGEMwAAAACwAMIZAAAAAFiA6eGstrZW2dnZGjt2rJKSknTrrbfqhhtu0BdffKGkpCSFhIQY1veUF+/WzF25iv/ZNYb1AQAAAAD+MD2cZWZmKiEhQeXl5SooKNDy5cuVnJys8PBwrVu3TmlpaYb1vem2J1Tyq78Y1j4AAAAA+MvUcLZhwwZVV1crJydHkhQZGano6GilpKTI4XBowIABhvbfsO+Aoe0DAAAAgL/sZnZeXFys1NRU33JNTY2qqqoUHx/fqXYaGhokSaWlpQoKCmpzPW+zu2uFAgAAQJJUVlYmmz3Q7DKAU0JcXJxCQ0P9Xt/UcBYZGam8vDy53W653W7NnTtXTqdTDoejU+1UVlZKUoenQAbKpmVRM7pcLwAAwJkuNTVVbnnNLgM4JWzbtk1JSUl+r29qOMvKytKqVavkdDoVExOj2NhYRUREdLqduLg4SVJhYWGHR852XvVwl+sFAAA40xUVFXHkDPDTsZziL1PDWUhIiNasWeNbzs7OVnp6uiTJ4/Fo6tSp2rFjhyZPnqylS5cqMTGx1XaOHSpMSkpqN5x5XM3aedzyxN/erMhkpwIddg08f4TW/+g3J79RAAAAp7HExEQFBJn6FhI4bVlqZhUXF2vBggWSpICAAK1bt87Q/jbf/mdD2wcAAAAAf1kqnFVUVJhdAgAAAACYwvTfOQMAAAAAEM4AAAAAwBIIZwAAAABgAYQzAAAAALAAwhkAAAAAWADhDAAAAAAsgHAGAAAAABZAOAMAAAAAC7DUj1DjRKkPzNE7z76uug/3tbj9gl/N1o7H8uR1NWvotBR98Pd/t3r/9CdztOXOp+XoG6qJj8zV2u//SgkLslT30T59+PJGzdj8uPImzlP8/BmKvvh83/36xQ3Tzj/+n8qfXN2luo+1GzVhrIZfc5E23/5nTfr9T/XuC2/I0TdU435ylW/d0OgIHXy/Sm9c/2CX+jrWbvXWSl+/qQ/MUf/RMb51IhJG6D/z/6QjNXW+erpiZNYlCo2O0Nu/f1kZLy/WhlseU0BgoO+xveTpBQqJCPOtP+iCOL363btUs+ODTvfVZ0jkCfvs4HtVSrk327dO8Dd9/Wvm/br4T/N9t9v7hCh85GD974gfdtt2Dr4kQSMy033r9D03Snvzi1V01zLf494VVtjO91e+2Wa7rY2v7trOnpyDW37+tKb9/V7f/232AEWOj9XfE3+s1CU3GDJu25oP/Z1DO3zcu4Jxe7TdF0bNanNfO2dN9Y29rvDneby1538jtvP4+WnU60pb7W5f+rdW9/U/L8nxjb2GfQc63W9E/PAO2z3+Nef455JLc+/Qxlv+oObDRzT40gT1ix2q8qde6dL2AzAP4czCekX2U6+oAScEM0naes/zko6+QRiRmd5qOIuIH67DXx5U08F6OfqGttvX24/l6e3H8iRJA8adqwt/9xPtfr6gzfUzXl6s/GvubfP/7fn0jVJ9+kapJCmoTy9d8c8HtO3+v7S5fsKCLO3fXK79W8r97qPo7md9fw+ZPF5jf/xdffxqoaLSxrR7v6gJYxU1cay2P7LK776O99b/POL7O252hg5VfdnuG9zOPo41b3/oW98WGKCMlxdr+yOr1LD/QIt20p+6TZXPtb3/urKd7724Xu+9uF7S0TcoU1+8W28/+pJf97X6dna23baczLwweg56PZ4W6ycvul77/rNLh7+oNWzcttVuf+dQSZ1/3Bm3LbXVbnv7uiP+Pt929nm8Nd05P416XWmr3dp3P211X/ujvXHV1hjyx0evbNao6y7XO8teU9Wb23XerTNUkfuavM1uv+4PwBo4rdFASXddq4y8xZr+yhINmTxeknTZ8wsVNWGsAns5NP2VJeozdJCiJozVtJfu06XP3qHv/WupYr47QZI07IoLtG/D2622nfHyYoWePUBjfnylIuKHK+PlxRpyeVKLdc65cqKq1pd2qmZ77xBNeuwWbbz1cTUfPtKFre6ciUtv1ju5r6n23U8NaT/07AFKXvRDbfjpY5LXa0gfrRkw9hzFXne5Chc+bVgfSXdeq/1byrVv484WtztnTZXH1az3V643pF9bYIAu/tN8bb3neb/e7J2snt5Oox+/jvTEHBx8WaIizh+hHY/8vcXtRo1bf9pl3J6cttpta193J6Ofx4/nz+NnVD1ttdvWvj5ZnW23an2Zzvnm/YN0NOhFTWj/A0kA1kM4M8jgSxMUHN5H+TPuVUHWYiXd+QNJ0qYFTyr5nut14SM/UcXTa3Tok2pJUkhEmN666RG9fvU9R9e12dQvbpjq9px41Ox4FU+94vuk7dine8f0ixuquj37O1X3xN/8WJXPva7ayr2dul9XxF4/RV6PR++98IYh7dsCvnkzdu/zOlxda0gfrbGHHntz/Ufj3lxfmqDIpFHavrTlJ6r9x8TIOWuqtvzcuFCYuHCmqrdW6rN/7zCsj2N6ejt74vHriNFzMDRqgFLunaWNt/xBXo/Hd7tR49afdhm3J6etdtva193J6Ofx4/nz+BlVT1vttrWvT1ZX2m2qa1DIwHDfct0Hn7U4vR/AqYHTGg3SL26YzpowRhkvL5YkBQYHKXhAXx2pqVPVv3co5ooLtOEnv/etf2DXHnndHrkOHVZjzcEW39OQpJjvpGn0nCvkqm/UG7O6dg59R0ZdN1m2gAC9+9d1rf4/bES0Jv7mx5KOfhJ+bNsqlxfoo9WbO9VXv7hhisuepteuurvNdSb/7y9lD3Goz9BIDctIUVNdg6q37Vbpr1/wq4+En39fX5S8q8/e6vjNWNJd12rQeKccYaFyhPdW1MSxam5s0rrrlvi9TcdM+M3/aPeKtfrqnY9b/f8535uouOxpklo+jpt//pTqPvisw/Z7ndVfKfdla+337z/hzfVFx464NDS2et+T3c7o9PM1KCVOBZn3dbjuqbad/rRrxHYez+g5eOwDi+LFK9Swv+X3YYwatx21y7j9VneO2/b2dWu68nzrz/O40dvZ2Xq6czvb2tet6czc7Uy7AE4/hDOD1O7+RJ/9e4e2LnpOkhQQZJfH1ax+zqEalOzUJwUlGn3DdL2T+5qko0/WtsAABYY41GtgPzXW1Km2cq/Czj1b+zbu1MevFurjVwtP6MftalaAPbD1Gio/Udi5Ufr6o46PnvVzDtXoOVfo9XZe1Oo++Mx3LvzJfLfG3itYF/1hnv7zsz+pub7tN8HHXqi78p2zsy86T1FpY/yu8dgL88l+52zUDy5TQJBdu1esbXOdj1Zv9r0Yd/pxtNl08R9vVcmv/nLCG660h27S7r+u01cVrb8Jlk5uO3sN6qcLfjVba3/wgLzujt8wnGrb6U+7rTmp7TxOT8zBhNuz9EXZe6paX9bidqPGrT/tMm6/1Z3jtq193ZbOPt/6+zzeGiPmp1GvK222286+bo3fc7eT7R7PERaqxi8P+pbDRkSfcEYNAOsjnBmkan2ZBqU4lfHyYnm9XjXsq9HmO57SxKU3a8Mtj6m+6ktNXblInxe9I0lq+PwrXfLMAvUdOkilD78oeb3am79VaQ/e1O4bm8PVtWpubNIly27X7ucLtO8/356b/tGaLRr53+mqenN7h/WOv/uHsvdy6PLld/pu+2Tdti5fKa49ztnT1HtwhC5YPNt3W/3+A9r408e6rY8L7p8jeb2aturbF8B3X3xDDVU13dZHq/0+MEcH36vyfSoqSTsee7nN7w52Vsx30jQwcaTG/eQq3xXEPG6Pti35q4ZfPUl9Bg/Uud+b6Fv/zf95REdq6rql7/ifZSqoT6gufvxW321fvv2BShav6Jb2j9fT2xlx/og22+0pRs/BXpH9dN6tV+uLbe+2GJ+Fv8w1bNy21e4x7T3ujNuOtfX4bZj3hzb3dXfpiefxY/yZn0bV01a7e1/f2uq+Xpu1uI2W/NPWGPKn3cGXJbb4EHfg+SO07YG/nlQ9AHqezevtwaskGMTlcsnhcKipqUlBQUFtrudxNWvFsJk9WJl/2rvccOqSG/RO7mutXrHRH+l/ztGWhU+r6WD9yZYJAAAs6tJn79DGW46e9mn0pfRn7V2pgCA+3weMQDizgJP9LRgAAICeQjgDjMPMsoD9Wzr3fSoAAAAApx8upQ8AAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABZ+zVGgeMO1epS26Q1+ORt9mtTQue1KG91WaXBQAAAOAMZXo4q62t1fz581VSUqLg4GBNmjRJ9fX1mjlzphYtWiSbzabMzEwtWLCgW/s9/PlX+te1D6i5vlGDL0tU4h3f18Z5j3drHwAAAADgL9NPa8zMzFRCQoLKy8tVUFCg5cuXKzk5WaNHj9bGjRu1efNmrV69WocOHerWfg9/Uavm+kZJkqepWZ5md7e2DwAAAACdYeqRsw0bNqi6ulo5OTmSpMjISEVHRyslJUVDhgzxrWe32xUQ0HaObGhokCSVlpYqKCiozfW8rQQwe69gJS6cqU0LnuzqZgAAAJwxysrKZLMHml0GcEqIi4tTaGio3+ubGs6Ki4uVmprqW66pqVFVVZXi4+N9t+Xn52vkyJHtblRlZaUkKS0trd3+AmXTsqgZvmWbPVDpT92mXX/6hw6++2lXNwMAAOCMkZqaKre8ZpcBnBK2bdumpKQkv9c3NZxFRkYqLy9Pbrdbbrdbc+fOldPplMPhkCTt3btXS5cu1erVq9ttJy4uTpJUWFjY4ZGznVc9fHTBZtPFf7xVe/O3am9+cfdsEAAAwGmuqKiII2eAn47lFH+ZGs6ysrK0atUqOZ1OxcTEKDY2VhEREZKOnqqYnZ2tZ555Rr179263nWNH1ZKSktoNZx5Xs3Z+83fM9FQNmZykXpH9NOKai/XVOx+r6O5nu2W7AAAATleJiYkKCDL9mnLAacnUmRUSEqI1a9b4lrOzs5Weni5Jys3N1bvvvqsbb7xRkrRixQoNGzas2/r++NVCffxqYbe1BwAAAAAnw+b1ei1z0vCYMWO0cuXKFt8584fL5ZLD4VBTU1OHR85WDJt5smUCAACcsWbtXcmRM8AglppZFRUVZpcAAAAAAKYw/XfOAAAAAACEMwAAAACwBMIZAFhA1ISxSvz5TDnCQnXevKs14Tf/o7AR0Yo4f4TOv+2/lbAgS5I08bc3q+85USZXCwAAjEA4AwATnftfF2rI5PFKvHOm9m8pV1Ndg3Y+/n+qemuHQqMGaOjUZO343d/V+NXXCo4IU/XWSrNLBgAABiGcAYCJ9vxjk8bfda3ee2G977Z+ccMUPiJa+zftMrEyAADQ0whnAGCiuDlX6D85T8g5a6pksyl4QF9d+Lu5cjc2qV/sEH36r206PydTwf366EhNndnlAgAAA1nqUvoAcKapfPZ1SdKm255Q1IXjtG/D23p1+i9arPPl9vd9f/cePFDN9Y09WiMAAOgZhDMAsIDa3Z+odvcnHa6349GXeqAaAABgBk5rBAAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYAOEMAAAAACyAcAYAAAAAFkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAghnAAAAAGABhDMAAAAAsADCGQAAAABYgN3sAswU1KeXprxwtzyuZgX2cqj01y9o3392ml0WAAAAgDOQ6eGstrZW8+fPV0lJiYKDgzVp0iTV19dr4cKFmj17tgIDAzVq1Cjl5ubKZrN1a9+u+ka9fvUied0e9Rk2SJc8dZvWXHFnt/YBAAAAAP4w/bTGzMxMJSQkqLy8XAUFBVq+fLmSk5M1fPhwbdq0SRs3bpTNZtP27du7v3OvV163R5Lk6BuqAxUfd38fAAAAAOAHU4+cbdiwQdXV1crJyZEkRUZGKjo6WikpKbLbvy0tKChIgwcPNqSG0KgBSn8qR2HDo7Up5wlD+gAAAACAjpgazoqLi5WamupbrqmpUVVVleLj4yVJ+fn5uv322xUbG6v+/fu32U5DQ4MkqbS0VEFBQW2u5212n3jf/Qf0+lWL1GdIpDLyFuulddu6ujkAAACnvbKyMtnsgWaXAZwS4uLiFBoa6vf6poazyMhI5eXlye12y+12a+7cuXI6nXI4HJKkjIwMZWRkaN68ecrPz9eVV17ZajuVlZWSpLS0tHb7C5RNy6Jm+JYDHHZ5mpolSU2HDst16HB3bBYAAMBpKzU1VW55zS4DOCVs27ZNSUlJfq9vajjLysrSqlWr5HQ6FRMTo9jYWEVEREiSjhw5ouDgYElSWFiYQkJC2mxn3LhxKiwslN1ub/eiId5mt3Ze9bBvuX/cMKUsni2v26MAe6C23vN892wYAADAaaqoqIgjZ4Cf4uLiOrW+zev1Wuajj+zsbKWnp2vOnDlau3atlixZIkkaNWqUnn76aQUEnNz1SzyuZq0YNrM7SgUAADgjzdq7UgFBpl/wGzgtWWpmFRcXa8GCBZKkqVOnaurUqSZXBAAAAAA9w1LhrKKiwuwSAAAAAMAUpv/OGQAAAACAcAYAAAAAlkA4AwAAAAALIJwBAAAAgAUQzgAAAADAAs6scBZgU0hEmNlVAAAAnJJCIsKkAJvZZQCnLUv9CHVP8LjdkueM2mQAAIDuEWBTQGCg2VUAp60zLpwBAAAAgBWdWac1AgAAAIBFEc4AAAAAwAIIZwAAAABgAYQzAAAAALAAwhkAAAAAWADhDAAAAAAsgHAGAAAAABZAOAMAAAAACyCcAQAAAIAFEM4AAAAAwAIIZwAAAABgAYQzAAAAALAAwhkAAAAAWADhDAAAAAAsgHAGAAAAABZAOAMAAAAAC/h/qdiHmuZRQyQAAAAASUVORK5CYII=","text/plain":["
    "]},"execution_count":3,"metadata":{},"output_type":"execute_result"}],"source":["initial_circuit = QuantumCircuit(num_qubits)\n","for q in range(0, num_qubits, 2):\n"," initial_circuit.x(q)\n","\n","ansatz = EvolvedOperatorAnsatz(\n"," operators=hamiltonian, \n"," reps=7, \n"," evolution=None, \n"," parameter_prefix='x',\n"," initial_state=initial_circuit\n",")\n","\n","ansatz.decompose().draw(\"mpl\", style=\"iqp\", scale=0.5)"]},{"attachments":{},"cell_type":"markdown","id":"5bd1f7da","metadata":{},"source":["From the previous figure we see that our ansatz circuit is defined by a vector of parameters, $\\theta_{i}$, with the total number given by:\n"]},{"cell_type":"code","execution_count":4,"id":"aa325696","metadata":{},"outputs":[{"data":{"text/plain":["21"]},"execution_count":4,"metadata":{},"output_type":"execute_result"}],"source":["num_params: int = ansatz.num_parameters\n","num_params"]},{"cell_type":"markdown","id":"ac6f36e3","metadata":{},"source":["## Step 2: Optimize problem for quantum execution\n"]},{"cell_type":"markdown","id":"ed01c675-6506-4779-bf71-74f0de9212fb","metadata":{},"source":["To reduce the total job execution time, Qiskit primitives only accept circuits (ansatz) and observables (Hamiltonian) that conform to the instructions and connectivity supported by the target system (referred to as instruction set architecture (ISA) circuits and observables).\n"]},{"cell_type":"markdown","id":"3390069d-572c-472c-abb5-9cde12fd82a2","metadata":{},"source":["### ISA circuit\n"]},{"cell_type":"markdown","id":"ad6ddd99-b680-4ac4-b2d8-c0ac6266e6e8","metadata":{},"source":["Schedule a series of [`qiskit.transpiler`](https://docs.quantum-computing.ibm.com/api/qiskit/transpiler) passes to optimize the circuit for a selected backend and make it compatible with the backend's ISA. This can be easily done with a preset pass manager from `qiskit.transpiler` and its `optimization_level` parameter.\n","\n","The lowest optimization level does the minimum needed to get the circuit running on the device; it maps the circuit qubits to the device qubits and adds swap gates to allow all two-qubit operations. The highest optimization level is much smarter and uses lots of tricks to reduce the overall gate count. Since multi-qubit gates have high error rates and qubits decohere over time, the shorter circuits should give better results.\n"]},{"cell_type":"code","execution_count":5,"id":"1834cb22","metadata":{},"outputs":[],"source":["from qiskit.transpiler.preset_passmanagers import generate_preset_pass_manager\n","\n","backend = GenericBackendV2(num_sites)\n","target = backend.target\n","pm = generate_preset_pass_manager(target=target, optimization_level=3)\n","\n","ansatz_isa = pm.run(ansatz)"]},{"cell_type":"code","execution_count":6,"id":"20d9923c","metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
    "]},"execution_count":6,"metadata":{},"output_type":"execute_result"}],"source":["ansatz_isa.draw(output=\"mpl\", idle_wires=False, style=\"iqp\", scale=0.5)"]},{"cell_type":"markdown","id":"aab9e309-d643-496f-ad4b-c90173102ad6","metadata":{},"source":["### ISA observable\n"]},{"cell_type":"markdown","id":"6c9e5dcd","metadata":{},"source":["Transform the Hamiltonian to make it backend-compatible before running jobs with [`Runtime Estimator V2`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2#run). Perform the transformation by using the `apply_layout` method of `SparsePauliOp` object.\n"]},{"cell_type":"code","execution_count":7,"id":"3451901c","metadata":{},"outputs":[],"source":["hamiltonian_isa = [h.apply_layout(layout=ansatz_isa.layout) for h in hamiltonian]"]},{"attachments":{},"cell_type":"markdown","id":"b4d480b3","metadata":{},"source":["## Step 3: Execute using Qiskit Primitives\n","\n","Like many classical optimization problems, the solution to a VQE problem can be formulated as minimization of a scalar cost function. By definition, VQE looks to find the ground state solution to a Hamiltonian by optimizing the ansatz circuit parameters to minimize the expectation value (energy) of the Hamiltonian. With the Qiskit Runtime [`Estimator`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2) directly taking a Hamiltonian and parameterized ansatz, and returning the necessary energy, the cost function for a VQE instance is quite simple.\n","\n","Note that the `run()` method of [Qiskit Runtime `EstimatorV2`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2) takes an iterable of `primitive unified blocs (PUBs)`. Each PUB is an iterable in the format `(circuit, observables, parameter_values: Optional, precision: Optional)`.\n"]},{"cell_type":"code","execution_count":8,"id":"b22a1b00","metadata":{},"outputs":[],"source":["def cost_func(\n"," params: np.ndarray,\n"," ansatz: QuantumCircuit,\n"," hamiltonian: SparsePauliOp,\n"," estimator: BaseEstimatorV2,\n"," history: dict,\n"," verbose: bool = True,\n",") -> float:\n"," \"\"\"Return estimate of energy from estimator\n","\n"," Parameters:\n"," params: Array of ansatz parameters.\n"," ansatz: Parameterized ansatz circuit.\n"," hamiltonian: Operator representation of Hamiltonian.\n"," estimator: Estimator primitive instance.\n"," history: Dictionary for storing intermediate results.\n","\n"," Returns:\n"," Energy estimate.\n"," \"\"\"\n"," pub = (ansatz, hamiltonian, [params])\n"," result = estimator.run(pubs=[pub]).result()\n","\n"," # Sum over the expectation values of each term in the Hamiltonian.\n"," energy = sum(result[0].data.evs)\n","\n"," history[\"iters\"] += 1\n"," history[\"prev_vector\"] = params\n"," history[\"cost_history\"].append(energy)\n","\n"," if verbose:\n"," print(f\"Iters. done: {history['iters']} [Current cost: {energy}]\")\n","\n"," return energy"]},{"cell_type":"markdown","id":"50bb4a4c","metadata":{},"source":["Also note that, in addition to the array of optimization parameters that must be the first argument, we use additional arguments to pass the terms needed in the cost function, such as the `cost_history_dict`. This dictionary stores the current vector at each iteration, for example in case you need to restart the routine due to failure, and also returns the current iteration number and average time per iteration."]},{"cell_type":"code","execution_count":9,"id":"ca6da628","metadata":{},"outputs":[],"source":["history = {\n"," \"prev_vector\": None,\n"," \"iters\": 0,\n"," \"cost_history\": [],\n","}"]},{"cell_type":"markdown","id":"e80ff7d9","metadata":{},"source":["We can now use a classical optimizer of our choice to minimize the cost function. Here, we use the [COBYLA routine from SciPy through the `minimize` function](https://docs.scipy.org/doc/scipy/reference/generated/scipy.optimize.minimize.html). Note that when running on real quantum hardware, the choice of optimizer is important, as not all optimizers handle noisy cost function landscapes equally well.\n","\n","To begin the routine, specify a random initial set of parameters:\n"]},{"cell_type":"code","execution_count":10,"id":"d6b90cca","metadata":{},"outputs":[],"source":["x0 = 2 * np.pi * np.random.random(num_params)"]},{"cell_type":"code","execution_count":11,"id":"d4587c1d-5d59-47aa-b36c-b6d07b5f84e4","metadata":{},"outputs":[{"data":{"text/plain":["array([4.73997024, 4.6964587 , 5.04898059, 1.2418338 , 1.96560228,\n"," 4.07172135, 2.87442074, 1.28336805, 5.00105646, 2.10792434,\n"," 0.09293568, 5.41129913, 1.15909859, 4.03442172, 1.48063232,\n"," 3.98035366, 6.27069471, 4.27712211, 3.15387222, 4.63829449,\n"," 3.46608222])"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["x0"]},{"cell_type":"markdown","id":"67d09ca9","metadata":{},"source":["Because we are sending a large number of jobs that we would like to execute together, we use a [`Session`](https://docs.quantum-computing.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.Session) to execute all the generated circuits in one block. Here `args` is the standard SciPy way to supply the additional parameters needed by the cost function.\n"]},{"cell_type":"code","execution_count":12,"id":"61a802d2-5c58-4495-a617-f15fabef367e","metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Iters. done: 1 [Current cost: -0.07392578125000002]\n","Iters. done: 2 [Current cost: -0.24184570312500006]\n","Iters. done: 3 [Current cost: -0.335888671875]\n","Iters. done: 4 [Current cost: -0.21330566406249998]\n","Iters. done: 5 [Current cost: 0.011669921875000017]\n","Iters. done: 6 [Current cost: -0.26491699218750003]\n","Iters. done: 7 [Current cost: -0.3247314453125]\n","Iters. done: 8 [Current cost: -0.3129638671875]\n","Iters. done: 9 [Current cost: -0.2701904296875]\n","Iters. done: 10 [Current cost: -0.22099609375000004]\n","Iters. done: 11 [Current cost: -0.127685546875]\n","Iters. done: 12 [Current cost: -0.23627929687500002]\n","Iters. done: 13 [Current cost: -0.13195800781250003]\n","Iters. done: 14 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method=\"cobyla\",\n",")"]},{"cell_type":"markdown","id":"b460f7d2","metadata":{},"source":[]},{"cell_type":"markdown","id":"937f5a6e","metadata":{},"source":["At the terminus of this routine we have a result in the standard SciPy `OptimizeResult` format. From this we see that it took `nfev` number of cost function evaluations to obtain the solution vector of parameter angles (`x`) that, when plugged into the ansatz circuit, yield the approximate ground state solution we were looking for.\n"]},{"cell_type":"code","execution_count":13,"id":"4e76845a-3fa0-4d12-86b5-de5b2bdee86c","metadata":{},"outputs":[{"data":{"text/plain":[" message: Optimization terminated successfully.\n"," success: True\n"," status: 1\n"," fun: -0.589306640625\n"," x: [ 5.989e+00 5.423e+00 ... 4.461e+00 3.372e+00]\n"," nfev: 197\n"," maxcv: 0.0"]},"execution_count":13,"metadata":{},"output_type":"execute_result"}],"source":["optimize_result"]},{"cell_type":"markdown","id":"50b94af2","metadata":{},"source":["## Step 4: Post-process, return result in classical format\n"]},{"attachments":{},"cell_type":"markdown","id":"733431ad","metadata":{},"source":["If the procedure terminates correctly, then the `prev_vector` and `iters` values in our `cost_history_dict` dictionary should be equal to the solution vector and total number of function evaluations, respectively. This is easy to verify:\n"]},{"cell_type":"code","execution_count":14,"id":"31dc35ea-6554-4ca7-9c3b-0b5394c46e4e","metadata":{},"outputs":[{"data":{"text/plain":["True"]},"execution_count":14,"metadata":{},"output_type":"execute_result"}],"source":["all(history[\"prev_vector\"] == optimize_result.x)"]},{"cell_type":"code","execution_count":15,"id":"a90d1664-1728-4a8a-bb11-03f15e3f5639","metadata":{},"outputs":[{"data":{"text/plain":["True"]},"execution_count":15,"metadata":{},"output_type":"execute_result"}],"source":["history[\"iters\"] == optimize_result.nfev"]},{"attachments":{},"cell_type":"markdown","id":"19459b48","metadata":{},"source":["We can also now view the progress toward convergence as monitored by the cost history at each iteration:\n"]},{"cell_type":"code","execution_count":16,"id":"8501d609","metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
    "]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax = plt.subplots()\n","ax.plot(range(history[\"iters\"]), history[\"cost_history\"])\n","ax.set_xlabel(\"Iterations\")\n","ax.set_ylabel(\"Cost\")\n","plt.draw()"]},{"cell_type":"markdown","id":"1d5de9c9","metadata":{},"source":["## Step 5: VQE model scan\n","\n","We'll now scan perform a parameter scan for the Schwinger model. Below we are just scanning over mass. However, you can modify the code to scan over any other parameters in the model; for example, the coupling strength or lattice spacing."]},{"cell_type":"code","execution_count":17,"id":"635caa76","metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["100%|██████████| 9/9 [02:26<00:00, 16.25s/it]\n"]}],"source":["coupling = 1\n","num_sites = 8\n","spacing = 2\n","left_gauge = 0.5\n","mass_min = -2.0\n","mass_max = 2.0 \n","mass_step = 0.5\n","mass_range = np.arange(mass_min, mass_max + mass_step, mass_step)\n","\n","vqe_params = []\n","\n","for mass in tqdm(mass_range):\n"," model = LatticeSchwingerModel(mass, coupling, num_sites, spacing, left_gauge)\n","\n"," hamiltonian = model.get_hamiltonian()\n"," num_qubits = hamiltonian[0].num_qubits\n"," hamiltonian_matrix = sum(op.to_matrix() for op in hamiltonian)\n","\n"," eigenvalues, eigenvectors = np.linalg.eigh(hamiltonian_matrix)\n"," \n"," optimize_result = minimize(\n"," cost_func,\n"," x0,\n"," args=(ansatz_isa, hamiltonian_isa, estimator, history, False),\n"," method=\"cobyla\",\n"," )\n","\n"," vqe_params.append(optimize_result.x)"]},{"cell_type":"markdown","id":"9b8379c9","metadata":{},"source":["We now have a list of arrays of ansatz parameters that can be used to prepare the ground state for each point in our parameter scan. This will be used as our dataset to train and test the quantum convolutional neural network in the next notebook, which has been prepared by my esteemed IBM colleague, Kate Marshall."]},{"cell_type":"markdown","id":"e4c57fcc","metadata":{},"source":["## References\n","\n","1. A variational eigenvalue solver on a quantum processor, A. Peruzzo et al., 2013.\n"," \n","2. Quantum data learning for quantum simulations in high-energy physics, L. Nagano et al., 2023.\n"," "]},{"cell_type":"markdown","id":"f9088cf2","metadata":{},"source":["## Version check"]},{"cell_type":"code","execution_count":18,"id":"11c9e788","metadata":{},"outputs":[{"data":{"text/plain":["'1.2.0'"]},"execution_count":18,"metadata":{},"output_type":"execute_result"}],"source":["from qiskit import version as qiskit_version\n","\n","qiskit_version.get_version_info()"]},{"cell_type":"code","execution_count":19,"id":"ef78094d","metadata":{},"outputs":[{"data":{"text/plain":["'0.15.0'"]},"execution_count":19,"metadata":{},"output_type":"execute_result"}],"source":["from qiskit_aer import version as qiskit_aer_version\n","\n","qiskit_aer_version.get_version_info()"]}],"metadata":{"kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.12.5"}},"nbformat":4,"nbformat_minor":5} +{"cells":[{"attachments":{},"cell_type":"markdown","id":"a6f69b77","metadata":{},"source":["# Quantum data learning for quantum simulations in high-energy physics\n","\n","\n","## The variational quantum eigensolver\n","\n","Variational quantum algorithms are promising candidate hybrid-algorithms for observing quantum computation utility on noisy near-term devices. Variational algorithms are characterized by the use of a classical optimization algorithm to iteratively update a parameterized trial solution, or \"ansatz\". \n","\n","Chief among these methods is the variational quantum eigensolver (VQE) that aims to solve for the ground state of a given Hamiltonian represented as a linear combination of Pauli terms, with an ansatz circuit where the number of parameters to optimize over is polynomial in the number of qubits.[1]\n","\n","Given that the size of the full solution vector is exponential in the number of qubits, successful minimization using VQE requires, in general, additional problem-specific information to define the structure of the ansatz circuit.\n","\n","Executing a VQE algorithm requires the following components:\n","\n","1. Hamiltonian and ansatz (problem specification)\n","2. Qiskit Runtime estimator\n","3. Classical optimizer\n","\n","Although the Hamiltonian and ansatz require domain-specific knowledge to construct, these details are immaterial to the Runtime, and we can execute a wide class of VQE problems in the same manner.\n"]},{"attachments":{},"cell_type":"markdown","id":"7db2e559","metadata":{},"source":["## Setup\n","\n","Here we import the tools needed for a VQE experiment.\n"]},{"cell_type":"code","execution_count":2,"id":"a0a48442","metadata":{},"outputs":[],"source":["# General imports\n","import numpy as np\n","\n","# SciPy minimizer routine\n","from scipy.optimize import minimize\n","\n","# Plotting functions\n","import matplotlib.pyplot as plt\n","\n","# Pre-defined ansatz circuit and operator class for Hamiltonian\n","from qiskit import QuantumCircuit\n","from qiskit.circuit.library import EvolvedOperatorAnsatz\n","from qiskit.quantum_info import SparsePauliOp\n","\n","# Qiskit Primitive imports\n","from qiskit.primitives import BaseEstimatorV2, BackendEstimatorV2 as Estimator\n","from qiskit.providers.fake_provider import GenericBackendV2\n","\n","from tqdm import tqdm\n","\n","from lattice_schwinger_model import LatticeSchwingerModel"]},{"attachments":{},"cell_type":"markdown","id":"988ee237","metadata":{},"source":["## Step 1: Create lattice Schwinger model Hamiltonian\n","\n","Although the problem instance in question for the VQE algorithm can come from a variety of domains, the form for execution through Qiskit Runtime is the same. Qiskit provides a convenience class for expressing Hamiltonians in Pauli form, and a collection of widely used ansatz circuits in the [`qiskit.circuit.library`](https://docs.quantum-computing.ibm.com/api/qiskit/circuit_library).\n","\n","When mapped to a spin model, the Schwinger model can be described by a Hamiltonian,\n","\n","$$\n","H_{\\text{spin}} = J \\sum_{n=0}^{N-2} \\left(\\sum_{k=0}^n\\frac{Z_k + (-1)^k}{2} + \\frac{\\vartheta}{2\\pi}\\right)^2 + \\frac{w}{2}\\sum_{n=0}^{N-2}\\left(X_n X_{n+1} + Y_n Y_{n+1}\\right) + \\frac{m}{2}\\sum_{n=0}^{N-1}(-1)^n Z_n,\n","$$\n","\n","where $J$ is the coupling constant, $\\vartheta$ is related to the original photonic kinetic term, $\\omega$ is related to the lattice spacing, and $m$ is the electron mass.[2]"]},{"cell_type":"code","execution_count":2,"id":"0ad66539","metadata":{},"outputs":[],"source":["mass: float = 0.1\n","coupling: float = 1.0\n","num_sites: int = 2*2\n","spacing: float = 1.0\n","model = LatticeSchwingerModel(mass, coupling, num_sites, spacing)\n","hamiltonian: list[SparsePauliOp] = model.get_hamiltonian()\n","num_qubits = hamiltonian[0].num_qubits"]},{"attachments":{},"cell_type":"markdown","id":"acb83d48","metadata":{},"source":["Our choice of ansatz is the `EvolvedOperatorAnsatz`. Please see the [Qiskit documentation](https://docs.quantum.ibm.com/api/qiskit/qiskit.circuit.library.EvolvedOperatorAnsatz) for more information.\n"]},{"cell_type":"code","execution_count":3,"id":"68be313c","metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
    "]},"execution_count":3,"metadata":{},"output_type":"execute_result"}],"source":["initial_circuit = QuantumCircuit(num_qubits)\n","for q in range(0, num_qubits, 2):\n"," initial_circuit.x(q)\n","\n","ansatz = EvolvedOperatorAnsatz(\n"," operators=hamiltonian, \n"," reps=7, \n"," evolution=None, \n"," parameter_prefix='x',\n"," initial_state=initial_circuit\n",")\n","\n","ansatz.decompose().draw(\"mpl\", style=\"iqp\", scale=0.5)"]},{"attachments":{},"cell_type":"markdown","id":"5bd1f7da","metadata":{},"source":["From the previous figure we see that our ansatz circuit is defined by a vector of parameters, $\\theta_{i}$, with the total number given by:\n"]},{"cell_type":"code","execution_count":4,"id":"aa325696","metadata":{},"outputs":[{"data":{"text/plain":["21"]},"execution_count":4,"metadata":{},"output_type":"execute_result"}],"source":["num_params: int = ansatz.num_parameters\n","num_params"]},{"cell_type":"markdown","id":"ac6f36e3","metadata":{},"source":["## Step 2: Optimize problem for quantum execution\n"]},{"cell_type":"markdown","id":"ed01c675-6506-4779-bf71-74f0de9212fb","metadata":{},"source":["To reduce the total job execution time, Qiskit primitives only accept circuits (ansatz) and observables (Hamiltonian) that conform to the instructions and connectivity supported by the target system (referred to as instruction set architecture (ISA) circuits and observables).\n"]},{"cell_type":"markdown","id":"3390069d-572c-472c-abb5-9cde12fd82a2","metadata":{},"source":["### ISA circuit\n"]},{"cell_type":"markdown","id":"ad6ddd99-b680-4ac4-b2d8-c0ac6266e6e8","metadata":{},"source":["Schedule a series of [`qiskit.transpiler`](https://docs.quantum-computing.ibm.com/api/qiskit/transpiler) passes to optimize the circuit for a selected backend and make it compatible with the backend's ISA. This can be easily done with a preset pass manager from `qiskit.transpiler` and its `optimization_level` parameter.\n","\n","The lowest optimization level does the minimum needed to get the circuit running on the device; it maps the circuit qubits to the device qubits and adds swap gates to allow all two-qubit operations. The highest optimization level is much smarter and uses lots of tricks to reduce the overall gate count. Since multi-qubit gates have high error rates and qubits decohere over time, the shorter circuits should give better results.\n"]},{"cell_type":"code","execution_count":5,"id":"1834cb22","metadata":{},"outputs":[],"source":["from qiskit.transpiler.preset_passmanagers import generate_preset_pass_manager\n","\n","backend = GenericBackendV2(num_sites)\n","target = backend.target\n","pm = generate_preset_pass_manager(target=target, optimization_level=3)\n","\n","ansatz_isa = pm.run(ansatz)"]},{"cell_type":"code","execution_count":6,"id":"20d9923c","metadata":{},"outputs":[{"data":{"image/png":"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","text/plain":["
    "]},"execution_count":6,"metadata":{},"output_type":"execute_result"}],"source":["ansatz_isa.draw(output=\"mpl\", idle_wires=False, style=\"iqp\", scale=0.5)"]},{"cell_type":"markdown","id":"aab9e309-d643-496f-ad4b-c90173102ad6","metadata":{},"source":["### ISA observable\n"]},{"cell_type":"markdown","id":"6c9e5dcd","metadata":{},"source":["Transform the Hamiltonian to make it backend-compatible before running jobs with [`Runtime Estimator V2`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2#run). Perform the transformation by using the `apply_layout` method of `SparsePauliOp` object.\n"]},{"cell_type":"code","execution_count":7,"id":"3451901c","metadata":{},"outputs":[],"source":["hamiltonian_isa = [h.apply_layout(layout=ansatz_isa.layout) for h in hamiltonian]"]},{"attachments":{},"cell_type":"markdown","id":"b4d480b3","metadata":{},"source":["## Step 3: Execute using Qiskit Primitives\n","\n","Like many classical optimization problems, the solution to a VQE problem can be formulated as minimization of a scalar cost function. By definition, VQE looks to find the ground state solution to a Hamiltonian by optimizing the ansatz circuit parameters to minimize the expectation value (energy) of the Hamiltonian. With the Qiskit Runtime [`Estimator`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2) directly taking a Hamiltonian and parameterized ansatz, and returning the necessary energy, the cost function for a VQE instance is quite simple.\n","\n","Note that the `run()` method of [Qiskit Runtime `EstimatorV2`](https://docs.quantum.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.EstimatorV2) takes an iterable of `primitive unified blocs (PUBs)`. Each PUB is an iterable in the format `(circuit, observables, parameter_values: Optional, precision: Optional)`.\n"]},{"cell_type":"code","execution_count":8,"id":"b22a1b00","metadata":{},"outputs":[],"source":["def cost_func(\n"," params: np.ndarray,\n"," ansatz: QuantumCircuit,\n"," hamiltonian: SparsePauliOp,\n"," estimator: BaseEstimatorV2,\n"," history: dict,\n"," verbose: bool = True,\n",") -> float:\n"," \"\"\"Return estimate of energy from estimator\n","\n"," Parameters:\n"," params: Array of ansatz parameters.\n"," ansatz: Parameterized ansatz circuit.\n"," hamiltonian: Operator representation of Hamiltonian.\n"," estimator: Estimator primitive instance.\n"," history: Dictionary for storing intermediate results.\n","\n"," Returns:\n"," Energy estimate.\n"," \"\"\"\n"," pub = (ansatz, hamiltonian, [params])\n"," result = estimator.run(pubs=[pub]).result()\n","\n"," # Sum over the expectation values of each term in the Hamiltonian.\n"," energy = sum(result[0].data.evs)\n","\n"," history[\"iters\"] += 1\n"," history[\"prev_vector\"] = params\n"," history[\"cost_history\"].append(energy)\n","\n"," if verbose:\n"," print(f\"Iters. done: {history['iters']} [Current cost: {energy}]\")\n","\n"," return energy"]},{"cell_type":"markdown","id":"50bb4a4c","metadata":{},"source":["Also note that, in addition to the array of optimization parameters that must be the first argument, we use additional arguments to pass the terms needed in the cost function, such as the `cost_history_dict`. This dictionary stores the current vector at each iteration, for example in case you need to restart the routine due to failure, and also returns the current iteration number and average time per iteration."]},{"cell_type":"code","execution_count":9,"id":"ca6da628","metadata":{},"outputs":[],"source":["history = {\n"," \"prev_vector\": None,\n"," \"iters\": 0,\n"," \"cost_history\": [],\n","}"]},{"cell_type":"markdown","id":"e80ff7d9","metadata":{},"source":["We can now use a classical optimizer of our choice to minimize the cost function. Here, we use the [COBYLA routine from SciPy through the `minimize` function](https://docs.scipy.org/doc/scipy/reference/generated/scipy.optimize.minimize.html). Note that when running on real quantum hardware, the choice of optimizer is important, as not all optimizers handle noisy cost function landscapes equally well.\n","\n","To begin the routine, specify a random initial set of parameters:\n"]},{"cell_type":"code","execution_count":10,"id":"d6b90cca","metadata":{},"outputs":[],"source":["x0 = 2 * np.pi * np.random.random(num_params)"]},{"cell_type":"code","execution_count":11,"id":"d4587c1d-5d59-47aa-b36c-b6d07b5f84e4","metadata":{},"outputs":[{"data":{"text/plain":["array([4.73997024, 4.6964587 , 5.04898059, 1.2418338 , 1.96560228,\n"," 4.07172135, 2.87442074, 1.28336805, 5.00105646, 2.10792434,\n"," 0.09293568, 5.41129913, 1.15909859, 4.03442172, 1.48063232,\n"," 3.98035366, 6.27069471, 4.27712211, 3.15387222, 4.63829449,\n"," 3.46608222])"]},"execution_count":11,"metadata":{},"output_type":"execute_result"}],"source":["x0"]},{"cell_type":"markdown","id":"67d09ca9","metadata":{},"source":["Because we are sending a large number of jobs that we would like to execute together, we use a [`Session`](https://docs.quantum-computing.ibm.com/api/qiskit-ibm-runtime/qiskit_ibm_runtime.Session) to execute all the generated circuits in one block. Here `args` is the standard SciPy way to supply the additional parameters needed by the cost function.\n"]},{"cell_type":"code","execution_count":12,"id":"61a802d2-5c58-4495-a617-f15fabef367e","metadata":{},"outputs":[{"name":"stdout","output_type":"stream","text":["Iters. done: 1 [Current cost: -0.07392578125000002]\n","Iters. done: 2 [Current cost: -0.24184570312500006]\n","Iters. done: 3 [Current cost: -0.335888671875]\n","Iters. done: 4 [Current cost: -0.21330566406249998]\n","Iters. done: 5 [Current cost: 0.011669921875000017]\n","Iters. done: 6 [Current cost: -0.26491699218750003]\n","Iters. done: 7 [Current cost: -0.3247314453125]\n","Iters. done: 8 [Current cost: -0.3129638671875]\n","Iters. done: 9 [Current cost: -0.2701904296875]\n","Iters. done: 10 [Current cost: -0.22099609375000004]\n","Iters. done: 11 [Current cost: -0.127685546875]\n","Iters. done: 12 [Current cost: -0.23627929687500002]\n","Iters. done: 13 [Current cost: -0.13195800781250003]\n","Iters. done: 14 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method=\"cobyla\",\n",")"]},{"cell_type":"markdown","id":"b460f7d2","metadata":{},"source":[]},{"cell_type":"markdown","id":"937f5a6e","metadata":{},"source":["At the terminus of this routine we have a result in the standard SciPy `OptimizeResult` format. From this we see that it took `nfev` number of cost function evaluations to obtain the solution vector of parameter angles (`x`) that, when plugged into the ansatz circuit, yield the approximate ground state solution we were looking for.\n"]},{"cell_type":"code","execution_count":13,"id":"4e76845a-3fa0-4d12-86b5-de5b2bdee86c","metadata":{},"outputs":[{"data":{"text/plain":[" message: Optimization terminated successfully.\n"," success: True\n"," status: 1\n"," fun: -0.589306640625\n"," x: [ 5.989e+00 5.423e+00 ... 4.461e+00 3.372e+00]\n"," nfev: 197\n"," maxcv: 0.0"]},"execution_count":13,"metadata":{},"output_type":"execute_result"}],"source":["optimize_result"]},{"cell_type":"markdown","id":"50b94af2","metadata":{},"source":["## Step 4: Post-process, return result in classical format\n"]},{"attachments":{},"cell_type":"markdown","id":"733431ad","metadata":{},"source":["If the procedure terminates correctly, then the `prev_vector` and `iters` values in our `cost_history_dict` dictionary should be equal to the solution vector and total number of function evaluations, respectively. This is easy to verify:\n"]},{"cell_type":"code","execution_count":14,"id":"31dc35ea-6554-4ca7-9c3b-0b5394c46e4e","metadata":{},"outputs":[{"data":{"text/plain":["True"]},"execution_count":14,"metadata":{},"output_type":"execute_result"}],"source":["all(history[\"prev_vector\"] == optimize_result.x)"]},{"cell_type":"code","execution_count":15,"id":"a90d1664-1728-4a8a-bb11-03f15e3f5639","metadata":{},"outputs":[{"data":{"text/plain":["True"]},"execution_count":15,"metadata":{},"output_type":"execute_result"}],"source":["history[\"iters\"] == optimize_result.nfev"]},{"attachments":{},"cell_type":"markdown","id":"19459b48","metadata":{},"source":["We can also now view the progress toward convergence as monitored by the cost history at each iteration:\n"]},{"cell_type":"code","execution_count":16,"id":"8501d609","metadata":{},"outputs":[{"data":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAAkIAAAGwCAYAAABFFQqPAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjkuMiwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy8hTgPZAAAACXBIWXMAAA9hAAAPYQGoP6dpAACDOElEQVR4nO3deXxU5fU/8M/sWSeTkI1AIOyLLLIogooLlE2rVn+utC6loK20tVqr2FqXtmLrUutSra1LtVL7dbdUaREEFJElLAqGsG8hIUBIJvts9/fHzPPMvbNlEiaZTObzfr3yUmbLnUwy98w55zmPTlEUBURERERJSB/vAyAiIiKKFwZCRERElLQYCBEREVHSYiBERERESYuBEBERESUtBkJERESUtBgIERERUdIyxvsAujuPx4OjR48iMzMTOp0u3odDREREUVAUBfX19SgqKoJeHz7vw0CoDUePHkVxcXG8D4OIiIg64PDhw+jbt2/Y6xkItSEzMxOA9wdptVrjfDREREQUDbvdjuLiYnkeD4eBUBtEOcxqtTIQIiIiSjBttbWwWZqIiIiSFgMhIiIiSloMhIiIiChpMRAiIiKipMVAiIiIiJIWAyEiIiJKWgyEiIiIKGkxECIiIqKkxUCIiIiIkhYDISIiIkpaDISIiIgoaTEQIiIioqTFQKiba3a4430IREREPRYDoW5s6+FajHnov3h6xe54HwoREVGPxECoG9teUQenW8G2w7XxPhQiIqIeiYFQN+ZyewAATo8S5yMhIiLqmRIuEHruuedQUlKClJQUTJo0CRs2bIh4+7feegvDhw9HSkoKRo8ejY8++qiLjvT0Od3eAMjt8cT5SIiIiHqmhAqE/vWvf+HOO+/EAw88gM2bN2Ps2LGYOXMmqqurQ97+iy++wPXXX4958+Zhy5YtuOKKK3DFFVdg+/btXXzkHeP0BUAuNzNCREREnSGhAqEnn3wS8+fPxy233IKRI0fihRdeQFpaGl5++eWQt//Tn/6EWbNm4e6778aIESPwm9/8BuPHj8ezzz7bxUfeMS6ZEWIgRERE1BkSJhByOBwoLS3F9OnT5WV6vR7Tp0/HunXrQt5n3bp1mtsDwMyZM8PeHgBaW1tht9s1X/HiZI8QERFRp0qYQOjEiRNwu90oKCjQXF5QUICqqqqQ96mqqmrX7QFg8eLFyMrKkl/FxcWnf/AdxB4hIiKizpUwgVBXWbRoEerq6uTX4cOH43YsYtUYe4SIiIg6hzHeBxCt3NxcGAwGHDt2THP5sWPHUFhYGPI+hYWF7bo9AFgsFlgsltM/4Bhw+UpiLpbGiIiIOkXCZITMZjMmTJiAFStWyMs8Hg9WrFiByZMnh7zP5MmTNbcHgOXLl4e9fXfj8GWE2CxNRETUORImIwQAd955J2666SZMnDgRZ599Np566ik0NjbilltuAQDceOON6NOnDxYvXgwA+OlPf4oLLrgATzzxBC655BK8+eab2LRpE1588cV4Po2oydIYe4SIiIg6RUIFQtdeey2OHz+OX//616iqqsKZZ56JZcuWyYboQ4cOQa/3J7mmTJmCJUuW4Fe/+hXuu+8+DBkyBO+//z5GjRoVr6fQLqI3iD1CREREnUOnKArPshHY7XZkZWWhrq4OVqu1S7/3wiWbsfSrSuRlWrDxl9PbvgMREREBiP78nTA9QsmIAxWJiIg6FwOhbkz0BonBikRERBRbDIS6MSczQkRERJ2KgVA35pSrxhgIERERdQYGQt0Ye4SIiIg6FwOhbszp8Q9U5OI+IiKi2GMg1I2pm6RZHiMiIoo9BkLdmHqQIstjREREscdAqBtTZ4S4hJ6IiCj2GAh1Y05mhIiIiDoVA6FuzMUeISIiok7FQKgbc6qCH268SkREFHsMhLoxbUaIPUJERESxxkCoG2OPEBERUediINSNaVeNMRAiIiKKNQZC3Zi6QZoZISIiothjINRNeTyKJvhhjxAREVHsMRDqppwBgQ8zQkRERLHHQKibClwuzx4hIiKi2GMg1E0FbqnBjBAREVHsMRDqpgIzQOwRIiIiij0GQt1UYODDydJERESxx0ComwoMfFgaIyIiij0GQt2UI6BHiJuuEhERxR4DoW4qMCPkcrNHiIiIKNYYCHVTgavGmBEiIiKKPQZC3RSXzxMREXU+BkLdVGAGKDAwIiIiotPHQChOnlmxG7P/9Bn+ueFQyOuZESIiIup8DITipMregrJKO47ZW0JeH9QszUCIiIgo5hgIxYnZ6P3Rt7pCl7yYESIiIup8DITiRARCjrCBEHuEiIiIOhsDoTixGCIHQoFbbDAjREREFHsMhOKk7YwQ5wgRERF1NgZCcWIxGgAEb6UhBO0+z01XiYiIYo6BUJy0lREK3nSVPUJERESxxkAoTtq7aoylMSIiothjIBQnZtEsHbY0xkCIiIioszEQihN/acwd8vrAwIc9QkRERLGXMIFQTU0N5s6dC6vVCpvNhnnz5qGhoSHifV588UVceOGFsFqt0Ol0qK2t7ZqDjULbPUKBy+fZI0RERBRrCRMIzZ07Fzt27MDy5cuxdOlSrFmzBgsWLIh4n6amJsyaNQv33XdfFx1l9GQgFKY05ggcqMjSGBERUcwZ430A0SgrK8OyZcuwceNGTJw4EQDwzDPPYM6cOXj88cdRVFQU8n533HEHAGDVqlVRf6/W1la0trbKf9vt9g4fdyRioGKrM8qMEEtjREREMZcQGaF169bBZrPJIAgApk+fDr1ej/Xr18f0ey1evBhZWVnyq7i4OKaPL7SVEQrqEWJGiIiIKOYSIhCqqqpCfn6+5jKj0YicnBxUVVXF9HstWrQIdXV18uvw4cMxfXyhrR4hcXmKyXu7wC03iIiI6PTFNRC69957odPpIn7t3LmzS4/JYrHAarVqvjpDm83SHhEIGXz/ZkaIiIgo1uLaI3TXXXfh5ptvjnibgQMHorCwENXV1ZrLXS4XampqUFhY2IlH2HnkFhttTJZONRlQCyd7hIiIiDpBXAOhvLw85OXltXm7yZMno7a2FqWlpZgwYQIAYOXKlfB4PJg0aVJnH2ankJOlw64a816eyowQERFRp0mIHqERI0Zg1qxZmD9/PjZs2IC1a9di4cKFuO666+SKsYqKCgwfPhwbNmyQ96uqqsLWrVuxZ88eAMDXX3+NrVu3oqamJi7PQ01OlnZ5oCjBQY7ICFlkIMQeISIiolhLiEAIAN544w0MHz4c06ZNw5w5c3DeeefhxRdflNc7nU6Ul5ejqalJXvbCCy9g3LhxmD9/PgBg6tSpGDduHD788MMuP/5AIiMEBO80D/gDn1Rfs7SbGSEiIqKYS4g5QgCQk5ODJUuWhL2+pKQkKLPy4IMP4sEHH+zkI+sYiyoQcrg9msAI8AdHslmaPUJEREQxlzAZoZ5GlMaA0A3TzqAeIZbGiIiIYo2BUJzo9ToY9ToAoQMhkQFKMbNZmoiIqLMwEIojuXIsxA70IiOU4ltmzx4hIiKi2GMgFEeRhirK0phZ7/s3AyEiIqJYYyAUR6JPqDVUacyXAfJnhKLvEVIUBYdONoVclk9ERER+DITiKNLGqyIDlNqBHqG/frYPUx/7FO9tqYjBURIREfVcDITiyBKhNOZyB+w11o7SWHlVAwBgd3WD5vFC9SIRERElMwZCcWSOsN+YMyAQak+zdGOrCwDQ7PAHPle9sA4XP7467N5mREREyShhBir2RJGbpf2brgLtmyPU6PAGQk2+/7rcHmw7XAsAqGl0oDArpcPHTERE1JMwIxRHFkP4HiER+KR0YIuNhlYRCHkzQk1Of2bIzQZqIiIiiYFQHLUnI9Se5fNNrd7AR5TGxL8BwM1l+ERERBIDoTiKZo6QmCx9WhkhX4kMYEaIiIhIjYFQHMk5QqFKY27tHKEO9Qg5RSCkyghxzzIiIiKJgVAcyS02nOG32JBzhNpR0vKvGtNmhgAgRMxFRESUtBgIxVG4gYqKosgBiv5VY0pUk6JbXW7ZTyQCoEZVaYy72BMREfkxEIqjcD1C6inSYtUYAETTJqRujG5xapumAYBxEBERkR8DoTgSPUJBgZBbHQgZ5P87o6hriUZpQJURamVGiIiIKBQGQnFkMYUOhNSlMnUgFM3KMXUZrNnphqIoaFb1IHm4aoyIiEhiIBRH4QYqulT/TlUFQtFsvKrO/igK0OL0aJql29N0TURE1NMxEIqjtnqEDHodjHqd//IoSmONrdoVaE0OF5paOUeIiIgoFAZCcRQuEBL/Nhl00Ot1ELFQVKUxVdADePuEtMvnGQgREREJDITiKNxARZERMum91xt9/42mNNYQEAg1O91oVJfGGAgRERFJDITiyOybGh28asz7b6NBp/lvRzNCzaoGag8DISIiIomBUByFLY25RWnMe73BVxuLZvm8OvsDeHuEmBEiIiIKjYFQHMktNlza4EWs7BKBkGiY7khGqNnhDhioyECIiIhIYCAUR2EHKnoCS2PR9wiFKo1pt9hgIERERCQwEIojS5i9xsReYSITJP4bzQyghoDl80EZIS6fJyIikhgIxVG4HiFnmB6haLbHCM4IuThQkYiIKAwGQnFkCTdQMaBHSPy3PVtsiCxSk9ONJgcHKhIREYXCQCiO2soIiR4h/6qx6HuEcjMsALylMQ5UJCIiCo2BUByZ2+gR6tiqMW/Qk5dpkf9mIERERBQaA6E4kpOlw6waMwUMVIymR0hMlhaBUE1jq+Z6BkJERER+DITiKHxpTKwaE83SvuXz0ZTGfP1Aeb7S2MlGh+Z6BkJERER+DITiSF0aU1RNzP5VYwHL56MIYpp8pbHcTDMA4EQDAyEiIqJwGAjFkcXg3WtMUbRBjivM8vm2ghiHyyP7jWRGqCGgNMZVY0RERBIDoTgSGSFA2yckS2Ny+Xx0PULqGUK5mSyNERERtYWBUBypAyF1n5BsltaL5fPR9QiJRmmLUY/MFBOA4MCHgRAREZEfA6E4Muh1suzlCJERau/yebFMPsNiRJrZEPI23GuMiIjIL2ECoZqaGsydOxdWqxU2mw3z5s1DQ0NDxNv/+Mc/xrBhw5Camop+/frhJz/5Cerq6rrwqNsWauPVwIGK0TZLi4xQmsWAVFPoQIi7zxMREfklTCA0d+5c7NixA8uXL8fSpUuxZs0aLFiwIOztjx49iqNHj+Lxxx/H9u3b8eqrr2LZsmWYN29eFx512ywmsXIseD8wmRFqZ49QupkZISIiomgY430A0SgrK8OyZcuwceNGTJw4EQDwzDPPYM6cOXj88cdRVFQUdJ9Ro0bhnXfekf8eNGgQfve73+G73/0uXC4XjMbu8dRDDVUMXD4fbY+QCIS8pbHQz4+7zxMREfklREZo3bp1sNlsMggCgOnTp0Ov12P9+vVRP05dXR2sVmvEIKi1tRV2u13z1ZlCDVUMWjUWZY+QKI2lW4xIDZcR4u7zREREUkIEQlVVVcjPz9dcZjQakZOTg6qqqqge48SJE/jNb34TsZwGAIsXL0ZWVpb8Ki4u7vBxRyNUIBS8asy36WobpbFomqWZESIiIvKLayB07733QqfTRfzauXPnaX8fu92OSy65BCNHjsSDDz4Y8baLFi1CXV2d/Dp8+PBpf/9IZLO0O3xGSPQIuaNcPp9mNsBk0MvSmlo0+5UREREli7g2ytx11124+eabI95m4MCBKCwsRHV1teZyl8uFmpoaFBYWRrx/fX09Zs2ahczMTLz33nswmUwRb2+xWGCxWKI6/liwhCyNaSdLiz3H2mp0blSVxgAg1WSA0+0PjpocbrgZBxEREUlxDYTy8vKQl5fX5u0mT56M2tpalJaWYsKECQCAlStXwuPxYNKkSWHvZ7fbMXPmTFgsFnz44YdISUmJ2bHHSsjSWFCzdPtWjWX4AqE0sxH2Fu9lmSlGXyDESIiIiEhIiB6hESNGYNasWZg/fz42bNiAtWvXYuHChbjuuuvkirGKigoMHz4cGzZsAOANgmbMmIHGxka89NJLsNvtqKqqQlVVFdyqperxJgIhzaoxj9h9vn1zhBp9PULpMhDy9wn5J03H4qiJiIh6hu6xhjwKb7zxBhYuXIhp06ZBr9fjqquuwtNPPy2vdzqdKC8vR1NTEwBg8+bNckXZ4MGDNY+1f/9+lJSUdNmxRxJyoKLv/02+IMkQZY+QvzTmDYBSNYGQ96VmRoiIiMgvYQKhnJwcLFmyJOz1JSUlUFQroi688ELNv7srmRFSpWocAT1Cpih7hBpUAxWBMBmh7v8jISIi6jIJURrrycxGb7Cizgi1OL0lLrFNRnt7hGSztGqoIjNCREREwRgIxVmoVWPNTu//i0Ao2k1XG1v9c4QAIE2135hVBkJMCREREQkMhOIs1KqxFl/Ts+jxEfOE2txiw6HtEQrdLM1AiIiISGAgFGf+gYr+lWwtLu//p5jEHKHoVo2danQAALJSvUGPplnawowQERFRIAZCcRayNOYQgVBgj1D4IKax1SWXz+dbvfOS1BmhDF9pjLvPExER+TEQirNQpbHmgGZpMVgxUqPz8fpWAN7gJyNkszRLY0RERIEYCMVZqL3GWkWztFlkhLy3cUboETre4A2E8jL924OIjJDJoJNlNgZCREREfgyE4kzOEfIFPy63RwZFKcboV42JjFBeRnAglGY2wqCLbuUZERFRMmEgFGeBAxVbVCUy/6qxtnuEZCCkygiJ0lqa2SD7jNwJMGSSiIioqzAQirPAHiHRKA34G6lls3SEjcJCBUJpZtErpAqEmBEiIiKSGAjFWeBeY+qp0jqd2HS17S02qutbAAD5qkCoV4YZAJCbYWEgREREFELC7DXWUwVmhEQgJJqbAUQVxITKCJ1dkoPfXjEKE0uy5fUMhIiIiPwYCMWZRew15it7BS6dB/zL5yOWxkKsGtPrdfjuOf0BADWNJwAwECIiIlJjaSzOLL7Mj8gEtfhWj6WohiFGM1DRv2osJeT1XDVGREQUjIFQnInhh02+JmmRERJL5wF/j1C4IMbjUXCiwbu9hjojpCZWnnHVGBERkR8DoTgTs34aWr0bpjYHbLgKtL18vqbJAbdHgU7nb5AOpNeJ8hoDISIiIoGBUJyJjFCjLxBqCdEjZGxj+bwoi+WkmWEyhH5JRVbJw4wQERGRxEAoztJVpTGPR1GtGou+RyjUirFAvjiIm64SERGpMBCKs3TVxqhNTre/R0i1fF5kecL1CEUTCMmMEAMhIiIiiYFQnKWY9PAlfNDY6gq5fF5khMJtuiqXzmeED4QMzAgREREFYSAUZzqdTpbHGlpdcvm8pllaDlQM3SNUbW87I2RgRoiIiCgIA6FuQJTHmlrdIXuEjIbIW2yEGqYYyBjFLCIiIqJkw0CoG0i3+JfQi+XzKSFXjYXrEfLuMxa5WZpzhIiIiAIxEOoG1EvoQy2fb2uvseiapTlZmoiIKBADoW4gzVcaa3Som6X9L40YqOj0eKCEyOiIQCg/UkZItcVGqMcAgJc+34/Zf/oMJ32lNiIiop6OgVA3kC4zQqF7hKwpJgCAogD2Fpfmvi1Ot7ws3D5jgD8jBADhkkIfbK1AWaUdGw/UBF1XbW/B9oq6KJ4NERFR4mAg1A1k+HqENMvnVavGUkwGuRVHbZNDc1+RDTIb9bCmGhGOXhUIhSuPieX5Yt8ztfmvbcJlz36OI6ea2nw+REREiYKBUDeQZvGXxuTu86qMEABkp3n3EKtp1AZC1fX+GUI6nQ7hGKMIhMQWHo0hAqGjdS3wKMD+E40RnwsREVEiYSDUDaibpUOtGgOAnHRvIHQqICNUVeddMdY7K3xZDPA3XAPhV46JpfVi3zM1py9IOtngCLqOiIgoUTEQ6gbEHKEGVY9QamBGKF1khJyayyvrmgEAhe0JhMIsw3f5BjY2hQiExNL9k40MhIiIqOdgINQNiDlCTY7Qy+cBICfN2zB9qrGDGSFdFBkhX7ATqjTmkBkhrigjIqKeg4FQN5CuLo3JZmntSyMzQgGlsUq7NxAqzEqN+D30eh1ELOQKs1WHKI01OUJlhFgaIyKinoeBUDeg3mtMBEIWY2BGyNcj1MGMEODPCoWJg/zN0q3ajJDbo8gl9yyNERFRT8JAqBtIN/u32Ai16Sqg7hEKHQi11SME+PuEwmaE3KGbpUWjNACcbGRpjIiIeg4GQt2AyAidUjVCB/UIhVg15vEoOGZvR0ZI30ZGSKwac0QIhFgaIyKiHoSBUDcgls8fVzUiRzNH6ERjK1weBXqdd45QW9rMCIlVYwHN0urNXgMzUkRERImMgVA3IKZGO1zeQMRs0GuWuwPqjJA/ayTKYnmZFhgNbb+UMiMUYtWYoihysnSk0liDamNYIiKiRMdAqBsQGSEhxRT8smSne5fP1zY55GToyrroVowJRpkRCg6E1BcFZoScAbdnwzQREfUUCRMI1dTUYO7cubBarbDZbJg3bx4aGhoi3ufWW2/FoEGDkJqairy8PFx++eXYuXNnFx1x9NIDAqHARmnAXxrzKIC92ZsVkivGrG33BwH+HehdIQYqBmZ9NNe5tKU0zhIiIqKeImECoblz52LHjh1Yvnw5li5dijVr1mDBggUR7zNhwgS88sorKCsrw3//+18oioIZM2bA7e5epZ3AxujA/iAAMBn0yEzxNVX7GqYr27FiDPBnhEKVxtT7jzU53FBUtwnsKWJGiIiIeorw25V3I2VlZVi2bBk2btyIiRMnAgCeeeYZzJkzB48//jiKiopC3k8dKJWUlOC3v/0txo4diwMHDmDQoEFdcuzR0Ot1SDcb5ETnwMBIyE4zo77FJQOhKt/2GtGsGBPfBwhdGlNnidweBa0ujwzIHK6A0hhXjhERUQ+REBmhdevWwWazySAIAKZPnw69Xo/169dH9RiNjY145ZVXMGDAABQXF4e9XWtrK+x2u+arK6jLY6EyQkDwfmNV9g5mhEIEQs6ArI+6TygoI8TSGBER9RAJEQhVVVUhPz9fc5nRaEROTg6qqqoi3vfPf/4zMjIykJGRgY8//hjLly+H2WwOe/vFixcjKytLfkUKmmJJHQiFywgF7jfmnyodXbN0pIyQO+Ay9coxdf8QwCX0RETUc3QoEHr44YfR1NQUdHlzczMefvjhqB/n3nvvhU6ni/h1us3Nc+fOxZYtW7B69WoMHToU11xzDVpaWsLeftGiRairq5Nfhw8fPq3vHy2x8SoQetUYoN1vTFEU2SMUbWksYkbIHT4j5Axorj7B0hgREfUQHeoReuihh3DbbbchLS1Nc3lTUxMeeugh/PrXv47qce666y7cfPPNEW8zcOBAFBYWorq6WnO5y+VCTU0NCgsLI95fZHaGDBmCc845B9nZ2Xjvvfdw/fXXh7y9xWKBxdL2cMJYSzerMkIhVo0B2v3GapucaPWt5sq3Rne8ctVYFBmhhggZIW6zQUREPUWHAiFFUaDT6YIu37ZtG3JycqJ+nLy8POTl5bV5u8mTJ6O2thalpaWYMGECAGDlypXweDyYNGlSu45bURS0tna/E3n7eoQcMhvUK90ctEFrOEaD9zVzh1g1Fpj1Ue9AH7jcnqUxIiLqKdoVCGVnZ8uS1dChQzXBkNvtRkNDA2677baYH+SIESMwa9YszJ8/Hy+88AKcTicWLlyI6667Tq4Yq6iowLRp0/Daa6/h7LPPxr59+/Cvf/0LM2bMQF5eHo4cOYJHH30UqampmDNnTsyP8XRFEwip9xursntXjEXbKA34d593h5gjFNgQrd6B3uHLCBn1Org8CleNERFRj9GuQOipp56Coij4/ve/j4ceeghZWVnyOrPZjJKSEkyePDnmBwkAb7zxBhYuXIhp06ZBr9fjqquuwtNPPy2vdzqdKC8vl71LKSkp+Oyzz/DUU0/h1KlTKCgowNSpU/HFF18ENV53BxmqHqFIy+cBbUYo2v4gwL/FRqiMUGDWJ1RGKD/TgqN1LTjR0Bo2K0hERJRI2hUI3XTTTQCAAQMG4Nxzz4XR2HVjiHJycrBkyZKw15eUlGiGABYVFeGjjz7qikOLiTRzFKvGVPuNbTtcCwDom50W8rahyEAo1ByhwFVjmmZpb0aoMCsFR+ta0OryoMnhDpqITURElGg6tGosMzMTZWVl8t8ffPABrrjiCtx3331wOFg26QjN8vlwzdK+/caO2Vvw722VAIBLxvSO+ntEDITcgaWx4GZpa6pJrmhjeYyIiHqCDgVCt956K3bt2gUA2LdvH6699lqkpaXhrbfewi9+8YuYHmCyUJfGLMYwy+d9pbEmhxvNTjcG52dgYv/sqL9HezJCTZpAyHudyaBHr3TvCrUTXDlGREQ9QIcCoV27duHMM88EALz11lu44IILsGTJErz66qt45513Ynl8SSMtiuXzWakmqNtyrjuruF19Oga99+UOnREKXxoTjdQmgw65Gb4+JWaEiIioB+hQIKQoCjy+k+Mnn3wiV2EVFxfjxIkTsTu6JJIRxWRpo0GPrFRvecxs0OPK8X3b9T18q+fDZIQCByr6M0IOlwiE9OiV4c0IcZYQERH1BB0KhCZOnIjf/va3eP3117F69WpccsklAID9+/ejoKAgpgeYLKJZPg/4hyrOHFUom6ejJTNCUawaUy+fF2Uzo14vvyenSxMRUU/QoUDoqaeewubNm7Fw4UL88pe/xODBgwEAb7/9NqZMmRLTA0wW6ea2l88DwKg+WTDqdbh5Skm7v4fB92qH3H0+aI6QqkfIlxEyG3Ww+TJS9hZnu78/ERFRd9Oh9c9jxozB119/HXT5Y489BoMhuinHpBVtRugP/28MfjFrWLuWzQtGX0Yo1F5jwcvnVYGQx98snZHiPc76FheIiIgS3WkNgiktLZXL6EeOHInx48fH5KCSUTTL5wFvkNSRIAiIvPt88EDF4DlCRr0emSnejFADAyEiIuoBOhQIVVdX49prr8Xq1aths9kAALW1tbjooovw5ptvRrV/GGlFs/v86Yq0+7wIjlJMerQ4PZrSmJgxZDLqkGkRGSGWxoiIKPF16Iz74x//GA0NDdixYwdqampQU1OD7du3w2634yc/+UmsjzEppEexaux0Rdp9XgQ7YlWaNiPkK43p/aUx9e70REREiapDGaFly5bhk08+wYgRI+RlI0eOxHPPPYcZM2bE7OCSSbrZCL0O8CjamUKxJDNCoXaf9wVHWakmHLO3agIdURozGfTIZI8QERH1IB0643o8HphMpqDLTSaTnC9E7WPQ63DXjGGoa3YiL9PSKd9D9giF2H3eHSIjJDZWlT1CBp2cd8RAiIiIeoIOlcYuvvhi/PSnP8XRo0flZRUVFfjZz36GadOmxezgks3tFw3GfXNGtH3DDjJG2n1elRECvEMXW33L5kXgZFZlhFgaIyKinqBDgdCzzz4Lu92OkpISDBo0CIMGDcKAAQNgt9vxzDPPxPoYKUb8e40FZ+1EH5BYFQb4+4QcqoyQXDXW6oISIqAiIiJKJB0qjRUXF2Pz5s345JNPsHPnTgDAiBEjMH369JgeHMWWPxAKvk4ERxajXrNyLCfdrOkREqUxt0dBs9Pdaf1MREREXaFdGaGVK1di5MiRsNvt0Ol0+Na3voUf//jH+PGPf4yzzjoLZ5xxBj777LPOOlY6TdFkhAx6HdJ9wY3ICLnk7vM6pJkN8D0MZwkREVHCa1cg9NRTT2H+/PmwWq1B12VlZeHWW2/Fk08+GbODo9iKnBHyT48WS/lFH5BDlRHS6VQN0+wTIiKiBNeuQGjbtm2YNWtW2OtnzJiB0tLS0z4o6hzGSBkhj0feJs032VrsQC8yQkbfZmWiT4grx4iIKNG1KxA6duxYyGXzgtFoxPHjx0/7oKhziIGKkXafNxh0MiMkdqAXPUJmg/f+cuUYAyEiIkpw7QqE+vTpg+3bt4e9/quvvkLv3r1P+6Coc/gzQiHmCHn806MDM0Ji2KLYtDVDls64zQYRESW2dgVCc+bMwf3334+Wlpag65qbm/HAAw/g0ksvjdnBUWzpIwRCIuujbpZu9DVLO11irzFfIOTLCNmZESIiogTXrrXPv/rVr/Duu+9i6NChWLhwIYYNGwYA2LlzJ5577jm43W788pe/7JQDpdNnjLD7vL9ZWoc03wawYuNVl69/yKQXpTHuQE9ERD1DuwKhgoICfPHFF/jhD3+IRYsWyYF6Op0OM2fOxHPPPYeCgoJOOVA6fYYIu887VQ3RovTV5AuE5KarRm1pjM3SRESU6No9Da9///746KOPcOrUKezZsweKomDIkCHIzs7ujOOjGDJEyAi5NKvGAkpjbv91gKpZmj1CRESU4Do8Fjg7OxtnnXVWLI+FOpkhQo+QSzZEBy+fV0+WBoBMC/cbIyKinqFDe41RYooYCMn9xPyrxpqDJkuzWZqIiHoWBkJJxKCLFAj5M0IWkzcQanF6gyP/ZGnv/eXyeQZCRESU4LhjZhKRGaFQAxU9/mZpozcOQrMzdEZIvQM9ERFRImMglEQi9wj5G6JFwCMCoaAeoRSxaozN0kRElNhYGksikXuEREZIh1Sz99eixemGoiiqbBFLY0RE1LMwEEoikZfP+7fRSDGKHiG3nCEEhMgIsTRGREQJjoFQEjFGGKjoUs0KShGrxpxuWTIDVM3SKf7l86Eei4iIKFEwEEoiYvf5iBkhgw6pJrF83gOnK0RGyOJtllYUoMnXR0RERJSIGAglEdHj4wm1asztL42lmlSlMVVGSGSUUkx6+f/sEyIiokTGQCiJyIyQO8KqMYMOKepASDVDSOe7v06nk+UxrhwjIqJExkAoiRj13pc7ZEZItfu8yAi5PIqcLi3uK8iNV9kwTURECYyBUBIRsUzIHiFflsig1yPF7P+1ENtoiEZpQQ5VZGmMiIgSGAOhJCIzQm0MVDQb9PC1AMnSl2iUFsTGq/UMhIiIKIExEEoihoCM0P4TjXLZvHobDZ3OXx6rlxmhgNKYXELPHiEiIkpcCRMI1dTUYO7cubBarbDZbJg3bx4aGhqiuq+iKJg9ezZ0Oh3ef//9zj3Qbszgywi5PQrW7jmBix5fhd/+pwyAfxsNg1wZJgIhb6BjDCqNMSNERESJL2ECoblz52LHjh1Yvnw5li5dijVr1mDBggVR3fepp56SK56SmXr3+fKqegDA3uMN8jLA3wskAiF7szfQMQdmhFgaIyKiHiAhNl0tKyvDsmXLsHHjRkycOBEA8Mwzz2DOnDl4/PHHUVRUFPa+W7duxRNPPIFNmzahd+/ebX6v1tZWtLa2yn/b7fbTfwLdhHr3eRHAtDq9mSCnR9HcJtXcVkaIO9ATEVHiS4iM0Lp162Cz2WQQBADTp0+HXq/H+vXrw96vqakJN9xwA5577jkUFhZG9b0WL16MrKws+VVcXHzax99dqDddtfsCnBaXW14G+HuBRI+QPUyPEHegJyKiniAhAqGqqirk5+drLjMajcjJyUFVVVXY+/3sZz/DlClTcPnll0f9vRYtWoS6ujr5dfjw4Q4fd3ejCYSafYGQb4d5t9x01T89GvCXvoxhSmPMCBERUSKLayB07733QqfTRfzauXNnhx77ww8/xMqVK/HUU0+1634WiwVWq1Xz1VOoAyER4DQH7DAvltjLHiFfxsfMZmkiIuqB4tojdNddd+Hmm2+OeJuBAweisLAQ1dXVmstdLhdqamrClrxWrlyJvXv3wmazaS6/6qqrcP7552PVqlWnceSJyRiqNOb0yGwQ4O8FSg1cNRZusjQDISIiSmBxDYTy8vKQl5fX5u0mT56M2tpalJaWYsKECQC8gY7H48GkSZNC3ufee+/FD37wA81lo0ePxh//+Ed8+9vfPv2DT0D6EBmhwI1Vg5ulfT1CRm0glO4LhJocDISIiChxJcSqsREjRmDWrFmYP38+XnjhBTidTixcuBDXXXedXDFWUVGBadOm4bXXXsPZZ5+NwsLCkNmifv36YcCAAV39FLoFo2rVmMgItTo9cKtKY6IpOsUYEAjptaUxESg1O92de9BERESdKCGapQHgjTfewPDhwzFt2jTMmTMH5513Hl588UV5vdPpRHl5OZqamuJ4lN2bXhfcLO1we9Dq8maEdLrgjJA9zBYbonQmNmUlIiJKRAmREQKAnJwcLFmyJOz1JSUlUELsqq7W1vU9nVGV1alr9i97Fyu/1NenBGyxEThHKM3MQIiIiBJfwmSE6PTpVYGOet9VfyDk/3UQGR/RSB04WVpc3+Rbfk9ERJSIGAglEaM+9DYjjSEzQtpfjcCMkCidKQpkaY2IiCjRMBBKIoYwgVCobTREoCOE6xECWB4jIqLExUAoiYQPhIKnR6eYIgdCRoNelsuauHKMiIgSFAOhJCJ2nw8UqjSWGhQIBd83lQ3TRESU4BgIJRG9XodQsZBsljaED4QC9xpT34aBEBERJSoGQkkmVFaovlUMTYy+NAb4l9BzujQRESUqBkJJJlSfUIOvR0h9XapZ+6sROFnae5vQ06Ur65px/YtfYtn2qtM+XiIios6UMAMVKTZCBkKtUTRLG6Mvja0oq8a6fSdhNOgwa1ToTXGJiIi6A2aEkkyoQCiaZulQM4jCZYTE1GoRYBEREXVXDISSTKhAyB5iG43AjJA5QkaoKSAjdKrRAcC/LJ+IiKi7YiCUZNSZHbEkvqEluFk6OCMUvlk6sDRWKzJCDISIiKibYyCUZNQZobwMCwCg0RGqWTqaOULeFrPA0lhtE0tjRESUGBgIJRn18vm8TG8g1BCiNGYJKIWFWj4frjRW1+wtjTW0uuSmrURERN0RA6EkYzCoA6EUAOrd5/3X6XQ6zcarkeYItYTJCAH+bBMREVF3xEAoyagzQvlWb0ZI7B4fOD1a3ScUuPs84C+fBQ5UFD1CABumiYioe2MglGTUfUD5vtKYENgHpA6EzFGWxhRFQZ0qI8SGaSIi6s4YCCUZdSCUm2EJuE7765BijpwRClUaa3a64XB75L8bWp1B9yMiIuouGAglGRHsZFiMyLBoB4sHbqOhzgiFbJY2B2eE1P1BgH9GERERUXfEQCjJiHgmM8WoaYb2XqcNhFI0gVCIHiFT8GTpwECIpTEiIurOGAglGZERsqaYYAkcmhihWTpSRkg9ULHWt3ReYLM0ERF1ZwyEkoxI7FhTjUgxRh6aqM4IRZosrS6N1QVmhNgjRERE3RgDoSQjAprMFFObpTH1dGmzMVRpLHiytHrpPMDSGBERdW8MhJKMSOxYU4whttEIWDWmmi4dKiMUqjR2qklbGmOzNBERdWcMhJKMJiNkDNxYNXxGyBRi93m56arTDUXxbqUhSmNibiP3GyMiou6MgVCS0fuCHWuqUdMDBIQIhNTN0vrg0pi4v9ujyNlBYtVYgW/7jvqWzusR+ttn+/DG+oOd9vhERNTzGdu+CfUkItixhugRClw1ltLGqrE0VcaoxeGBxWiQq8b6Zqeiyt7SaRmhuiYnfvufMhj1Olw7sTjo2ImIiKLBs0eSyUzxxr75VktQRijSHKFQk6VNBr1cadbk9AY8IiPUNzsVQOc1Szf49jdzeRQ0BWz6SkREFC1mhJLMnd8aitF9sjB7VG9YAvp+gvcai7z7POANlpxul1xCX+dbNVackwag8+YIqbf1aGp1w5pi6pTvQ0REPRszQkmmf690/OD8gUgxGaDT6TTlscCVYZpm6TCBUFrAyrHAjFB9J5XGWp3+/cyaHGzIJiKijmEglOQilb/EdXpdcNlMCNxmQ/QIFWeLjFDnNEu3uFQZIQdLY0RE1DEMhJKcegl9UEbIF+REakRONfuGKjrcaHG60eLL1IjSWIvTA6dqN/pYCdzxnoiIqCMYCCU5dfkrcPm8yAiZIwRC6m02RH+QQa9DgTVF3qaxE8pjrS5/cNUZj09ERMmBgVCSUzdMB5bGRJAUasWYvI0sjblkf5At1QSzUS/7jzqjYbpVnRFiaYyIiDqIgVCS0/YIaX8d0n1lr8AJ1Gr+bTY8qPVtr5GV5l3BlWHx/rczAqEWTbM0AyEiIuoYBkJJTrtqTJv5GV6YiRsm9cNPpw8Je3+REWpyuOSGq7ZUbwAkZhY1tLqws8qO19cdgNujxOS4WzXN0iyNERFRx3COUJLTZIQCAiG9XodHvjM64v1Fj1CL0y33GbOlmQH4A6H6FicWf1yGLYdqUZKbjvOH5J32cTMjREREscCMUJJLbWN6dJv3VzVLi53nRUYow+INhGqbnNhx1A4AOGZvPa3jFVq5fJ6IiGIgYQKhmpoazJ07F1arFTabDfPmzUNDQ0PE+1x44YXQ6XSar9tuu62LjjgxaDNC7f918JfG3LI0JnqEREbo64o6OHyrvOzNsZkr1MKBikREFAMJUxqbO3cuKisrsXz5cjidTtxyyy1YsGABlixZEvF+8+fPx8MPPyz/nZaW1tmHmlA0PUIdyAipS2NiSXu2rzQmmqU37K+Rt6+LWSDEjBAREZ2+hAiEysrKsGzZMmzcuBETJ04EADzzzDOYM2cOHn/8cRQVFYW9b1paGgoLC7vqUBOOJcJAxWikqDJColyVFdAsXVZll7ePVSCkniPE5fNERNRRCVEaW7duHWw2mwyCAGD69OnQ6/VYv359xPu+8cYbyM3NxahRo7Bo0SI0NTVFvH1rayvsdrvmqydra4f5tqSJydJOt+wDGpyfAcAfCCmqhWKxK435g59GlsaIiKiDEiIjVFVVhfz8fM1lRqMROTk5qKqqCnu/G264Af3790dRURG++uor3HPPPSgvL8e7774b9j6LFy/GQw89FLNj7+7UzdKmDmSERGnsyKlmHDnVDJ0OGN03C4C/WVrNHqO9x7hqjIiIYiGugdC9996L3//+9xFvU1ZW1uHHX7Bggfz/0aNHo3fv3pg2bRr27t2LQYMGhbzPokWLcOedd8p/2+12FBcXd/gYujt1j1C4jVUj398bCJVVerNBg/IyYE0RpTFT0O1jVxrjZGkiIjp9cQ2E7rrrLtx8880RbzNw4EAUFhaiurpac7nL5UJNTU27+n8mTZoEANizZ0/YQMhiscBisUT9mIlOXRoznUaztHBmsU3+f0ZK8K9X7JqlmREiIqLTF9dAKC8vD3l5bQ/Xmzx5Mmpra1FaWooJEyYAAFauXAmPxyODm2hs3boVANC7d+8OHW9PdLoZodQIgVCmqjTWx5aKitrmTskIcfk8ERF1VEI0S48YMQKzZs3C/PnzsWHDBqxduxYLFy7EddddJ1eMVVRUYPjw4diwYQMAYO/evfjNb36D0tJSHDhwAB9++CFuvPFGTJ06FWPGjInn0+lWtBmhjs8REjSBkCojNGlgDgDA3hyboKWVGSEiIoqBhAiEAO/qr+HDh2PatGmYM2cOzjvvPLz44ovyeqfTifLycrkqzGw245NPPsGMGTMwfPhw3HXXXbjqqqvw73//O15PoVs6/VVj/vunmPQYVpgp/60ujZ0zsBcA7+oyh2rpe0e1sEeIiIhiICFWjQFATk5OxOGJJSUlUFTrtIuLi7F69equOLSEpg6ETrc0NqooS5NVUjdLn12SA53Ou5S+rtmJvMzT68MKXD6vKAp0uvYfPxERJbeEyQhR50gx+n8FOrR83uSPpdVlMQDIy7Cg0JqCgXnp6JeTJnuGYtEnpB6o6FG0/46Fv322D69/eTCmj0lERN1PwmSEqHNoMkIdKI2lmP3B05n9bJrrzEY9Vv78Ahj0Ouj1OlhTTbC3uGISCKkzQoC3PJYS0K/UUcfsLfjtf8qg1wFXT+gbs8clIqLuhxmhJKcubXUkI2Q26JFpMUKnA8b3yw66Ps1slNt4iK03YjFUUb18HojtdOldx+oBeDNNJxpaY/a4RETU/TAjlORSjKfXLK3T6fDn745HY6sLRbbUiLeVgVBMSmPBGaFY2VPdIP//RIMDfbO5US8RUU/FQCjJpVu8gZBBr4Ohg83G5w9pexYU4A+ETrc0piiKzAiZDXo43J6YLqHfrQ6E6pkRIiLqyRgIJbleGRb8bPpQWFON0Hdg1Vh7iK036ppOLxByuP1lsex0E47ZW2MaCGkzQgyEiIh6MgZChJ9OH9Il3ycrLTY9Qur+oOw0sy8Qil2PEAMhIqLkwWZp6jKxKo21+laM6XT+x4xVRuhkQytqGh3y3ycaHBFuTUREiY6BEHUZa6wCId/MoBSjAem+2USxapZWZ4MAZoSIiHo6BkLUZawpkQcqrt93Elf+eS22V9RFfBwxQyjFpJfL/2O1fH7PcW8gJPrGGQgREfVsDISoy/iXz4cOWt7bUoHNh2rx3paKiI8jeoQsRgPSfMMOY1Ua233MGwiN7G0FwNIYEVFPx0CIukxbPUKiN6fiVHPExxEzhFJM+piXxvb6MkKTfZvEMiNERNSzMRCiLtPWQMVa37L6I7VNER9HZIRSTIaYl8ZERugcXyBU2+SE0x3bfcyIiKj7YCBEXUY0S9e3uuD2KEHXn2qKLiMkeoQsRr0sjcUiI1Tf4kSVvQUAMLEkGwbfXKWTLI8REfVYDISoy4iMEOANOgKd8mWETjU50dgaPsMjVo1ZTAak+UpjsegREivG8jMtsKWZkZNuBsDyGBFRT8ZAiLqMyaBHmq+UFdgnpCgKapv8mZeK2vBZIf+qMYN8vHADFV9fdwALl2yOqry173gjAGBQXgYAIDfDAgA43kMDoc93n8DFj6/Cur0n430oRERxw0CIulS4humGVhdcqnJZpPJYi0tVGjNHXjX27Kd7sPSrSmw7XNvmsVXWeb9n32zv5rG5Gd6MUE8tjS3bUYl9Jxrx8fbKeB8KEVHcMBCiLiX3GwsIhE41av995FT4hulWVbN0mjl8aUxRFLkSTT0tOhzRH1SYlQIAyPNlhBKxNHa4pgnvbTkCT4heLEE0p1fVtXTVYRERdTvca4y6VLhZQqeatIHKkUilsRAZoVDN0vWtLjjdSsjHD0UEBCIQys30BUIJuAP9rz/Yjk/Lj8OWZsZFw/JD3kYEoyIAJCJKRswIUZcKt81GYKASsTQmM0KRJ0vXqEpap0LseO90e2S/EQBU+gKh3r5AqFc3a5Yur6qPesPao7Xe57I3YMsQNfEz7w4ZobJKO8oq7VHd1uHyYPk3x+Q8KSKi08FAiLpUuB6h2qbA0lj4QEgOVDQaImaEalTB1akQpbGrnv8C5//hU3lfmRGyih4hURqLf49QeVU9Zj61BguXbInq9rXNvlEEETJr4md+vKE1rrOSmh1uXP3COlzzwrqogps/frIL81/bhBdW7euCoyMCNh86hfKq+ngfBnUSBkLUpUQg9Mb6gzj7d5/gV+9/DcCfnejfKw1A5BO46BGymPRIj9AjpM0IaYOZJocLXx2pw/H6VpQfq0ery42TvmApqDTWjozQp+XVEfubOmrLoVMAgD3HonszFkHO0Qg/xzrfbRQFOB7H8t/BmkY0tLpQ3+pqMzvl8Sj4wLcFy+d7jnfF4VGSq2l04Nq/rMPcv30JRQnfc9eduDgEtl0YCFGX6uVbiXXkVDOq61vx1qYjUBRFlq5G9ckC4D0xq8tWauqMkCiNNTvdQY3B6oxQTUAzdrXdf+I/cKJR/tts1CM7zRusiVVj0QZC2w7X4pZXNuLO/9sW1e3bY98J79L+UCW+QC1Ot5y1FC6gdLo9qFfNaqqMY3ns4El/4ChKeuFsO1KLo75j3XakDg5X9G/4u47V42+f7WvXfYj2VDfA6VZwosGBxhht5dOZvjpSi9EP/g/Pfbon3oeSMBgIUZe6ekJfXHdWMe6YPgQ6nXc44okGh5whNDA3Ham+adHhshktmlVjBnl5c0DgpF4pVhuQETqmahDef6JR0x+k8209L1aN1TQ6NJOwq+tb0BBi4KMYyHjoZOwzQqLXp9npDhsgCuoyY7jAInCbk2NxbJg+eLJR/r8YYRDOx9ur5P87XB58E2VfEQD89j9l+O1/yvBpeXX7D5KSlvr382Q36ReMZNOBU2h2uvHvbUfjfSgJg4EQdal8awoevWoM7pg+FIVWbwmqorZZBi22NLOc4xMumyG32DDpkWI0wBe3BJXH1H1BNQGBULWqFHTgZKM8AYtjAoCcdDN0OsCjeEtrZZV2/PAfpTj7dytww1+D0+Ri9VVNoyPmKXSREQLaXgEn+oPEsYQaNlkbEAjFMyN0QBU4RjoORVHw0dfemUcZvonipQdPRf19Knwly3iWAU/XoZNNIbenoc5zuMb/+9kd+gXbIv62d1c3tPmhibwYCFHc9LF5A54jp5pkFiM7zYQ+IhAK0zAtyj4pRgP0ep3MIAWe8E9qMkLhMyAHTjTKf4v+IAAwGvTITvOWx374j1LM/tNnMiPx1ZE67AxonhTBlMPtiWkK3eHy4JDqzThw5lKgwOcaKisU6efR1Q5pAqHwGaHtFXYcOdWMVJMBt5xbAgDY3I5ASARA0a68627+t6MKUx/7FH/47854H0pSOaj624tmHlm81fk+KLk9SrsypsmMgRDFjTrgEVmO7HSzKkBqOyMEIOx06VMBpTGPprzlzwrsP9EogwV1IAT4l9BvPHAKOh1w6ZjeOKskGwDw3x1VmtuqG31rYvjJ8VBNoyYLEFjmCxQcCAX/HAMfI74ZIVVpLEKP0Ee+CdgXDc/DuYNzAQCbDtZElX1rcbphb/EGyoEzrBLFxgM1AIAN+2vC3sbh8uAn/9yCNzcc0lweuEqToqfuYUuE0pg627u9oi6OR5I4GAhR3IiAp6K2WZURMqNvduSVY/7d570BULjp0uqMkEfRZgLUGRB7iws7q7yfnHpbtYHQWQNyoNMBl40twv/umIpnbxiPayYWAwD+t+OY5rbqYCKwFHc69h5v1Py7rYbpwP6fUD/HoIxQnAIhh8ujCdSOhjkOl9uDD7d6ex5mj+qNMX2zYNDrcMzeGvY+auqG944GBYdONuHZlbtDbhjcFfb7yqN7qxvCBn9f7juJD7cdxbOqRtkX1+zF2If+h5U7j4W8T6ztqa6Xf089gTobezIBMkLqv+2vjjAQigYDIYqbkBkhVWls3/HQwwBlaSwgIxQ4Syiwl0ad1g4sBW0+VAsgOCP028tHYdsDM/D09eMwpCATADBtRAH0OuCbSrumf0CdEQo1t6ij9gUFQtH3CAFhMkK+YEAEo5X2yE3KneXIqSaoW16qwpTGln9zDBW1zchOM+FbIwuQZjZiZG8rgOj6hNR9QR0tjT336R48/r9d+GdAtqWriN8De4sr7EbAIlhSnwy3+H63Nx2IvozYUS63B1c9vw5X/vkLNIZYUJBo6lucmveNRNh3UJ0R+pqBUFQYCFHciJPwvhONMptjSzNjXLENBr0O247UofRgcBlAvfs8AKT7GmcDP6mL8pTe10ytzqSI5fIWo/dPQCypLsxK1TyGXq+T+6MJOelmnD0gBwDwv2+OyWNSf1oU///JN8dw9QtfaFaetNfegICwrSBLnARFE3moXivRRzCs0BvcHatrjcuMFNF/IX4XTjU5Qw7HfHntfgDA3En95es+ob+3RBlNn5AmEOpgRki8pjuOdn22w+nW9ontCTMxXARCDa0uOSRT/D5Ud0GT+IkGB+qanWhyuOWxJDL1zxwATjZ6f4b7jjfgR2+UYsfRzg00Wpzuds8EqlN9UNpdXR/y7+l0KIqSMPOUosVAiOJGlMDEG6ZBr4M1xYjinDT8v/F9AQCP/bcciqJgT3UDXv58P1qcbrl8XgQxYpm7+o3e4fLPySnO8X6fUyEyQuP7ZWuOqXdARiicGSMLAXgbWAHtXCL191qy4RA2HjiF/3zd8R3eRWZMrKZrqzQmPhEO6JUOIExpzHebob4sl8PtiUsj6EHfaz+qjxXpvsxeYMP0V0dqsfHAKZgMOnxvcn95+bh+NgDeqb9tUWdQRK9Qe4kMx87Krp8wfLimCS5V6izc1inqfisR8InXuisa4qvr/d9jX08IhAJGYYi/kX9tOoyPvq7CkvWdlx2srm/BOYtX4NbXS9t1P/F6ixWv31TGLlj75qgdw+5fhj+v2huzx+wOGAhR3IgsgGBLNckZPj+ZPgRmgx5f7qvBox/vxGXPfo6Hl36DdzdXqEpj3hOnKGepe3RE+cig16GfCIR8lzW0uuSqrkkDc+R9DHqd3FajLd8aWQDA28Ba0+gIOnmL7IE4psM1HSs9KYoie4Qm+jIgbTVLi4nRI4u8paOjIcpNIkuQl2mRgyPjsfmqWDpf0isdvUWZLqDn5+XPvdmgS8cUoUDVw3VmsQ2ANzBpa4sQdUaovoMZIbEqce/xhi4fyhiYXQmXETqgup04IYoMQVeMDQgcVBrOR19X4v73t8fs5+hwefCDv2/C/e9vj8njCSJjKYasiuXzR3x/z+oPDzuO1skPRm051ejA3W9tC5nxFj7bdQK1TU6s3nU86n31PB5F9sCN9g2njWV57NPyajhcHrxdeiRmj9kdMBCiuEk1G+SqLACwpflLUH1sqbhhUj8AwF/W7JOls7JKO1oDSmMiEFJ/4hVvUNlpJhnciEBI3C7D4u8zAYD8TAsMoo7WhuKcNAwtyIBHATYdqAkKIkRGSPS8HK7p2JDFmkaHfGMb58teRdsjJAKhytqWoNkz4iRpSzXJn188Nl8VpYd+vdJkNk4dCNU2ObD0K2827fvnDtDctzg7DRkWIxxuT9jAQIhFj5AInl0eJahc2R4Olwf3vvMV3mnHyUT0Bxl9v5+BDfSAt3x2WFUGrYtLRki7GjOUfccbcMebW/H6lwexLMrAoS3r95/EJ2XH8PqXB+UHgVgQv5/ib0+sGhPb6Kj/Fm9/YzMWvF4atrdR7Z8bD+Gt0iN4PsJ+eaW+TKfLo0RdZqxvcUFUrc7zraz8KmDlWGVdc4dLW+J57z/RmNDzuAIxEKK4Eo3RgLf3Ru1HFw2S5ZIxfb2fbnZX16PFJVaNeX99xRBEzfJ1GQiZZYAlSkrihJBvtWBAbrq8T2CjdFvG9LUB8C5RFSdv0ZdT0+RAi9Mtv2dgr0G0RHmhjy1VBgo1bZXGfNcPK8iEQa+Dy6MEvWmJrJItzSQ3mVUHc9sr6nDfe1/HtOk7FFHKKemV7g+EVKW8PdUNcHkU9LGlYrTvd0DQ63UykP2mjb4d9fOva3Z26ESgbv4VG3Au/+ZY1FkA4dPyary58TAe/HBH1P0f4vfgnIG9AITOCB051awJeOuanGh1ueWHiFO+f3cmdWks1MlbURTc/8F2OHzPe8P+kzH5vp/u9O87F8vZOaI0Ns6XfRTDUkW5uVbu16fIcR+7jrUdCIkRCMfrwwenparm9mgeE/B/CEo3G2TZX72E/oOtFZi8eCX+9tn+qB4vkPp9LFI2K9EwEKK4UpfHbGnaQCg/MwXv334u3vnhFPzuitEAvCcgp9v7Zi8yQqJcEiojlJNuRo7vccVJXZwUCzJTUJyTJoOXaPuDBJl6rqiTQZjoy6lpdGiO52htc4c2QhSfLgfmpSPbFyhGO0coJ92smt7dFPI2tjQTCrO8GTN1IPn7ZTuxZP0hvLC683oB3B5Flhj690pDb1+juno5vDjh9M1ODX4A+LNebTUwq3uEnG5F9pm1hzoQ2llVj8q6Ztz6+ib88I3N7QoYRU9TfasL26IsW+w/4f09ECXZKntL0OKAwFJUbbMjaFRAZ3+KP2aPnBH6YOtRrN3jD37W74vNyXSVatuUWDYwH6zxPgeREXJ5FByzt8oSmfg7sre4ZA9XW9lft0eRQU64SdV1zU7sqvb3ou2qat9my7Y0M87o4/3b2FPdIN97xHJ69UrLansLdqk2c25xunH/+9uxoix43II6ENrYBasQuwoDIYordSCUnWYKun5IQSYm9M/GoHxvgKFuFJYZIVVJRXzSF4FQrwwzbL4AIrA0VmC1IMVkQJHvBCwyI9EaJQMhu+wRGuE7MZ9qdGhKPC6P0qGhheVV3hPgoLwM+fMJPOkqioLl3xxDte95iSZZW5rZP6IgYFChCKayUs0yABGBkNPtkW+UH2+vipg9aXa4O5xmr6xrhsPtgcmgQ++sVBTZUuTlgviU3SdMIHSGDIQin/wCA4D2lscURdFMC99ZZcfHX1fBo3hPbGXtyEKI5ewA8PnuE1HdR5TGxhbbkJfpDVwDy2OBgUddkzOoTNTZK8fUGY66Zqfmd/XT8mo89O8dAPxlzt3VDac9pPDAiUZNY3asMkJOt0cOWh1SkIFM3+rUr47UytuI9xT18xTBUzg7q+xyIcfJxtCrNbceroX64nJfoLL1cC3mvboxbP+VKINmpZqQl2FRbRHkvVzM01L3Df7gtU249OnP5YeupV9V4vUvD+Lut7/S9HC5VD8PwNsSEAvh9m7sSgyEKK7Un/SzAzJCamlmY1BWQPYI+bIezarpwerSmD8jJEpjvoyQ736iPCYyI9Ea2dsKvc775iI+aYlSzclGR1DPzeFT7S+PfbHXe6Ic188mM2b2Fpcmu/TPDYcx/7VNeODDHZpd5bNSTTLQVM8ScnsU+XOypZnkz0GUxnYctctyyqGaprDZls92H8eIX7d/BcnKnccw+0+f4boXvwTg7bcy6HVydEFVqIyQLXJG6JtKOxRFwb7jDXhy+S5N4KMowaXB9i6hb3V5NGWn8qp6ue+Z+P5qiqJg2fYqbAlY0eZ0ezQn0s/3HEdbGlpdMoAZkJuOwXkZAIJXjh04GZgRcgbtKVfdyX1CgYHW/pONaHG6cee/tuKWVzbiVJMTI3tbcc/sYRha4H0eG0/zhCqyQWKuWFtl0mhV+EqNFqMeeRkW9PItKlAPKWx1edDs0I7OOKRaGOFyezQT7QHtZPAWpydoECwAlPp+JuLvd7cvEPrj8l1YsbNak6l9ftVePPG/cgDakrfRoJfvfSIAEnOQxEgNh8uD7RV1cLg9WFXu/V38cp83Y1fT6NBsUFxZ5+01FBn07UftIfcxbK8/Lt+NMQ/+F39dE75fqrMxEKK46uNbQg8El8YCDcnPkP9vMuhkY3Oq2YCsVG+25Jhq41PAu0WGzKQEZITyfQHAjZP746ySbMw6o3e7jj3VbMCQfO/yc5HtERmKumanbCwU2tswXVXXgp1V9dDpgKlD8mBL9WfMRMlDURS89Ln3DeSrI3WaE7w1xSizLOrUuvo2tlST/zbH6uHxKEF9Gx9vD730f5lv37UXVu1t1ye6p1fsQVmlXWZ7RC9DkS+zpw7aKtrICA3Jz4TJoEN9iwtHTjXj3ne/xtMrduPqF76QP+/6VpdcaVhg9Qa77c0IBZ6sKutasElVXihTLalvaHVh4ZItuO0fpfj+qxs1J8Lyqnq0OD0w+7KZWw7Vtvmz2+/L/ORmmJGVasJg39/BnoCmXJEREqsAa5ucQRPEw2WEFEXBl/tOnvbMGbFqLDPFKI/9718cwLtbKqDXAT84bwDe/uFkWIwGTBrg7XdaH2HLkGh86juBX3eWd3HFnhhtNiob+XPSoNfrZA/jNlUgC3jfV9QZoUO+gPTAiUaMfvB/eNCXBRMCA79QQxpFo7SYYn+wpgmnGh0ySFmxsxoej4IDJxrx+2U78czKPThyqkm+L4i+SLFQRARCMiBq9PYwHq1tlgNN1/kee73q71+9Okz8PQ3I9fbzuT0Ktqqymx1VerAGHsW7YCJeGAhRXLVVGlMTk50B//YaQmDDdI1q77LsgNJYtcwIed8kZpxRiLdum9KhP0RRHhNG9LbKT0xlAXX99i6hX7Pb+wY/pq8N2elmGA16WH0nGPFcPtt9QpZIKmqbZUCWmWKE0aCXe3K9v7UCWw/XAvCnzzMt3tuM75eNzBQjjtlb8eW+k/ITq2hQ//jr0OUxkSmqb3Xh7U2Ho3pOJxpa5YnkpZsm4u3bJuOR73j7v8TyeXuLS/bjiIxQH1vo18Zs1MtZSO9sPiKP/cDJJlz9wjrsqW6Q2aDMFCPyM72/J+3db0wcT4pJr/mdNRu8b6GiNFZtb8Flz34u50adanJqNu0U/UHnDOyF/r3S4PIo+HKv98QTWMbasL8Gn+6sxj5ff9DAXG8AJAOhMBkhMVbA3uwM6icTHwJWlVdrekA+2HoU1734Je577+sofyJeS9YfwqD7PsK6vSfh8SjyRHt2SY48pn9/5d0a5deXjsSvLh0pt8QRQ0kD+4Qe+GA7rnr+C03jdTjNDrc8gd8wqR+y00xweRTsDtFc7HB58Mra/Xjyf+VBv891zU7c9noprv3LOpnJu/8D71L8Qb4MXC9fUBG4bcWpJodmSx3RtL5iZzWanW68t7lCZhMVRcGG/dosYeCUcJfbIwOMGWcUICfdDEXxziQTAf3x+lZsP1qHpb6frfi+IvDNSvW+5+VmajNC6p6ko7XNmiz1l/tO4nBNEw7XNMv3sE93Vsv7qgPDib7X93T7hOqanbIRPHCmW1dKmECopqYGc+fOhdVqhc1mw7x589DQ0HYn/bp163DxxRcjPT0dVqsVU6dORXNzfLYToGDqT/rZ6ZEzQoNVGSGRBhcKApaAi6nSOelmWXI71eRdLXTM9wYrToqnY3Qf//J7k0GHvAyLzNyU+QIFUdILt3Ksur4Fv3h7W9AGiat3eQOhC4bmycv8QZ33De/VLw5o7iOCHfGJcMqgXHxnXB94FOAXb29Dq8vt7w/y3SbFZMClY4oAAG+rgol7Zg2H2ajHvhONQatWXG6Ppi/mlS8OBC3RD2VV+XEoijdzNm1EASaW5MjsSIbFKDMJYolvWxkhwF+OFCW684fkYmhBBqrsLfj1B9tlIJSXaYE11fv47d1vrNFXAsiwGDG80B+QixEPu6vr4XB58PLaA9h3vBGF1hQZMKlLNaI/aHw/m1ze/PH2Ktz08gac+Zv/4T++UQEVtc244a9f4pZXN+Khf38DwF/CFX8H6tKYw+WRPysRCNU2O4OeZ7W9FfYWJxa8VooFr5fKwGjlTm8JZOlXR9vVs/PeliNwexQs216JmiYHXL7SiThRrio/ju0Vdhj0Onx7bJHmvmKGV1mVXR7nwZON+Pu6gyg9eAoLXittM7Ozds8JOFwe9LGlYkh+hqpUqv1b+mLPCcz+0xo89O9v8PTKPZps3tHaZlzzwjos21GF9ftrcNs/SvGdP3+Bgyeb0MeWip99aygA/wbMgT/T2ibtNhwuj4Kjtc3y77m+1b+X4YGTTTjR0AqzQY8Roowe8PPeWVWPRocbmRYjhhZkyhLiK2sPaG73SVk1/r3Nn61VB0JBGaF676bTNY3+71VR26x5T6pvcckJ7mP6ZGFs3yy4PAre31IBwF/aL85OkxtPbzrNlWPig0FJrzTZ+xYPCRMIzZ07Fzt27MDy5cuxdOlSrFmzBgsWLIh4n3Xr1mHWrFmYMWMGNmzYgI0bN2LhwoXQ6xPmafd4Wakm2YQYqUcI8E9BBkJlhHwrnwJKYznp/uXzojdG3Sx9utQZoQJrCvR6nQxW9vs+oYtPx+F6hN748hD+b9MR/OiNzfKN3+1RZCOtOhCyqVbA7T/RKE9goqwk3lhsqf6f5a8vHYncDDN2HWvAc5/uDXqzBIArx/cB4M0M2FtcSDMbMGlADqYO8Z6s1Z88Ae9y7laXB2m+suTBk03yWCL51HebacPzQ17fW5bHWrzbbfh+HpFW9IlypGjsXHjRYPzlexMBeLMqorE0L8Mit0tpb2lMZITSzEYM7+3/PZw/dSAyLUY43d7ZQp/4siz3XTICU4d6f3bqRm7x+ozrly0DoXc2H8HqXd4A8cnl5fB4FLy+7qBchSR+lwfmeQOhYYWZ0Om8r4GYZ3SoxrtnW7rZIAOlumZ/aSzD9zd2rL4VOyrscLi9PU/r9p6EoiiyXON0K3jPd+Jri8vtwde+k/3OqnqZac1JM8sytrh+yqBeMqMi5GemYGBuOhTF33j7zmb/9956uBa/ePuriM34onTzrZEF0Ol0OKPI+/eo7mvbfaweN768QdNcLoL9Ew2tuOr5L1B+rB75mRbMP3+AzLpeMro3PvrJ+XIbGtEjFCiwNAZ4y0jqDzZin7eNvu87tjgLfXwl6cCNXOXvSP9sGPQ6+b4nMjPTR3j/dpasPySbqAHvjB+xfF58GOuV7i+NnWpyaPb1OxoQCInHBIBJA3vh/03wTvd/u/QIFEWRvU/9ctIwsb/3PW3zwVNRfQA6eLIRiz8u02x+LO4PAOP7xy8bBCRIIFRWVoZly5bhb3/7GyZNmoTzzjsPzzzzDN58800cPXo07P1+9rOf4Sc/+QnuvfdenHHGGRg2bBiuueYaWCzhT4Ctra2w2+2aL+pc10/qh1F9rBilyq6Eos4IWQIyQrLR1q4tjeWkm5FiMsiNWQ+dbJJLp2ORERpZZJV7mYnynGhQFO/fogQQrkdILF09VNOEv6z29vtsO1KLumYnrClGjFXNzxHlw9omJ9748iAA4KJhebIEJjIO6iAnO92Mhy4bBQD465p9snymDpYm9s9GcU6qfFOb0D8bRoNeZor+snofPtvtb+wVJ/eRva24/mxvVkRMgA7H6fZgjS/LdVGYQKhfjvdkv7u6QfYK5WVaZGN8KGeogtFhBZk4e0AOBuSmo1+Ot/QkSjN5mapAqL0ZoVZvQJZuMeLMYu+b9sT+2ehjS5WB0bLtVdhT3QCjXocLhub5Zxz5MmcnGlpx0DeX5sxiG6YMytX87mRajNh7vBEfba/Emxu9J6R7Zg3HGb7fsUm+GUK5GRZMG+5dRv+aLyMogr2S3HQZLNc2OeSJUfztVNtb8HVFrXxeX+w9gSOnmjUrGv+54VBUKwF3HWuQf0u7jtXLUlZepgUlqvlcgDeoCEX8bfx721F4PIocMvndc/rBqNfhw21H8cHW0O/xVXUtWO4LPEVmLtRcqfe2VMDlUXD2gBzc6cvuiL6k9zZXoLKuBSW90vDuj6bgl5eMxBeLpuGjn5yPZ28YJ7OmAJCTrj1vqPfHCwxmyqrqNUM3N/gCPdHjc1ZJjgxSAjNCouQpAnz1B0CjXodfXTISOh2Cgoojp5pleVVmhHylseMNrUHHWHGqWY6vKM7xPhdReps0IAeXje0Ds0GPnVX12HWsQb5/FeekYlhhJlJMejRGsadck8OFW17ZiL+s3ofnAxZWiABRBFbxkhCB0Lp162Cz2TBx4kR52fTp06HX67F+/fqQ96mursb69euRn5+PKVOmoKCgABdccAE+//zziN9r8eLFyMrKkl/FxcUxfS4U7L45I7D0x+fL3oFwMixGmflICdMjdMy3hP6UbJb2vtmIbFOZL0VtTTEi1Rz+5BqtNLNR9hCIZfyBgyHP8r3Zn2hwhNyRe7eqxPHnVXtwuKZJruA4f0gejAb/n6m/zOeQPURXTyzGQN8xiDelrFRtv9Wc0YXom52KZqcbH2z1fupWv8nrdDp858w+8t+TfMf87bFFmDO6EA63BwteK5Wf3LdXeH+Oo/pk4bvneE9C6/efDJlpOVrbjPoWJzYdOIX6Vhd6pZsx1jeMMtCZxd6gZtvhWtlMXRRmxZigLlXdOKW/3KblfF826wtfD466NNbe/cbE6ph0swHTR+Tj2RvG4enrxwGALHG84isrnD0gB1mpJoz0ZSfESVn0fQzOz0BWqglZaSYsvGgwpo8owAcLz8UNvp/jPW9/hdomJ/pmp2LB1IH498LzsPn+b8mSFwDcPKUEgPfTen2LUwZbJbnp8rVXZ4SG+U6m1fWt+LrCHySs3XNSZoOGFmQg1WTA3uONmjkz4WzTLCN3yixMvjXF22DsC/IMeh1mnFEY8jGuOasYOh3w/tajeGJ5OSpqm5FpMeJXl4zELed6n+O6vaGHLr658RDcHgVnl+TIYEEED2WVdng83s1BRSB84+T+mD7CG0CWHqiBy+2RGbybp5TIvQ8zLEaMLLLK3yMhNyAjJL5XbaM/IyQ+cP13R5Um+7Jxfw3sLU45SfvCYfkywxQ4S0hkafr7tgYapvr9Ht8/GyW56ZrfBZFd9WaEAnqEZLO0AycCGuUralvk97pmgv88J0qbWWkm+Te0bHuVKhDyrvIUQWdboyt+s/QbOd5AlPsBXy+Ur5Q/gRmhtlVVVSE/X/sJ0mg0IicnB1VVoae67tvn/WT94IMPYv78+Vi2bBnGjx+PadOmYffu3WG/16JFi1BXVye/Dh+OrgmUusZg3xteYI+QHApob9EMN8tON2n+++5m7yfO3lmRT67tISYeixO2OhAyGXQY0Mt/cjoSsBO8w+WRn+aHF2ai1eXBxU+swtMrvL+j6rIY4A+E9h339+1MGpAjyyZCYCCk0+kwy3cyEp+GbQG3+Y5vo1sAONu3oseg1+Gpa8fhgqF5aHa68YPXNqG+xenPCBVZ0Tc7Df1y0uBRtDNyAO9U2wsfW4Upj67E4o/LvM9pWB70YbYyGet7g996uLbNpfNCZooJcyf1w+SBvfCdcf5g7vwh3p+dSG7kZljkz6W9GaEGX0YozWKETqfDpWOK5OstTggiuJrmO9kO95Wwqutbcby+VWYDxqlOYnfOGIa/3TQRBdYU3DJlAEwGnZxXdNPkEhj0Ouj1uqAVlecO7oXB+RlodLjxy/e249mVewB4s1QiG6AOhIb4+kxqGh2yHAF4+0Te8f1NXDA0D5eO8WZuXll7IGj/tiaHC7e/sRl/+8yXtfSdxARRys3PtMBs1MvAYsqgXkEfDoTx/bJx0+QSAMBzn3qzBZeO7Y0Uk38y8o4Qm4a63B68ucH73jzXF0AC3j4qi9Gbqdh3ohFfHanD4ZpmpJkNuHh4PoYXZsKaYkSjw421e0/KXiHxmkXSS5URSjMbMCDPP9tMZFvEkFURXJ47uBdMBh2q61vx9Ce70eRwY3B+Bs4qyZalwsDMjropGQCG5vsDIfF+IIKfVJMBN/mCYm+PkH/5PODfkPpEfStOBGaEaptkuX76yAL5Go3sbZV/J7NGed8z3t9aIZ+j2MQ6mr3MPv66Ev/ccBg6HaDXebNdItO7s6oezU43MlOMmhXB8RDXQOjee++FTqeL+LVz584OPbbH4/0jvvXWW3HLLbdg3Lhx+OMf/4hhw4bh5ZdfDns/i8UCq9Wq+aLuQ/zBBPYIFahWjYnm2AyLUd5OBBBf+laoiDePWPjBeQNxyejeuPYs76cq9Zt+fqa3b0ikngNr8gdPNsLlUZBuNuCZ68chxaSXk7P75aTJScKCKI2t2On9JDskPwO9MiwyKyXYQqzAmz26MOJtBuSm49YLBuKysUUY79vZHfCuzHrhuxMwMC8dtU1O/HPDIfnpX3wqFhvCBg5Z+/sXB+Bwe1Df4pKrbS4OUxYD/NuWHFL1WERqlBZ+953R+OeCczRZxcmDekEdb3kzQh3rEWqSzdLBWcQRvbXvEaKHI91ilJPGv66oxfu+Es/0kaFPuoVZKbhsrDeQSzUZ5NLpUHQ6HW6a3B8A8OG2o3C4PZg9qhA3Ti6RJU+nW5GD8wbkpsNk8P4wRIApymVi0vNZJTm4zlfm/M/XlTj30ZV4YfVeWSb797aj+M/Xlfj9sp04Xt8qp2KLbXBE42y+r+lVnCivUGUaQ7l75jDNSjzRmyIan3dVNQQFZSt2VqPK3oJe6WZ5sgYAo0GPcb7f3T8s24l/b/P+zKeNKECa2Qi9XifLcY/9dyfcHgXDCjLlyT0S9d913+xU+Z5S2+SQqzjP9H1vEXxP6J8jf6dFI/LcSf2g0+lkhkm9fN6jmrYujikrzYRBeenQ6/yTxa8c3xcDc9Mxf+pAmQ2rrGuRwUqo5fOiBCd6I3cda5CBcr+cNEwe5P3wI7ZxAbzfz6DXyUyzLc0ky8uiJL09Qkbo98u85+/bLhgks1iiPC7eK8b3yw77wairxDUQuuuuu1BWVhbxa+DAgSgsLER1tbYR0+VyoaamBoWFoVOuvXt7P9mMHDlSc/mIESNw6NChznlC1OnEp2+R4RFEaexkowPLfHNvRqiaWtWN2DdM6ofrz45dyXNkkRXPzR0vgxH1G6Zo8hWf7gL7hERZbHBBJoYUZGLN3RdhxV0X4OsHZ2D13RcGraQTU7JFOl28qffzpavl7VKDP4GPK86WJ6lwt1k0ewSevn6cphwHeGcm3Tp1IADgmZV7UN/igtmgl3OUxCqhTarltHXNTlmWWHjRYAzITcegvHRcOCx8IJSVapLZrU++8QZ7fdrICEV6LHUJQdsj5A1smhwuzcqk8qp6/HH5rqCl2w2qZulAwwozZcA1JD8D/Xv5s3Ni0vjzq/biREMreqWbIwaCP754MIbkZ+Cn04doSpehXDm+r1xoMGVQLzx13Zkw6HVIMenlsn7x+2ZLM2t64vrYUjEnoG/nrJIcTOif7Wuut6C6vhWPfrwTH/qCCdGr43QreG3dAdnbJlaDiQBe/I49cNlI/PXGibIRP5x0ixGPXDkaOp03iyYyQcXZacgMsamu26PIFYJXTywO+lD0q0tGwmTQ4X/fHMNr67x9dN8e43+u4m9GlHenjQj/eqipS2N9bKma+WSioV2d7QOAUUVWnOX72/Ao3kz2lb7MqwhSTqpWch2rb4HD7YFRr9MsEHj55rPw1m2TZdBTZEvFyp9fiDu/NRT5mRaYDDq4PYpq+by2R+hko0N+QBSBmTjm3Awz0i1G/GLmMNw4uT9+eOEg+X1taWZMVgVGxaq5b6NEY3qFPWhoJADUtzhxwNcTd9vUQZjqy2aJkn6pL3sc77IYAERuyuhkeXl5yMvLa/N2kydPRm1tLUpLSzFhwgQAwMqVK+HxeDBp0qSQ9ykpKUFRURHKy8s1l+/atQuzZ88+/YOnuPj22CLUNjuDTiY56WaYDXo43B65zPRKValHZGQmDcjBQ5edEVT/jyV1ICSW9Ys3kDW7jyPNbMCoPlkY1SdLzjsRma58awoivS0HzloSb+pmox79ctL8PUIhTqJ6vQ4zzyjE674m61BZo0iuGNcHj//PP7V5aGGGXPo+0becdsvhU3C6PTAZ9Hh/SwVanB4Myc/AXTOG4uczh0X1fc4stmHf8UY5IbujgRDgLY9t9r3h5mVYZHajzre0fNoTq9HqdOPGKf2RajLgTyt2w+lWsPVwLf7+/bPl4zT5SmNi9ZVaismAAbnp2Hu8MajEckaRFf/5qlLOW7liXB+YDOE/f5bkpmP5nRdE9dzSLUY8dvVYfLnvJO6aMVQGBDqdDllpJhyvb5XBiS3NhHyrRWaDRvfJwrmDeskS7JD8DBl0f/+8AfjuOf2x+OMyvLL2AF76fD/OGdhLzusBgL+s2Qe3R0GB1YILhubhzY3+FgKRnc3PTMG3Rka3IOGCoXn4+Kfno1e6Rf5t6vU6jOhtxYYDNfjmqF1m3t5YfxDbDtciw2KUfURqo/pk4e6Zw/DIRzvhcHuQaTHigmH+84wY5ChEUxYDtOM9+manyXLl8YZW1PvKomMDA6E+WTAadHhhtfffl40tkkFKqB4hsclrn+xUzYeR/r3SNQG2ml6vQ5EtVTbiA/4POaKc5/YoMpgc2duKlTur5cIIUcLs3ysdD18+KujxZ40qxOd7vGXPfqrM2ZCCDJgNetS3unD4VFPQ8YkPeQVWC7LSTJg6NA9PfbIbn+8+gYZWF9b7fp+6QyCUED1CI0aMwKxZszB//nxs2LABa9euxcKFC3HdddehqMj7aaSiogLDhw/Hhg0bAHjfDO6++248/fTTePvtt7Fnzx7cf//92LlzJ+bNmxfPp0OnwWzUY955AzS7xgPe17sgS3zCcsBi1OMS1afA+ecPxGP/bwz+dtPEiCeiWFC/Yfb2nRTEsMZV5cdx77tf4+oX1qGuyYndvo0Vo62RB44YUL+pD1L1CQX2/wizVWWEtiZ5B7IYDbJJFwDO6O1frTU4z9sA3OL0YMdR73YXYinuDb5SQLQCP1VHUxoLRzR7At5MhXr5/LbDtTjR0Ir6Vhee+3QvHv/fLhk4rN51XNOkK+YIpYVpsP/uOf0xMDc9KNM4MqBsdvXEvoilWaMK8eBlZyAzRft6B77+tlSTJhs4um8Wzuxnk712oqFfMBv1WHjRYJiNenx1pA4P//sbKIo3gMpKNclRBWP72jBU1cwLAPkdHEsxvNAaNEsmcFPdyrpm/GGZ98PtPbOGyaAr0A/OG4gpvlLPzFGFmqzRGUVW+Tr2SjdrsoaRmAx6GcSoS2Ni8rde593IWfyce6Wb0TsrBRP65chs7dxJ/eXjiSDlVJNDbpkT2B8ULfX2Q2ajXr6uZqP/mMVS+wJrisygR/O9ZpxRIAcs9s3xfx+TQS9XTG5XNeALYlsQkcUa29eGrFQT7C0uXPuXdaiub0VOulmWMuMpIQIhAHjjjTcwfPhwTJs2DXPmzMF5552HF198UV7vdDpRXl6OpiZ/VHzHHXdg0aJF+NnPfoaxY8dixYoVWL58OQYNGhTqW1CCU/9xzzijUJ70AO9J/+qJxUEnjM6QowowxEqyOaN6Y+YZBbJxtNnpxn+/qZKf0kQza1vUgVD/Xmny8QHIlWNA+CDn7AE5MmOV34EBZt+d1F+eRNTjDvR6naZPaPOhUyg/Vg+LUY8rx7Xv5B/4qfp0AqEzi20Y0zcLZxbbgpqly32Tv0f2tmJs3yzkpJvx5DVj5Sq4P/x3p8wgidV+6SEyQgBwy7kDsPLnFwZ9KhYncsAbRAwv7Jqew8Bm+axUkyZoGN0nCxajAVN9DeWBTfmAd5KyWEkoJmVfPbEvrlJlWscW29A/J01mBoHYjKUQAgckPvDBDjS0ujC+n00TVATS63V4fu4E/OqSEVg0e7jmOqNBL7MQFw/P15SU2yKyOH2y/aUx0dyenWaGXq+TgcUZfbJkdu6P156JxVeO1vxuZ6eZoNN5+4nEgFT1yqz26KuavG5LNWk+eIiSnsgY9cowy211gLYDofzMFFneC+xFFHObQvUJ7ZLZbm8gZNDr5OysHUftMBu8vYdtrRbuCvE/gijl5ORgyZIlYa8vKSkJOfvi3nvvxb333tuZh0bdhPqN/qo2+hI6k7o0JgKV7HSzHPL3zIrdeGL5Lry/pULuKj4kPzP4gUJQ90aJQY3CQFWWLFzZy2jQ4/m54/FNpV1uodEeWWkm/PrSkXh3S0VQj8mEkmys2FmNFWXVslRy6ZiiNntdAg0vtMJs1MPh8iAzxagJaNvLaNDjg9vPlScGf7O0Czt9gdCMMwpwx/ShUBQFOp0O5w3JxTulFdhyqBb/++YYZp5RKE926e0cuZCfmYK8TAuO17fGPBsUifr1F1upaDJCvkbXR68agxsn23Hu4F5BjwEAt5xXgn/5tk8x6HWYM7o3apucsvH3zGIbjAY9huRnyKxNLCcEi2b8b47aUXqwBv/75hiMeh0WXzmmzQbbrDQTfnD+wJDX/fDCQWh2uLFgaujrw7lqfF98sLUCkwf2QmBbjPi7L8lNx6aDpzBGNd/qsoCp2gDkpqgnGx042diKvExLTDJCgX/7uRkWzTDJ3AwL+thSsRHecm1xTtsfNB77f2OwbHtVUOO7+DAUOBUf8M9HG6r6kDd1aK4Mqp+4Zqws7cdbwgRCRG0RzYUFVotcOh0PoZql1S4dW4Qnlu+S821STYao+2DUGaHAN5FBqvJaYEZAbdLAXnI4X0dcd3Y/ubpITXxqFL0kvbNS8POZQ9v9+GajHqOKrNh8qPa0+oME9adjEVS5PYrcGV5kacTt8jNTMO+8AXj20z34y+q93kBINEuHyQhFcu+s4Vi754RcDdUVrKrXXwSiYpPhPrZUWb7NSTfjPFX5MNDwQivOHdwLa/ecxLmDc5GbYUFuhncC877jjbI3bFhBJnYctcOaYow4/LK9xKa69hYXfvmed++vq8b31czW6Ygpg3Ix5Yfhn3c4t180GLdfNBgAglayiZ/pbRcMQmaKETdOCZ+xEnpl+AIhX59QhwMhVTATuAgiN2Cid26GWTObK5rsU/9e6bj1guBKigioRTlc/bcm+x9VAyG/PbYI6/aexHlD8oK2XImnhCmNEbVlii/tOv/8ge1Kd8damtmA7DQT9LrQbzIDctPlGwjgXcYc7fLRFJMBuRlm6HXaZa6At09Hr/POLooUCHWW0X2y5Gql7DQTXp93dofnNYkSQt/TKIuFkmLSy2Xk+1TzmwKJ/jJRTojULN2Wqyb0xZPXntmlJQD1yVBkCM4Z0At5mZZ2Z6Z+dclInD8kFz+f4Q9qf3nJSLx081my90b0CeWH6dnpKLNRj8G+bOnOqnoY9Dr86KLu0dpgMujlqj3AvxfZ4PwMPPDtM6IqEaq3wACg2caiPfqqVnMFZmADB0HmZlg05Wb1SrD2GlqQCaNeh5pGB46qppPXNTvllH912T/NbMRT143r0g8F0WBGiHqMi4bl45uHZ8a95qzT6fC3myaitskZ9s3w22N7y32Y2jtM7G83nQV7szMoyMpON+OP14ol1LH7VB6tFJMBl59ZhE/Lq/G3m86SJ7CO+M64Pvik7Bgua2MGTXvpdDpYU0xy3kqqyRDypCPKOzW+Rta2mqW7G3V5RARF/XqlYcN909q9YnJEbytenxd6da4glliPKop9D9QZRVa5we/lZxaFXT0VD7Z0k1zd2Nam0aGoV441trpkQCQWV0RLUxpLDS6NCSkmPdLMBpkRClym314pJgOGFmTim0o71u09KQOcPb5FIL2zUk6rtN1VGAhRjxLvIEiY0MbeOZeMKcIjH3mHjQ2OslFaiLTK5fIYBw7t9djVY+HxKKc9IG1MXxs++8XFMToqLWuqPxAaWhA6G5ed5s26eRTvvJW2mqW7m6wQpTEAnTY2YmyxDZ/94qKwq7hOh1h5p9dBlqW6i+w0Mw77sji9OhAIyVlCDa1yyrN6aGG08jNTYDLo4HQrwT1Cqp6t3AzveIKRva0wGXS+5f2nVxiaPaoQ31Ta8X+bDstAaFeIslh3xtIYURz0saXKFRTx3nAw1uI9JbYt6v6ZcL0mBr1OboFQXd+qapZOjEBImxHqmk/kxQGrx2LlW77tH+adNyBo1VK8qVdnBo62iIZ6urSYIdTeshjg/X0VWZ7AFaPqjJD4nS6wpmDV3Re1memLxv+b2Bd6HbBhf42cYyYbpeO8dUa0GAgRxcmzN4zDOz+c0m1WTiQLa4o/mBkWYTm7ensCf0YoMUpj6oxQewdndjfFOWko/dV03DdnRLwPJYh6wGmvjI6Uxvy/Y4c6uHReEOWx4FVj/uPKVWWt+thSO9TzFqh3VqqcGv1/vhWGolF6KDNCRBSJLc3cLaaqJht1RihUo7QgTiDV9a1oEhmhBCyNhdpKJdGIvSe7m+zTzAiJctqJRoecIdSRjBAALJg6CDPPKAjan1CdEQpcQRYr1/r2xXun9Ahcbo/MCEU7Hy3eEuOvmogoRtT9F5GWYYuGafX+cIlTGvOflNs7x4mipw44czrSI+T7HTt4shH1zf4NUDvigqF5IQdjquc6dSRrFY1pIwrQK92M6vpWfP/vm1Dt24aHPUJERN2QNdUbzORmmCN+Qs7zXSc2jtTrILcu6O5sqV3fI5SM1KWxjgRC4nestskpxzmM6B3blXcpJoMsgXVWRshs1OMqX6O02F1+SH5GTEpvXSExjpKIKEbEp/i2hvLlqT6tA95sUHcsz4Ri1fQIJX5prLtSL5nvSCDUNzsVN0zqh4MnG3FmsQ3nDc6Leu+z9sjNMKOh1dVpGSEA+Mm0IXJ6uTXFhHMjDOrsbhgIEVFSmTokD29uOIyrJxRHvJ349HzA90k9LUEapQHvKqKcdDNqGh2devJLdiLITDMbOjS7S6fT4ZHvjI71YQUZ3z8bR041awa5xlqGxRh2S5PujoEQESWVUX2ysOYXF7V5OxEI2VsSa4aQ8JvLR2H/iQbNHnQUW2Kl1ulMZ+4Kj/+/sXjg0jPYLxZGYv1lExF1kcDNQxOlUVoQ24RQ5xmUl4G/3jgRJe2cBN3V9Hodg6AIEusvm4ioiwTu0ZQoM4SoawUuV6fEkxhLIIiIulh2mlmzeW+iZYSIKDoMhIiIQtDrdZr9o9ISrEeIiKLDQIiIKAz13JUMlsaIeiQGQkREYagbptNYGiPqkRgIERGFoc4IJdryeSKKDgMhIqIw1BmhdDNLY0Q9EQMhIqIw1Evo2SxN1DMxECIiCkOdEWKzNFHPxECIiCiMvAw2SxP1dAyEiIjCyNVkhBgIEfVEDISIiMLQZoRYGiPqiRgIERGFkZVqgtG3zQaXzxP1TPzLJiIKQ6/X4eqJfbGzqh4DctPjfThE1AkYCBERRbD4yjHxPgQi6kQsjREREVHSYiBERERESYuBEBERESUtBkJERESUtBgIERERUdJiIERERERJi4EQERERJS0GQkRERJS0GAgRERFR0mIgREREREkrYQKhmpoazJ07F1arFTabDfPmzUNDQ0PY2x84cAA6nS7k11tvvdWFR05ERETdVcIEQnPnzsWOHTuwfPlyLF26FGvWrMGCBQvC3r64uBiVlZWar4ceeggZGRmYPXt2Fx45ERERdVc6RVGUeB9EW8rKyjBy5Ehs3LgREydOBAAsW7YMc+bMwZEjR1BUVBTV44wbNw7jx4/HSy+9FPX3ttvtyMrKQl1dHaxWa4eOn4iIiLpWtOfvhMgIrVu3DjabTQZBADB9+nTo9XqsX78+qscoLS3F1q1bMW/evIi3a21thd1u13wRERFRz2SM9wFEo6qqCvn5+ZrLjEYjcnJyUFVVFdVjvPTSSxgxYgSmTJkS8XaLFy/GQw89FHQ5AyIiIqLEIc7bbRW+4hoI3Xvvvfj9738f8TZlZWWn/X2am5uxZMkS3H///W3edtGiRbjzzjvlvysqKjBy5EgUFxef9nEQERFR16qvr0dWVlbY6+MaCN111124+eabI95m4MCBKCwsRHV1teZyl8uFmpoaFBYWtvl93n77bTQ1NeHGG29s87YWiwUWi0X+OyMjA4cPH0ZmZiZ0Ol2b94+W3W5HcXExDh8+3KN7j5LheSbDcwT4PHuSZHiOQHI8z2R4jkDHnqeiKKivr2+zjziugVBeXh7y8vLavN3kyZNRW1uL0tJSTJgwAQCwcuVKeDweTJo0qc37v/TSS7jsssui+l6B9Ho9+vbt2+77RctqtfboX14hGZ5nMjxHgM+zJ0mG5wgkx/NMhucItP95RsoECQnRLD1ixAjMmjUL8+fPx4YNG7B27VosXLgQ1113nYz0KioqMHz4cGzYsEFz3z179mDNmjX4wQ9+EI9DJyIiom4sIQIhAHjjjTcwfPhwTJs2DXPmzMF5552HF198UV7vdDpRXl6OpqYmzf1efvll9O3bFzNmzOjqQyYiIqJuLiFWjQFATk4OlixZEvb6kpKSkJ3hjzzyCB555JHOPLQOsVgseOCBBzT9SD1RMjzPZHiOAJ9nT5IMzxFIjueZDM8R6NznmRADFYmIiIg6Q8KUxoiIiIhijYEQERERJS0GQkRERJS0GAgRERFR0mIgFCfPPfccSkpKkJKSgkmTJgXNP0okixcvxllnnYXMzEzk5+fjiiuuQHl5ueY2F154IXQ6nebrtttui9MRd8yDDz4Y9ByGDx8ur29pacHtt9+OXr16ISMjA1dddRWOHTsWxyNuv5KSkqDnqNPpcPvttwNI3NdxzZo1+Pa3v42ioiLodDq8//77musVRcGvf/1r9O7dG6mpqZg+fTp2796tuU1NTQ3mzp0Lq9UKm82GefPmoaGhoQufRWSRnqPT6cQ999yD0aNHIz09HUVFRbjxxhtx9OhRzWOEev0fffTRLn4mkbX1Wt58881Bz2HWrFma2yTyawkg5N+oTqfDY489Jm/T3V/LaM4b0bynHjp0CJdccgnS0tKQn5+Pu+++Gy6Xq13HwkAoDv71r3/hzjvvxAMPPIDNmzdj7NixmDlzZtA2Ioli9erVuP322/Hll19i+fLlcDqdmDFjBhobGzW3mz9/PiorK+XXH/7whzgdccedccYZmufw+eefy+t+9rOf4d///jfeeustrF69GkePHsWVV14Zx6Ntv40bN2qe3/LlywEAV199tbxNIr6OjY2NGDt2LJ577rmQ1//hD3/A008/jRdeeAHr169Heno6Zs6ciZaWFnmbuXPnYseOHVi+fDmWLl2KNWvWYMGCBV31FNoU6Tk2NTVh8+bNuP/++7F582a8++67KC8vx2WXXRZ024cffljz+v74xz/uisOPWluvJQDMmjVL8xz++c9/aq5P5NcSgOa5VVZW4uWXX4ZOp8NVV12luV13fi2jOW+09Z7qdrtxySWXwOFw4IsvvsDf//53vPrqq/j1r3/dvoNRqMudffbZyu233y7/7Xa7laKiImXx4sVxPKrYqa6uVgAoq1evlpddcMEFyk9/+tP4HVQMPPDAA8rYsWNDXldbW6uYTCblrbfekpeVlZUpAJR169Z10RHG3k9/+lNl0KBBisfjURSlZ7yOAJT33ntP/tvj8SiFhYXKY489Ji+rra1VLBaL8s9//lNRFEX55ptvFADKxo0b5W0+/vhjRafTKRUVFV127NEKfI6hbNiwQQGgHDx4UF7Wv39/5Y9//GPnHlwMhXqeN910k3L55ZeHvU9PfC0vv/xy5eKLL9ZclmivZeB5I5r31I8++kjR6/VKVVWVvM3zzz+vWK1WpbW1NervzYxQF3M4HCgtLcX06dPlZXq9HtOnT8e6devieGSxU1dXB8A7BFPtjTfeQG5uLkaNGoVFixYFTQFPBLt370ZRUREGDhyIuXPn4tChQwCA0tJSOJ1Ozes6fPhw9OvXL2FfV4fDgX/84x/4/ve/r9lwuCe8jmr79+9HVVWV5rXLysrCpEmT5Gu3bt062Gw2TJw4Ud5m+vTp0Ov1WL9+fZcfcyzU1dVBp9PBZrNpLn/00UfRq1cvjBs3Do899li7ywzdwapVq5Cfn49hw4bhhz/8IU6ePCmv62mv5bFjx/Cf//wH8+bNC7oukV7LwPNGNO+p69atw+jRo1FQUCBvM3PmTNjtduzYsSPq750wk6V7ihMnTsDtdmteOAAoKCjAzp0743RUsePxeHDHHXfg3HPPxahRo+TlN9xwA/r374+ioiJ89dVXuOeee1BeXo533303jkfbPpMmTcKrr76KYcOGobKyEg899BDOP/98bN++HVVVVTCbzUEnlYKCAlRVVcXngE/T+++/j9raWtx8883ysp7wOgYSr0+ov0lxXVVVFfLz8zXXG41G5OTkJOTr29LSgnvuuQfXX3+9ZgPLn/zkJxg/fjxycnLwxRdfYNGiRaisrMSTTz4Zx6Ntn1mzZuHKK6/EgAEDsHfvXtx3332YPXs21q1bB4PB0ONey7///e/IzMwMKsMn0msZ6rwRzXtqVVVVyL9bcV20GAhRTN1+++3Yvn27pncGgKb+Pnr0aPTu3RvTpk3D3r17MWjQoK4+zA6ZPXu2/P8xY8Zg0qRJ6N+/P/7v//4PqampcTyyzvHSSy9h9uzZcmNjoGe8jsnO6XTimmuugaIoeP755zXX3XnnnfL/x4wZA7PZjFtvvRWLFy9OmC0crrvuOvn/o0ePxpgxYzBo0CCsWrUK06ZNi+ORdY6XX34Zc+fORUpKiubyRHotw503ugpLY10sNzcXBoMhqPP92LFjKCwsjNNRxcbChQuxdOlSfPrpp+jbt2/E206aNAkAsGfPnq44tE5hs9kwdOhQ7NmzB4WFhXA4HKitrdXcJlFf14MHD+KTTz7BD37wg4i36wmvo3h9Iv1NFhYWBi1mcLlcqKmpSajXVwRBBw8exPLlyzXZoFAmTZoEl8uFAwcOdM0BdoKBAwciNzdX/o72lNcSAD777DOUl5e3+XcKdN/XMtx5I5r31MLCwpB/t+K6aDEQ6mJmsxkTJkzAihUr5GUejwcrVqzA5MmT43hkHacoChYuXIj33nsPK1euxIABA9q8z9atWwEAvXv37uSj6zwNDQ3Yu3cvevfujQkTJsBkMmle1/Lychw6dCghX9dXXnkF+fn5uOSSSyLerie8jgMGDEBhYaHmtbPb7Vi/fr187SZPnoza2lqUlpbK26xcuRIej0cGg92dCIJ2796NTz75BL169WrzPlu3boVerw8qJSWSI0eO4OTJk/J3tCe8lsJLL72ECRMmYOzYsW3etru9lm2dN6J5T508eTK+/vprTWArAvyRI0e262Coi7355puKxWJRXn31VeWbb75RFixYoNhsNk3neyL54Q9/qGRlZSmrVq1SKisr5VdTU5OiKIqyZ88e5eGHH1Y2bdqk7N+/X/nggw+UgQMHKlOnTo3zkbfPXXfdpaxatUrZv3+/snbtWmX69OlKbm6uUl1drSiKotx2221Kv379lJUrVyqbNm1SJk+erEyePDnOR91+brdb6devn3LPPfdoLk/k17G+vl7ZsmWLsmXLFgWA8uSTTypbtmyRK6YeffRRxWazKR988IHy1VdfKZdffrkyYMAApbm5WT7GrFmzlHHjxinr169XPv/8c2XIkCHK9ddfH6+nFCTSc3Q4HMpll12m9O3bV9m6davm71Ssrvniiy+UP/7xj8rWrVuVvXv3Kv/4xz+UvLw85cYbb4zzM9OK9Dzr6+uVn//858q6deuU/fv3K5988okyfvx4ZciQIUpLS4t8jER+LYW6ujolLS1Nef7554PunwivZVvnDUVp+z3V5XIpo0aNUmbMmKFs3bpVWbZsmZKXl6csWrSoXcfCQChOnnnmGaVfv36K2WxWzj77bOXLL7+M9yF1GICQX6+88oqiKIpy6NAhZerUqUpOTo5isViUwYMHK3fffbdSV1cX3wNvp2uvvVbp3bu3YjablT59+ijXXnutsmfPHnl9c3Oz8qMf/UjJzs5W0tLSlO985ztKZWVlHI+4Y/773/8qAJTy8nLN5Yn8On766achf0dvuukmRVG8S+jvv/9+paCgQLFYLMq0adOCnv/JkyeV66+/XsnIyFCsVqtyyy23KPX19XF4NqFFeo779+8P+3f66aefKoqiKKWlpcqkSZOUrKwsJSUlRRkxYoTyyCOPaAKI7iDS82xqalJmzJih5OXlKSaTSenfv78yf/78oA+ZifxaCn/5y1+U1NRUpba2Nuj+ifBatnXeUJTo3lMPHDigzJ49W0lNTVVyc3OVu+66S3E6ne06Fp3vgIiIiIiSDnuEiIiIKGkxECIiIqKkxUCIiIiIkhYDISIiIkpaDISIiIgoaTEQIiIioqTFQIiIiIiSFgMhIiIiSloMhIiIApSUlOCpp56K92EQURdgIEREcXXzzTfjiiuuAABceOGFuOOOO7rse7/66quw2WxBl2/cuBELFizosuMgovgxxvsAiIhizeFwwGw2d/j+eXl5MTwaIurOmBEiom7h5ptvxurVq/GnP/0JOp0OOp0OBw4cAABs374ds2fPRkZGBgoKCvC9730PJ06ckPe98MILsXDhQtxxxx3Izc3FzJkzAQBPPvkkRo8ejfT0dBQXF+NHP/oRGhoaAACrVq3CLbfcgrq6Ovn9HnzwQQDBpbFDhw7h8ssvR0ZGBqxWK6655hocO3ZMXv/ggw/izDPPxOuvv46SkhJkZWXhuuuuQ319vbzN22+/jdGjRyM1NRW9evXC9OnT0djY2Ek/TSKKFgMhIuoW/vSnP2Hy5MmYP38+KisrUVlZieLiYtTW1uLiiy/GuHHjsGnTJixbtgzHjh3DNddco7n/3//+d5jNZqxduxYvvPACAECv1+Ppp5/Gjh078Pe//x0rV67EL37xCwDAlClT8NRTT8Fqtcrv9/Of/zzouDweDy6//HLU1NRg9erVWL58Ofbt24drr71Wc7u9e/fi/fffx9KlS7F06VKsXr0ajz76KACgsrIS119/Pb7//e+jrKwMq1atwpVXXgnueU0UfyyNEVG3kJWVBbPZjLS0NBQWFsrLn332WYwbNw6PPPKIvOzll19GcXExdu3ahaFDhwIAhgwZgj/84Q+ax1T3G5WUlOC3v/0tbrvtNvz5z3+G2WxGVlYWdDqd5vsFWrFiBb7++mvs378fxcXFAIDXXnsNZ5xxBjZu3IizzjoLgDdgevXVV5GZmQkA+N73vocVK1bgd7/7HSorK+FyuXDllVeif//+AIDRo0efxk+LiGKFGSEi6ta2bduGTz/9FBkZGfJr+PDhALxZGGHChAlB9/3kk08wbdo09OnTB5mZmfje976HkydPoqmpKervX1ZWhuLiYhkEAcDIkSNhs9lQVlYmLyspKZFBEAD07t0b1dXVAICxY8di2rRpGD16NK6++mr89a9/xalTp6L/IRBRp2EgRETdWkNDA7797W9j69atmq/du3dj6tSp8nbp6ema+x04cACXXnopxowZg3feeQelpaV47rnnAHibqWPNZDJp/q3T6eDxeAAABoMBy5cvx8cff4yRI0fimWeewbBhw7B///6YHwcRtQ8DISLqNsxmM9xut+ay8ePHY8eOHSgpKcHgwYM1X4HBj1ppaSk8Hg+eeOIJnHPOORg6dCiOHj3a5vcLNGLECBw+fBiHDx+Wl33zzTeora3FyJEjo35uOp0O5557Lh566CFs2bIFZrMZ7733XtT3J6LOwUCIiLqNkpISrF+/HgcOHMCJEyfg8Xhw++23o6amBtdffz02btyIvXv34r///S9uueWWiEHM4MGD4XQ68cwzz2Dfvn14/fXXZRO1+vs1NDRgxYoVOHHiRMiS2fTp0zF69GjMnTsXmzdvxoYNG3DjjTfiggsuwMSJE6N6XuvXr8cjjzyCTZs24dChQ3j33Xdx/PhxjBgxon0/ICKKOQZCRNRt/PznP4fBYMDIkSORl5eHQ4cOoaioCGvXroXb7caMGTMwevRo3HHHHbDZbNDrw7+FjR07Fk8++SR+//vfY9SoUXjjjTewePFizW2mTJmC2267Dddeey3y8vKCmq0Bbybngw8+QHZ2NqZOnYrp06dj4MCB+Ne//hX187JarVizZg3mzJmDoUOH4le/+hWeeOIJzJ49O/ofDhF1Cp3C9ZtERESUpJgRIiIioqTFQIiIiIiSFgMhIiIiSloMhIiIiChpMRAiIiKipMVAiIiIiJIWAyEiIiJKWgyEiIiIKGkxECIiIqKkxUCIiIiIkhYDISIiIkpa/x9BVj/Idn8O3gAAAABJRU5ErkJggg==","text/plain":["
    "]},"metadata":{},"output_type":"display_data"}],"source":["fig, ax = plt.subplots()\n","ax.plot(range(history[\"iters\"]), history[\"cost_history\"])\n","ax.set_xlabel(\"Iterations\")\n","ax.set_ylabel(\"Cost\")\n","plt.draw()"]},{"cell_type":"markdown","id":"1d5de9c9","metadata":{},"source":["## Step 5: VQE model scan\n","\n","We'll now scan perform a parameter scan for the Schwinger model. Below we are just scanning over mass. However, you can modify the code to scan over any other parameters in the model; for example, the coupling strength or lattice spacing."]},{"cell_type":"code","execution_count":17,"id":"635caa76","metadata":{},"outputs":[{"name":"stderr","output_type":"stream","text":["100%|██████████| 9/9 [02:26<00:00, 16.25s/it]\n"]}],"source":["coupling = 1\n","num_sites = 8\n","spacing = 2\n","left_gauge = 0.5\n","mass_min = -2.0\n","mass_max = 2.0 \n","mass_step = 0.5\n","mass_range = np.arange(mass_min, mass_max + mass_step, mass_step)\n","\n","vqe_params = []\n","\n","for mass in tqdm(mass_range):\n"," model = LatticeSchwingerModel(mass, coupling, num_sites, spacing, left_gauge)\n","\n"," hamiltonian = model.get_hamiltonian()\n"," num_qubits = hamiltonian[0].num_qubits\n"," hamiltonian_matrix = sum(op.to_matrix() for op in hamiltonian)\n","\n"," eigenvalues, eigenvectors = np.linalg.eigh(hamiltonian_matrix)\n"," \n"," optimize_result = minimize(\n"," cost_func,\n"," x0,\n"," args=(ansatz_isa, hamiltonian_isa, estimator, history, False),\n"," method=\"cobyla\",\n"," )\n","\n"," vqe_params.append(optimize_result.x)"]},{"cell_type":"markdown","id":"9b8379c9","metadata":{},"source":["We now have a list of arrays of ansatz parameters that can be used to prepare the ground state for each point in our parameter scan. This will be used as our dataset to train and test the quantum convolutional neural network in the next notebook, which has been prepared by my esteemed IBM colleague, Kate Marshall."]},{"cell_type":"markdown","id":"e4c57fcc","metadata":{},"source":["## References\n","\n","1. A variational eigenvalue solver on a quantum processor, A. Peruzzo et al., 2013.\n"," \n","2. Quantum data learning for quantum simulations in high-energy physics, L. Nagano et al., 2023.\n"," "]},{"cell_type":"markdown","id":"f9088cf2","metadata":{},"source":["## Version check"]},{"cell_type":"code","execution_count":18,"id":"11c9e788","metadata":{},"outputs":[{"data":{"text/plain":["'1.2.0'"]},"execution_count":18,"metadata":{},"output_type":"execute_result"}],"source":["from qiskit import version as qiskit_version\n","\n","qiskit_version.get_version_info()"]},{"cell_type":"code","execution_count":19,"id":"ef78094d","metadata":{},"outputs":[{"data":{"text/plain":["'0.15.0'"]},"execution_count":19,"metadata":{},"output_type":"execute_result"}],"source":["from qiskit_aer import version as qiskit_aer_version\n","\n","qiskit_aer_version.get_version_info()"]}],"metadata":{"kernelspec":{"display_name":"Python 3","language":"python","name":"python3"},"language_info":{"codemirror_mode":{"name":"ipython","version":3},"file_extension":".py","mimetype":"text/x-python","name":"python","nbconvert_exporter":"python","pygments_lexer":"ipython3","version":"3.12.4"}},"nbformat":4,"nbformat_minor":5} From e4a2ec55f312f882a2682233878bb14a0f55134f Mon Sep 17 00:00:00 2001 From: oscar-wallis Date: Thu, 19 Sep 2024 17:59:30 +0100 Subject: [PATCH 8/8] requirements --- IEEE2024/The_Sub-Kernel_Method/requirements.txt | 1 + 1 file changed, 1 insertion(+) diff --git a/IEEE2024/The_Sub-Kernel_Method/requirements.txt b/IEEE2024/The_Sub-Kernel_Method/requirements.txt index 700c00d4e..2d59bc714 100644 --- a/IEEE2024/The_Sub-Kernel_Method/requirements.txt +++ b/IEEE2024/The_Sub-Kernel_Method/requirements.txt @@ -111,6 +111,7 @@ sympy==1.13.2 terminado==0.18.1 threadpoolctl==3.5.0 tinycss2==1.3.0 +tdqm==4.66.5 tornado==6.4.1 traitlets==5.14.3 types-python-dateutil==2.9.0.20240316

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