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  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "view-in-github",
        "colab_type": "text"
      },
      "source": [
        "<a href=\"https://colab.research.google.com/github/realfolkcode/clip-robust-gen/blob/main/clip_robust_gen.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Robust CLIP image generation\n",
        "\n",
        "The notebook author: [realfolkcode](https://github.com/realfolkcode)\n",
        "\n",
        "In this minimalist notebook, we generate images from a given text prompt by traversing through the gradients of [Robust CLIP (ICML 2024, Schlarman et al.)](https://arxiv.org/pdf/2402.12336) **without a generative model**. Generating images from the gradients of a classifier is by no means a novel idea (see, for example, [this paper](https://proceedings.neurips.cc/paper_files/paper/2019/file/6f2268bd1d3d3ebaabb04d6b5d099425-Paper.pdf)). Several approaches have used CLIP to synthesize/search for an image that is similar to a prompt (e.g., [CLIPig](https://github.com/defgsus/clipig)). However, its gradients are not suitable for generation since CLIP's image encoder is sensitive to small imperceptible perturbations and adversarial attacks. As such, a naive gradient descent may result in semantically poor images that have high CLIP similarity scores. To alleviate this issue, CLIPig augments samples with noise, random rotations, etc. Contrary to this, robust classifiers have *perceptually-aligned gradients* and perform better at generative tasks, as shown by [Srinivas et al.](https://arxiv.org/pdf/2305.19101) This motivated me to check how well Robust CLIP would work in **straightforward** settings (i.e., without the need to introduce tricky augmentations)."
      ],
      "metadata": {
        "id": "womSIt8Rk-_3"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Import and install"
      ],
      "metadata": {
        "id": "N9oxTnS9RPXZ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "!pip install open_clip_torch"
      ],
      "metadata": {
        "id": "aoyqQNvaRU27"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "import torch\n",
        "import torch.nn.functional as F\n",
        "import torchvision.transforms.v2 as v2\n",
        "from PIL import Image, ImageDraw\n",
        "import open_clip\n",
        "import numpy as np\n",
        "from tqdm import tqdm"
      ],
      "metadata": {
        "id": "AKnvLaSsRQLT"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')"
      ],
      "metadata": {
        "id": "ssrUK9-eRWwZ"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Load model"
      ],
      "metadata": {
        "id": "Xp6DqYKoRXTz"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "clip, _, processor = open_clip.create_model_and_transforms('hf-hub:chs20/fare2-clip')\n",
        "\n",
        "# Uncomment the line below if you want to try the original non-robust CLIP model\n",
        "#clip, _, processor = create_model_and_transforms('ViT-L-14', pretrained='openai')\n",
        "\n",
        "clip = clip.to(device)"
      ],
      "metadata": {
        "id": "29r2b2DBRYDE",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 205,
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        "outputId": "64cd3885-fd53-4ac7-979e-d69e4847049a"
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      "execution_count": null,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/huggingface_hub/utils/_token.py:89: UserWarning: \n",
            "The secret `HF_TOKEN` does not exist in your Colab secrets.\n",
            "To authenticate with the Hugging Face Hub, create a token in your settings tab (https://huggingface.co/settings/tokens), set it as secret in your Google Colab and restart your session.\n",
            "You will be able to reuse this secret in all of your notebooks.\n",
            "Please note that authentication is recommended but still optional to access public models or datasets.\n",
            "  warnings.warn(\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "open_clip_pytorch_model.bin:   0%|          | 0.00/1.71G [00:00<?, ?B/s]"
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          "output_type": "display_data",
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            "text/plain": [
              "open_clip_config.json:   0%|          | 0.00/635 [00:00<?, ?B/s]"
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    {
      "cell_type": "code",
      "source": [
        "tokenizer = open_clip.get_tokenizer('ViT-B-32')"
      ],
      "metadata": {
        "id": "YeAnEuB4Rg6b"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Utils"
      ],
      "metadata": {
        "id": "g-RiaIpabW52"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "def loss_fn(x):\n",
        "    text = tokenizer(prompt).to(device)\n",
        "    image_features = clip.encode_image(x)\n",
        "    text_features = clip.encode_text(text)\n",
        "    loss = F.cosine_similarity(image_features, text_features)\n",
        "    return loss"
      ],
      "metadata": {
        "id": "O8qjlAvXbZcO"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Here, we define a schedule for the guidance strength. A schedule depends on the current iteration number as well as the overall number of steps. In my non-exhaustive experiments I found that a monotonously decaying cosine schedule works well. You can define your own schedule. Please, let me know if you get some interesting results."
      ],
      "metadata": {
        "id": "qej2k54RdBZI"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "class CosineSchedule:\n",
        "    def __init__(self,\n",
        "                 num_steps: int,\n",
        "                 phase_coef: float = 0.9):\n",
        "        self.num_steps = num_steps\n",
        "        self.max_phase = phase_coef * np.pi / 2\n",
        "\n",
        "    def __call__(self, iter: int):\n",
        "        s = np.cos(iter / self.num_steps * self.max_phase)\n",
        "        return s"
      ],
      "metadata": {
        "id": "7W6WNDxvbbTD"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Generate"
      ],
      "metadata": {
        "id": "lNMY5dDIRiZe"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Specify your prompt\n",
        "\n",
        "#prompt = \"dark fantasy poster in the style of Dragon Age games, sharp photo, ultrarealistic\"\n",
        "#prompt = \"photo of a cat playing blues on a guitar, ultrarealistic, sharp\"\n",
        "prompt = \"Cheburashka in a sombrero stands on three turtles, ultrarealistic, sharp photo, high quality\""
      ],
      "metadata": {
        "id": "KFJSIA54Kqsu"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "In the cell below, we define the following parameters:\n",
        "\n",
        "`img_size`: The size of a downsampled image. CLIP operates with images of the size of 224x224. However, the resulting images are too noisy in the original resolution. Synthesizing in a lower resolution results in smoother images. Before each step of gradient descent, we downsample the current image.\n",
        "\n",
        "`num_steps`: The number of gradient descent steps.\n",
        "\n",
        "`batch_size`: The number of images to produce."
      ],
      "metadata": {
        "id": "bbkZzLFmeAGq"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "img_size = 112\n",
        "downsample = v2.Resize((img_size, img_size), antialias=True)\n",
        "upsample = v2.Resize((224, 224), antialias=True)\n",
        "\n",
        "num_steps = 100\n",
        "scheduler = CosineSchedule(num_steps=num_steps)\n",
        "batch_size = 2"
      ],
      "metadata": {
        "id": "YsVmy4d_SuiF"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "source": [
        "Run the cell below to start generation.\n",
        "\n",
        "Under the hood, we first initialize an image with a Gaussian noise. Then, we run several steps of projected gradient descent (w.r.t. image) to maximize the similarity between the text and image features. The gradient is normalized and rescaled with the image size and guidance strength schedule. Next, the image is projected such that its pixel values lie in $[-1, 1]$."
      ],
      "metadata": {
        "id": "yLCSB2k2i4WJ"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Initializing images with Gaussian noise.\n",
        "\n",
        "x = torch.randn(batch_size, 3, 8, 8).to(device)\n",
        "\n",
        "x[0, 0, :, :] *= 0.26862954\n",
        "x[0, 1, :, :] *= 0.26130258\n",
        "x[0, 2, :, :] *= 0.27577711\n",
        "\n",
        "x[0, 0, :, :] += 0.48145466\n",
        "x[0, 1, :, :] += 0.4578275\n",
        "x[0, 2, :, :] += 0.40821073\n",
        "\n",
        "x = x.requires_grad_()\n",
        "\n",
        "################################################\n",
        "\n",
        "verbose = 5\n",
        "\n",
        "for i in tqdm(range(num_steps)):\n",
        "    x = x.detach().requires_grad_()\n",
        "    x = upsample(x)\n",
        "    loss = loss_fn(x)\n",
        "    loss = list(loss)\n",
        "    if i % verbose == 0:\n",
        "        print([elem.item() for elem in loss])\n",
        "\n",
        "    grad = torch.autograd.grad(loss, x)\n",
        "    grad = torch.cat(grad)\n",
        "    grad = grad / torch.linalg.vector_norm(grad, dim=[1,2,3]).view(-1, 1, 1, 1)\n",
        "    s = scheduler(i)\n",
        "    x = x + img_size * s * grad\n",
        "    x = x.clamp(-1, 1)\n",
        "    x = downsample(x)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
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        "id": "vpC9APKNSOai",
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            "\r  0%|          | 0/100 [00:00<?, ?it/s]"
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            "[0.1968640685081482, 0.2802385091781616]\n"
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            "[0.3209848999977112, 0.32734036445617676]\n"
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            "[0.39476126432418823, 0.386763334274292]\n"
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            "[0.46251213550567627, 0.43698829412460327]\n"
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            "[0.4198944568634033, 0.43136632442474365]\n"
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            "[0.4721723198890686, 0.44587281346321106]\n"
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            " 51%|█████     | 51/100 [00:13<00:11,  4.35it/s]"
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            "[0.4417700171470642, 0.46664005517959595]\n"
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            "[0.47358325123786926, 0.4654819965362549]\n"
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            " 61%|██████    | 61/100 [00:16<00:09,  4.29it/s]"
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            "[0.4549233913421631, 0.43044400215148926]\n"
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            "[0.47416120767593384, 0.4265778064727783]\n"
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            "[0.4733773469924927, 0.45525822043418884]\n"
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            "[0.4348772466182709, 0.467159628868103]\n"
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          "name": "stderr",
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            " 81%|████████  | 81/100 [00:20<00:04,  4.30it/s]"
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            "[0.4991908073425293, 0.46840089559555054]\n"
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          "name": "stderr",
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            " 86%|████████▌ | 86/100 [00:21<00:03,  4.08it/s]"
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            "[0.4498293995857239, 0.47771793603897095]\n"
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        {
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          "name": "stderr",
          "text": [
            " 91%|█████████ | 91/100 [00:23<00:02,  4.34it/s]"
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        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[0.4790821671485901, 0.4930582046508789]\n"
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        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            " 96%|█████████▌| 96/100 [00:24<00:00,  4.28it/s]"
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        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "[0.5051782727241516, 0.4646819233894348]\n"
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        {
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          "name": "stderr",
          "text": [
            "100%|██████████| 100/100 [00:25<00:00,  3.98it/s]\n"
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        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# Upsample to the original resolution and convert to PIL images\n",
        "\n",
        "images = upsample(x).detach().cpu()\n",
        "images = (images / 2 + 0.5).clamp(0, 1)\n",
        "images = images.detach().cpu().permute(0, 2, 3, 1).numpy()\n",
        "images = (images * 255).round().astype('uint8')\n",
        "pil_images = [Image.fromarray(image) for image in images]"
      ],
      "metadata": {
        "id": "M-GS3d6fSj1I"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "pil_images[0]"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 241
        },
        "id": "plBqvDKNS_kt",
        "outputId": "f9fa6bdd-e5ee-44d7-ead6-7bfdd203c6db"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
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+9vbxwL6pN3M3M9GM9K+cvqqaFd1zlRSonsUCuNfZEVI2YQN+otVjyGZihOaIORAn5tA8cwzNmWMqMqcyEcFIm5MxbUyf08b0MdsMy6yaiEa6wdPczM2Nzrt1YsCULEVFQTSwacQ0hz2a8Wn2sP4w7yvZ94Qa0phpXnZkJLX6Jay+XbKsM4r8sQpeW2XEF3KliuzVJtKKfzQQMqWnyABTmMkZnIPjtHnYeNn58uPlr0+8P+145RwiyoNm73Pr1ttsnkakfM52nO19ttfpY1oIRm0tn48YmOrD42zw3gwb9IA2T2ea0pIWYVM2YEMcgSN0hM7QiJgZkTNyhEbmiByZM7Mca+TCGEAajTCjG6pT2Axp9EKVVR0YAxpZEE5LWp11EhRcSokowEvZlBtswNwa/cHWwNbH3/bWHq/ng4/dH3tuHd2tebrRzZxuBdwVoLUq9+p96PKgBFlYN2BSEWF4yt70N9sBP8URmDPi1DwyzphjxpnjjDnrkGblpYEZth7TR/iYbWSMbJlZ7SMnnPKkGd18dd+/9bNkSlPCphjwSVPQwLObv60f9ji9DzMzL4wvGW4WaU4z0xUPcjUpBckibWbxfS4bFUO8IAjpBv4k3l5mtU8NMqSXW88ZNhNj4jw53jY+/fzdzs98v/h54DXwDmaCTFMwZsPYcew5dp9GZfp59l+/+q9X+/X2I5rMe28fDxsGO3Mb8zlnasgMndipnXImlQhywmZyCmfimPEOvWceM86MmREquxyZZ+aInBkjlkMtiIKrOeKNzdkcza8IQhgvA01fIAM2AGBLVhe/opcoZeXRCQf9Aouc7uxJtm38sXnb3vtu+963zt7kDjO40ZZjsnLciwJw+dT1Ji46woVBCVDV6WfyHfwMvKFDGCPnGXHMOEYcM84ZZ8wy0BkzY2oGZnCEjbARPsNH+BltZJ/KVAeMpENu8sCK68t9XnCwFwuFSQ/5FCaUCRrjwH7Y87AxfB/N3UgzkWmWaW5M0GWGur7GG9lLZtoMn9FG+kzOZGSVdxnKKDKaVrfbVXHPjE4DaAZH0tMyZNM4wDN5BM/DxsvP39v4tOPUO+1wGw9P0RhECHPySL6kN/NoUqafox/j8Rr9M/pbDnozh7mz7fJ94nHGfo59IiVzZAPcYKKmNI0DOlNHxHvGa8zXjHfEkTEVUzNzSGfmUIzMEfOMHDNmKhICjdbo3byzNXZnONNRUHkBYZRJDmxg8MoH8dUoXaC4qsJJ2g1Kl4EW42kbH5u17di6b12tm3uaJU3fqp9FFlssNa7mKpB3VScu01wQfCpCc+Y54gV+ur1T54h5zHiPPGYeI46ZZ8wzY8ScOXNOjckz6uFn2Ewf0c7sI2NqSwD0y4NmI9xglXriQrrqKDbCTewpTNkJBoAuDX2MOIbNoRyQO4ni/xRJigYqYcY6lItdJKq4knVipo/giJwzR8wZc8aMnMqoqsorrsGaefPmvpmTdBOV5omI5DCcxDtxDs7PNn63+fmYsrl5Phq35g5nMCMiNI+IvyKaklAQjdjpP21/2v5wb+pkZ3QcjZ/GPm1/5/Y59h/Zj7QAoTSHaWpaDmgoj5jvGK9x/h7n5xyviEM5lIGQpnIgh/LMOKPqtjhDkRLMaBt9o2/WOqOhO8PRTYVoMQFZqgM7Lc1hzcwrKzWAVmFJF/xdZKEFSnPxWYjW57OZt9H76M3dZUVz+aJNLsJQOcybnqCF/dXXdoVXIithVUbGiIFxRL6oT+kYswxU75nH0BF5RpwRI2PMmXPmmDiDR9g77Aw/L/d55jYVAQENNCfcspka4WTVDcYsup71asQ2GRI25Cc4cyFcf0yM6TGQk5p1MSHY6vw4FtNMVxv7DvEzbYSfw8/Bc+gccY7zHMeYx6iPgVk/5WT1Xjdr3Xtve+/ZHIbOdAY5jcPwRr5mngfy15Z/9XxtasYP8Q/63xs3uqamdALHobfyTI2pMSF3PFr7sbU/9v0D+5Y72EBmIs8ZL+j3ie23no+57bSPyZ1sRYwawYE8M445jvl+j9drvD/H+RnzDY1V4wU0kUM5NM+c72WgGYkEHT7ggz4tevGkEY6kiqjBlGTCJgbdvLemzREOX6wtLcpe+bWiT1XcsZUaGajmsXmaZ/dsnuakSXZ1zL8B7wt6YXmTlWdVGUDkjdASFyUuQydixiAO5mfO95xjzHwHjqlj4gjVRz4jRsSsYumcOMJeae/wd7RjtiO2M7Yz50QKG8xpaJbd1YliCjRoMcebnDAauYmcsFN2AKFVR5/CTGRyIa/zBtCgb3RgE2UL0gWAlM30GTYGjwPHO97HcRy/j/PzGL9HvEeeyUgKBjPrbp2+e9+9P9pzj/FoatZMhtk4icPyrfh9zvHb/c8H//kHzh/2IW9/bX+b+K/AE9VK47vlJ9EPfZ6JU0FLd2x7/8j9j/zbH+3HHg+oJXNyzPma7/f8fWrL/LDcXO0R1q3uf6IQ05FxzvMc7+P8fZyf7/l+5XhBA4jqsympiVzGHPOIPCOnqrmREzkRgdapBvnKsBvSkGWgiSmn9c1zrhK7UBL7Bt/hStWvlomBhFU53KzsUs3lrpvuvsDAbxF+4VploFSuHGBVZWC1l7ho30pU9pTIzKlx5jhinGPGmeUleYZG5LnqxbLRiJkaiTPtyPaZ7ZXtFf09+zseQ+fELm90etNG7IaHuAOd6pqG8Op6yYmRyJN5Mt9oMnTjboxiDuTqMSKRodWfr/detaBpEdQKZgp5IVrngeMV79fxev1+vf98n38e89eR74kRzDTBSfdm3s137w/vZ44PSGm77w1NkxpZHmy+3zE+t/77j/75nzb9bHy37X/kz1/4Tx4/bLwQr87WYS19E7fUpgHKXNtmj9w/8m8//R+7fiBbag69T/mYOd9Hfr7jxflsevxQewYeQlPaFGbmiBhjjnOM4z3OzzE+T50ndBJzOaY0JHIiT8WZeUaceRtotQksoVn9faQroUCYkiGhhRnatMxGsWkhcrzt8sKbyuVdzBeuPwaiOdxhLisS7OUmF1K9uKi4qvOCXAvRk4i8yNdkCiz2ByGmTGkTdibPqXlkHDPPETOGMBIjbQRGaKRmaEhDOJNDnIWwSi2yHWgv+W/579zf+Tz5SHa05sat8Wn2U/YhPpCdwxnG4lOY2KeNN8/DjhPduv/YfPYu7/cZUiIDMihxdRCv81xIERdxnRE+po+T51vH53j9/vx8/fn5/j/f45/v/H3wmJZhKtYM6Q7vaAfGqT6YMZHwyMcut4l5IsYY5zHPl8bvnp9/t/E/bY/H4zH58U/++O/5w45n+2tu7/GBbnp4ehP3iEe+jYDHBu6yPZ+P9vcH/071yGnzN09Qox2feJ3z/esYHvl38Gfgh7BlcqYWID1ynnO+ZxxnjnfqHRaTGlbpXd3nKBvNGJlTitW/WvYlIHST2YQMpWUikbR0cYMb0BeL31T19uoir3B18bJWJ3WFbILW1rBaUbTBRdHG7XhXV3qNECmtprbK/y5eiFl1OC8PSjCwOO5n2HvY++Q4lYdiRiSmMKWZ1UFSZNHOMMGTHG7hgsMroUn5FE+1tz3e3GffsXfffestzV3u6Z5JzrRpLdGkZunjbHH4PO0M27et+2Pvm2+dzWkwpCmJRAbvNjMWJFEI6HUiM22mjWnnieM935/H+/P36/Xn6/z3d/zzzdfpY7IoBy5aHeFZfSIqkwgnXuALufmwPBHjFfOV4zfH56b3jz1+tN4/ntb309svGF5omQ/Jhn1oc7opevQ+TT3A0Yze4FszPbz9YdypGafHa7TzM7JxAuec55lxZAzZLPsp5sMsLsRQFfM4B3TShizlTKueV8XLuCi1qYKZQGgiqzlsCqvwjayrWp1cY3ajWUujrMkSiMU2qoTwbj1+GevC5RZ4nM1BwwIAsO4PWKNCX13oK6zDrGwUXFa/OCJlx1WXIQSXmRzwUDvVXmpHthEjgpmZQigXMSGhRNye2ihYbMrJ2GEHbTN0VwszvOCb+kPPDXuPbQv2VFM0BKpvDUu0VGP0mS3Up7fRPD62j79/9L8/7cfmD3OHs8DSMFURH/cVuBBVVm1ZRIqwMew84nzN4/V+f/46jj+P+Ovgr7ON0RW9qVUpaeRFrVteJi3DNaiD8WqTODXH75i/GL96fG48O+Bt4/bgo/kmtvfYZ46XxzFZg5z0bD7plu6n2kkjGWhKs9w3a08ycAr+ic8nzod0aA6dlie1Qa5kpjSBCQTq2lOTHLBTLcJtuM+4GXtcMDFU7NBcTKVKUjFX7AkCxKz0UQZBsPQm66YOdKPX4GpjEY2qNa9vvTb864NXDlojbzfnY9H3+M2ohcpKC/6+qWkX4leMACxWq1JCsZVhhkb0xDbRD/QDYyLyArVzNacWDSareWMkgE5s0oMxLIdjZAwhbGQ7bRv5sXHfex/dt5Zbi61N74kGMwOc6WzNtsbHRjbbuv/c2r89tv/86H/r/eG9YXVVUC3R4obE5UErIhBWjcGZNoJj4jzzPM7xXknbwGu0c3pEt9woN3CBsClSCGEKLozMQ9Hy9HnkIE7N+cr5Rp6mJDzUZjwzH8D+w9s/dryReGo/uKe1qXZKhXWNME5pqrVpcbToLblr20yG6C2izWyhDb4NcUSP6ZoUBVMgk1if3SrxNktbEzbMHjMz5YLzahzqokPes3BAtYIvB7gGtnNxcChz2SZszs2spbU0K992DTXclek1iXgHbVS3EKCawXg13tcLL+LS8qCL2Xm1kS9iciUNuv51FUzQGqRw0WENzbm5bbSH/JweZyo0lFGt6jKN5bkMMpjRqS7GTkwgfRXXZtk8etOxaz6Dj9j6fHp8IB9hj2GPaF3eQFudYWdv1rfeH8/2/Ln9+Nv28Y/t+Q/fPtganPVxirRwzUmsZhlUabAp7arfMSLHjFFZ23jNPNJHVAXQXM3hDdfvXT7h6kZlMqQR0eapAY6M+VZOJIE9+LdX9l+vD+9P4Pmf7dm37XDXHv70ferHGGZTOiwHNWvsJQwvT/OR/Rjt/Wjdmg3GueucnNnEfVo78IzcmA4BiLQiI6eyBsiMbu7u9C6LZIaUCQ9zRRUbKKrWzTHUPXjABckXcLQGaSEzsYE7fGfb1Lqa1wjwNz4XLhL0gi+/CHEwViFGNctmSSzbzm/fdP/EoolVbmHgDUJdkgJG2YUaLJaZgC52+s6+ce/+cBvmiZTEwFSmmLGGq3TnFgScVGHtuym5JAnY4C3bFseu+Ug+tG16NPyA/5A+RnvMxxZbUw2Smnvr3nrfHn3/aI+P9vzoj4/WP6xtNC+pgzQli4MiUrGmMijCsJCPlIU4V9MoIkbEmXkqR1ohwYbFW1g09nXP8oKQS6QhM2KOcWokR8Y4YwTCIh9ntF9j5+uPbh+p/YnmbpOW2Yh0G52RPAdOaloKYco24S+j2ox2TH9PNocF3oPnaTEbki28DdvFTtaUdeSiuyaQxb314T5bjx7qOZvSmWHQrIT1ZmhZ5HKiK1m8/BJRH/kij1Cs+/Ww9mDf2Tubf3ODSsCKhXP50G/mWcN4TiaAZrmxKMJRZMtAsWW+6H/67kFvh2qwGoqv4bU734KSSkkd2GED7bT9sMfwOT2z5tpxpiIY5CL+rIkfrbyt1UxHM2yO9FQz2+h9tj3OPeIh7ug7H719GH6ofcTjMX9u89Fia2gdvlnbrD9ae7Tt6dve+ua907qZ8+o1aMX3jG+xwi+6IFBEdEZyLgJvVXM1HJWX/zBGtUVZBMmL/o6L7EWwCNpjTmpOTOUYcyTOxnh+Jv+J5+Tfdn34MAy1mbuTh3Ak5qTGwEGcxAQAbmkW1tN9Nk0/Jz9noiVzHDE/Rx4TEY5sLVpjM3OYJ32mXcxjTzM5mfLOLu6ywWPaiJbZlCNjKoLV1h2JER6JTNb8s5drssVLd9Ku/rA1tm595/awbbfe2ZxuMIpKwqqiVlU7um/9mh+Bgyrtidbm1qymz8U5WdIJdyK8GPR5NZCsoKULZqp/KloTVpRPidmYINIYaMFt2jNbKkTRYQM+MQJzKi3rYK6qpCZbijUPczRHb8oe2IgtrQx0T3tg2/2x60ezD24/4rnPP/r5o8/Ns2/yDf4wf3jbve3uzb2ZmVXbHtcoEZYH/RdZkxoWXpeLKU4xrvK1qkZjLm+ZtKDiGsL4Roa1vHoi5TUyZgyGIoiQ5owZCCqccmcPbw9yz2g6uoxOmyfmkeOd8xXxmXqnJkhhS/q0dpqdHtOPiV8zZwvgPHL8mvEKzLSaJnNrxia1UBuqeEdQMk83gE7faA/v0V7ZD5yTPTmAqUwgEdIROhJnIAKYcMmpxmiezdQMvLgbbuzOrXPffX/4tllv5l5k5mucZTG9TEqVN/0G8C3/ARhan3sztCkf4VPmFz51sclvztmVLtbX/GadeRe9VctbrolviLAGbvCocfgOf9MPtsExMGaNfCgTARQnKMtAV6Zsjd7UWqQz21Qb1jKbrOOx5/OBn5v/8P1DPx/z7+39h4/uw1tYF3dyc+tmxciT1zRhZfe8poYuA73EQap0XVMDAlKMNfZgALn4ZXDCQU9mVH/w4vCWrEd51lXRI5mRkynlNBEpZSgHFJmC0kboHOlHettOpY4wMQ7FmXHofI/5OuM9NZMUt4QmOc1oc/I1xRnvPsRzaPyOOJIT5mz0zhpDQh9qyhVpSchScFhz71vrGQ/0nfPw7fQxfYZHQDORb2ikXqHPwBzgkR65ITaLrSUcZgTNYZ3cjQ+3j96evT123zdvjW5lHWWdsfJ8xLcBooUYXWVS1e2tx96n2kiftEhGLP7c17DXd6Qqb8iQuAZ2buss85WQ8isBAwzsZLqhNe7wF/3NfvIcHJNjMiJnqEjbq8S/XthoRm/pPVpntpFtsA01uOPZ8NHtY2vPtj3x2MYPxw9jN1jjEtYpdgKNqHG9hZ59wRn6SrIrBa+s+gKJihFzT3eAZlbjo95oTZxCTgiJVNbQjYwpW7ycxWERIiRkZIDBi9gcUFBSiBjwE/YWGXmOk46gziK8Kc6Yx8gxkSkgHSlNxMz0d0iRI6a3E35MzFMINHKztjk250Z2qYV8EeCrSDaBnmhUa61vuSN3i6PNs82zx+x5Gk/5ODgBjczPmOeZ9sY2k0q3kItko23AQ3yAT/rT/Nn8o/ujecV38zXFJOUqvst36s7wLpkS+4LgidZmb5TH9EhbAmtXbP9qdi4bxSVtcVFDLvd6QX68elGroVQYBt25NePm9ix+qPXTztPGtDnnmBkZM2rSIHVlpaq0Du7RfKox/Qw/6Q2ezX033+m7tc26o5tvsE3WZZSpQOW8MsULA744rXcVuHKY6/wWmpALRr7G9qtXwUUCceuNvbOFbCaynKCFQKVRsbJPS5IyJQMgFEhlgAFFMdNrvEWINJF8EUrNMdyZhimcoSEEciojlUFEQhM8QUsgFWP6O7PF9DbYAibRzbatPTs+Op+dm6HmYFx3y3rlxgIdcLI17NTT8+w5tjgfGjuO1l7Y3sPff9khjiP1GvQ3MfAQXOrkQ3yGfaT9SH/Kn/KntYf5brY7N6evpngZaJQhFciYa+LJxCxgD6UtsVxJa9GbpQcssiLTKqnvPvuyzkWiWC5ztVsWugB8u/Oq71eVGayYSDrYyd3saH6yDW7DxrQRNiMibEZGRgZvUrogyRBmk/aWZ/SX+1ajk4a2CLiBZE5eA02UG2UoCaNG1by4vh23b2909SGuCWHVWDqJVWfWAa/KFzR4o2/uD/dH497y1TVSNSoHiSnDVya0JHXWBUpptU2B9agxSqESSxDKmcOdxiCneAZi6Rys+WemmIOSqLDMnBEOwZSucMHdm+/NPjp+bPzY7NHYWYPYuhoIV/nG9YWRzSzBME3XbDk6z+Zv3xqeNvb81cfmAWTMzV7Nhz2Sf2T+DP6Y9mPYx/CP2Z7hu2yXb/RO67y5S7pgpZQMlyZEDXouCYG6cNUsXjbaPNyNFlpKYPVgXG3p69PcBTbxZabFZCYX1F5muvD+hR941uc3R+vgLnvQprfJEZzBkRYZkRERkV4Vk+5Z7EidwTdhYWPYhtblIUSmx/ABvTWyvdw/qU9mN6ijbxeM7FePwiqvvQ/YtwhBFG12BfqiFHAZ1DWDCVJu8Mb2sP5s/iPt1eMVOQIRkUlcZAUrmZmvmfiy/jLQEAOY4AAnauA6AxMpKXJYuLnIhE14pAtWBfNiRqAS4inMsBG+T3TJHdZEqDk240fn33b7udvHhr2h20XNktbbucj+WF3Fuu+s/CEM0/y0rdmH2U/lj/P9fP3Z1c3a/LF/fvw42/+U+J9j/m3EjwOPFx9v2w/bhvWwJraq71c4vQ0iy3cumOkalb+tc6WLhsVdtubh5rTUwpfXjLFBwYXb1w/pKzbe3SjeaDS/VVTLaZT6kVK2dILoQAM7GPCkp0+hrVlsK+vMrGncFQDjTL0GEHhXSYLW4BtcSYvsI4wzA8P0In+D3U3dc6oLRlUqqKu1ruutFknw7ghr5dxLeotkRZ1b94QmE5xozr5x+7DtD59Hy6Nl9MzUkFAtwVz9PskJlbYSFzCdYIjzep7FUVWh5qGAzJKlBEiv7JcGmtGvzBmVGkCJrJklGNWA0sPamj13+/Hwnw/7sfPRuTlaDVPnjTeSWr3lOycvc6oeY4DmHdsz8LPp7/b+Qz9+6LlZs4ed/7lv//jx3v4t87/E6x/j+HHMbtEMRrjVBO+VLGYF0u8o/O0E7vz/W6ezMuRFDwGtmcwSZZ28JFOugh+LXPdlkZflL65pLoSUWvDQt7rpngGFlhqdSjKBrd3pMA0WiRAzraZcr6Y+FMh3KIWXCUiJlDe1mh90WQu2AQsFcIIvejdqVuXBjrQlD4M1CfMl1qay0n+N/bj/caHJ10R45UdOdMe+IT44p2e0nFuW9MILOZBQpjiz9FRU03cGsjogJtZsNWcZqErtJlMAmKzsipe0EADDmuKPC31BiTTckyXu3h37xn2zbW+PR3s+24+n/3jac7e9sS38cQWJdefIIhTeThTXCBVAg1Nd2JPP2X+c28/X9mO0rVH/MPzfu/2XD2z/CeO/8M9/a3894zf7gRHRUvEFaS96wzU7eF/ZG2P/ygyX2ytvLtoi2KEMtADOK74vvJ/8v9JMaKJK0BiwW95mOczLBG4bXSfkDqgG1I+t96PrR2hXmyJxVUgBTWFAIgKaygDpraF1NnPv3dytiqWmBtkET8hj2hgGI2azAnwIAO27KX6lKRXgsSC4ddpw5Z/F0oItndoGbM7YGT+Y4TlbnaU05KGcKzVhJEtwk7lmCle+y8kyTU6xaFzrSAJUFnbVwCY2mtFMzirRVtBaF88Jp3Wzh9uz28duj80ee3s8/Ploz4c/Nts6m8F5j5FdZ7MS5AswvDG3+t2CSS1zm7mfsb9i/53b77kd4Y+Yz4z/pPf/zNe2xXii/6R/rJbUeWLOyimvs668ujzrCyzF1K9a+zoY11Ab7XKfTWS71bfxPcR/XQh9e+CLuVS6NzVTpjuwfxX1/AKp6vbbYqGsJPZSIlz5nexCdq7jtUq8AbyTr9QBhRu3vnFrbeu9b9235q3ZRtvTH2ktqdCMcebp55vFvVX6iutEW2oDX3WSlt3gItfcb3x58muIfWVGRCfSoZ34acxWCtO28fgNvZFDMZEJLN2Gmt9b0KOMQQ5wLPS/Ql2NMKihxGnYZa2mr4zA1Te1mhFEzbl0Y3dsjY/NH5s/d3vuvm++b/7YbevsG91hl9vCV7ZXzYhvfq2E8yrThkk+s5/R37P/Hv3Pw//5i3/+Uv6e+/Fq55/9+Pf9/Gsfs6cN9JN48xyaqVResg/Kq9uWlMi8EkXxhipvaPLLk1/6pSxNfbbLwRNftJC6mFwmXxPe/CYlsUh4dz2Pr5ch7etj8zLKy0fd/wssqZmlTGhg3b8liprAFI7kS/hMvsSTiOa+7db2fXvs+/bY+7611mwz77ItbJv0I/AeebzncDvddBCTTMc6ukvk5nbh172qc3XlKetc3Rjdl4EusV2gkTv5wwzurNRY/gl7k6fPMeeImKkM05U2UTCkYQBRpq+luWFLYym7sIlNRcwS2nqrZjCyObqzG4uD07vtm+9b23d/7P7ovnXbuvVmJfFgFQWvD6I751of9XIJlXqumUjPbCPae/TX2T4P+/3S6688fw+8U/NT8TvOv+L1J35P+23tvW/NO6LPOWdE5BJLWTqEa7PA5TUXj/jLOkvwUqUwWJ3zEsmuZxar547V36hLwIUf6hKnvAQ2bmjwyxKrEqQtERQWZWB1nSrn0VIS/RZjV86lOgFV8hmDGMIr+Ffiz8k/g79loxna1vqj78/n4/l8Pp4f2/7o29a7e4f1YDthn4G/Dv71mb98HlwChogLMiM3AjW5/f2NfHeay3RXgpIVLpY+lgmtnBpgTtutQZ3YNz2eOj7t/W7Ha77f8X7N93vGmGMGMg0LYZZQClVItRQllxqwCZuwJXqy1XyjryqvkrJu7I3bZr1b79Y365v17tvWts33br15dzav2cnV0UVCAvMKuXXFr5bZ5S9uG3WVJMTsn0f7/LTXS8fvOf954HfaMaHfU79/j9evzxf/x7D/g/kIRvOGhvAZPgMLy07oWmVxoesrUZRIXqgBeQ0hfSuPbhu1pgY0pK/UQEvHmfcNq6NQ0nOpRTBWhK5tMLyqQUPJPLjDWZO7l8jqlZXy9k/fj+9y8GbFUjyBd/K3+OfEn5OfYYc8vNF3f3z058f2/Nh+PPcfj8fHvj/71ls3awF/g79G+gE1nMoz55GcSUBKp4z3H1z0m3/5sxKzihG3B42VlKTgVyay0qWmBuvE3vzsOB92vNvxztdrvl7RX/P1nucZMWdG3GafglVT55KiK9PcA32uDTxGshl46UqCG7m5bd3bXk0K993bZr17797bGuv162OptMjzqxGxXEpVKF9TZ3d3pYhbPqK9Tn+9+Pqt4/fM34d/5uMcrtH9U+39wvnnGPx1bP/k/Amw+W7u2WJGce4XvLkkq1iCZ4VmXWnEUvm4/Fr5Tix13ZWEy9jUUYreUQuDLu3BBQAooJJMisxZyl9FcillqZXhkkZ3lqJsE5ujAb7IeCvfsytJv/CSlc9yKeKa0jSMb/FX4p8T/zzx1+A7LNDgm20P359t//DnD39++Mez/Xz0n33b296sJewlbCPVNZifU6+ZOcaYygyp1XYSq2F6XnX9/WZ0p8CrCMXVRbqwNrvrjBsUAdzQOnbaaJgPmx8YQ+eZryN/v+L3K3+9433M85xzhCIR6ZHG6Jg7uCcewkPYA9uJNsATa23ORrpZs57ckg9wI5vRu2lr2Bt25+bezb1GzolKRi5xjSVKnqtXcIX4VbBfQ4KL4SlayEa2I/x18POl4/eI32qf83n6Jvc2H8+X6Xwh/kLakY9fsj+pFh7eOlxhCtOXIvFloKIJdikXaPHfquNqKvWMO743sSWbrCmtqVMudeZai3CNgZfrUHXZZml+aY6cM2PGnMoCLQHSsPrT3XoyukmmBhl8uUrZYpboCyutbI40OUSkaRre5O/En4E/T/069ToxgoLRmlk32+Bbcgvuk49pj/RNW8NmFJyJaPZJPSK3R/pb2XF6hCUZXV5rchqaAX4dnRvavaq9VVJDlzJFWWe1ilYyWtHLCtw1y6bNGA25YSbG1GNof6u/kr+Dr9ArdESOiRHGuXE+iA+LD+Ej8mPqEdpSdiJfykA2AmabtWlb4yPwMbS1bEGkpnE2i145qcOXJjnAUgi+d0XdYvNfeLjAK7jf1M4kUzX4wXfgNfQ+5niFPmc/2IcBZn36x0G+zxifPreYfOf2mdibWfOEI301L4vWsF6etip3W+tI6DcQX3wLWaEX+nr0XB50hwzZoY5sKMFN2bLOIiRoDM0zxsgxYoycI2ZEhlJStczM3d1aeGzW0QRp5cJfJeS13mgFdV200rpelszT8Fv4M/Tvp/489Pud50nIlqIvDLIMG8N4mg5Xb9ga3C+4kW5iKyp9g7tgGRaBIMYu29A29IaSfG6rUvsW6K+tSQuO4ILtmKWIweutk0vB1xIyKSGn0pGGBvQu77Ameclv5oiMKG7IaLDd+KPhh+wP2c+In2d+ZOwKTBxvHOFHN7m32bawffAD+SNjl9wyOo50oKUx3ZfcabF0LnT80jCtfj3W2fsCputMrjq+wJskJnRI78jXmOeBeMsO+MlSweIW+HGYv2Icw8+hM0bm4TiSmwzmzMbMW0H8cpjLOlPlIQub/sLiUY3wgte62NN6qoeaZK1G7peuqdclVnJp7CIm5tA44zxjPY8YI6JEKQs/ZFHYm2fWLg+t11+Z+hIlqYRoRVR+uVFLKqg38Vv6M/TPob/e+fnOcaYm3ap2WTVbBDWhAxchs4BypiOTfZrJjLa2K9BCzISmxiG94R1RguQGkK3SdS7ZlGtOpmxUK9nU9TGSdlXxV3NiTdxdxFKkLVXMBCLRG9zdCp2gEeaGveMJ/CD+AP8A/wj+bPGR+WgICZNzOqxnbhXaPNFmbpGPmI5IAzdHt9za6Fr7Esq5XzCOBFt7+bh29F1x/0pnqmRVTadUZ+tMvkPvGccZ40ie4UN7sIt0aI/AkL/mcQwcE0dE6nQeiR00L+6yX+SvW8eLFLM4IDTIAdeNeRpplJMN9G/us6e5ZA2tpISkenhmSRNnMKfm0DjzOOM84zzmMtAZEVljfpWCWppnlLxg6b53WtJ84Vu6+yJf0R2raiLSeBh+E/9M/Y8z//mK359xvpJDXVadrllz7KkM2cjEDI0Ij2nj4HjhbHwS+4l+siU7rRndaQZImRlD8w06Zs1C4RpcqHT0Kw5euw+q+xCrzlxmmnf6DIGkEiKVS+s+YRczSshUTMzJMTAHYxolp++eH54/mn46f9A+Jj8anpH77zkayRboB/fgQ9aN3sWMQIhDfQxEVk+lNpye1RMtbS7RRNYMy8WWsryX09xhogKZEiyV7yk7Ye/ka+J15nGEjrmdc5v5FJsRrmgZPqK94ceYZ/CdkRqNp3CSDnO4KUq48sLPFjZ0CYK4rgH3K74TTlopmutfdjc1ge3KC9ZPpyldmZEIRHDOPOc8RhyX+zxHzLncZ16tCAMcXq8Sawuad3NdEnlrXhU3Q2HB9GQ4Dscn9Wfq30eUdY5X8FRPuNHW6JCyVqllKqqDPSpUI0yT6g6DQjG1aXWuOtUsTSHmkRqD882wNU5V8AartfeVjQhfNvoNc+I1ar16TrjgJl1c5oSxeMsJzdCYGAPnifPkHFDQxW58dvux+Y8NH86n8TGwUe0M21wNYW3YdrZ99l29W2+b21CMQA5wRIvRFU0yK56ln/T0UuU0XSnfWvkqqqzzWvF4NyMqF60lugM8VvaZx5HzPfwYfYxH5pPWDNl0Mtlm2pDG4JgxIlMzcYLDrbF6sk5lhTWr+U5chTD80g6xNcdl1zjGjS41rV1srcgI7S5H5UiTarUQMouEOGacYxwjjpHniFFCdLH2HUTdTdbsTtYLBU3uioZoCjc3q7KOYI1EL/Xwyn5Ox6fjT+T/d8T/eM+/Psf4jHZoC+xu3qCG4RhrmiRVyp+ldxFTY4b5MHeo+XIINftsSCAa5+bTfJ5mU4iB+Vqee1VJYnVB7fYxN5q9/OgXYLgAiYL9wTUEU6BV/TZDClMaU8eJ14HXm8exeoBuejg+Nv542MfGR+NW4hkpbTl6nI1n66faufX52PDo9tyat57a0fa0xxFtzC3ejxzd6Ea4y3x0C6MErFU2q+Yre716LLzwCtW5qnHJSZ60I+0dOI4831Pv08+xx/hQfhjdOZvSBEVyKnMoR8kwD3jJZXarMYMwea7rcF2wlbJ/Oc4r+7TLQL/tbrr33plgjRfWU1D5ypehQGZGzphjjnPO98wRSw262uYBRC00rNFLqJQP0wzhiLWxp9X8dareJPPCPpGmML6IX9I/I/55zF+f8/ycduQuPJ2PHWw4HUHVUJ+urIoWbmmW5lkHDyVaBURVOpk9UhGuuffhbb67n2ZDNifOY53GrEZ/cjO0a3nebYWruNCFGJYe46qFr64tWZ+OrBFjJDAT58T71Ovg+8Q5EKEGbYZHw8eGj26Prt3RQY+aS3axDSKM6UQHNmi3fHp4H4kDfCsf57HPt//WhmHbC93n3tObYGqr+V/NxUVxuTpGBO/O3n300jANkziBI3QMnMeM92jH6OPcNR7QblZ83tNV45DRVIP2U8oZGpNj2jR3utEv4jAXZlcXi9eK64rsd9/IyHKs1du0pCcsrqXC7brWS1RMZBrj6vxFxBhxHqVfGpqJtSBATHBqcX2vpZOq3QWQU8OzWzamMxOJNWawkLgStDhNv6F/zvzzmL9+jeNz2CseoT86Pzr7A+lI6KgGQYneW9DTG7yj7+wPa0/2D+udjeAJTQkZM+IMncNybG34x3zuOtHOkyNzDk5iuk7oELfA5tqMncWDxsVIwAJCIUpXa6z6wly8vPobI5JVMZXy/DH0Ovk+cQzNEIFmuTc9u56dz4bd0WEtxTBNi+Fz2gyhZm19WOu+dd/FDUob3t7cfs9Hex37ePlrbn8e2mx89OgtrDh6ttqYXxSikiG6geevUd00pGMahvEMHZHnmfEeeB9+nj3GjthNm4lmYWvnUSbSEY4wRipSJTtsEZZmMhNt0aaWfRaYYxeXrvpGtuTBHLw8KL1EnpIWZaNiW55zUUhdtBqpCQLAEM7QMXOOzFNaBIe1LQixGAYig4saVk13MzXX2o2cMhcXgdHqngdwQK/UX5F/nvnrNc/fk+98Tv3h+MeDzye58zQcIzkDOYQGTHHW2lPrsg1tR3+iP9W6LGUZwMw58B75OvU+odN88jG3D2ywbnYeOENzaLzzKJbGtNawOR9uu3E3bYa28NmVZ34VRpdjvVDUomutoaYgZ/KcOgZfh8p9ZtQ2sXw0PTseDVv5TomTOKEDOqRTNnPL8wMiOIxs5t3b5mCfxkPNx95i38fmY26f0X+dj1/HuW3Dt0QL9zRfe8SuBia+GmZfDq34AWEYhhM6E+fQOGa8h53DY3TNbtmKauBZOwaLQZiOdE7HpaEj5jUyf0kjXtyiVZMR30aNaNcA6FoDXILUaxU7rw0VoGht5SUX124xZW1NvQ9iCGdiTMSAxrVUTTd4Ud6kvjSahSxJOvpEb+qZrYoclvVKwASG8Bn6pfznmX++5ut34DMeM//R8I/d/v7T9x8WnWv+LmaRfiI3qggVARNb2pa+ZdvDXTYFDMxTx5GfR/x+x+udfsKGbdl+WGf22tX1RkrjzClFCGeysTd7dvxo9kfDj4YnZNdW6u9R/7rRN81glUuF4kdyBI/B96H3yfepmIlUM+2uh+vh2A2dcMmmeCbeqc/EZ7TXsHP41GZt1xyIAGDwRjMl/EhqNM69j93GsDPtd/S/jse2nW1P9LG12YR7keg3lew7H1ynqUZETBMYiTE1Ds331DE5whVt+UOyKzvlSr8mC53ZGM2G2XC16mFdfO9rkuROJch/qY3Kg/LLOr8tYU/+yzrbBNrVbaz1KwVRtbQGb+ktzKf5oJ2yGcxJzOpdlY2ut7FqxMIfYeHGaT3QA1uiaYk2FtEzgSG9gVfq18zfR7xeEUf0qZ/kPzb7T0/744e3DzsbYmgb0RAWA5FKkyxobpZOncim9JlscipSn6c+f+PzF3//Fa9fcb5yO8Rgh21wZ5vWJ9vEOZWp88SROYdlY2t6bDg3QDWjgw44r6Id0uJnERdRC99ZCzVvlBwTx4njxHFoDmXIoM30MD2adlcv35ypiByBc/AYdp6cp8dpSKc54wQmXXSayxHoM5C72cP3d+/Ztji3I+1z9Me5bWP6XBPStjbgaHmyu+q7aJ8lq0IFFVqtr3lGnoERzDCKDXSkIxqyYTaEXcld82g+Nh+Rh8uaFWvzftHrIHx9wW/u87vvvBTBTbo86Jd1MsF2Mc0rbBXg1Baa7z37Fm2Ej8k55DNSJXR9YQdFr1CNqJmZe6NHOMN6WEv0KslcLEYQc5In+A69Ij/PeB8RI1z5s/Mfnf/2o/3jhz+fzh1umhkPxp7Rz7DzFCN6cMac08/TjjdfG3417S6nUv4a+PcX//qF3/8+339G/A4cYQlzuJt769Y26xNdGCmk5onDcg6y2QwxfYPvhmf7Gn/75j6/zyd8K4lRRC/O5JwcJ85TY2RMMdWh3fRwPEyblep4KDOvPojNN+JNvc1OtpSbu5oZ2BON8ASDSjf1HBuP3d/hxzRG4Ah7jfYYfZvpmaZotSAeuveDf/P7y/XzWvqWiokYmSM1E0qj2AEi3GYDjOE4OwZR5p/Ns7eR/Uh0T3TrzcwWNvIvZM9vTpSXRFDNqJE1Ee6gFzya96I0rCVSEto32nyhqy60ZDff1Yb6wDbVI3tO04CK7FcD4Gs8tPoCNLgbvFvLdJP3ZA9ugVarKyFHgjaJIQ1oZM5IZXaqNf7h9vfdf374x9P37nCROUxPxFPnaxzHp875Sn7q8Zn7j9w/cttj69Fb20yNgHBO/XXkr994/TnnX5O/ZpvTDdYSBri792Z7R0gxNIAjNaJGVpDGbExZXlTANU91Waduf3ohpNffL2ZzJOfEGBinYkgzXeqm3bQbNlNjyVfF2l+YB3UmDuMhP9kHpGw2u0cbySEO4iQbzdBcm2LnePiIdrI5ZYFSe+IZtgVbshTaUUtnykYvhta3dmdpKs7AnIqh2oRkqK3UTLPZcDqnMZyHc5AzGbJMm9kG4p1ykzqirf0IvJpx6zgs5A1XS4T8pkDChZwuKP5aMrmss47Wl4Guuk8u1fTlRAtuwYfsIb6BjnRMcmpGZM39FDoAM5iTzaxmr5vJm7wlqy1QrYtmgmWVEbWU06DN0TY+jH/b/OfWHg9vm5kZkV14Sj8QZx7n+D1+n+cvKRq3D+w/8Pjg/mDvtjXfrTU0B2fG71O/Xzp/hd6zn3PnaDvMMp3mButu2QGIBszUlAsnINNmeBh2Qzc045LEuhzo6i58+c7Vlq8pD8lSqnXBcyKmciYyHdmpjdhMnXKoFuApB/KsDQm0M/oYjymkusItHsoOeZLREOAsrUxtwGQ+faqf1l1yY4oxpZnrYWsKJbTWSt8tCHBNV98edE7NoVrfJQkGNYbZdB2NaTDDJA/nm2uheYiQneaeMks5wq0XyfJGP+5BH1xU9vW8fCetorxlJRzVTCgVveswpdTsOk/VFFqNeWywQEvb0x9qT7SDfpDTNc8oLpNqqMFX6x/V/C7pQ2vyI9nT2jWdCCmQRgsiTBLM1VvxRvlw+7n5o1vrBbuhsqANeFInl40evw+cUHv6/tE/fvTHc9u2ffPntL2zN2nO833meShfaSM2jOc2th1mKUOYyzqNjUZZ7Z6d3BInALfe+dz40bh7zZrxyxjvEeIbDP3664I/VXPuMxhTMZGRyOrN1TgHvATYckKzoghwygbayG3mzICiMw2xEx00ObPWOFUnm6ClI3pgGxye9Ia0dunCrEZbFFFysa6u4d7F7lkT6rWrfs6cQ3NmZibFwoadp5OOaQARhpM6iFkLxB3qOEnq3qCHNDRmW46RF/T6XfTuyz5XDmqXVuKVfa7+ve5Vu2imS1RjEaNqhDXJZBM29Afzh+X0iBbaQufk5JF5ImtrwHfOVG3RpB24ZmcDNoWmDG0O98XZJ9HXZB6d3N32Zq0ZijpdLEWygQ/ndA2PwWPELzsj8uV87/t45Llrf6L9oO2mxggM5TvyCDtyQ3xs86OdnSvhh7uMLEgZvVvP3FIf0iRlbN33bh+bPRt79T9XsPqK8d/6I1dtRKWwZjUTMxCBXEI+uTZEr+iq2tBITeakphCwmR6z59gxjSOYNG2kwytEVhncaGAFASrFHJbMZiZtPrwNswGOxEiNxJCCawP2eu1bOQFr0XKk5siYGRmBTEs4pvM01HSKmQrkntQJrYW+FukJXMwEW5335MV9Jv3ymvcywoKX7hQUVsMf9n1nzLUjWmvHr9A8E7zojYugZZbNTCCsgw8iDOlCg+1qJ/bgK3liTmas1ek3liBHNA7DAXnKJmDQQJimo1vaNZxizs1IsBk3s+5mVkv0FnBGyM325tFtdo0Whx3iOTUM+YQ9TR8+P1r/2dlbEvPA8YqX8hBnthZPm0+Nzczd4Ew3ubE46ghDg2335hWjufVmm3NraNfM4ffu/F1t3LXRPR42qxxOzNCMS3lHaxDRi8WDdEXDbJrUhGatk03P7JriYRhhAaLRDJ3FpdEqMcjaLxraBkVHRDOmmkXvw/wEh8pAcxKx+MrlMrEMVEt7oLaAj6lx7SGr9QN1+hIaqPl1pKrezyFFZiCJNSx+EU4XZMCLCIJlnZeNrimUcl9cvpNfkV3XOt5lmkuki61FrkMal5yAl4BbaUDC9oLDmrWt7Wf7mNsr3m+dB8awGTdGW4o1C4Ka1LkWQ2YOBVHxbCvKSqPZCu5u1ozNao2vXZQxFDvNvaH7Y2/z4eeD7z1zxElY8x/9+Lm1nzt+PuLHbu4x8gi9ka/UmYboiF2xWzQLc9JrKo+XknpzNNdWB5C1ZXFNTaxZ8oIpVvr2L+WwsPZSJpd1jtSIHDNrq2WEULtOkA41qlMbtCE2zI5JDGEIY3KW68rGIGdYoDborbp1FvWqGnS49D8M4fBwg2SM7tN9khMYKgOtHRHQPUS9wvw1lpGamWPmOfPMHIgs9qAUwhBM66erxZnIUKYyM5GXbmaNQy7GJz1vHUD7Zpr4lyh/IaFrxGh1plfpqAAiFUQSqeYhCLTlBBZzlDR4Db/B2TY4rXnr29Yfcz/iceAYHIMzOIN1FkvBJjOVAjIUJwKIRXWDJrHhmlp0NKebkQsRTn6jgZNGyWhM761vbd/bvtu+4zwyJbPRW+x9/tj954Mfe5JTx4F8Z7wyZ7qrd+3U7tmbmkPO9DVmbYRDDm9fahW6Unlbk9Grer/aL7rmIhftKblkwCYKlNCZOqO4yWv0lkq3bMxGdKozN+SG6JrMKc1ACGlM+JrvWjMYXG5somqeokXDiHRG8wAmZWGERKRbmAcZ0lBEapJxBwAV/W8ZaDElZ2ZE1qE6I0dmXluz55KATa6fzlICqpHN8kS2/BFMaoITvTaZpV2XrJLNe4py1UlrBI12Y3NZrahr4K3GmRSC0HwmnJyAA+MS+6jS3wsLEJqqRO/dtz0eM8fAmBxhMyrrUkSOmbMY9zMzAhER84gZtY905gntqS3Zg71bd2vNJmyj63rv9lXwlft382a9tb33R++bea+9hilLa9h22x+27YhQqoYoRyjhxm7cGreGrbN15oWEgKvv5pDBXDVoLVzt9xvnXPX56nV+f+QlADagUxjKU7WUbLnPjGSGFWnGshu71dRCNGWrmKmgIkuZjKCvK5DV1lgMw5yZylyupnBGA50uozWUP7DqnxR8pVDOex5pefvbQGurjGoh/Lje8whpBW35ygevbVKrbEkhoMzFp13qkWEIvxqLZtchZrG57SsNxWoxgfd6GH1/kZuJVi+VQLJ5CABMnNC9Lmlx1b9sVI5GpLM3j8yISp1sZqm3Y0ydM88zj1PnyDkixswZOeeYMzUDOSNOaAN6oid7s57W5bWRKpzrKuMe7ldDXruZ3bt5N29CTV8DSbK7dWdLSeeMc84RkRIc3tk6W2fv1txamOMSl7x7w6WiYmuqrFRN78711+yc/jW4l3USkyUIrjOXlOey0TWwVf4knKXXo6IlslZtZJQi6hJUuWtco2dRVKqUQQrIEvWvicZLx7QCJUyXIWaqNtWu+cfbfV5jwJnLBubCPXPea7brJeLiMBeom8nrg1xSdOvB2qVUHBDhnhxWfg03czFvi019WWixR3S5z/KdK2MvlVi7TbZZqlp7K5NaKe5loIIZVz+KLpPIFNUqi7UUqzg4g8fEe6gNtDPPkWPkrOAxa6Z/RsaZcQ61VAu0ydatB7ewR+PZOJpNY7ht4L6MwRaP0Yxu1kBXpQ0jNGTTWrQ2Oc/Ea+Zr5Agl0A3dsbd8tHy2fDS1RThD5lfD40uPcF3jrypdV8f9PxRGldgFvlmn8lAea+nockh5xapr5geWqnwnFIhgZEaO1ZsrlZHyoN+ORRUouWTHivVQ5fPS+i2zqxF0LopnEGWdef2K20AvUm1GedDMyIyyjpTltdAjhEgs8tq/2Gj9YkO6qdm6zg3XuLOXngjWuMKdiX5rzV/w3F0V8XbQhYOVj66D0CwElMhaXfXlZGythZH5NU5TNsoLbBHqNSp3bUmbZCMb2MAhG2kjZ48o8vWYY86ZcyoKzS+OQA/2wNF5hp3B0WyIzzWsGoA0s/QNU7nyaWQoZuZIDPCUIfGOfI84RswUAGduNp84fvD9094Pe5i3BIcMtdTHcHHPbi2RO938cp+3ud6t7aqKgpjQoE7p1OVBI0fmrInsJRyQQm0nx7QcmQcilJ5iKAMjeSZOcVxEsRvcXsmuWGyh1WCpv/uKhuuVvpnPZUS6qruqs/NaqXFV81RWKLclqbaKwFLULTwCMxFRqy54nTcinWqmbtgcG7gRzWAOxNJOKOGfa2XiPeqDi6tyedDkkrH9Ft+/H6dmyjUbUIZ2qyhcE2km0bFkQhaMkDckmFwraVRNQhZOdQ2RdtnIMQNnrHJxzoyYGURaypSe6KEjcDQcjWdnbeyMdXMzx+B7jOMc45wF15WNZoyMI/IdMXO+R7zGPKNSOjXOh94fsr+l/11tB9IwJPmW9HWiDZcV/ksIvwGlb9j8ZZ1AmAIYwAAu68wzvoJ7KG/OrKCQRuIYeqWMOWtyNsVkyqYwhbLOtdahulPirfWypg5Ty9DWirhV7JSvjhV6V4C9gztvosAXaWPRgoA1VsBqWguMklJZvzxHeYfU129Noth22oRN2sgt0a9JIgYWELVI00uY5bLR233imqy7ayMsccM76RUkNUutKBC4VG1vctRab2wqpihkF5HqnoEQsFiocNKNzdlRU0mLHYWZaDHPkE+dM2dozlqIzQzLmKyVsgtBnIEMyZM2lMc83/x8jV+v1+s8znlGzguWmzmPOT9POMb7GK8ZZ2YiG2UYnmhD/cR2eC+qdo1PcROuOQjiy1Pqmxv99kXdSF3eI1ZkL+usvFN1AOeCMVZWWTKACYzEe6KlRB0rdyofrijPeI/uXKT3mx9ZFRyivl0L+q87utxVBcalergo5Fo+hF87rvGF+6zCxa4csUarDZYQc0aIMzQjYxasdLVLKYMW31/ahV3Yqnt/XaZMRGhGetC8FqLaNxd61UaVL+X9qFOgL9SyevElhnoB9Sr69Xpc3NZvhJJLMUXfWirXzDUvTn9Zqq/mVDGhnZa0FjZjTFlTdQMXjBqRylAEYmZM6JRsGN45f/fjFz5/nX99fv71/vV7vA6NpIyBnDHf48Q7qON4n+8xZ0auHVWhGfk+Z4tJejJ7C29pHmaJlkuF81/yyzsbxX/432sE7aswUrHxdUQeX7HhW23EvKAiDumVUPIEG2Ayg3t5FH5VFAtAMEFcww+1RrgmwQtwWk4Tee/PLGezQIeVHlTmXnbjWHtJCnt2h5n8km1etqsV1jMjhgZy8YATEaunL6iaBQ3agAe4Ew+yk24GWlVwEUCAAUYFirUP6fKg3+K7Vg1WIjVLquZ7s0to9/6A8vC85sm+8fl0e5DrC3yfDrx0NKnFqdYVP+lm64e5/DzXRErEXJQbCcqFG0coTBpJBnF6vnJ8ttdvvT7P3+/35/h86xicbKQLjMzjHEIoxnmMI2JIqE6idER+HtzNjK9dn3i85vY6+z6tVYtl1YOrMOf/H7v8CvtVGDGkKoxG4kgdmWdoVGYdyhAyTWpUTbqSNEGwCR1AoOCQWzbgEi1aJlW1AwCWGmmoZXrGElsWv3TJM/HlZy4+WgU5Bwp8caKBrXSPHfWw2j91rdJZVKNQKaylaxhP4Lx83RAoBFjgrAO9hKKIB/EwNjdzy2bTbZI1Ha55v5UVme2aki9Y/lpTtWTwVhxY5dyCKgQ01TWqKH8ltYxroOFOa+/bdHdJWRSuQiQWjHsZf15ws7hGUVGrZQtDqimZlTNJqSwYJa41OqbT4+3zd5y/2+tT7/f5HseR79OGuprRumghnWNGInOMM87QvFLot9IDdnJQn4g9Z9NJnGln2lajjte04KLP5PJC5VS1+K6r4V5CK5jETAzplEboCJ0zx1TMzCmGvJToCVU0zZoVFKGgSTaRhJmyhvwqUhUrxXRVSbXfUy3RI1tiyU9c+0/uhkE539qeBScb1YhGNkOjNbIBJUrlDnOayRx2K7xdPq0049KVS34MWOX4AlMNy883qMhZu2Fzbm6tGbtH92wOqw3IOUIxgUFcWp9ImIjSEajDlsiofYurtbVs6ZYVBRoY19yfgDJQ6WLy1bjNXe0CWqjGkqLW4kelakx/NTyTV8Uowxqrq+a6u8e95oK4GDfX2uPUSDCzzfAx7Bx5DD8CR44TY/pUF51mZp1sEufISEXknIjqGBpRbamEgudon7SHYfPsPr1N83lNGujK1u+w8hXUV2XLL/c5y31KI+tRbRjFVA4sNq/QSDcCpIyWK1Vf17P8nkFVS13VGnH1pBdOK5nkoZ5sUXIaqyV/+8vVOVwJlbEX6GPoZDM2Xg8reQGYyxysDGO1e6tO4XpTtVjbEMZ5dc9hJY0pUGZwon0BTNZ77WJq2Bp7EzmlYmXNKPe7JCVwSUfc5eZqntajrBNL4WU1pKQmjytzvW1UItb2ljVafX95KUaU/9MXpltqJHlRdu6xsgpndsNdYBjTbcIvVo+CmsYc0EQKM+OYtEE7mcNaONWTW5hIM0t2c3eySx5RibllNiFBk2VaDpZ2OI/sr9kfpz8aHk1bz+5RLVWJSb+YCdVlueqLuopfwV0B1DDBTE2tAeyrklDt8LQkYG4SjAbL4OK2s9bTyEy3D8kFHiyvmFcXSwUaFcKxJAxEq6HSm7BWLrNMszmbs/uy0ds6nSu+LxloE32NXS6qq65kzYSSI6nQYsTap1clV+qGd0zOlS20bt7dtoa926Nz22CWoXNmnMNz6AxkuurTr2ZTlXELxl0Gmplckk68dDoqB80y0HXNCoMo3QNAsBoyj6uwTcEuDFUIMXQDKrxNsGpKirbu7xcajhLccjQiDOGajun0wXDmoCaAzGiD/c0tORpnsWJBgzZa1m0BLUucAZIsa6gUiRrurKlFcMJrrmkOixPZM0qGQyEyWa2TxZOtZfdX1r2OezX4pjAzZ2oufFvluYtAoWuO5hYfKb9oa1cB8tIcKGV4SAroJuLphnGu4JK3nEFDOWXYEsEqozSWts96dnZHOTa3ZZ1eY+ereIetXeppdg2n1seTrhm7uyFEFEHCtVIgXtpp5Xp9MdTRnVvXY8Nzs+eD3hTMM04bOI6cp87hSl64l3XBJVvMkMU9KexQBZUoLbU2n6DJ4gpA611maSXi4mHHVedgYRIl/BjXCsv4cqJ2EQvqg6YJaxEycT1Tl40WHyecs3F2xvQ5LaerGcgATq2d5kanNeZmCCvDr/QNl89hDYUHGfDVpCjBLNDETuwWzQZ5IpmuYFoakyjTqsOmpaf+9YkLGJxSLMb66r5kIjIVWuSYFHStSVtz6as84Eq4vxJ/0QrWCyCrWRNVlQOzTkw1sZ3WSsHWzOtPc7tUwK0ZiyXuhnpujlYym3U2vp4vCJtrS9ZCLwp3XXDbJWJMU4kJu2cyF0y/9P0urlIRtEy95dbx2Pnx4I+ntc3kOjV9BN/z9yvHm/PAEAMYanuya21C/95wWC1flaPIRZJDU4tvpeoqtJKwhbmtv6xUemk0rAbA8j23pX5DaoxIA7XGtox2+ZUbuGLN1hfVoMzUZjDCorEkBdNsuMdoNjbMjTFM4cjA0la4IRLaBVxYDenpWj4CwWSe1gN9pPsALJ2BtHQGVSPYIZYkxVJiSN6ZaABXY3BNEtUFrcENXAu7yjpL9wF3t/8awq0PbpcqIWpZZDADGcWEx8X4XStKzdqySrdlms26W3crA/WVXNLIEu6qHHFVaLxc3qK2XUycpfi+MkEZ1oYf0yKU0cK8aIKZLInJOi9LtewC66P73Jq2bvuWj53Ph+27s/lJegT3OZvCbdBietbmMtmWakpbtP8LpMcCJ5hZJABIUJPndSPvUn3lRfebR2gpIwFf/KjapH7/LyxXHUwybVUGQvGSsIDVcqRCGagEpjPpYYzGSE4xukVr0V1b097z2OLc83xqDkZY5DViUP3SWs0JmsyX8pR5XotLSvbbSJdtyTaTmjAmMtIRJWIhzjtRyTXkX8SR8qA1Q1TlZoX0kp5evnflWHJTMy0q7U1s/Q7aXdAAiy03qckMZnIVKTB3a/Tmrbv35q3oXH4/2NwarVXdc4+i1Vzt/ZpXQXV/sTpn9tVTWsm26q1CNY1TqZepvEbUitBiTTttLaHDNJxu3Fybt23zbcPe+Wjt0be27eHHpuHbme1Qs2l2vtuYHESgTWlLdYUpmHGtQEhqWadFnVwRDS2vFsqqu78/l1knxCirxTfrVMjqBmVtZePa0VFnt9oiXwjfQqzWdUmtWYJqYbgshTA4MI1Bm2bRPLvn1nXueZ55To3ADM6kovK6ahuWNLRR7ksp2j2bLeECM5IOeKJNsHZtKSOiqh8FOHPhxvW2Lk2Kgi2QUqCcZiHKC4OxqC0IANYK2/Kjq59YSedqbYha+SWTRTdiGMNsrWF2urlZN+/um7etWW/em101kHVns4r6xe++0H0Wo0aXzERe50AXTHgpfV/Jhy5PAS06bBrSLAzTV0wLZ8AiFaScaLa2JDpGpQ6bZW/Re6sFDt25Wd9sg+/NB9scHtOOAz64nYfPsMvRCZktw5h2sZOZYZmM8ItGRZWBVr78LV2vQSVcZqq8OQbLOov7giwJnCIoCCrq2tK/WVo8C6G6nQh0ExQX8IqvU11sYrNmhstGtzbPLUegGt5n6KyhilhTUUiHLNJbOrIxO3NzycAm88W0KYrjTAOwptIvGemQzZX48IJA7lHjL+pCBaN1cK9P7hCEaw/a9VENcKXXgldWw4gBkyGuhmmYhTe50VFZZvfuvjXfmm3uW7Puyzrd2Svq36uEvpDqe55P4uVuLtCM+AYVXBSiu7FTDdfLQPnlOJ3RLDKzVuORaiY3NprDHDAW+yK6997SvVIOuty1GXbnRJ/TEMxD58D7hI9Rer/0LKGiNGYBjqawDOb0CItpGQxBjSXXvSoNUblYUPkvTnR1e4RIXma6eCf6arEtrLRs9HIil41iNfB1wavXAf4XNoFAr5jkBoM5ozl7MNJG2plxZmlgxFyCe5hhGVRyLlmrrtyhBxGOjexFTBaycpAo9mFG0coqgteBXR70njAGyoPWLNcFVGiNRlaG+4XoX3jvlXw01QgScKlZQVaBI83kYDNvsGbeWmtt862Xddrml3Uam6MGUbyoBLLVAbuIWFfUq1QtvzFD9C/WufSTAEhGCTJBVZIVcVXTOV2zcYZSFoYU0qjmaJbNwjl93dRszG7pnl7aCDV2nO65uebDxkfXG/Ej8hXn52yQz5kuzuRW9LSlYZaWYRmW0yI8glGJT6OrAM5FzSsd6ZJ2zKuPmbmmAGtd4fV/123iRWVcHU3iouVfmqWLrY6V+qSJWsAb15VdrhvXm6niv3arePcuRCqnopimZ4xjjmPOY8YRc8ycoZw4DYE2uU09Qh9pT+Bh3IhGmYm55lGyJnRrWEUWsWY06gDxbnRSwtqzdMG71bBbB2+5rKsJVRQZmeQpzzVPchGTEIu5aTCawxutm/fWe+utb9abb6tOt24LY3e7EKs1jlR+7zrf62DfEG6la9cnWM6ysrNvn6JSmKQMKZTyZrima7hmY4Si7BgUTd2zeTaLRrt6UHKoMxtltesWNfVPWaNvZvtmevj53PTc5+/jiEnk1CUOUIK7jnSlZ1imlfuMvD2o2Tc8PkXqSmB0n8+KaKujX5LvFzP/MijeUP8lhL24CE4V6HYZqEQw17CU3TbKuz5bkepCDGlrRGjVaRHqQ2OEn83e014x2pzvoXNGWOSIKcZsM9+Tx8R78mNy37A5HLAgZmoiA7W5L2UX/32Z23c84urt3NaJL/YTwUVIZh2y5EI5YdcMBq/iM6FYFZgqMXY3a95a67331rfW+xXWv5B2OCuW4LsSApbaFeoF1m0q41vHAZeNfmmKXI8rUS07r3zQagt3uU9FTcdhTZTKXL2xuXpTs3DQGBQcWGuWa/qIEkpB3pgNuZupU5vF7tp9DGMyChGuRMgsHWpKL+vMtIirThLUri1GVwK4MlLciWS5yQvHrrmWG1q5nWjFOS05f65awSFfG3GuZAk1PynVSD1VqMfX/jCtsZiCQa7BjDq1653Erjk5pp0PO/Y4dz8//XyP87Q4macidA69j3x9Yu96PvDc8OjYXA2yvFJgXRnMRSSwbzX3N5RVtxhLXjn0SuCqoJLiGrXjcqt2o1xQUXuAqATKWAPO7q1Z794375tv3Xu37l7WWZmzY3XMLxX9agJSUfPquLJOrbRsXdD8BpRd/8q7BahFzf/mjquJEK5wVHyPVKJYFQZr7A2tozc1lzOvRDiarGHW7l4QpdMRAGuUOpLKptERG2PnMTFNbksoHsbbg8oyLdIir1mT8qB3FQgArPmS2zqvmjCvrPuapvqKx8vTXv16LqUROXHRvXSR96CvcdPMr7GS5asMK6lYL7CoPkv7tCTik0hhNvaw3tCdZ+PhaB3+hrnIGEdGKEbtglB8anSNDXvT5qqIyTJ4csEOrjW9fr2jb9BQtc0wK81ATU2sAydjKXuZ3Z3DlaQUmWa1SqcQpd5+KResQUS2zt7YG7e26vR7RYvX9GKF8+o9XAAGKmn+ugsXi6w86FX9XPyStbvoupurmEoyjVke1JTOcExXNIYgUsmlQVcLmVpDb7VI8MrhlE1yha1FZ8ram5KMaMVTs6kW2pRjHdLw2gNtWOmv0nLZKEsEeUngNOfCQC+84kJx13MFluulV176Ren71qe/q/UlQVZ6Lw7ZwoqXFSYVliryg12rKgFzCFmyQheFr37kEkahZDJClJuS6sRODrfT/eg4Nh1dR8vDNap1PpgjzhoG65lduaFv9G7eiVbtabgVAUId6oTrK3XWxfqu4dUxMUKXDHrhJWWgvHg45aGXKrAgpTDBkBKJS2djtRlWu8mKC1dt9KqHLlUDw/2beVOmFaY1grR4ylgGKmHtSdUan/q6XUtlRDV0dG0pLJ7rlxNFOKbXNwBZhJR6Z87ubI7m8Etd3gCXPEVFVWgBVQaXwREtMjDTh/oc22JlyZXL61QBg7RMS3E93wJN7abN4q5bl3Xy4j5ztecrWKyMhl+pTTmZVclWuSrL2rtUSmm6+CyAVdBIMcOSpnsVGiFaGoP3sNfqqWEd8wv0UjW6oEZlKzV3bsat+e55ejssT+hIHGPOSL2ECNnMnvlBfTgIdKPBOr2x9oFths2wVVqFK0iv/gYiMCbOqXPwnBjQCERheqlMxrrhuviM1+aCRb5dPQwYix+bVmqnpaVXAkxWPKPFFq0IUpBCFXBxD8UVn6JAI32DFaoC4FIQ8hpUqqZKMdZ5z4fEkvQvSv9Kj9OKI4HMVeESMCdu9HU1WI21waUkvC1VaZuuJqWSIYzkjJYzcaaP7FMozmzyItlfEP3K+u5RmfJPzckLL6s68MYmsPyjAflVH9T35Go3Feuu+kXrryzkoRbyslGsVYw1qq8SMWfxOWR+hyY5wls2C7PlFBKWrCVOUJRt1n1Z3SjVGSBaUyc2x3AO5zAb9EN6Tx3vGDP5mj2PbcuN1nt3mDt987Zb37F37F0Pw27agL4kqZedVeyI0Jw4p46h49T7zGPoDMzMq4hk5IWzaf3UVQAuKYgrDxeYZBit0YKWxYFbeuz4kiEur/F9HC5KdtaWuqDuW5aUMVUsP3QUQquKnhZi0W7LQSmK68PlD+JrveZ6EdmVqRQ2xjWSboVyXZSqpRXmRUiuuVWgxlZncEzMyRiu0exMn0s5xL/g2O9Dcsvf446e5UHJS8BkZc0XSHnV5l9g5qpSeXUt72r3ovCLUzZgIU94GWjRZ2wxMKUkU5nha8dd0ZubRctsTCs+qRjVuKJUZAIii4xDXNRBoHysIalm2IggAzZhZ9j7sPMX50y+Rx/vPrM9m4Psmz3Mnt6etu3YNzybdsNObUATWhnoVdcj16jNGDoa3i27s3u+zjxCddVTlW4yDSVgUgnThUPdQMeqF1m3sSRb137AFTJXz2IRne/yCFiiyF8GWkmGcGWoQbDUxSVJlumhNtNCuJdkm3Brvl8w6ZKdKY7VndOubLJ4DtXDsFUZ2mqifo0VV4xTIhBShM3BWSvMhmkYTreRHlJgpT9fOPsFCilX2r/S/2a8KnAs0+VXon/F5YttUBvEiAu3zPvjLSTYQz5lUzaX1zdqsbhxgYG5VkmmctN6d5bqmZ5ZeS8CRU0JYpWSWFporMadXS6ucuClYJHtPpdinBw7w4UIP87tfDVLYFdv8SR+uv1s/vRt096xe+7EBvVLMN0WgfZWgEWGouMcegw+mj4bm8MHXjOKUzITEbVQea3+Xkn9XYheaZQIIqc4FVfr+NphqStpWtyce2z8Hk+3Qqx0F0mF3ZYKD5Rd2ddEotpUm7Jan06kcYJFXaiBvMJsSlZkilM285pCUpUn6+URtWz4Ih+3lcT8S7uwbDuZmTkZg3EihnIQwziN01cjRKlb67uub0GzV0EkAGz3BSwfugyzapMrtVzQXsVW1OhW8TyLPbrsdWWfodqf6lnxPa/GmGhiJqz00TOR/eIKm9RTFisgFuFttfbr2CwNACwbNap9zUfWB7op5xQQxIPqdEPP2Of5iIOK0Xg+9uMH4qfbT/eH9w2bayP/xTpVmeHX1kkIckZgc2yurZYHLP1A5lyzv1ol/aWV5fyqP1EN5VXUULCaFEym5uIrXjojdadvMYZvNnqZ5qqAvoAGhTBV4+6JTA/1qW2q1xQGmMYJjUWsWhQngFAkOFWJei7iDCQZyz0E1haDVX9ZXuBgtsVN04X6FFcuglEGOpinckKTmnbp1qVgS3Dimmr46ndzwXhAA/NymdXkuQZGVqvhrumvYHrjS0Uh+/+R9W9bkiQ5kiBIBLCIqnlEZlXPZfd5//+79mX2THdXZoabqjADtA8Ai1r25PGKiqu5mSiEGSDQ5YOwkyCTnt2GesqQbmUqt11fWHNtEpmMYRGuLKJ1SLKwgX27ETAxg6ZmWZb6QMwcKUAD4mYD8l5pyQQGxsFz4Mv0N8UfWl/21hF/fY1//RH/+gPzD/KX+9PH0KAOYUijfNINe+FC69+hB0FnObVymJwgHdy0pICkqBM36KTM7CbOdKfYkBClgDwRkeERyUzLjLLY1o16ihvYQI85nxqtvZe6lqtG1UhgWuoIPYLPSV9c4jQGOamLro77Ssq1neoTvrQN7NpCQcw0yoqs2rfgDQwg6/951uNnAgsK5kIu5rJczMUM5JIWCsJBQzQpmJrVkFnPacsIN4V4EPFjdVvS630PgXdNG3KPTrh3ffVX2u3BJrPLUxZp2XCJm3pg3adBQkQE1rBY9qGS6sbB91qbSVtEyRP6u5GMmR35p36f7nu0hdtOnMCX+PfEf0v9DevXuOKxjsfBx9KZ1yk7YIM2Kk3XPLSXzNU2FLFXdq+6ALEjJustD2hCD9mr+Pt5sxh4d3mmjyi8/iH25VmlEIlIRq4GP1pUDNu86YLg1XMMN3LyGQD6azcImmnKEXlEPiYeUxbFY7Egp3FaIQylHOuBKSt9oCnuoe1TUsl19RgU2LdtS1YK4aghwuo7XtRELOYsn2nmslg3JZvqLo69LWiWgsUut/Zn7g3SKNQf7b1QPhD4YJB9Nqnv8jT0+dpNA7SH/+5LCjZpqkprYtSYcVG9CJmCiMXltsxiz+TV4mZDdptmaUEmcye5goJnm7/vKYI9wGWjsEvH1Dn19cbXxK/UH5bPc67HfJzX6dfJCS1XVOSGWRkk8G5rqfuHJ3Y91AqjKsHBQ3ZKj8xKLmDxR7OmzFbvNGF1X8PVItVuoxGJZAQiEM5IL5KE38tWAc3Gr4Gt/0Fiy8MbKt50kCapZB4R54xj8piwxDoIMt2m22XIttDDJleEFIH4+JT0uirANJQ/01bjYrfkW5ZroeatJbioiby4FmNZLsZCFr0zW7EAWQG2veaHKtc+WJBP5ZbXx30XqPoO/3Q13FgT90y0m54Wbn/gKqofXsNhhXW2E1nRZLuW6gQUBMRgDFvDM8iEWfTXwc8TKJ1FUNbe3JUAj8ZBRt05NSM0K9wEvzDeOr41XmlXQplDcSpPwdK1jnnxusY4WEg9ekVY9X9f6PdjuEGL7nFaJQxPupsXQOhsveF2jtT+ibFvLHQjtcfy4t9kZiiCER6MsIztEoLdPu215P2j7q/VFxqaMIDMkTkiR8RYMRZG9PIZUJBBK+PQyqXcXofRBzlaKECF1fmPVR9855KH7gKFKcpiqrkCdYICkzkZl+XMWLaJOWyqUc+7my+E8ktSWVxrO8q3EwoHbKEILXazQK35EfjBe1Htrw0ZStPe93RH0q5o/W826bf63bbQyb3m3kAqc1ienuEBs2i1QfUCLlbiQO2ivffOqfpMBMLJMIttLlMDKgr5hr9x/AX/LX3HmvHblAfOc8jzCuid4/fl/hq9mWcO7zmvlpM9IPYRxX+/S+vgQXskfPblPx7VPs9+NO+7o1T7D0ioOzZSxghFcMUIi0CE9WQLbJJKPcG6yaQS5eCGZJqKJpnCM46IEeFRqxD0xkmZysJYohh7MLViNQMRG2giwrTQr+z+WWot0BBj9bqo7T9K7S4252AhJ9bMtSza0IKbatQH4AcK2DuKNgaoZAW/vSxGB27WOMR79aT7M9EGO6q0lJ6R+4JSbZfL4LHQg00Cy+5eu9Jvz4E+FGraceYwJbNcBwWgJV9ebJ768APMzM/Eqs/Sj2JddxV0b5me8JfG7/TvhfecsX5bzsHHGMbU4vgOjjfwMg2kL9h6Mn1/7xtiA36U5r7nQUDsrtK6d7kJJtpIy16OVb+l7v5bD7vftj2Kq80LmLGidFkIoN03equP3V5ZVacg3qd9dapFMouRedS4J5YbSJ0dP+kU1Q6g1deVvN4GkGjiTtvsAJXlLOYPMky9E3lvHwWUPq086KCFmIiF7O5TGdzSwgaLWKVJsv5oBtPmxpRfO8qbCfd/xO3JBG587X7e5UW3nXSieU3WRiC30+k+OazmgSr8BsfqS96TbH2zJhnBlje6ANKcwzDKmqU4wXdT3OVSnXpfXyiEZmR6yhfGK8fv5d9T81q61ojLGByP0PniOQJ6IwfCKzwJ8PXwcH5WufcSgj9+Q/TVX4dWEyzaK/sHuIHC94IA6cY0wpAsDLjtieuoKhEOsJTGsBW2wtdCiGFN6yKKQu1U2StUdW4aYA8s3DjpoRyCoxIUuaK9TDv5tyuUO/YC+wPmfehvzuDd6O6DzoANeu/2ot/bgsTQBcoa3iO4ArHKZHT7hu6biHdpkkn7saogfBcoB2I3Rn0vF5UhqUIX+7suHlcj7FV7qbbW1yJWk26aqSTkPYfdmECXZp00NTQ1vpmwMjaq+DuiVdmy3W/os0BoplMf083PCHnqSB2RY8Jf4a/Fa0ZciRUumYUdkM6Z53eapvTK9IWhcchGWnE8ugv5ABk/Hun9pFBEybwRyc/7R6CGoU97I7bSsq/1hojUe6HSZZnItBW+IpdhwSIrQaSfKSTl57SuD+rfL3d2xJHcYG4YlukLjETUNwJz2ADznqOB3K1Z7Ty3ICVxV+C9tI3Ga+oGqe/pJvFtGkslNFWBIhart91sRe7usTzemWY0RIfNAU751vQ7wKHFfXiWekHl1lTh7lRpkKXSQZcsLKnYJZfllSJHGlGBCDTBUXhCYfT3Dah7YjJm5dMBluIir0Tkhpd2X5A9Y9anusEJAfps5AJcGIEz8VgaM8dr8T01p2IlAg6I7n7Sn6nnTGKmbMlhRzwedhwcZVlUv720pcJb8bbblbtG1WyPXXGNvtXhQuU+jSokVV6ypJtUtLeK3Dt1kfKZxxFaxJIFLZo5X9h0HcKbIlh3Hbu3rS+ESSRNcMN5CiN4wjyDomg5TCcJetDQXs1KpXEZltq4r07bQIthUujbPAvSuBEGoVAXbIS2f5zSii1mcCUjtjEGsTmqvRnE5oTSxdEujh/TCSc49PbiU/VxW/uYks/U0e51cNV1Y4JSdb21TtCVA1Ee7D2SuUoSLrTaMq0JZpVRnl47XZNKGE8ucNHWkBz05IBGHU0rdyPDxuaEANpOgZmItKlj6Sv0XDim7ErOWGulykofhJsPtzyQR6QpU5P0HO/56+LzgYd0lDAde5VRd1tdA3eTcY/3H1y3PWy0h/4bdEvs+wvGDlz5Ib/bi8uqMVIeuVZokSELehDe3gRWbjXVgfBuQPqc2CZCs5oB+ChPosAQzjRPiFwHMykHAxbkqqECGQpjBZUsovNrdqdc3TJi84E+SM/mlPa4XG1eEz73PikZ4ipmCroDR92uRlR4sQOj6ZkYLGHeXaD5fdLogxywjxECyOJkCCQs4MQgFrKCi8sgEUZhZJ6ww+CNugZc5N2jM9voh/AKuUA4gpQc4YJpDSz3AJfnOlKP4GNpMJSZk60EUPF+VA6ykV2maUpbOC78WvhjyZfsSs24YoUqjRA00zHKNNq0PMIQsrnOi6+pd8TMCBQCiT0LENaHY5Vs7f378+HnlqurTjfHokbeOiisqfZ7ycCbOqzaCsqRliQDHoiVhUgy6OW0aQCUfe7ss+tWQnTL1NusgjqCDMvlsHQbh1hpWH4wDJHAIi8jWQ1amsJyEdM0Wze1f6jMMvapyckMoLKbLm0ie3Oni2pst6f9ZklxNWu7CrSKS1YE8SEM6IAGfEADNqhRIgqAQ79POHASEg8ZUyYrelN3UnF3IlqR5oGRIa5BGgIWHOLDMFywFKOUYm1HAmQtU7ytKQqGW2JdLcqR69QcWOA0zKE8g2emc0ZCy5GeOgJcVKDJQ2XYVQsWWPBY/JpdoJiZayLWWwumJOG+ToazfShWWCa41nvae+kdORXrw69Wby+QLfDtLf99cjVWW/Xb0sJtPdmAiEqZUK97b73/bbN+GwZtK68RBcpEPSQr/8Por2TtpqK9O9gtR3PAo4O2ovahHS0LZLaFs9negRSFMmwDWJaj8CFMqgaBHoTYlVrbJKU213qj32iAs0xmbPP59j8U79Ls3SxrK0S1oAk8gGP/ySAG4DBHGsmhvw6OOiMEC3htVZMElf0p1TxiK8PSLTByHbySOBTkGyNxuo4hHCkvLljTIvRZH1l9xXX7zKRDjjg0T6zBVbsLzzwijwzalFiZnjIscpJBLmH1SKXCX81znGlfiV8hX6G1Ys2Ii4hwTXMeHA9dxpWRWrWN4lzjWvZeuDrKSuVs1HdQ9YYozBGFjNQQhHovbjy9qaqdRFRnXKFyLarq5RJ1X/T9Kd4sJmM/FGlB7bECBop44kS0jnvHP+wVQgFszEQol7CgDMSFZVqei5EKeKARcUhMKx1mZclUArmx6OIBKNT7K9TZWes9GSS4eGO5rfQt8yMLWcj3XqFXC9sR7Wb2t5qpaNkczAEO2IE8iFF/s35UgkPfA8feihw/3ncUbJ31jsojnSnGwWURkXaJhpTZzLHydJ2ZMIVVdo7is3X6GLIk2wm2hCfKgXVwnVwH0hSm5RljxYgFWwFD+u6yOMnVZ6dCUSp3A2Huh+mEPRIembGuNZkrkNM4D9PpfuIyrDVyGSHL4MpxTb+mvyevhSs0CDORe0jbd/meydnHZxvk9LmwY1yUm4N4I6jF0rF77mvErcxYmGrmlOCUhVhLcUUq1OmUZYqcNeDKJScGALUwaKioD5nRKbIZESsiwlZyrcgreITBTIasENSai50BxrAwxmHL2/wfi1azUvtqaLPXGhvErafYpHwWD7cW67fpj7Z3eu2uu+msQBAHB20g+48wh5waknPTIgbepgSGcKhgxf1ke2BDdUlDeSKIFVweEWnvtJGCMzTmOjJOSgEO7m/7Pl2YtBuNCGSiehVkGHN4lmpjCCPDYvpatlZaGLwG3KIxTnEKZX4oEfXEMdweh6fGmqMqLxYzUnkZ3mZvdwwfBya10spS2jIl+FrHdR3vq2v0MI3tcIaanlH87eKT34DZ7ebQfjip3IlUu6jrnLMfSBWFfTL15pzN7kMzFQsyzPp62F6/ZnIqoZHtFcyEGyQaOBIewsqYme+IK2PlteJYhvVt65H5FXakO47yG3T5QblDJ0KczmvY9fB1IJhK2AVO2cUa6Sv5o2VoLeho0ZHCCuov/94CZK2VAXX11tqxL3fRyaGyJtdgDUb6t8UhVGJ1gzhwGSSdyGVcqaCG7RmtYRK5dChOLNdKLim/iQMyGOxIHBkn4yitY+WF4NPQ9wZKhX1qU1haGVVSStPIPBUjpufbNKGIlKF56KmO1piJKYQElRxmmOj0QaVdMIrFscxcwoRN8+mO4cuxGFGu3DWFZ/qc5/v1eL/O13s+T5wew8ozDd4by2q66PscBVSO4H0btAWrYhsHAOAtls0ff353r12tPcSKpmTL7tS+o58vl7CUIGe/DAZ5sYKMRhtJLmpqTl0XiiA8V2TMM+YxL+i9eMi3L3ieggIGwLgM78PeD7+emgdqWuOQvdsWr/ZFykJsdqvdEBmwDPGjQAtfu7e8fcyiq7MQJXOWlgIDGp3CV60nfBsmOUWQg4sgcoITXFbebSm1aA6CKT1jKA6EI1I5mJaGdK1DfFBPi9NjWAaRpJf0YG9kCvGnbqmmSgyfRHBLG9NimS7n98DLuOACvKz+2usUJf0tJ24SBh2up6WNTBeA36pTqLIoG7mihRnNwjJ/LBwhMWKs+bheX9+/f31/xePUOXRYDMqRe7fJCiP31j1XaxngsuoWM+p2rV1YfTZ1s/daLilrkVE3kGqmdXc/OzF9U9/aTa98HstBz5Reb0VEZhxMlSAY7nIsi2m6yGkx7feyCP1L61A8sUa+KacO+mnxKPFI9rp0Gq9h19B1eI5eLrhVcHnhhGhuCMqOGhaMckFblotYnemBzOZA69/exypQtehnQEM4iNG/OLCdAO4a7VkKHAjCyj+YWSuhTG2W5e5rpcoMNZRzIxfGpceMZ+AJVeK1966/orbB3IDhvZdhGwtU661U/VC1MYni+S5ikjOpxFkGnB3IhxRYBl8hY/rQYXoeGkPhWpGj/FJyApO2YGGe7rImuBekkCVDaYptHvN6vN9f36/5eK7nGafnsByUN/kKu6GH76VnIlWwTqeyZvQPs3HSberQmp0kzEo2cxNFuQeBff2Xek1LpWvuxkGqQbxG9YWYlktKUjAzDpMrBq7h02251pipb4zFy+z9HPNhcaSG2bA0T/MArwCFBNbAlWXuZ3AZaCG70mfaDK7+FvaT4D3jWRJJhmmRq9QHvO8HYG9LNyIllUX+0I+ZHRyfyR3+eTyNFWC05rRxXsOSlqlMDfdAUI8uxQzmRbzM/+LjN399449LX4rT0j1Zx0w5DhlLSNgOB7e4ykTvETeBGVory/Y9UpSOWk6sSV3JS2NiLqxAgNH+VP2KuukYep46TizqrRg5LYO6iMt8AnIvgvG9nZJbjhHHESsoAukrj+t6vN7P1/t6PedjxDmaxw707ruvoL34DaUKNexQ68zcsQjoIalmzULpq9fc2HRRCUsJw7ttQLMrEdmJZtEJsrU7LmixhRRQcXzKC3sgwGm2jrFO1xO0i/kvey/8PvF+aP0Sn/Z8HOdxnnZYjlyWCxG5yDikgzxhhlGcm9jmpYgfe/mGhmv06U1WtZvJCnJE9jY0+79QM+HaSKS7T/DYf6w/cXDw4+V1r3QxrBdv6ADzSSzTqN3cfrsTSsaygOWb9vLzZb9e+NvU30Jf0GGydpjoVarZpqD3+9RsZNneH2VPupklB8jMtA7CEnIqr+TUnFqzdtS0tEy65AwzHSOfh77OHCMuzEPvke5ag9ewF3yCUcZwZtZSVUv3OI71eKyEbDADTIi+Yszpc/kMxmZXF7fLdkH5Vr0AGVrMH47gea9em22j/eEpTWZKI03yRlhL5bdpZ9rtWmbbQrQJfikqpZ/HktQLSKE+OipclzRpy0YOt4PE5HiRb/M3Z9DCHxpnHmMcSptvxJVxMYQwqOY1bmUTlmzJF4dslMMJ63evNik6lxp7y1Z8Vau9/e5vPtIZ3Wk0dsAO2gEesAEbXaCf0vxUJ8TRQGwxAReyXxtDmiwbGSJyMegrXS/zF3+97W8T/xH6O/RlGkUsdoYjHfIto1bWw2X7EbWBPqAwtUEwgFL4R/JaRTRTBQdj5VyY0695jGWYZgsj5ZQf8Xisr2d+neE+td5H/FVQw8kZftm4pDCT9e1uEOjyIw7NL5gfnMlYyLXKKyiTa3EFY7SotzPQWQKrckIrFkCtCmbu+MPYYWkFcm/c07ZWwVpWfjN2PsxmbsQG5XxQDUMnDZdypzphJOiylHnz4PcGvCbInPKFU/iSfZs/4NM5dcinHeR4+DHMjb6SscQr8S3MQr2K8RmplZxhc4w5nsGH8Czn8KLcltM8I8tjq50oNqvIsrgSpSrbm6+badSnph0/yrRq9PNgmq1zn6DcYLMCuXq40AJHAQUbcJWt8AjXb7OXncFfxB8DX6dGGjzjsDm0BnKAo06F/OzMzLYFxXYNYpu+Ej0cVPC8coVSjMCauTIm58X5zvlOXuZvmJIjDsTD8ml5Kiyvub5H/uvEPKmnhXw63qHYE5oVJG6CjTyxzHA+FECEYia1hq/hqvVEKYCwExB63yvtZeMetRWVgLgyo7SKN5ECe1DQjz/ejx93dW7hbREfQqJyX+5FAvLyAgPB0UJXBxB1jIaY4VjOaZjk0oAe0pf41JigOISZRPiRZll+puUlVEdmKYVKqL6olVxugTPMlQMWbQ5TbtqryTmtVjX0z1PQcafSir2owP5RW3s+4Ls07T5BKxnvx7P5jFgYxpXorkGBrLZ/EatiHbJAjly20tYyfhsvP2DnofMXfVARScxD16l1SofGWfsXoRNsQe/8i+Jf22Y17Twxob0ZUgJK+W1aCuXkett8rflt9gavclTL88hn5LlyzAW+ff7ly048vgzhIuLitbTKj7P4RGkmYDDN53l2nGRKuVKZzHV4HCa7n1OBn/o3elttjRJaiplxZVypWh1kg9nNaarrj9prz/t/2tD3FjUW1Vib2lq3e4Y2/r9tRmigOV0cFUxMQdX8pTNGUUgdcSK+MP6QlwtOmI9MK54Nggi/5RfCAS2UIEm5mCsUw5KONFRRsgY02kLx8Tt1qKUnUkW2N2BM3CrIvrQ73mFoDPigH/ADPmAH6BX8hC3jrO3qDR4P8wVD9G/EDMSqob4mTAtkAJGMCV3wF8fiQTseOJxjiitCWIZ5IA7hEI5aMbQpUaZoMGca7eZclHiKnWkmsBIeBROVFukz4xIu05V6Z76X3uCEW56uM3Asjqt4VpPrNYJPXL+84N18M67MNzBlSy64wZyk6+Bywn2aBxFZzLcIQwzXsEolsQ9eWY1/cZJVccc5lW/FO/PKnJsVsUH6/Us3WW//Kr5Tbmywkk6yVZ5t7tSuuhmZxbfYJLvK7xrwqMCNPlR2TgBBZ5JzOE+zLzLsgHnATHHmOiNGrqFVdl8jOcSF+oUsmkq0FWVlHjoTZFrCkpathN55CwnrMMd7mbt342qkSG4oyMrv6hxdnZXKWNW5J7GbLbZP0DF1i0CK67mQs4ZMyLnIVRG2l+ydx+SZdgweBwfgQb2EVTJL5Zk6KmQkwxSmRGplX+p7G5P97qcz3K6kkquKVigGQ0qTfNHe9DfsCl6wqRF2CmfwWG4TMEQSDOV7BL645D5kJ/BNfVOZ5XHiwiDHIAG5xcPzGHP4MsbG3QWV17UNN6PXpdWWdc1HoMCFCjrOV+ZLektTmmA0G438qUDdQ1VbZuz1Xzsb533Fq9UIJd4udDUUCU9EuYI0JgFn0vKgPGHx4dhiqJIteKS7TtMXnRhpYxBHrofixDxyubLItk8w4AsfbfxaluW1QTgql65FAOjtl23ufK8et/lzufbdPQ5YcUFVnY4x6EM+4Adt/KzOvU5uIp1qMAcgDIxJlvmTFVKJKHwPGshkOCsG15gGPMAHxxjJYekRawrvda0lLGpZyhMj07QcyzIQObIdn3y0fDprW704LhugJz9mCVRzshb0Bt/AVcnQRMBSBvOEBXFZULWqMeSh9UWY5XAbZeMKvEXKEiPhRgsAlu46RjzGPDycsY8ilSzfDMNo/aiF3uA1ySelKV2Zr8xX5jvznZhibc5RPMNbO6HPp9XMhGrB81a6/0i62xe/XLmUkRkZgUhA3sl9MJMN5kER6ZZWiYmuOWotK3rydB95kIGTcsEH/BDPxJkamXabRMJKAx8aS4UeWKhHWRL3ljI3hF0fZrQaYG/biPLqvqlWNSL12VnhtQNj0I/uO+1jkbZv1fpf8sdDGxwT7J0EyW6Gs3IwdiqfAwzP5Rlf0jPNjjOcrxGwZdeckTPsoqYilKI0FGQMhQUiiCAJHqSLDmUuVYOtpSofWML6ypJMWtCFvJBv5ZUZTc0sWE2BWFzmFNzNzE/QiGEYWbM2rqRnGY1YoCjZggc9zGP4OiyGRXnKFsexL6abxNlNSpkpKJWR+c58RbxWvJbegVnEI1nW639bBOwBU0Wy4GYjZO80+2jeIYqNDgNayqVYisiIXJlKSyUTTofMwZM4hAG5LXlwJKFwgYkR9jAfMchDJ2Iw/Eh7pJ9hR3JEO+qxKX+WTShWh7LVdc4dwAEtEESwBRJbEK/yAWtR0Kaos0AnivxfqhPutE9pdsOKrenJn+9y9wmDHqXvsE5zhEk7i1xNmHLJErEwJq45gX/pmOC/LB5HPo5g8JJPYWElEiYd0KAgnZXLvAhI2a7LcmbCgQSvsgGzkjN0d9r65gVM5cWcHStOkRSSWpardFVmtGFuZkk7iZEEdYkjVSFpiYo9VNZt72G+zMIYhnTbnU8deKpEgeKCdJLVDpfLFfmOeK94rXivmFEjVpPJoMKzDJ19d/sC3qrru2xZPWe9bE3lrZ2wMxdiaa30FVgrDzKThMtVj5dylZ/8PCzWyISYkCVGaNA8zYbl9AwCh+wIf8Q4w32FR0tla1cYWUTzDuCOMstoIYjmfuW4CRr3Add+W22y0bhF/RA9uZt2UH0H2PzbzX5vQndR/j/+OGhpoCl3dW4D7G7pKyRAAU3PxcWcrytjTj2IIx+O/3ziS+5ptsmxdPCkPUlHnztYyrSZrMQyDYPosJB9gwTTexXRy9yiYCxhQhOapc4iy6KynFOXw92GH7SHuQ/CsCItc1kOiE3PveW+ki0ZZO0ZX2YWm76Ffju4JT5ad4FGnaCZM9Z7rdda7xnXirmy80G08Zbas8vEMhTfGDR71bmxz14kt8ywSrwQxNWz6pyyFVorl+hLTAMiJhKmFOaBKS0w3DSs0UdYdHCyLmhKgVSHMsU41nGEPJatouu07VPuBJKC4Jch9mpX1vZI2FdKET9gykTdGvX3a25vt+KqTkN1j16kwYK+by8g3YcCPrpD7SFLAIYjCUvI0RrNxoJ2Q4Qy3gOuoqhO4Z3fqe/Q92MdJ/43t/8Y+tP8Cauk8qKf6iEcGVzLrsveyvDLfPkIcx3INJNP+EkjoVQio4m8EDNnxDtxAZOMWuToAId85HCdrnNwnDYebs/BMQCLaStijTIYL6pf1U7B2R0SsTracPMM9tPffyNb+oU7LTalVGReEa+1XnO+5nrPWCsit2kX9v32w+oTcGiUinZTdTsUr0zOClrV/oxZ3svL1qIv46QmcgQtpDRkhKeUygvrQFCr++NKrWighswAm6CPbK8QxvAYI2KEPOrkpMTMOsRrY4kgXFh7xRVJK9164Zqq30xIsMXzRGUI17apTpGS5Rrcd5xo5zbWXdVgVKNKd4F+Sl27QGstriwvz4bQmxxwO7jW/iDD7HJ9433hn3P938+Vlv+A/TfD/8nHf5r/6cAwOzJP4VCeMX1e5/v1+C2ux+SjDOXXySkax2V5mrtRUiKSMxECMiOviN9p37RpR4yD/jCcsAfHg48Hfz388Rzn1+Ffpz1OjRHiYuB9pE+gJW2QgliGaYA39W9VcpfaPLfMtErtljvPNPbx2YqHFFbGa8X3ur7nfM15rTXXB73dDJwSDBrloFMHebC8GtvFl3cg8RY7Qcg6idAZaRkr50xcruHD07CQK3hRWMiLTYMspwpLY3qDPDXN1HWUihC3NEvRKz+P9KzA2PrR6Gq5sYvLbk4MjbSgsTIPyK3GB3ejuZlLvY/lzwKF7/vux86J2poA7Wvk3wsUvfEQgGE3I2LHXTZ5vO763DVKAGb0mpeON1wWr/U+8M/DB48/7PHl48sibSWnsKC1MC97v8f36+tbY2YA0/w17B3uxnB/jHG6u5llChFaQkQiI/Ve/Ja/7Jz2TH4N+7LjDzv/sMev8evr/PV1fn0d5/Owx8A5wnzGVqnJVXgyOiYBljhyDdIh5vrYptaB05NXaRODkYh9du49QqRm5ivWa83XvN5zXitWRue19KW1N0YsFdYgB3GwggxBrwKVbTsjRo8UtTmqWk2EZ+SqDucSTI5AFqe5vktCRGAEz8CZPGBOM/eeewrqSGUkCxGoNylrZV7q8A4mtM5VAMsjad+5zf4hPelpmSArtLTVLGqRdjGdGs+9aYXFmt+TurUNRBMO2eklfYLyLtBt+VM3feUkdYHu2autv25rPE8czuegHf63w93xhHOt7zf/OvOww/k0/9NktEt8R65YK69r4fvC9/vxevs3zssEM7M8mLA8znHaGX6mH0FPIYq3lrGUS3xjvPi47Ff4Hzz+Zo+/j+ffx6+/H7/+Nv744/HH8/l8Po7HwTHCbMqip85KMbGQLQKmdWhB6wE/xEE5g9tmv68K3H1n2qb31cWO/dSW9M74FOhaM9aKjF5wbjSPvfVhpXOjokgOchgqYAbWcdkUqiYSjG1IW6YCyhAWMbfNBtuNM5ETftEiRy4bS1+hL/HL/PTDx1Bpg4zBI5OpgGZ70Bd4pY69sq6bxixta6gyQVPlHDjpYYdVrCaDMjKQuW9qIiHUHjB0P4sf/IMG7OutshIlbYpw3XH/z+rEjxMUwt25Z8/yPZ/BAhbw0DA8DH7Y84HxsPHymf73BZvg43zY12lfwyv/J6VXBnKuSmTClTaF0ZLCBZ+IQ5FMs6QHBmBIztTMXJkTXPDJ47I/4vgbz78fj7/78+/n19/Pr78dX3+ez6/zcT6P43R3oRrGjKl4R8zMpRVa0qRyyJSTnKf8zCrQtB8eArtXT2rbBGapwXd1giFM5TvzHeu91rXmXGtFL3tu7ZL6DK1irfFoAAdxkmNXbZ2xdTQUsMgWU6CT0CQqrdJuGbTa5YFJj9TUuHCsOHJaRHhoQIebjwGNiglYhuAIMDKpq9yKVtniK2KbueFDo84qt3rVrEKMVI4KzKDMLCqObGc2g6IYBIoCLf7Ac/uQq8GtwtvqTt/V1d2stm/Xz+rsRyppoF94fAwWBC8YN5EpXxpLctmAHzq+aG/kG+fiLz6oYfnrlz2+7DzbX2RaugcBOnjA7XX47xNJt7Sg3kdcI6bFgktCtNc/38Jb+RYujrAz+CvHf/D4z/H4T3v+bXz9/fz62+P5x+P8Osfj4DhlY6VF6Mqo8I3rteb3nO+1VkzlZRkeZJrhOmmn8SDGv0cIsI/P7abQkgKgTx3WRzsbnI/3iivWWhFZA9LGmZsh9tmL9Jyk8s04bkr+VjBja5S0ry+x6WUNOjQO3rusQ6kMV5yM09ZpC0fGkWswbACyhJdRwnKsjvBYlAJXLSenFTOrWJu9+gI+l+we13cSXGIQIC0wwMjSfVpYhm6Xw0wvD1dWyALamIW09jn8VGfu6kS3/fcddVsM5PYYAMbmQXTbfvdhXs1nanT0tg7CB88H8UQ+dIC/MEacFo8vPp/wA0kNxOA6aKdlEjSM9OP8fSAXPS3By2wemEcRKiMrWXsmv2Xf8G/DtIfsC/43jv8c59/H+Teef/rxy8c5/HCap2xG9QS5QtfCe+p6x3zH9T3X64o5l+biirGkpMvOQklLldXnxwbPf6qGC3zZT60sYKZ0Kd4lSoucGREZBXv0oaMPCtCPvXhs2+i+/CVhbGI9c/daDbLmfjnYnxS79E0YYMuhTccRT64T6+TCkesL88FZdBAF92+tnfSUHbEFLWCBc2d5F2zgvbwrf3w26kZWmtzY5EBLC1i2K4nCigarRlKFgNMYRchm3yO2hynUzZ57wmlZeq2qPsN7nZ3aBFlobDIZjS0e3Igz9tCfllnntxPjYJ7Ikce0r8Sx6JMP4ARMUFhq6P1Ays6D+AUEr8XXRa2StGjJJnwaLltXzhkz5sIr7LeO37QXPcYf9D/N/34c/+HH3zh+cTxgA6AyNGdEgI1MaS3NqTlzXbmuWO81v+ea78wrbcaYiYDLTvIAjloxb14s7le3q7NkiJ07UeL7BV3KKzc1JGroaBN33syb/6VGa7Op7cXU4Gf2UdJckiZ/Rm4LWYYQFSdxj101qJi56YCdtK/aJTlxMA7MwWmlh09ZqLjhwzJrl1q2DpV510mQtzwfZWhEQb2AK6voYk6VWNDbzC28OleDzMK9TTFV3u8oBkM3PB+2oTXwtdeae93UCCh7EN1t6H6O9Uz7ijcyCW/Se269DIrTEBISnnCayaK/KksBZEOH4qBMiVCSyJNJ04NKlwxhDEbwTDEiFtbUtdZ76Xtdr/le76mXxm88vw2XnTn+9PG3Mf4m/xPjCT9QrlC5YmKuGUDN24qlWFpFfpvKGTFjvVeuS6r11hRDLp3ggZYQtuqU2qJTNWS6z87ihYewlEs5FZdqb1Qnx2aOCPzBXrxrNLFTCpCBXvXSbH9k2qNBUUtX5EpMqRKN2ogKzcSrXtHcfWDsjJGH63DAGa4O00oEkZKOrPY5DFhIoSMnkTXNMPbWo14BNYEFzSciYUY6zN3c6A4LecAj6WC08XfIa5bMSKuTNcvPs953b++g0mb1GuJ+m/e6SGJN/xsOvjERCoPFETGaIV3mcucGF2DWdnomHUGXcY5YtJQFeNlywKdnOkkJEQAwDgsvkM5WJX5U2pDSl/SK9Z3XX/Ed61/z/df1fr+WXnm87Vh2pD9x/En/w/yX+ZM2QKXWWro0y6WSKuO1slWPCjlByc1yZc6lNUt1XLpOjMQBjS28tm0s0I9I2kDTrq/ODFTXaGYoo1D5vK0EjR2Ww72NUuu3kEKkFrFvVAulpSFunraETixYUoUTrfrqNKG3kTWzGSi6H6aH43RWpqcZWOIHeBJpBavWbaohLGD1QQ5mlumHKlJEPzDEzeYsy2RYRUUY262xuRIOLyQ/UWs1T6g1/MpARHUrUg5EIoN1Ou3T896I4Ibi99PvGsX9v32C0iA0vmybSLwxuj6laxV/BixN4Qwr88BctKTONKuIeqnYgWmWwyWbMsIddhhP5hc03oFc13f8Nde/Xte/rvn7veItv/xrcqQ96V8cv8yeZic5CEqKXEuLgejfZ6tUWlB1T5drk921yMkxySpQ4VA3oLaHlM+r3LXaN/SOM22bxGwXlFIxFvD20RxlO2ZQW2FdmIC0EhPbSU22ihD2eTckFOZTj7PyW5VF8bM2uEAIlhkwGTl8MM6RD9NgGgxsB7KgkqPSiwcskKv6RTFQ1/ctWe9F14cUQPQyuF43I3s7Wfa+wys+qlgNvbLv16usmXL7DwYzoUiFd0Iti25se4K875n76X/u+x+fSjdOow0w6yToSMb+x9Vjl57dxBGkbOVAmmWMxEhTMa6RVLjQ4gA5J33VP6alGUcO5kNzxJtxrff6/le8/rmulWtCc5zLDvFB+zI+jOfgUTtBpBIRyEVBuWqrk3umaUuqsgMvX7IoO7YFW8YlW/AiAbaSco/Q901SrU+PNuVIc+dD7CEoyaSFeclTRCaslwGULLv9xB5S2ts3cdX239zSEbaNgBp0q58l0P1sGXODjlTHBzFVzK9gxiDcLY+DXqCA2GZ4pCfoFZZ2F41ylZqg0zhrTC9y/obPWzIgYxkUl+yUBdpuJ9kBjT3Wf7qP3G1KZiYzIpNtY7FCYYofsaNBYLujYo9DAD+N549PRV2Eox2M7971g43tvRmgljQSoNNoNjyNiHSpjBArTwe1LrH6NNNsgS9yOmIAiGPOMd/2uvKvnH9l/E4mLX2EnbAn7Wl4kofLHebt+Sdlh7V0b9P6tNqCNJ+FDGtCGwRsQo6nLOlZgTAVIyFyl2T14nkXqO2pmRsFEuGV/quKSYGcCOHYkQFRmNwNlOyzthxihIBd6XXyM122Y5T3h9Vtb3eAmw5U/geFKhSKOaFpXO7pB+rOVc/bzDJ7KlJty0vLGH4hU95+HDsn4/MRl8lpH1H1ud2XgXWByjcJzYSi4VX02kZAsDmJmREZylC6aVFhMCpMizCklf1yt9iWW6Rw3/sblN7cRww1zXTzl6Ab1NsiEeD2GjP6KS7ZienMMCVwRVrCoxrZ9nJJWIgX8A18I9+IzGmvaX9d/o/Jf5D/or/Gw/ykPc2esGeHF2o0AUibfo6QVmz/vvoms27JPZUUwlw8TvVwbaLLy/u5rPDtvsv3jV7wxkbjCkP2ltHjM80Qciigo2rP+kQK9eCdpdToVBds72Vs/m3ryMV2+qw2AP3z1Rm2GRVm5lasn5ZFpiJjSpeut9nDRtAFLw+KsmxPQcXI7BmvWGTybiOyhFc7+bo0VuVUY33uu6xoidb+PT/dFNjXi/V/uQWELuy1f50kHSvnloNapkEtyss5E7mYBq7i7hUxqMtz71j7cu8rvvDa/W/UwVruWug3GgDk9LIMIWVH+iE6H1A0R3LB1axS9ZXHmhin4hXze73XfPG/Xv7f5/ivPP4a5zXO8MP8YfZlrOo8mYMwg1y5uTH7bac+10F9FlYHTi0sSBPpgIqskMUdkMEssfHjH3jQbs1rft1kRiNMtmkN+832vWnOvNVWu0DLaqFUnpmxalAoyeTNB91T6YYFiVvLa31+0dzN3G0Yh9kgO+G6FJwZkTPXW9eb78uP8zgVw0WjKbaMrXfj+tGdZ3Qn0QL+ToRp1zk2MMUOQoXpo3nH7YByX6r1fe+w4/sIu1+MzEQO5pKKahXbWncxHemItTlNqzlRCgib1409xwsExt2I3S2qdcd6XwUgOiXcHcYwLwcoHaYHE5iTIXNU2E13GoBWck2td+Yr9Irvi/992v9Y9j/9+B6/8vHLx6/Br4Gn60EdxIFOX5WBLCIFzSizLW+XlDJSNMv7Quz2hM2DZ0EQ7LDlToTFnh7vIbLG98p3yf5JG+n7gdvhM9VsH8FdoB83pQIzI8MUkVn5rda6Odl2ufYeTniDTWimj9Pd3dzsMDuIAQzJI2gLiEyF1sor1svmw67D5xjD08uTyyrsrD+BXsbs+mq2oGcW0yG3N5miU/02ix6DcMuyye2J6jN+70UT77OL903brEEyk8nyxKjwcFSBBnKxXMDCSGMwO81ByPxRdkIrk4RRm67dO+/NbLG/UEd/7/X3WymV3bgDIw3hdmXTzpksHoTgmWsuvt94v3D99jn5O8b/1OOffL7GH3H+6Y9f7o8TjyNP01GhRbgpjR/qRfZSo9RDQG8Eu5RvZmC9R6gLKUuIfUtkd8N5NzqbBbJxODQrHFvaty/BvufL9+FeYmxg+caTonJhl2Jkd2GxE1tQBqDSqBSK2qRg8xppNKMbrQvUyQFUpKGvZbjUuytFzhVvmy/OE/Pww8dxpvaFXSlDENDMD8Io7ywKz8xUWEYoqYxQuIqeVC22k0GOcohvv1zuxe3dlqAdfX/Uqt09odAxxmJyp9Zt3cgiD/ACjbEDT0sxWFis2As0dQeOUejXfVDciymvc2ij/shqZbLoHktYhnwi15JfUmpmhuSCZwwTcuJ94fvFv97j99vead/8+st/XccXnr+O5y87HsPGoTHols6OaaSMlPpb6tskraHaHu5E0rz3yPcTrLcdVvGgbUb9o/f+VGc96rsub+YsmzhGqlRJ7Dd2Nxmb+lM7uh3Jk/fMvH8VOqX7N2ORN+9f2AVaXEk3M2P9gXSwsqE9wu2iyKDmDGoiXdPizfnNeWANLvexaRmsNpu7Zasjp39QZVqkzGWrAmMy0b4oFYRgATNYiOXNve0Qab2XrJyPOupsH5/9a292qspQrVP2H7UHSk62a5gXdw/cU10ZW+2p50eBAp+njo09fHYKG7pqumJIC5EMIIeyfHxSkVxkDKbSjIn1xusav6+vf83xe9mL59t/XcevfHzZ+fTx8OEHeYgO60XDj+O6ZULV6xSc1mmt9XSKD2y7C2mWW6kLqnWStpwX+24ntIerLfBuT+4qUPyQvO2zeS8ze8bZj7CfYtVoC0sCyo1s1tmZ91Saxf1IuwVmuEnmhYm3g1SzJVOMMC4TbVVzkMFY0MywuLgum5fmwWMwzIZjB9vtPqv/n6ENFCXAUh4s/GeZglEMpRKulInBB0s6QKHSWzazek8wRG5qNu/uquFONRMFqvSyPk0L2z1hVy/zut4kCpnNLxX6PC2UdtwN/O7m6pMoAdv9s/awwEwuacrCmgiNlmqs0IW8tIJkZPB687Uev/N4yd52Xv6M48vOp52nH2OYD6CUdW5C72LI+rr1mpbyt8Fk75Qdac8zvj8NA++3uNJLvLlAN6j2qafN4jZk26jdNdrV2d/Nbll1v6TcX+iDywE/OoQtdsRNfEAjSvdJ3QrIPnxY9dlSiK2ZKxZAEoaEmcyP8l9Oa38ii8V1jfnGPLQGl1n5F1ZYmG3lCfFTqE6BJqTTneFw1/KxZsACK5JNf2Hk53sdfbVXGFk9iuya3MoLso/tuwW+S8rZjwC3Xhk4aOOu0R/61kIeGmLqY3hIH9mB+my98bhPawwBmUwi9j6CkGW77IJX4gW8MyMTmmHvebzS3nZMe4R/6XjyeNhx+DHc7TAO5sHpSLdukH98+Pdfd9PZAYI3XingcwdvjcUd81l7rftLFZetfrTCrn741d2kg36V2yCk21NsSGpPl59DtC87blXND/wKm7i7N/7YIPmmQ9wvf9dofT0B9Ully8vLC5hGM5mlVQhChtbKibi43lwDy1uPWQoC9bO54Y/u58F9QyRzWCy4y4ebx5wRHrH2UcrOkWE5Ed/8zl33n/5nz/h2P5a767rx3P251qWFRThLmyXJyiMtgFBGLe+5nzlHv+37HuddFJ83oT6nMlLdH5OrSGuRmPC38G32Ai/L4BLesneOy57LvnT8suNrjIeOw4a72TAO6EAMmnOZCvHYj/Ezwt3fSzOvP0fR50PeYA1/VCc/URh7qu8JHbs64dt6uvNA/9ca1WdTvJ+D7rcY2FYt2KXfb9J+jt2g9v1evdkPqU1/AD0Ns9chKCD9Q4eqH6A6FzOUHFpaKAOYy+LgOrgMCxyQq5N0ZLs67WeN7kcsK5xyDMTSOHzMmDPW7PCFot1X49I7n7rhTLsv769vreLgblz2q8sf10LdDX17VQLr/mAyyyJrh5qonFVa9iqN+4nX89KPNqvefSVg/WSLJJOkmDKEa6bewjfx7Xojl0XaJX/jePM5+Svsz/RfOH7ZcXIMH+aDw3VYDpvloGe9Bv4cLD8KdB+myp+fG3UXAz/naKWT1dnYnNh/61z6gTaJmDjIwZ2vu3fTu0xvC84+Eesb+VFdP2t0s0X6QqMamS9BL03IerdaQ3KLmKrR7jOiNmPFNNisqn4kZiyPI0MmsihSuZTT4mIYglqCH31zip+v/RMw27VSPwzdGUMW9INj2ly2pq1lERbZ0P5OFsB9w+GuToLMtivE3VzfvelGTO8utd4N2xCbhCDKfv4Sp1gmPAak6s0cyv0QbPeluju/gon3y60sMLh2sGGapjf1G/hNvAwXMm1hvHm87XnZH8v+CPuV/kvjDztPd3e3MTA8h8UgnVHr9oIM7ibnRxtzD9/acc66v6HdJe53ed/y9wmKXaDN0G2vtVou14Frxdyqf0RvncLuBJE/S7Pfjn15/0Cqu9q0G63yN8iPAr5nKZl4lx/+vfr7ENCWmzRLst8r7u7a1FTUDAQ0kRfTGO1s0Xw3623R/vm7U8eGZfpnMIclPTmC6+ARnMvWsrV87YN0QSjH2A8b6d/gYWv9SFaN2n412q6p51fu377ZCCimzKQe0AWciYkKTdwPBhBG00utdM13aapPgPq3COFHZK3qyehCvokX8aJe0GLIJm36mDymzqUz88w8iGE6iGFs8yvnNEvjsOovC9L8iVp8ynM3hHeBfjrD+y9ZaMgHvbu3Hxt+6Wa1H+Ieo/fvt4OlZD/mS92V+bOB7MHprrz9rRQ6UDKiqtYt9Kr1Zm+hGnfkXZB9+u6eYteveFNTb0h2o0gpZIcLL2ha2k3nUpSp8w/MAZ0LfF/zGzqEQLOtVjZHBH3YCqzgCluRK2XA2mNhdHXUHd4/npjJtDKp33qCxlf2x7pHSm4XpwqaU21ndEqHYSQGsFQRK3WHD92mEfbJaipWoPK++yVwVQDM9vx8S2/pJbyAF/CGFhIIL7u0seQTloIMdlXvhJ1exooVgFtPCdWVVLu1h4b7/OzP/1Oj9beyl/HaH0OXnqPh8I1HtJ3HD9io657A9pvTp8a7m2Xf1Z/iu/+i9IVFACCwRyBFl3G9TrV5b7KoUqowOBHcy1BpVyp+vANVowW1FFK2O1be023WfKoFTci2hw6zNR+7+N1ZQ1M/gYYO65S/neXqE4CzSZ8jbSUirczAp+ySzSSar/85HIyZDGOkRTnMtTpun6MUmP0J4N9wvFJskbUyG4lh8MTYzxuANJTq+bFbuj259yF2D6i600FXIhMzdQkX6pfmlsOoP7pQLs1IE+iUlZ43D0vPVI7AyM8a/b6qfyIuIPdQ3INT/pwg7DMU9569jCZ/FmhVbtrPvv5zMOPWY5JggLWFRy/QtC1WegTo/7KqM62XLAVwoA0NJWUtVovS9EGOepm3BRGf0/++Euppb4NnlrNy3shtF1NVeyKZAS3KkWYBFCWjiJ31P09kwn64I4KB+zrZfeFnIq8/cbiRqJwxc7hpIAeycqoLhkK3gC2ZXtbDTlTjXTYkTUOxzQU3CnvvrD4W6aIbhnF0YHFvVyAkRm3Nt7TvPrDAT7PVZNP7Kit+ZiV6LZQ9UGef1zNIiJF4r4jFt/KQDo+nnV9aD6zDDmiEHyuxBkJlLmvdWBaqtquT2GdHqbc+cxL2q9xvHDfrxopifXcnttcrm0wI9WAKQFuhsH/eHjQBbzMN3W3/p2Ewt+jIRFLa+g4VWZ2bToouyZtUl9ubuKz9ujSJezgVVJke27QpVYy2pghWXaRkiYxAGGMxmFbbpm0FU5yQTuDZBbobl/tl/WDdlR3Ezaaq+6w3B3RiIE/koXCF33fXJiQtoBY1s0jjleS974Yfa8ys/EiqJ+O6ttSrXrfmn94zJDUUNevt23Rf6Tf01F0X66s2/6/O0Slc0kTpre9DjQrmpIJ1kixfc9j11HnhfPo58rRjhEcORZ5yZ1mXudGMaZ+Vyo3k3R13P93+Prvi+ppu13vfZUo0Ht+wYDWMn762HGepAioagEwyU+709qYritb9e7MV2u2svjHhvn0BoIbJbk61RXO5p59dmJvZ1Hdh3Vki9BmufsSBIvOmsUpl4ZBgWOZikEYu7L64daKZrtuF80dbvTHbfS3UsVIWSubmTitalQ26mcHpbofn6TzCRoaVp12JslHBClikE0syamXFx987pVqzdIpaYbHlDGIG1ZbXnOakVwZ5tbIa6jiYPjXvkYj7w6sTtCeMYl6KmVjCJV6pS5rNPIdApWl59RRlICML+OWveVx6POzpc9p5aCwdgbVwDLNOi4EVF7KXK7c3OzlA8bNysU21+Mz8hGjYE1c/kbpE9nyw77/7rPqAkqbyLyrODV0ygwluRVNHj+3s/MLa5FdD0LblbWXQfWvbkjThX335q7h6HwB/gxasUaZmovqtOt2CaGI9elUlsF6BUJYcr2xw29Bmb8N6b/np/fpHvid98Zbk9cN2M3cOtzF8jDGOdNDsQB+yAzj5cRbAxzUAk7gAoy6oWtzFYN0X/fvujL/ck1aFPFZ8p1tbqBSG32kRwEDesPd9gv7bQhSfdrdbKglLnInZYSlb2AwAZuk2D1uCqHTEO7CC4pHrd8TJdC7HwVyVlGAxzN32XWRmLN5+439GOC1oXlTe3g3WD8T+04L+lIIVJTX7fLs7FaCpwbfpzT1+AVK0MepOmxHNZaJXPoD3F60+wqURctCFnU5RfTfiVi7fbL4u0woBuddhvbIT7mgsstYyn9C2D2y0E9er9LXVSrnNfsyAJMJFU/WZ2JyNXQ9b/9wSqMyNTGmT/owczjHsHH4ex5k6ZM5TI7N0vLDQCBxLQ50rW7lKtsGfRGblrZcX7j3o1rd6/xSCmLSgBzbZume5PvVTMIz74/vc7312Vo3uR9yeo6rPfkkzOwytabyoZRgtxqHnwFA8V0zOl+KKvIJTR1nzI4bmkWusOLRGkcx4D/TtptvLS7pxkIM+zHz3KoM2Oi+sGxeWl5ozzVrvuvtHSn1db3A0P43M3VrXw27SeLN0K3jMhDSaYEXZSRc9wyHvpylY4vPxN6lpn5uNezR+VGf8xtBlG6Lcd3DdvNkZkd1U1vfW2bXaPUNaKDd3n2nIhfRaUoJpYiYASUQR0YpqtbJcnIsUWPmNarTVeA4/D39GlhvDwETOaetCXNKVmGEhL1C3QgeaHZ0L4QpDkOXhHDXv9Tz6bwVaLqpF+48GSP0eNarHy57i9zSLT39UcqD+G3d/avtVaPIUQrsT7muJjmLcP7AwVvB6Yr61Xku1/8x1OA7LB3UKj8gj3c19Q30F5gobhYCTB3nQB21UdXpJ8TzN3IpC2ZVbNdoWkjdyRWfpqc3qcMY+w/bDYv54P605Hdg+bGRWiEaNcDRxZDehfltkNRbfUvfqAnv79jlPu/ts9xfeeL+1v4GpfvMkU81QK9p+3mhW7npABhiLATlLUdm+8aheDFaAtva5HjtpsX2wlKtbGzVGZ5wrIoaSggszMJFrcl6Yb813jhkj0nPTeHAv2cvZJMiKl025Gsqrrvcu0PKrrN+gHKisDLcbs97TDGqK31OHpP9ln6Qs6uu+XHYbUXuDOzv0JvRAtLQhO9NseS75WmO9fb5mvqZesoUhPSpoRROS5EMWzZ2rYildZbHTBjRoJ2yw5eDDMMymDTd3c3enj+7rnVZ7oU0/hhl8cAycB45hY8gdvTBqkEBUzSsioJobte/0YqfeHpRVwdmheaz4iRLIa9sFVQpXp8Zl65TuAmXRtDb5mWJvEmV1PjSgtg/OnTh3A/dCSfOrJQ2yDLtLIiZBsoZBrOfCm5y0seQymMRKzYrW3qpSJ7K4+Yhysx1a8Dl5vTVe6a+wmVypxBCISovfhmtY0iprFJk00DbLsJ26tC+E6iSzBBJtYHqf5N2DEhjNEq2CJaSGd5RNQf1scerxV73WNWTaNSqhAkZpMNcYeVg6koZwHMZx4XAdkRcybC36xIpcuUwJmTcps7H4MsaL8MwlHWDCDtTSGcvKB+YwG+aH2aCFm/uw4XSvu70NQGGEO8/DHicfJ58PnIf5gHlhLT3TYMd0syHHxrj6idSrQzRNqhy40rsPUbONbh6U+o7/7C0/3SfvP35mtR9UqFp830LR/Fmdm/9by35AqlbfmGbKVJr2ZH6v03pous0oymCnqKDFWCq66l48NJ/G5JbtW2pzar7y+g57Ba9ydNehXiEHKkg31PZPAUsNKE3DpYPmSKtrAXcoH6HamEXJ6rWnxrtAiRGLTWowqDBM65OjHBz6sPTapG2crTm1kmm/9aLIqE/YIfM0gu6VtvPwpMsCAzYxrjaMENollmydlgrsqdjMpRVqtKLuRGXjdU7LCrArsMmpw3k6Ds9haZisBDgKZjyHPR/+68v/+PKvpz1OjqNiccpk695b1Qubuy3nZ+rf8kJVb9o8PSdYft62m96quer4GrkvlEn72q3D2fYhuqWgvLuOppNsVPMevFH9j0vq7An0de+dFdpvAyAjB+p4zrZ8QmSfnRnMNN1cg+5vJKCsVSO4gpyKzGRcMb/Dfy++Fq/QqnpE3UWCKuMe6ALlEA+WdS/uNVbPbYmoZa6IlLWP4t5h8PahFqWRsbcJWWDC3k9ZrxsKSUwhZTkKkkmgzadvq7xewyaASM260YaZGYbTFkx0+sKodl6utIoW2hC3foJGKaTF0pqIREKw4mV3R0dPl9w4TtKQdOBhuVwPj8PmwGVl+aWVAMawx8P/+HW+L/05jz9+8SmeMB9GUMbPuNsd0o1B3cO+7suipbpdo9ucukhxu0ZVQ3IVZubnBM1eK/Qtv8uP9/FZEr6fv2EVT9te+4bsywWmeUG7k9ifRxlodAJCGaaWncJaiIUsqVAaIWN7Ru1KNYmZFkGClgjpHfle8V7xXusKX2n5gaQpsWwatIzLLdqrWLWPKn+gHjAay8h9bldrsIGVHwl/BpOG1l5u9qJkm4vsP6qOz2B4BXAtjqwE+/Q6IxJtL2hMKWPqctqwk36c55BSrylNO8OhuXzxWEfmQNIaJ0FswXmhLaSloYJWwhOGQRHKyJhzTfh05nmOp5sdDBupshrFCNgiL+il+I64ZkTAeDz89yte87wCoUNwVHIT9/C879MC7+4ztAq066sOmR7wuV2CDMUrgH2yqbpo2nq7nRprSbYHs95KVzPGvDWj969/G912vw+RyO7W6v6mUpmIlJeoGDBHDqax8+eh1QXKWMxFRLszlOZEVguJ0oYVDdIS5a9lc9kMm5MzsGKzDsDtl+QZVg5ZCHmmQyKoMHbUh4xoGl2N9C3l076D9ymOEmU1DprRtfn5x/9O0GoGojHCQkpHmtIjmMu0rEIkAJkH2PZqIXPwMLNjHAZw5RDWYZPZut6R0ymLtFWfcIcr12fLqLfNMkbESJSnkRTXFf/1V/xz4duEp//B5/P8dSQemZYXmZaki5bSxfjO+VrXXMG0075nzMwQ91KPFQLJvYLZU0judqOv9A2ab6+FEpSD2UxnqyAGil4L5zrWGpy/IVFYbdn7d/r8btqckvvv3KqLD9HgPkwB1Cp3+yttJ6AKTwyV5hE0yBHQYk7lLIuyYC5o9U9hNCTgEFMgTZaFmNvWwjDElbaCsVubAgDBQTsBl0BEtV/bo6JBq2HpLi9P1nojK28oobU77vvi3OSFPhyAkWvzbnvV0mDKXaMwpBBmy2xSKzmlC5rICXSEUWoEfQFLZZ5i7jaexj+H/TrIczyX3m+/Ls2BXLAwXQe/adMAz3b+gKUALiGhydBY8pUjaZagLeGvC//ff/D/+j3+Kx7jz6//9/Hn/z7+/Dt1+EwhlO8KrwWEHHkpvjXfa2rGibEiJJE+6IPjGD5Ao9unzb0n5aYbdWnuPUztmWtYqay2HvE7HmglLdgoXN448r491RPMJtZseqbtEu6GqdXSfcLWaKoN3gMfRKD4+iwfkdaW1mHfCyTJtKiJnMJKZvUT0SliTeLrwUIwFGIHOtLSLM0ClllonRlqGzpop9mD/iSHEhHhPmO6jJ44pGNoDIwR7jKXvGJ39pWUfY7WM96o3k3D6ENzRNi+d6pNEFHnyV2gjFQ4l9mynFn795yIkCJztU0qM4hFZEoR1KTHcdrz64t+6oh8/Ot4f+vt63sx8mF2WO/xLaqZqqeetDQM6lAqgitNHMxqIpYf/7DH/0+//kf+55n/+cW//+lfOoIyMSKr25iGqrlQXmu+5jtfV8iw0mWHP7/86+m/Jh+LY9xhunVgfWqg6+XH/HJ7lRXLsxYs1Vo1LpWV813hssUPqbps9kuvsERPiPJ6EXLP8A3ub6PnvBFbdptQTXghBeyxoXdErOpEypSH5AAR2V2+ailZZCICVp23QGUDsFkTtBMOc2WR+E1WohirVSg5aKePh48vO77IoWSsuI73els6fGlkZTKlu3wkHelN42xOQN4Rvn0j7Ge0cU8SUBdoH6pNftNNw6qJPJORtpxz4A29GZfWwlU+KpFA0goFTmFp6ZJzeY6n8W/2y46/c+Q6/Tgt3XVNy/yKHLKwlE+MwObzQqLCM3wNzCNnLEE0N5ppuPGh+GM9/vNa/ye//lN//o2/3I85ALsCoZCoaRoWZimttea83vH9RtIOnnhc432Na465uMIiYYnSk4r7XhX28dl4777cGY1I7xn7Zu0UlhFg6FOgKr/rTTVphIgmJehCJIkNw6JBzlTGnmw3U76OzwIQsv9NAttKIZjeEwczR+pLOJQz0zJm5lu1BWRUm0km07q3MS4pVFw7sXh2pmEYzFGdqtEq0dzdBsd5PL7G44/x+KIdSqxr2cvnYHjatY4Yw8wHfcCccO08kX2diP3y5n2/76ucm0BHjFgbccIG6Da3opCB7r4rSSewUiu1PGsozMyVUBgXomQHUNjKc61fcf1t4j/eB/m3GPYecDPFgL8M1ym3rNWk4FlIr4Ci61sG4lCemWcoREXY4DD+etp/+vP/+Psf1N/Orz/+87+NP3/pl+NMcBimKSzCVzjDIc/07+D3xPfMZOYKj3xGztBKee4bvXtIWSL7NBf3SPTzF+/VeJSDXT3znnvSUl2gDQvVTMNm3Zafj2hk1hK7Ic0iX1V5Nta/krFdNzvlYbemt2YEhcwCRLYnbXrqkfgj4hm5UiNyrrxC7xrQyg/TRbDDZOpAzpqyzWFglZWBZQvfq2crU1sffh7n1/P4eh7PJ+3I0LxcBjKXJjF8mdFskIP0hOOWH+z7XZ+nWgXaWqoftGBwrOBmsBbusQtUXcqy3hEopZFY/QCDWlhTcQVyOSaPxUimCw/xb8L/NuN//87/Ni0fj9cfT51GPzUO+n/RlpVDMay4HnQgWZbnKM9AXcIlnJlHYi7RdZz6z8f6//wZ//HQ/3jCn/p/Pd//6fkrLp8zuJKZCwAiTThCXyvfv2P9zus7KTPSTlpUa1W4rfbQ3vAO7/mkzpwuxMLxg8xmECnqcO3OpAonFbJMBixv+ilFu3vIQrBYbofNydy9ZyMwtbpHiCu5qkbzHpzut6LbYvbWZB+fOhLPiL+v9WuGmI/AWrzCviuPtgLcgQoIVWCtum1J0eQOO+S1/KFa3FTQsxcpcvjxOB5fx/nrHF8H3deEHEeG0rUcbSQHjk4D26Wpu4PvjUPuTQlLfvdvpHWQY4VtKm5jKh+W4AYDS1wg1IK1Y5PLxSEZS8ygLc2lgMJhRrgwlsZLTiIG/BFMcUm/RTMomAaiGnJLbLfPqHuLSkv4gq/Md2RcubBOCnz93f867fG348Hj/R+GpzQitCJCmXvXBgR88TH59e3r7eM6YOPU+dDjofPMMar9r2XLLg/c81G1lAoypbCeKvqPZZmLAiC7WJgVG5OIrHBY7l1UwSs/bDU/F9b+V3qJX+6Z6HACi7QllvHVPW7t//ReHGDjt8xywsxzrce6vuYClcHH5cc8rAxO6zjwcvJQt7eESIaZXPK25lHtEqo7FAsActqgO4fTHe6Cw1J3lrEPaZX/QLZjWvVMn9IsYs42DqoHlYDv4xNbdk+OSOszc4N3TWYtGmE5l2RtjMDerBohctGmmMKI5ArOsAk7DAzjpP0O+9ey0xgL31N/uSZWzgtxHbiejMNgZsQoPLl0O5AnDwzmaXiKmlDGzBBnHK88/srjucY/v//25z/9+Xwc5uaZthbntOjAlXKJQfKYx9d8YGEqwOO0P//wP/7g8wvnI+0IWhETUduCDxlOqL9fNboarq0avQ+Aj34YP0RT/Zne2yiYVFpPhdo/e+Pi7JGpjMAzdIeJbWlLtQy9qP53PGADNOxBpwxI5JEWk9dlDEBMswku7za6SdgALPmhYogULbPIyKzN5I1q3ayB3VIntBBTy5SZFXypyUpnsqA1WySt1QDKChEQVrmdq0/QxhvagJfNn64/2pi3wwFuNEqQrF9y3pcPmy17CEf7s5UAoqGD1uEAHPJz2fjGr3/qSR0R9o9Lf3FNXFq/gb9O/+Z4gzmco1Gt3pNQBB0OnhyZh+aR78AVETPx1sD8+uc8z+/x9c/jMXQM8yN5hI6pQ+YY1TwnEqIvf+bD4OmwcRz+5y//408+f2E80kbIOp1yF2hu988akxsKiV4x4z4+93K8i3ET6sX935b/yb6FtoGWsHAzRm97CKVCuaSFXB363AR9VnMVWwCg/jh5UydUMAIrF8FCjNCcc8YLIcMr8Q7M/XM1kgMA8I5wQhq2SHWjbGVICZlujGAxF2KSU+sdr2+mck2YRyJn6JpYL8YLuMBV30otsyFlQZJTWOIqj4aKtq7Qhq7CfYqWWiHHVet28lOfNcyr56nNgwHJNJ+0yVx4SW9iGOHwGrKHwQ3D8GX2K/3rPf7bP/zv3/xa8v+64sJF/Cb/Cf8vnP8Y67IF81QorcFvU8O5cGrgcWboipy03+/1yvW+Qtcac575/bR4Or8OP44T48nx1PHgefhz2OFb5WHpJx/HeBA2zvM8fz3Hr192fskfqREVOKiahTJzmzXWxLyrsyIAtcifA9MNWtYFb0yUOeZGpdS8881dASPRCvZs4rES5Yq4WaQLdZ033F1yFFR95+fg7JOmP1TtXDgxM1dcc/3rHW8pzP4F/0fab9nsI6b7pyLhUSw/DtYhZGlS+bPu5piIknNMqvaZjCm8V46TfsBcYFSk2rowX8hv6JKW1GnlSMWFvNRKyykscIllLVzRDXs052YGExwXrOcr3u9V3xpdzKa0pMOcMk5qaaRGcY9NddrZcBYMa45BO2WPyUPEy9bk93dmrP8a43+a/0+Mf+T5V65IjqKn1XhSibwl2iHgnudRO8LL7O3xbeu35gryinHpa11fil9uj3GNc/kz7Lk8H+JpGjxG5ajIzEYxnc7jPM+vhz8eGA/xCLlWfRzq9n074tVnUwFqDFQ8A2ODoPoZMKmmb6YlTemidw8r9b5aYsAWsOoLlj1j3MufzI7TKZQ99geyB4ly3NzdxRb/lfr8Pl0aRl25VrwuwWngHOM3xz8xvs1nkRkyuf9l/twkYGNdbAyjXLJtofYDWFnhreIU3+DvtEEbMAMrOzOVCzmhC3zLrsRCpCAF8kK8lW/oEiY4yzW3GHCypiE2oGWsbCUbL7uXmzdMelM2WMt+DdghP4hDiwoxw6UDeDDdaDDzg7WqTGMCkZihF/gvDktO5CL+b+D/Av87xz8M0wJG42Rp1RQZsQq82v24YMCR0nLPM/FYfCw8jjx9/bb3tzgv67VLWpbstpJiDSmZgb0usnGO4zwe53icdpywI+EIDzBTSYQyhS1SYBM/UpVPZQmLfzs7cWcVwBpSp6dGO29tdKlcN7wiNAMFTVdPqVyKQLRDZ+6IoV0v5KYz18apIFi1XrJ7h599Wb1hK/S+BMPbTPAL4z2O3z5eHFMWBfNE9bhAR47/2KJaafYSIJJMJgNriTM5xEt4gQcwAk5WlFIHxCSgRjpCXPKIFaJqYs3JfCMv6AKuPXCr5aRNTdvKk06YJ8blm5PSM+fPSoXYgb08MM7EkWERygxTHlDY8hESOIzDt0JoMB2T+cL6Bxjka+TK/B/GfzC+zZYnBm1wG/BVb2dKr4fVnF6T3PM0MWzkGHGOZT7SzRzDcrw5IofxOHgOjCEvUY5BtW33QT9sPPw4x/k4jtPHUV6FkdXGI9imhlG6uYKF6Q4f4pEa2VTvjXB0E/hBSGmb7q6ypyjoh2T9VG2mG+o2QkJW7PBCLEUoakDa7LB9gm9aK7sl3PF1Gw9Vr1jUPIwIrKXLEFbpgTZtXO5v+rT+eWu1UK2D8KMR/uxH92AfLcGsJiKbSlV2CwUOFjvGOvdrt4Y18qQJVrL2dgHPi5r3KFVu6wXh12KgNbjOWqqKzDHH/cCxoaZal5ZiBnBhiGfOZ/II2VrKWJQG8rS1zpVIuXiQh5sP8jANTAvZFVyvxJeFgn/BJ4eZnQd5gCM5UgTTbR0kDJ41C/T6W4TMlo8+ytxW0tnsTz0u/4p4Uo/hxzH8dDsNh2lQw+UDXaCHj3P46X6YDbDYxgwhMidjImaulRm1FKCT4+DxKOFL7nf936qzqud2+epi0s18ad3JsgxTWCabeFw5AzUOrc5yjPt6rwbiMwtlkSu0XbySSsNNx2+khazOJPowdbJsKCraN3HrsAuKLZrpZ6mvZleLAIMGWqAota3xz72y2pIhr9No91Gi1Stxa6bVHkwGlUuPYVGTCDLMslJAq0Y3Jwpel6Bb1ik63ue+JW4RRCtI2BFK5QZ9wk5wJFEnDbP86ZdsVZwFjwp1dNAzHfBIatGnaXHS9E4GzcyPXn5BzDQABjsaFeBq3Lb/TzQHA5nGlSJDdqwR68jzaXrmepoebsfhfhgHdTCH5bB00xjwg36YHb3WgNeLGqrHpTfXhTlxTa3VqbnDcD4IwF1Zbyg29e2uzsKO1BA+8/5IGtsA0EC0tR9MqJndRUFfipX1akR72m+UC3d1VgdbiWZtmSLds1HRAPoG3JN/NlULcKhBAYlqfcSNnFrvFzYDIHfj2a9ILGiqTbmikm46lsIN7uVcXpKXjh5KWsCjgulYyUrONIQhEq2nKwSrhM503jlWcsl3CqNZ0my8z77cbxWjtjqnlrRFquJBO1m9QiZXMBvw6maiPeIoY0pRgqA0X2Y1zBIrmACNQ+maLrNwBpksq6hAm9O1Ah4gLZFmaUQooUobTw7hQT6MX8an4zHsPGwcxsM0LIctt3AP9yyZkrmViZ1Y/hZ1QLwZL1uXvS9+T38vrkwC59CXJYc88sheFv378XmD5fwsNPNjStY36a1LMGWRc29D+7ritX6coJsacheodliUGuhr8lRpbCv+aeOwwB7yLGSL5rBWNmY1swBh/Ijv0FIo3Cdr98+g10avUkRDK7iKgh/GdNcxdKDSFpzFXYcFbMmhIY3UIdQwnciu0Q++KrVfXwWBih20JllRAe4e9P20KsQivKlc9jqFBE1edZrTDzrMpjWRJ8Qli7oROt6RbRwVG+zGTI8y2/ZYXFG9FZELYYjh5VJRbxSt/IG19e71WdQ+Ut22l94lcKQOYhCH8XQ8HMeQD/BADizHNF5kOLM/zb3WyebLLmmapseb13X8vvx74Z2i5VORxxyaj6YQce98fqwYW0MMZVmAdBqIkRIdSGiwFOzceudeGaVqNlor609iNQ2psft9TneTeC/siUrRJFGEit7R1jtEQpkw0qOba/7QhaOB61LnSYJct3S1vpAWLJGWxor+yFyhGVzLSiBs4cjD9EAZrBppCa/qZHrGiDzUGbNlmiakV8pp0wwb+6SDbhwJT7kwZEPuiPLsIXJ8/3IQ8pYHpHeZ3hFUVXmjxtG0QRb8UPQlLliAJP3eRtQiSta0kbbrNtcaIdLyUNpaXBfjYA5q1O9Y8l1DLejLjqHor+ioipoObeZYYZHtpVExROTD7PAcIzVyui7KiItcbdjZcIlYTx71Ic6xpl+d93C8BIw1x5v8/cVYza69D6mCZ8AibmzyHcNKx1JuKOYtoK8xwJp93wTm7Kkoljq5Zimi/e4+x2fLcz8r67oSMUDvLDx9tk3VDbfGGIRZXYcbrIXu232/ZdWmYtT5IVRFEpVuXfoRRlaSvUWWj4kxDDmYp+nhPN1oTNhKf8uksbKPLbQ8AciKbC2b7BYCFF9lkKMMSqWRcPlQDvlAmozSeP1yGTWo4jw7VFbS9WwLMVdjp5of4JgZFlFr59sFZPt9oNHVUEwlcA0aLWAiDa60tTxU80Ozw63XrQWGlQpdLRvPzSqK5AqbwZm8jxzJlA4cwBd5msHHsvXCwobF1/ZQKMizQPgMRtnwnXP5ez1/r19/0YhLZoddlzFRhp5WZKfE3qi3BKh28sY0alh1RCXFsSaRMkudngCKBhJ9apYhfERlTG1p96dHLGC+kK/chDdyoCMT4Uorbl4tT6sJUnX3PeTb3TTc9bnXUOhKAUfbVvYiwPfZ/bM7zT1eqW5WDOvYejeWX6zkUenOyYoJL31oiZ8UP7tnuuigV3XWL+FIjbQjbWSfPOP7zwPWx1hF2mKo/vUOPy6ma4IpM3GFWSQr2m4hSxJVpjXgYC+UwIzMWJpeBEXpXIYwIg7NA2GCYRlDtFRF0DZG1LqJxpLrmio7hJmcsXUxbZ1a1F7LPKQH8EUabYEDpvTECJxRpbbBlZQUxGrEPSIW33F8449vGzzePnSN32FMVbx3VUgPLgioPGMTquZKbnLDIMunD0GkRSqyfRygpi524uq+3DMbYNqeTfd49IP5bIV8FdvNzN06yYhJZQDtzZC7myweqlvmFm7os1gnWH5qolcCdAUXsYTrbdRWF01LMqw5/910AEwzDtc54C2Q0sw0mPXcXhQjQxrTWyKQ/fka94Qkjv3rSBypM/1UjFb9Ybz+PGTEQR3EAA+xCnikWRpkmT5zzPC5fE3HgiZzQpNakMpbqPwJjUkLeSZATQGWYIwjSZ0w57DUAxxWrU8CVyIEgIuWdUrADPBq73JVet+SVuYKrEAE4o5TT5josoRnHplnaoSCgnilXxiXnwtHMtppo1Qsdf7eSyykPPxc54MPrsc73AOM6hYnlLDitQWruysTDSWRpTh2q+/e2wRwGaLWGkJQyazzMmKtXJ8TtI7P/uA3x2lrjdrpYK82zTrN0wY1AEtlsPku1u55yZZ7qs3gsftUQHVfFWe5kbG6s+BAq/CwM0ihZJOH6TcQ3CDGBjOsTRW4Has//+JmLZYRbzuwWJGi9KM6q+5kp3SIR3Kod0nj9ecJBw7iBI/aGCWPoNOJQ3GufLzXwXnmdL4tX4g38oqcUEFC1a6uBlAQaREGYiDWaWHr8ZxPy3PRA0eOgwfHEcJaufJV+2xZ0GGVAlpDXVgG2y0XV+QMrtAKRLCSey2ptMySQHvQl40ZQ0HEIR1pgz70cBy9qoBrt6LUXlnuJ/ww+3L8OvA45B7gCk3llXCqRNhta7yY2xUVddcUtuO00WumWg6ugRVYlos1s88VK2LW/N4OTjddRx+ACTu1vvnkVGeBD8PhOMkDZBGWpBVq9ZjEcpbagxl7QG+G1Y9lPj5fuRmxQApTvMSrBCKkXGZKtv2ssbhVoVypVTtiqC0nG+r4wTpu+pxt7Yg5zGmjQADc1clDOoRTPMXRo7rG688HHTzBE/4Aj+SxfOAwndIj4rzmGddh76HL1pvzO+c755sxmUttjgMGLdLWwohgpNcu5hCXefKqcFcHYQPuObgy5vd7rWtVCoknzYxHchQRvmyq07MHybwCM1BaiKylSsE3YeVGGWAYZijq+iXlbofr7TiDI+ktilGd+nJmBdcMDcb5zMdX4onHwQNmMiUjMFcW/KCElhXI3gjjPvpoaW420jqxu8kFkRG+pq3JOTGn5sxr5YxchX1WwlF17WVfcW9jPtN1n1WZrjjAAzqIg0klPSNr/1+Qe8fQmLG5vgLuHW0zQCDA2J6aVsmRNeyXceGVuKRlSGuwwK0J+2R7O6dm5rWUJkGrZRd3mfaRvy/zHUdalNFChmCDjU4fwNFliAMYvTXieP/5pMNO+EN8iOcaBx6WT+gZ8byuc70OvDxevN54v/F64f3mXJwLUTa16GaYaVwYsTLSiccBHvo1j/ey36GYw87HcXw9xmHynHMFpq6XcNEmXUYjHoYjc9Q9XIvnsIhYwSrQFfs+lDGtajSj+OQxY6alVTyFJQ7423iZXeYH01t0jzRieB7I0xgYiifner7tST705foKO8MsLINrWw81vB7MaVmG8MVMZpjBBuwwW2QVbpaksLqjOe2aeE+9l66puTIWykCOgH+2hD2g5862b3KAan/pvkbosAq87C6gM75s3+YGDKSjFMXVfN5np7gRVYOGOGQjYUoFInElKn7gIpa1rWGJqovNZ7EYSzkz38soORPQEq7EatNFqvBgmMkhNw2XO4bnGHBvWW2RTTCAQRzQgAZQUc91+o/r15c57CE+Es/wA4fHk/oV6wvvB77P/Pb1m9dLr7e+3/l68T2tTiktKAxZQn1jGJdGaEUmw06dS2fkEcbF620xCB9pp8QZ+Ya9h13Oyyzcc3BYqav7kbbIJ5nBFXgHrsBMxOaAbwmAoMyM0AQsZVSIEzPsEibXZXYxTrMhGgHRSuQ8qNOUMMSB63n+rn/ji+sLOmUejmmxMldGsBfny2Ipw3aBosgtNtTEkk3Yk5Y0Y1yR72nvi++J19S1tFat5FhLDqvSRHXxvFOHNm+/ePxGesAtPFmRNEWrtsLnvJJKmc5O2TFrt4Ef/Oa6grO6ywb9SZSFODoZ442cpiz4zmAV8ORAkGvRpvIdRWBKZ7nXaCWmfhZoIYVOuGMYhmM4h8sHfZgPs0G6YVAD6kGdGmUoBAAa6+tpjvGQHssec4z1sHzm/IrXV3w/5u/j9Zu/f+uvV/z1jr/e+L7wnlxpSsPacEJa6RMYeS2+Awf1UAylQ0f6eVnQpubUmrBEXryuY82vjAdx0IYM8PI32g4ukezqTMzAFZqJlViCyuOosQ+JIc6EQZklP8tlsRRpEzmZ03Iyxta3CIS5BvOssNQ19Dp9UOHpz5zP0CPsSLMwXVgTc+ZcXIGIqk5lNJeycBOLHjcMAMopa4qX8F56LXtNfk+8l67y9O0BvTLEScAN3oFyBLo64z7yQKgHSWPL8BtBhjudHCLIdOJgL3crR6uHn1s6WvbPtaoyAyyJqXwpfyO+lS/k5YoBG3SHc9tPBGDGIAIZqVxMR1mkqCO3ZakdWmXlAVHVeTjHyDHgg6PNCI3D5JaFgtTnfxu4QxhxPjGkM3HQjnDHQBw5z3yf8/t8//bv3/zrd/7rlf984683vi+7FlcCCWvHMnauY5YFoJetVL2epwFMaGGtXHPGWxmBvGytYyVSaRbCKUvYqKCK1lapctgT5WZ5JWaiFUequ0xAwgKaoCcAxfbkK6BTFReVF2PSRuWUo6ld4T6HrbRQRszEhSByWJGQAhat+I+pOXUtzVQEM7IIIDtxq8ghVTn1Z0kLcMreyXfqtez3wu/ge+FqbyTz5ChfXFmRhIalzJqMXOS1okdlzeosFpa3GPKm+jrt6DgCxqDKqNKd7VzNVkjt87T9cdIYqNYZy3PiulIXtJgyccAHzeXcrG4PeVkXr4ypOGq/DpaXoJovYoLT3DCQw3i4HW7D8/AcLne609yLTSq320u/nVarEwFz6DjlCV/0MMoRnsvisvm298t+v+xf3/jnN/7xwj/f+NfF7zev5YimsJQkKrcxQCQn/DKbQ3pEfMWvp8w5UzEj7IrJFV4BZqnkhS2l2exXFwn1ICxlhFZkzMypXMISs6k8as4rFjBFUypRm1W2fi0TC5rK8pqo5SgBgwm2OC7zl/m36zvzilyRQ+nKR1GRN6eu5uNZ7ImmVKRaGFlLHDFoC2agp62EL8ZUXOIr7Tv4e/GvwCsxgxlmiZGEeJgB5rCiuaQ5aKvhnupnCZnXNiQrZmCTe0DCwaORfJhZDMSg3OFm5UZZi14TKktPAoOSTRvpj+QhInymXVGuzGAl7QyXj3SLZkuLGTPHFeuIdUQcWkN0ls8Y4CgSCArSoEPDcniOYcfIY6gMWs1r4eYyT47yyN6ebA1jCNBAyaCNm0axEBfmpeul10u/X/rXS/945z/e8Y93/uuN78ti+shhcgeHRGQ0a0yXFCCcbxLuOMIecXqZwqZyZWKlrQLGgnaZNc0AfsCGODayjFLfRmasLE5FCTZZnZd3dZZeyLc4Mzs6upa+H+9s5GIsajVtUSlb8AUPs3CswLV4LfPpnjrBSZxGS6uxPwxLWFJsIma7WLPcWtuV1Co4KIM5mVPxFt+Z34nv4O/Ad2AmFe6BR5oDCWO1ZsjR7oTWrM1UQZKNhG2BVPm1mlCUStjBJNxIo1bZShDt41xzOxpOB1UtGZYYMHAMPEiDXLzoyywHskR47nBPt0XcbKslOHQJR+LMHDJnull7+6NHdpiDgxiuYXl4HJ6Ha7jMZW0G6Cr0TzcrZi+vCsQb1qThiimbwtS6cr7j/V7fb/vrnf9665/X+sd1/fPKvy6+rwOLSD90WMcllxF4zIxv6U1k2MvN0g7gl+H0NMgizUJECbsyDfCOAFjWBncHkMWKre80Mlbk2ryf8p6k9m4CdWjRWSq/1rFVVqwV1I1Wc7BWyRkloMDRLs5l72Ogm3hc+dB1YPrQ+5f7ebgXm2ykoLQMU5oUMgIr1aREE7yIxZZiboVZXsgr4y28gO/UX4nv1ExDjiOB9EOUnDjcjiNzJMJi4d3nRVPdGh79KKK69d4yyDSZoyhutjJXKkJZ7LxkJJDwRupbwYcL/BYizPM48nnGCZvjkY9zLk+60oIOtwqrDSClUhfWzqPEATfSPoQBoCI7Ov7WDcN0uA7Lw/PwLDMdOmCWpLBT0Wv1FOp9GxnMHLfAqwz2M2fMta613mu9Fr/X+h35O9bvnL8jv9Nn0vI8sz0oHIl6HplT63fGNzHdnwvH8q/klCXS9+QAITMjLLMo86hgEAtDAplI6ijiYxlpr9g12htXEIxOs7Data9ePd8RWMUBr0zV1g4jb4GmlfMMULSpo+hwqUkwuSauN97CHAzvQwTWrMLKFW5pcU3raZuTvnnuuZhl2PVGFGrzhl7Kb+m3MNOYmUmPEVKmMYfhMJMhQiazPvqz7eooxF4y7N1Mg/jVubUPYmXDhSMWM0yios5QQw6ZSTUbVRDtS+ud79RxxOPP6Wan2XVYPCl6LC4R3Qy3N65WaBWelPlZ0m56ZgUhsOXzcOshScPysDysuMg18DXhpe3kE1t7nckMQ4I5rEg5WcyqiMw5Y10xr7Qr8xIuxJvr4vUmLo4gDwsqm/inIivEWvOd72/Nv6h3+hyP5zpey+dCkt6GMPUNMJYiiZCJJc6w4dmsX0DUkKy/J+XKXG0ChaJa70gUVQhK/0fNcGZDJ+x1yf0GIrpAyxqzwo5HHsShHDal9YqZV+pagUgqUWxDI8zcLNJM+cNWG4Q68lDFDc1MtJ3chbwUE3FBF+OV8Z36Tq10y7RgxBFZHjuuGEpleJwWjiUs5MpcQspqj1Sf4a3PyNsUpv0gXAya5SpmQP3AZV4iIC0lwEHJAhmIqe/fef2Oy6bN63ga6X5QUBjmi3ORyXp65dOsFdlo9ILCsdJCLPPxzQQpGbEZRzk6DeJgnsxRYYrt0Vk/RINpWsLKRimBcn7J0TZtdUdLK3IFrgVb0OJYpvCVvsKnHPDDDjpP5xhZO6GUZuJaeL/1/dL1jXhrpPI79Y5zhmWdV1lplshgLKzo1YNAM7NwS1LRrgcSvA6R1WEUCjVVpx34iui2r7yqUnpT/7KxCnG3ocIClrRg27y7WUFGeQoRjznP+VoLFsv5ckz3lls53DNHeiwmt1gisD+UxoIktENBTsQEL+SUFuJiXFpv5VsIDZdG2oozYq2MpZwzrpBHXBHvERfXREzFAiSaYrPXMrdhc1JNN+e2pyMY6je3HLkFedahVT4hBko2E++MS+tb3/+FKwy/+fzF+OI8tWwtYkpr+Ui2M1SkhTBTcylKhR3wOjbUKFiBn+XiNFj2I0anBjWQB8KQKIFJdt5Tpzav3k6JIRXFuwu05okmDHGW/WF6aDgOICa1XNMTBx8wPnw8gmdqyC0KgPxe+j3116X3G+vNQWqCV3E3U6PJbsJdoJOKsEiVvGzULqTPo+KmlR695REZEG7VI6lAGrW2ErhUlIKzCY7aik+xXs6ZGKqkxFJ7uXMYwEi8hN+w39fxvR7rGlq/fD0HjuHjNAwfHIcQwbQUhMzwlFWuUi+22l0IkbnqR0SNVTkxJ+aleSkvWZazZPqKueaccb3Sj8KQ1veM12u83zYvzslYLfsIR2Fumf0nHu1nWN7TJePgpl4CAVnBfxY77zkAg2XiPflKvbBedv11fP/r+GuN47Tjv33xP4i/XQtzva54mxedtnqlgM20ayoWTeY5jvSRTBlp5Vnf8VE0L2B+7zJzVJORiYyoIILYqxYjZpHqu0CzLF9GiUQK5ErZkl3lII8RPMyWRq4D88R6gGYJxyP8GTwyPR1R0rjvxb+W/RX5Tiz5gWFyl41kBeBur+FU83oWYprlUIVUhJrde4vFVFrfMgiO7Q/VBMdEBptwSKktXeR2myHjrs7QDLzLGtj6EjK5hytdiViYF69Xru83rzz1/bD55TiHH+Pph+HwYTjEtfwoH68SbozOLWBxWhoNTNZc0n8zEakrcIWuQKY8FZnM9IxzxXmt4x0oLM70Wvi+8vX2dxVolIAEo3YU9Sswrdm1qF66pJ6wZKQ3G7s5cqXBKRPJARotwt6hV9gL8R5+cX7791+8hj/pD9f5DPi8AmvimPz/l/WtzXEcO5YHj6xqUvbMxv7/37hzr22J3ZUJnP0AZDV1x8Fg0BJFdlehkHich0VznRCKmXxdkgtK9TZGNYVpK+KVl5W6iRuGwb1oysyR6amShTUL6VFdwduxNfXrEMpmdXhtBUqGNaizfObhKWPZsBE8MB+6PnSmyvSQWbMjjlwSmhHhV/gX/SfWT8nLEEOPcbqfQ8co5YiiTDekPCQi10IskVDSBaZuBoSkaloRXKRMoaLdoTI0q5fhht30LKL3zzRwGG/uBMFaE0ZjLbHdLAHVpbrMQnPxWvK88HzF6wqua8g/D5uPYcc4zF39wGGm6vRh9aSUnHHP64kUDUYoEcg3Hn51bZgLuIAXcAlT4WhlG0s+gz6pTwaokaHxivia8vXk89I5JbP4k5jZMXoVwUJQ7GqvWjQFDFJTYzUeMQJWuXa1EZHAoSYW6VfKM+NJnSCWG6ZCBI/kB+MHVsplkhdpC6i5PVXSEKnrJVHDlK0gYBiQQ+RQDGtTQLjlGPABGYkh6RGFZq9SRbCJQbzZGNi1E0vTge4yGxoLpOiCA0fqGXaZhw7BQ9eHr2VLXeZMLNiSM8LjqgDNdeX44vyl8TVynuBQfhzjPI8xTrWC/UnJCpb1WqZEZJSOJi0gC2JiZrSYEs3JxX56yjKlKVUbIKmIZmAzSvyhiTbVCzIRgrczpTJVwj2VpKiqpXooMl6aT1lfMgOp+jr89THWx+njdB9UF7iZiSVM4AVCHtFYEAZ0sXxHU4rhIDU6SQeCaZjKyzmHzKNNPURhhktxEa+ATYSKEqF4BZ8rX1OuJbMfbAhhZZFKWsLqjrHJxtltIpvuJCtgCx6IRYnMJaiwLaqvRtoV8gx9AlNSwg9dnyKWj0d8jvhzJJxj5GtEzIxA1PJNTS21iLrdLDQJYogdhmEyXNVNhnMMuKc7tfBptQe+KSi9KdvY/d691GEe24bNXa9ayhKlnu2ph9pjeugQPQ0Pzx8zMJZPmTO5KLPCaDCkApTx1PUc+XwwDCoqHz7/OK/HmO6uFDawswCQtcDWQsRuKWiWnGzm0rwKz9YDZ2YNcpW0jeXd1Eaxbti3glmCiYjt1VEgVdOchmvYNSSUTLGpBjWFjJwy53rG64UjD1mPIx+nnqeNh9ohXh5ItZwrP17NtAWPPJyyaA5bGStbdbnWyCWJU8StM9cj45OlfqKpKRqu4TpNL1EjMkREQ/SiXKEXdUIWFGVyDTik9mhVTTdsUBCo3UZnn0RGrAVbWAu2KAu66oRf0II4BeMV9kp5ii8+NMdH4FN88OMPfP6RP06I6wfxJXhmXJIra/QbYmmYOpcUgckUJSw0cAzxYTZMD8cxcgyOAXOKlelpUqhs5ZdkIyYLkLuXCIXF97J1ANzlVdHb6o3qsCMsZUAO1YdjXcwZOmMsmTPXLPu8yeUrgEjE1HiNuB55AQyYST4sfvh62GXiCKFqretLe1iUbXyiNZ8s3Q1PCBEpl+IqUyhBaAE/S4stFamaJmnKAiAchsNkGFxh1nIKuaJIOiXNqmkqbr5cqSEZg+GxPFUxl0+MaceyBz8cPx7++dCP4zjOYxxuQ2lShPwaX5lqVrHFkiAOusrSolBLbhfHNKwivFIkRAjT5NN0qdLEgm45Mhyr1W6tJFFDNEVTjdaDM9o9jsECjFRugWQRblFEkhGbcl9kPNUFRDYJRAzVxdeQ1ETEMGzBqYeO0x6feHzi8aFQU1EjbKkrVzIZoFimeVohIkTSwQN6qh3mh9vpegwcg2PIGHCHWccdIMoUmrSXfOr2HOsYbQh+CpaUQxp86JOb/lJswNSTLhyGc2i8wBcwaTOPhWtyTsbKWDaX5YJEaqyR85FLmAdBwIBT8lPjxDReAlKNmqkJXWJpRncIhZiaS7BEF33AJI2qi3pBZnHupQ2ziqxkoDOH5mF5DJ4Dp8thcqgcUrZHAFnMCs4sQUqHpjqPpAlPy3nwcrwcOTjJyxFuOB/2A/bHh/14+OP0c4xhQ01TJEnNFNEysVeTNv5RYSpDxCo6CwXtTOd0wElvzSgdiEfymTrdI4fQBeoQU1qmidSGha1+oWY1ZBfU0QzajREtTEwJanbVi3Lg7MkBV2ZkpFkKMpKgCiWpLqYcg8M4PI0hHjpMHuaPcXyqf6gdgzSRsOD56WZYQbYhEsdDNFUSCY1SxzgMx9Dj0PPAeeI48zgwBs2oSkhmaUKISqaUI3NBabsGrc/1EC6Ba/ezPuRJaMCkeMmFJlCjOQ7PLC7I5Jh4Lbwm58prxlyUFQyM1r4KkKPlHs0ogzgZZy6LC2SaphGW6uEjPAnQFDSTDGWYLvFBVzrSEjapk2UDIoX/79EQ0pmH5jnycfDjxHnwdA6Fld50AouRjJnrufJKWXAIRgLC4TIvzteax3qNSM6QlZZwtePwU/14jPFh4zB3t2pQUBjHspAVh7Q+ttWCTjKRqxh8qmmZnuHUQZ3UkerijnUwHsYX5UpbPMgDGAJT05IDVxWY0izNTVkz7eLxFN7H7vFZ8TOxsetglqosVsoEZ+SSCF0sCwR2tS4KQzvrngJftCzsETGoQ+FJtZDirFBM/WFmPJKCdNAhtZBCSkCXWJine/qBceJ48CgB6yPNaVaow2x1X2R530mY3F5Q36NTQku4ubUEfOCZMMUQoNaiAg1Q1OAu54AMsYUxeQTPJdeS15RXyZOuXh5q6kgNgqmga5qFeMDXMigyaQqnjrTIkUGhWeYCliKXcKlMM5dhHMhBeNAXdRFLmn9c6zxDDsZh8fD8PPj5gY8Tx6ArtTA6UxYlgFfgNRmvxKRDZ+YlOY7UGZyT15Wv1wRe9BdkuqSquri3gI8qCvgrBSNDrevdBCEaxcsRJDJqtFdS8hZtfhL0lT44lqyR6+A67wB1WxyJQRktNJEKQFTbfNKQpqmRwhShOOBCU24dJOr9xErRb1tuKSkRWJmTM5TwhFkzlkXMZAyehzwecppoopZ1wYwQvFIlNdOmEih/FXM19xq1H1rk32Jd6YJO2hSbOkJH+pnjwfGI4wwfYb6lZ8pAtCCt2Xw8bLXprc6SKqGYWqdKRaL4kBfhAShMSaMErPVNxMrSQcbCsTgDV+C1cCw5FkZgBEfwDJmpkYguf1XCZaksypWqCygQMUYxhCXNs7BJDEEs5gImtEZnwsH0hJdiIQFu2TwBDemIgfmQ+BD+UPl0HAdMU8gMBiSXpMikPEOuEC6YyBXyDBkp+nbqYKRcapeO5Qf1UBtqruLbZls0G3KpMKUl3BQpGsiehkvWTDbLGJhaVOIVaZ4WGUvWkDgQB+LR4oO2xEM81WmWZd+Hoq+18WeqpkbUPgXblryK79wAYBwqh4oRSMQiE6uAWqXoiMAKcZOhKs1IOU0+DvnxYadDiVi4nhkTayGYEBrpxVIuAS+zYTIMJd/iKiYC6GLROTTpq7KPnmFnjjPsCBshtkq1srb4hRety8ZV4JNvrH3kRviXoCKdVPqh5RRngXA2TTFUUozUZhCGIwIrMKMmzngGH4lX8MqcwaJh5JbvwVIs5RR68hXUTJWlLFMnH1y9v0y0zcpKWrVOqEfUSYuCtAGC1J5JlzbpGrjOtT4ifwQ+Qw6KFScYnIZwqUnnS+wLNRLWo3zP4IahGCpD5aCd0z+WPZY8IA+TD8EDPBEHxEW0HfBQLlTGWtqia/wolBSYmpkZ1EQURNAsI9MjwzMiY0gcklO4BFN0iS+xCE2zTGVKDVDrQE9VqqXGqiEwNOhMBwZYClSH4eE4DaeJCxBYSkFm5pqcCSwwFbYkzaCH2kn/hP5h8uewP049TxFyXflzrTWRiSsCmqaEwa3FDszgrschh8sxxE1VNGGkxk72pCfG0mPJEXaGHSEj4EHN0gDfG2kth4hcycRWNSiwAEucr/pLzxykpg8sAI2c2YzJWtplbVyqyS+k/AocyZk8g1fyImdDmdDu4yEZyiVcklPSJYzpCGcMrIPrwlqMiQjmKioRImJxlUoBtZ/hVBJASnWOYlZiiKREWC6Ta2gM46FymBqUpgtFaFS4pWMdcqVNFUCvY/h52vHw41GffXxgfKZ/0j5EHsBDcSpPjVM5hCYiQqpG7TEhXgCRlKi5rAkDaoWV0jRqQnOLKUZkWAs1pGuGxlF+wCpLbZlGSIRmlsJibWuyNAtSNMWK3bwgixYo7pcjD4mH4MPwMeTDOUSQnJLGhRVLcpIalFCkKczMPe1gPmAfoj+Mfw49hyjXFTNlXkmsTGrqopobNuZGiyOsQ+1QG6reszb0qEIzqx4bE2PJWFJnqyVLdplt3V3S0j1rDEbemiWJmi1sSRUp3+SkpR9oNFppwSCDhebV1o0v3C9NkEXJFpaP7Ewu1HyMmb2p2DEqOZkDUaF5ICbWxJqMyTURi7VPKi2D4levxCo1Gc3SmglKhIkmiVyh5QPOlnKPiZzlbKQ0DefhWpweEwzFI0hPR4SEmI5jfpz248P/+Bw/PvPjE+cPO37A/1D9VDwUh/EYOTwPo+8yLzWLX1MT8WwdWc3UZtdn7bdr/SmS1CIShmbXo1YSyhYRHIkVEqErJFLqwW5xw5Ij22v9QNRuWygII4z0zJHryPUAfwj+MPkx9DBhcEp6TrliSRSZP1MJ13TPrAA9YCfsIflD8aFicb1yrnU9F3xSUhMDomEsGROg1BalGG8cSnNISUZrpEXqKmUP+sUxq/KDReq9OiitNgkgku1YXx+tqNNsaRAl0ggscGqmpjuj3UcytC2Vi26hWQbbWyCCuz5gCgfy2Cdcklki75ToegxpzMXwjIE12c7vt9rgYixmyWxkqWQ2Zql+QGwJiLlgKkJyIYxrjy2ICK6rMUNai0xhQlIMJhg98CpqQ5rnGPI44/ODn5/4/KEfP/LxaePT7FPkU/AwHkYfdNfiyOqebrWwGmDYA7wQiBaQDyFQMFmjXg2kMlOz45NpyUqllpkR8MQK8ZQIRMqqAimrENuyyiKrngpmPfmCojwIpmG6xuF8pHxCThExXJnUtTS+JAbKqNPeSM0ScyCL3iiLqtQ1ZV46pyxBCGnMmeF9D9mdP7X27kbVNC/970gN1QVdsIDP9AWf9AUtv72NW82afmOVh8QtQNmmPbwVJKUh+0UIWpIp4SNTmZbpkbbCcgkLmKWpW9VRa8Pc/rsUwkBjiaX3bqeRulIqeEjNNKYznDGKZYW34vXavKuMFWsxJmNl64YksYQrsUKupS9Vo8gUeg0YM33RX2G/wmySglBxFTGj+HJbajhVh1iWPZrL8DwOngcejzw/eH7g+JTxofrh8jCcytNwGMzUnAUklILbW+nVtwF126FtjZjmb2dLrGYW57YERzKyXPmq2CpFQqtWqqMT5RQawX23WhsyS6+GjIAVa6MYBpP5yniRE0gVDpWznN2IKfmUHJJWoymSpmlSm4YEIjmXXle+foVc1Lhez/V1rVfohIZ4YomsoAZNS1xaNNVSLcRiX5JFW9D9YQsW6D+JlGCj47C1WKWtfNgEgS32g1uXLAkpyIXwjctMN/bYbkSMCA8t1esK0LDS29tYGblBqWXE8SZcvyV/S2q19pIZDGM4I9kAhnIOWIzgCnYGZWEiZ+RKzkCLMc0l19SnmOfQ6bgUL8FBOZfGtdIoqpZg0AaH8oAcab7cUwziqmbmNjyOwePgcchxwk/xh9hD9ENxGk/nYXkYvdmG/SFWugVSkOVbK5Wib+nXrcYFgt3xC1GiW2KiicyWt8um8RVdoOvVomRFNVe7JhNksBFgJVNcbGxk5loxV7wmr4mYkkuYKWImKZolP45yCkAl/2r+tWGXr+SvmfbKtVIiXjN+kk/lHFxgekpXWLdstFIs0dyxkn2Kxp9vO679mftdst9sWSrg20ebXmzKeMNFev1QgUneaBy3TMscGSPjWOFLrbgYylAJk1CEIbUmX2zfL2WxsnvVVkLC9+3q+yW974vyo21Z4f2xEMGVjCihzLW4ImdyJmeBya+FS+WAjjCb7tfwh42FZ+Ylc5nEBawwrkPHGD5OGQdOn8dY5hxD3PUYdrgdg8eAH+aH6WFyKE7hKTw1huVwmouVbqqVgnaJSbJhzaa16WnpahMpc/uak7c+7JZmVzDJguZSSO4bnSllVlw+RQ0IDEhWEZtRcootz5mZJeBWZGYBF9IyLq4nZ6kEDpAhh3uKzpCgthYkjaixicewNWyqvkSVgpC8+KUAMKk/HT/VXrQQpYqapJUe7y0sdlcHtXHc4ms7HEujtBVfKv5aXEqkbFJKAyDLyWmju3dya9m8wnqTLUEtGUhXhlIswyuDLi3wX24tLDFIosFExmb+gHj711R105qTIvhdULik5KrMMkR04RX9dU/sImNxZs7kjEqimafyAgdlhPrSsWwsO1OewGWxxorrxaCQQ9fD/fO0j4HHiHPkMXgMPYYfw0/n4eqDNkyHYxiH5dA8NQ6VoWFGM5hFBWht3MVaqTqtjX4LPkAIc2sYcn+RO0BvhH2RTEvIsOwAizRVfDOWn8wO0GawSjL6DpUrNx1cCbPibqVIiEzKlfIV8EnXJORkQuWVMkXCnMOhh+AQO+CDbuG2XC4T6XaPTkB8SX45ntQlI2VADGpwgxm+HSd7i1V6LuD+b1d4RWneULUUBlHWZh2dotG8rvswbq2TJnbdihLVa1bEhEuLb4VxWZqn6io+k1C/5W6jKMkUuzf79/3pI19aQqXgDXsNJ4BSUqUWIy0oFS19ptK6iZFpLDrizNL/ylhIZ47kETgWziWPkCfkZXINWSdzRcYSqAsO52PkxyGPkefIc8gx7HA//Dhch4c5xBXudE+3GBZD5BAxhSlUCyRe0CXZeWO7UG/3noJaUHu/1bvG++DAffRvDXuWgJ5sNeQiR//mJ5OUeAeotCEIEclACLzg4ybL4CPpscZEvoRGscxMXOkCm7CX+nJPPZCHyCF2iA26p+lyUSsVWKSlaUJigRdkwkIG5VQ5VYfaUHf1sfVptkTJthNpHjRbGa9yl5PM1Or3OjH1wFKzFB0Ki97aUAWbLX1eJDo+JVhzDWQiHbkkKWmaZukWoWF1ypRn7BtssoHC2AVnWwfUU9VuKLpL0W2aU94ktYeULcBRALbC6hSMBQjJSI3EIpdxJdI13GJ4jpHHwTP4kXgJLpM5ZE3JJZkF+uIwniPPoefgOXC4HG6Hj+EYZmapXto6lm5hpn5DoNrtp5eIYpBtktKOQKU2Ay1F9Npqcb/TKmhwP5K7Gt/huAH+uHVkdzVUsP8UsoenmVprjUqrRecvF/vQPDSm5IQsKiNlil62vjQhZZ/iS2zqWDrIQ3CoHLAD5jCvbilMxAAjLVVZxWBxi9iA40P1rJmnudtwczdTU21ji2LFVdYEa67jRLLeYBbXsPWn46aOlQq6tNzEjk70Sg8o6mDZmNY6VCIRDk4hSx7HIjRSIhmkSGmNp5R8JW/xvmZIJdjGJ7vu2sJpW7y034kSdptA1fJwa5l+E2UvoEBJviIEoegi2C2GxzHyTE5yCpZhHVhLM4w0gamqmw7Xw+UYOpzDbRiGiZm6phZbSSVNU0W9MQlUK8WFbUzVSjL7Y8dkVWK6VVulTMnfMdroDbkD9I7RvhrKfbRV99+3mo24TmpZdpYjVKsrC1YVTEYqwxiKVIUsRRplLF3TqUPoqmapPmUkB3GoHCaH2KC6uosptDyIEPs21A0LSIoJhshQOUyG6VGBWfHprqZ1+QAw9/Fi7OisEW75QAYzG7u5zcc2FrmI0buNrGFh6TOgpDAawIsdppIOvpChob6suJs5wZRUDWqIrCjmMnG7CRDS2hoFRGmW0D7cCsNYmgJUQhOWbP+cgEX1r9C3n/2Gwhd1H0xjlEk7JVwiLWLkWeRO4fKifUumgkW8NDMz0+FwxzCYiZuamm31t0rfqpIqYaXabVkxutXHeY+WWhq78qZ0+kQzLaRt5PakiZuyIPtEaSm5MpDZvKE+j/pft58vWVIVNSC0RASs/IaW6BJV00YGWClqXqbLJQ5gUSOscH2mZmlWpaTIMDlcR+goATA11QqxVkko76Z+2YICuLqXxJe6i7uqm/pQNzHj3lZ0z13MBkefsoJUtgVRlmb77YiHVrOtWZi20mSr/DLILBVJEUqBqyBMjbBw8Es4LMzn8FfaiwwkZalO01mkod7msznPtQTrX10nVt+j0jl7H3+E7HGKBS3SIi2oydJM7fFpU71rhUIVRgsvFMS2jj3LHDlQm9qGZ5A7hsRUS75drNSplFqj3PtguTO9ClVMJcVMNMt7D9uSasdl6552A467EZQqQ9/HBO6zpX/DNtTaWPFNSK7mqeuAHc5oFX5jW9FlIkI8ZC2xZW7mYkN0iB6qh+kcsk6LqVh1dqZhudYbDx0UFx2qh6mLjO51WuG+TSog2zBSSn3fWiUAPmAu6jCXdrg0Y89Se1zRFd9+/Eqygb3ypSSzi2vcO/MdoEX+bI/iWrFLJgISYRHGtAkTkfRcvjzlRVLi1JU2oRPdYBpT7jFqSY1R+kjCnlRXYpBvEZkVC0pVZkllatSplRrUSI200u0ut+rdxeUO0M1laP5xQhSa8D3H0FYwIjeUGTWllDI+M4WqirLXYFtOgPsA/t2wtGcV0keYKRSUvAOUKrdVdBlK7UNd7zpyi0PU7k2liv5qkTqV7s7yrgOk7EDehf3tp1FdbEgsjWmrSkvTw3S6PA5Zl64psco+o0gU4iqmqZ5m0CHqpg71lJLf0grQbauJ3c6W8ENpOqlBvRxKqc3FrLDdHr19wgMFn9lJq8RBxJBBKbY7d2hmyYiXRDpEKSbQZFmUoPaPbZdoWMPW0HChhmBp+pLLIZnBlZjABFg/PLSbLxY1qEXTiweuHaZSwu2QXojuGK2TvWe7SQtYlIw8rSTlSWFqa9lkgipMoe4O7F2sSQUos/1VlDC8D4/WQG8Rf21HnIp0vRu6mitU3oJ+ixK5qU274mxFdXkfgLsjaIXuTsH/caAXK70FKXWbyuzU2S/kDlDZBGjI3nD2YqWeVsnQXBpu4b5Mw3UNXYesKWtJoUyKsiWbrmqFFzNqSWy7aRlpaF2W/VR+Gwm2+oqW6JdR29UgMdgiAg66hPXurPu+hsiVwiBFeisD7S2YdoDKlh4vQVuqpirKQKfaDUCLJ2BIwxLMJWswrNplX1hBx6JeYi+xSyikRqLQ+WALaleNiOgB8D7t28KtdGdKNF57RdK1Pi2hUaFJS3YG5d5WlGG7MtHiLpWd97FQsV/s1pq4JZsK/w1RXuoaWxa9Bl3YIYLWxtx7hX3C4u07gT1Ugu1Z5zZvaX34O2BvpYFu83baT2AjOfdy+H4B1ehXMPQrVb0zGEU3MZpbU0cyla6xLM3CLIbGlDgRq/ElBdLjXr2aQgUlbGiqWkYaPZPoS1OC8XVVsS/J/ZSWB2GKJzxpSU860wqn0lPQhoB8a/hESCWy0U1QSBQkC1v2ZZ+GclfyCG3MMkrnRqYoNNPFBy7j0gispM+MYxGX2EuPp41LXDlsHZ5tOywBi3QuVkkqoe06009fX/nslJK0yJLClqj6EdroqwrQWki1OlTpLWELHtV7SJE7lco+ILZUVl2NHYN7sINvYdqTybqUHVbvLmYXuv2/tzdKn+ki/f5KFEL2HnefaNn6qiUGrTvNNgIpTdIk76KnEuS9Ed0xWQ1SvSkF9ialmZkbnxOWLa5pOaT6woiGX+Te+PdBII0XUFVrK6KK3L6Ie47Zp/q9o63+uhBKhCc8YZEetCjqCjbHkp1B3ypt3KcLYg9wgJR2+r7f0D033cfs5neUeoy8TF9EQl1VVf5UTongzPRIMqFTxksfX/p4SRrTcx2rVm6UoMdMvOCX6BRdLR+3x1r9wb7lhXIJ9Obg3bN3jFZvpNglirQqTg1qtJDV6KDaIyuVGnNLtRtaPKF7jHqn884L2OOGeyG7z+rv+0jZabCVU/GuOwX4PTrvrqjfO8sbqdiUeo/aJF3StoT1PTd8R2cdrB1W+ymTJhn1j74LelOG0TRds8UrJPJ2NxP2aKt3WbItwFtSudd9dTjLfnxF9kvqKwPZQ8DKnR700qlBGMQJK3wydgvfAhzYXXod1bxHPNW97ua6wvjurGqOnm0AlNAFTMhkMBNgZhBLcEleEt4pcunxsh9f+uMpakmPiJYlSF0r44I4DoMpzNBXRtlsBNnsUUmVEF3yH+vXqkSVlDrSkVoXxqopYJUKdSxqn5i1k9t4FPQK4x52Scu23RHJd7z2/wqwHxviHW/v9FnxdcflO0bf09y7De/Yvs/nbhW7JdJ3+ixwxu7r91G656PyW8PWL5m4Ax9d1FQKpymzRSE2BH3X7X0bdnHTBUa15f0w9o+9XSZ/u1p75oXqLOx7dLJ0ptVZehX8HqAFrNLmb9yni+xNfEue9HSnV7r7MSy5eGSyx906zUIMEZrhybHmyNfI18inp6NqylZiwRHwTEGkrfC1uELCNCAashIEad3GQbmT4N4KVHNVAXqb+G2DHezciWrsIOzoFKqwDVP2ub37m2/BUjzlKs47kjvJ7gvP+/L3FeLevO5i8vu4UiiaG/rSY+SdcL5153w3RtjH+m+K6u0SXXR9ryS6q9p3bN71kOxh3be03xtivWO2A7RUP+nN0W00Rncf3w+QDlCR3bHiDtA92ML9vX0Ud3NWOuosEHJHp6ZpeDZ0vgnPXYgICG0gvNREXYv5UIxszWxpH0il051Hc/e2UbiQECwVVwXhMz3XI68/v15/PL8+X1+P59f5dJ6RK+YZ84x5ZMz0vocJTTpjIEYZyoYTiDQKqgXNe4y3q7Oo0NQO0Lr92YdIVdP3w1vo9EqRuec2+6lGtR3aR2z1uPU1KTuV7ZuwawHp7rJzJwDsnPTtTP0WrzscK2vKLj33E7EzUZ/j1QMV17s+9va2P1zpwkILVzH7LW3JHlfJO5Xu2UIV2u/ZAr4/KtWYNIjobo/3/GwH6F1p9Ir6nUHrydy5uvNdByiR/Q6axF8M8d6Jvun4dcLURgbE9uWNutai2VCY31RCKjw0JZGS2uLeMbimhGmqw0QHJHLpdR3z1+f89d+/vv7v31//9devz39+nv/4+piT1/OP6+fr9c/rZYYZNM04GA9eH1gPxIlwEClBz5LgvDu4extU6VMkRUP3EOweQ2D3OHv2Ismd/O5UUMXzTih3vHaY9T4bXURV67SPctzHcbfMXW7yt9DE9wB9H/E7cniPO/chu692pU/Td2gWMVmkjc1Lctxlu/3gHr918ro3v/dw647UbwOvd4DuRZX2a77HpZU9doC+O7C9IOhnqwFt97+V/whN9naxHzHQSCMto+QSm/dbdrBkmWWA0ui6XppLImRjt7PL5L1rYq/IGXJ7fwa4AnNpTM+TXClzgQF/vc7X33+8/vqvn3//n3/98+e///n465/x058/XmL6N38OOVXG82eeSw3IkevA+kCcggOqHEy/0A3vvru68xs6UlteY19E7JjY39YVV9Ui36JTul4Xkaog8l0mdYzusNxHlfQh0sUOdrDeI/F98n/PWbonOx2X7+i8M9b9ivo391msxc65100NtN+40f3h0rxU64hDD7e+Px/YP/KekUEEe9+F+98p99Hfc6weFvTIgPuyyM6V/Xlngjs0c2OQdpiy57TcG7s00jI7NNFzJYPZxivJNyVZgO0XXj2eZhiW5bRYBXapOC6DxbeRBRclUta0WJbhuTSDiVjj9fp4/vPH868//v7Xn//z74//99f499/2y38erxBx/hIcKfbrI47pxhJIQBykUTUP8seiLniIR0/Y7s31fXZonYo9wt03Bd+OGOznu4+8HiveiSuL3yfQd3TKt8/f26B3cVcP7be/es/F5e4i7gj5lqv6JO3s/g7Q7692j+/2EqZctLaQ8J0+0cvC+qLu8J0m3wOBb9HJPTP//UyX/TL6qe7Sshd21JqfvC/QfgLkPWTYz2hNi78vDHaMsscllCI/iJhwgwy50Qhas0+F3RU8uDM5pGi4VNIjHWvkNdY1VlhT42olX+rY2R7KGqFr2QoLahCRuXRex/P5eP788eufH3//++N//nX862/9+5c+/S99vpz4OBI6wZ/na8zD0nqSYlDAE58TI3BMxRRbaqFey8A9yZB9oTZW512bC0TI3RDc3Qd/60S+D5j+V1BSJDsQsdNjZ8Q7kurvfovRHaZ3vae8syl+i4n/yJ390+6++7f/SgusMCcNbFZIz8l7LYjdR9XKuzdX71iq3Ngrx2+joN8K4ndRUFlTa9eohfXbCfPbUfF96byvk7wfVr7/tP+u1iu3uVtusRJqFWZQRZbVeM+KeqqpROvrUUjNNI2BefJ1xvOc15jLZ8jK4u8yi3zF1AyLsBk2qVMxJZfOac/r+Hqev359/Px5/vP3+Osv/+eX/Hzi8pcsqD3HNfKy9UyRcaWmy5amKp2l0d4/KMUQXdSsU0D0ThK4bz5x32l+jyypm56yL2ndic6B8o6d366jdLa8681vBzfqduzCFOS3OoD3t+1v3jOfb/3z98/fohP3b3qf0vv73v1NZ78GOtVg4Hu8/3bKvwP03jz89lJ+e0K+/erdEd6XSlq4DF3XvP94j5EEwu6i93srsMr3con/6xd9L0n2s7G/VgHBtkfpTCJ3xdQuImvkPOI61vK1rNhlsYrJksIwBmNxJi/IZbh0Tbvm+LqOX8/j59f589fx88t/PfU5cS2s/w+zKPlNUprKNgAAAABJRU5ErkJggg==\n"
          },
          "metadata": {},
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "pil_images[1]"
      ],
      "metadata": {
        "id": "4K7AQ5hVTAw3",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 241
        },
        "outputId": "21ed3ce6-134c-4bdd-a6df-0daeae6f3db8"
      },
      "execution_count": null,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<PIL.Image.Image image mode=RGB size=224x224>"
            ],
            "image/png": 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\n"
          },
          "metadata": {},
          "execution_count": 14
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "fCkRUIQ4TPPs"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}