vae_mnist_cnn.ipynb

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      "cell_type": "markdown",
      "metadata": {
        "id": "j4ZdteDE3PcM",
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      },
      "source": [
        "### Loading Required Libraries"
      ]
    },
    {
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        "colab": {
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      },
      "source": [
        "import torch\n",
        "import torch.nn as nn\n",
        "import torch.nn.functional as F\n",
        "import torchvision\n",
        "import torch.optim as optim\n",
        "\n",
        "from torch.utils.data import DataLoader\n",
        "from torchvision import datasets, transforms\n",
        "\n",
        "import matplotlib.pyplot as plt\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sns\n",
        "from sklearn.manifold import TSNE\n",
        "\n",
        "device = torch.device('cuda' if torch.cuda.is_available() else 'cpu')"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.6/dist-packages/statsmodels/tools/_testing.py:19: FutureWarning: pandas.util.testing is deprecated. Use the functions in the public API at pandas.testing instead.\n",
            "  import pandas.util.testing as tm\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "IiOkfTVFg9eQ",
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      "source": [
        "BATCH_SIZE = 64         # number of data points in each batch\n",
        "N_EPOCHS = 20           # times to run the model on complete data\n",
        "INPUT_DIM = 28 * 28     # size of each input\n",
        "HIDDEN_DIM = 256        # hidden dimension\n",
        "LATENT_DIM = 10         # latent vector dimension\n",
        "lr = 1e-3               # learning rate"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "z60KWUqL3ZmG",
        "colab_type": "text"
      },
      "source": [
        "### Loading Data"
      ]
    },
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        "outputId": "e1e1a1e4-a5c1-4432-f7aa-1204e27ab691",
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      "source": [
        "transforms = transforms.Compose([transforms.ToTensor()])\n",
        "train_dataset = datasets.MNIST(\n",
        "    './data',\n",
        "    train=True,\n",
        "    download=True,\n",
        "    transform=transforms)\n",
        "\n",
        "test_dataset = datasets.MNIST(\n",
        "    './data',\n",
        "    train=False,\n",
        "    download=True,\n",
        "    transform=transforms\n",
        ")\n",
        "\n",
        "train_iterator = DataLoader(train_dataset, batch_size=BATCH_SIZE, shuffle=True)\n",
        "test_iterator = DataLoader(test_dataset, batch_size=BATCH_SIZE)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Downloading http://yann.lecun.com/exdb/mnist/train-images-idx3-ubyte.gz to ./data/MNIST/raw/train-images-idx3-ubyte.gz\n"
          ],
          "name": "stdout"
        },
        {
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        },
        {
          "output_type": "stream",
          "text": [
            "Extracting ./data/MNIST/raw/train-images-idx3-ubyte.gz to ./data/MNIST/raw\n",
            "Downloading http://yann.lecun.com/exdb/mnist/train-labels-idx1-ubyte.gz to ./data/MNIST/raw/train-labels-idx1-ubyte.gz\n"
          ],
          "name": "stdout"
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        {
          "output_type": "stream",
          "text": [
            "Extracting ./data/MNIST/raw/train-labels-idx1-ubyte.gz to ./data/MNIST/raw\n",
            "Downloading http://yann.lecun.com/exdb/mnist/t10k-images-idx3-ubyte.gz to ./data/MNIST/raw/t10k-images-idx3-ubyte.gz\n"
          ],
          "name": "stdout"
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        {
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        },
        {
          "output_type": "stream",
          "text": [
            "Extracting ./data/MNIST/raw/t10k-images-idx3-ubyte.gz to ./data/MNIST/raw\n",
            "Downloading http://yann.lecun.com/exdb/mnist/t10k-labels-idx1-ubyte.gz to ./data/MNIST/raw/t10k-labels-idx1-ubyte.gz\n"
          ],
          "name": "stdout"
        },
        {
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        },
        {
          "output_type": "stream",
          "text": [
            "Extracting ./data/MNIST/raw/t10k-labels-idx1-ubyte.gz to ./data/MNIST/raw\n",
            "Processing...\n",
            "\n",
            "\n",
            "\n",
            "Done!\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "stream",
          "text": [
            "/pytorch/torch/csrc/utils/tensor_numpy.cpp:141: UserWarning: The given NumPy array is not writeable, and PyTorch does not support non-writeable tensors. This means you can write to the underlying (supposedly non-writeable) NumPy array using the tensor. You may want to copy the array to protect its data or make it writeable before converting it to a tensor. This type of warning will be suppressed for the rest of this program.\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MdHDiKf33fAG",
        "colab_type": "text"
      },
      "source": [
        "### Batch Visualization of Given Data"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "GAQ2ZFV0lByJ",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def visualize_data(batch):\n",
        "    batch = torchvision.utils.make_grid(batch)\n",
        "    batch = batch.numpy()\n",
        "    batch = np.transpose(batch,(1,2,0))\n",
        "    plt.figure(figsize = (8,8))\n",
        "    plt.imshow(batch, cmap = 'Greys_r')\n",
        "    plt.show()\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "MxipCgzElGpw",
        "colab_type": "code",
        "outputId": "f05f9a8d-02a9-43f4-e7bb-334dbceeab24",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 486
        }
      },
      "source": [
        "batch,labels = iter(train_iterator).next()\n",
        "visualize_data(batch)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 576x576 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "GA_0mqfc3kz0",
        "colab_type": "text"
      },
      "source": [
        "### Creating Model"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "F-cE729uhKFk",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "\n",
        "\n",
        "\n",
        "class Encoder(nn.Module):\n",
        "    ''' This the encoder part of VAE\n",
        "    '''\n",
        "    def __init__(self, hidden_dim, z_dim):\n",
        "        '''\n",
        "        Args:\n",
        "            input_dim: A integer indicating the size of input (in case of MNIST 28 * 28).\n",
        "            hidden_dim: A integer indicating the size of hidden dimension.\n",
        "            z_dim: A integer indicating the latent dimension.\n",
        "        '''\n",
        "        super().__init__()\n",
        "        self.conv1 = nn.Conv2d(in_channels=1, out_channels = 16, kernel_size=3)\n",
        "        self.conv2 = nn.Conv2d(in_channels = 16, out_channels = 32, kernel_size = 3)\n",
        "\n",
        "        self.linear = nn.Linear(32*24*24, 512)\n",
        "        self.linear2 = nn.Linear(512, hidden_dim)\n",
        "\n",
        "        self.mu = nn.Linear(hidden_dim, z_dim)\n",
        "        self.var = nn.Linear(hidden_dim, z_dim)\n",
        "\n",
        "    def forward(self, x):\n",
        "        # x is of shape [batch_size, input_dim]\n",
        "        x = F.relu(self.conv1(x))\n",
        "        x = F.relu(self.conv2(x))\n",
        "        bs, ch, w,h = x.shape\n",
        "        x = x.view(bs,ch*w*h)\n",
        "\n",
        "\n",
        "        x = F.relu(self.linear(x))\n",
        "        hidden = F.relu(self.linear2(x))\n",
        "\n",
        "        # hidden is of shape [batch_size, hidden_dim]\n",
        "        z_mu = self.mu(hidden)\n",
        "        # z_mu is of shape [batch_size, latent_dim]\n",
        "        z_var = self.var(hidden)\n",
        "        # z_var is of shape [batch_size, latent_dim]\n",
        "\n",
        "        return z_mu, z_var\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nsyjPMbFhOwA",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "class Decoder(nn.Module):\n",
        "    ''' This the decoder part of VAE\n",
        "    '''\n",
        "    def __init__(self, z_dim, hidden_dim):\n",
        "        \n",
        "        super().__init__()\n",
        "\n",
        "        self.linear = nn.Linear(z_dim, hidden_dim)\n",
        "        self.linear2 = nn.Linear(hidden_dim, 512 )\n",
        "        self.linear3 = nn.Linear(512, 18432)\n",
        "\n",
        "        self.deconv1 = nn.ConvTranspose2d(32, 16, kernel_size=3)\n",
        "        self.deconv2 = nn.ConvTranspose2d(16, 1, kernel_size = 3)\n",
        "\n",
        "    def forward(self, x):\n",
        "        # x is of shape [batch_size, latent_dim]\n",
        "        x = F.relu(self.linear(x))\n",
        "        x = F.relu(self.linear2(x))\n",
        "        x = F.relu(self.linear3(x))\n",
        "        # print(x.shape)\n",
        "        x = x.view(-1, 32, 24,24)\n",
        "\n",
        "        x = F.relu(self.deconv1(x))\n",
        "        predicted = torch.sigmoid(self.deconv2(x))\n",
        "        # predicted is of shape [batch_size, output_dim]\n",
        "        return predicted"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Q_Wgo25ghRr1",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "class VAE(nn.Module):\n",
        "    def __init__(self, enc, dec):\n",
        "        ''' This the VAE, which takes a encoder and decoder.\n",
        "        '''\n",
        "        super().__init__()\n",
        "\n",
        "        self.enc = enc\n",
        "        self.dec = dec\n",
        "\n",
        "    def forward(self, x):\n",
        "        # encode\n",
        "        z_mu, z_var = self.enc(x)\n",
        "\n",
        "        # sample from the distribution having latent parameters z_mu, z_var\n",
        "        # reparameterize\n",
        "        std = torch.exp(z_var / 2)\n",
        "        eps = torch.randn_like(std)\n",
        "        x_sample = eps.mul(std).add_(z_mu)\n",
        "\n",
        "        # decode\n",
        "        predicted = self.dec(x_sample)\n",
        "        return predicted, z_mu, z_var\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "H-11NmkDhUl0",
        "colab_type": "code",
        "outputId": "6e1afbda-0a5b-4ce3-e8d9-22713530aa80",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 362
        }
      },
      "source": [
        "# encoder\n",
        "encoder = Encoder( HIDDEN_DIM, LATENT_DIM)\n",
        "\n",
        "# decoder\n",
        "decoder = Decoder(LATENT_DIM, HIDDEN_DIM)\n",
        "\n",
        "# vae\n",
        "model = VAE(encoder, decoder).cuda()\n",
        "\n",
        "# optimizer\n",
        "optimizer = optim.Adam(model.parameters(), lr=lr)\n",
        "\n",
        "# xavier weight initialization\n",
        "def init_xavier(m):\n",
        "    if type(m) == nn.Linear:\n",
        "        nn.init.xavier_uniform(m.weight)\n",
        "\n",
        "model.apply(init_xavier)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:15: UserWarning: nn.init.xavier_uniform is now deprecated in favor of nn.init.xavier_uniform_.\n",
            "  from ipykernel import kernelapp as app\n"
          ],
          "name": "stderr"
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "VAE(\n",
              "  (enc): Encoder(\n",
              "    (conv1): Conv2d(1, 16, kernel_size=(3, 3), stride=(1, 1))\n",
              "    (conv2): Conv2d(16, 32, kernel_size=(3, 3), stride=(1, 1))\n",
              "    (linear): Linear(in_features=18432, out_features=512, bias=True)\n",
              "    (linear2): Linear(in_features=512, out_features=256, bias=True)\n",
              "    (mu): Linear(in_features=256, out_features=10, bias=True)\n",
              "    (var): Linear(in_features=256, out_features=10, bias=True)\n",
              "  )\n",
              "  (dec): Decoder(\n",
              "    (linear): Linear(in_features=10, out_features=256, bias=True)\n",
              "    (linear2): Linear(in_features=256, out_features=512, bias=True)\n",
              "    (linear3): Linear(in_features=512, out_features=18432, bias=True)\n",
              "    (deconv1): ConvTranspose2d(32, 16, kernel_size=(3, 3), stride=(1, 1))\n",
              "    (deconv2): ConvTranspose2d(16, 1, kernel_size=(3, 3), stride=(1, 1))\n",
              "  )\n",
              ")"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 7
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "KSvEnPZndUvA",
        "colab_type": "code",
        "outputId": "2dac9204-865f-40b2-a4e3-d1bd5907947c",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 326
        }
      },
      "source": [
        "print(model)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "VAE(\n",
              "  (enc): Encoder(\n",
              "    (conv1): Conv2d(1, 16, kernel_size=(3, 3), stride=(1, 1))\n",
              "    (conv2): Conv2d(16, 32, kernel_size=(3, 3), stride=(1, 1))\n",
              "    (linear): Linear(in_features=18432, out_features=512, bias=True)\n",
              "    (linear2): Linear(in_features=512, out_features=256, bias=True)\n",
              "    (mu): Linear(in_features=256, out_features=10, bias=True)\n",
              "    (var): Linear(in_features=256, out_features=10, bias=True)\n",
              "  )\n",
              "  (dec): Decoder(\n",
              "    (linear): Linear(in_features=10, out_features=256, bias=True)\n",
              "    (linear2): Linear(in_features=256, out_features=512, bias=True)\n",
              "    (linear3): Linear(in_features=512, out_features=18432, bias=True)\n",
              "    (deconv1): ConvTranspose2d(32, 16, kernel_size=(3, 3), stride=(1, 1))\n",
              "    (deconv2): ConvTranspose2d(16, 1, kernel_size=(3, 3), stride=(1, 1))\n",
              "  )\n",
              ")"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 11
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "PRXt0PCV3qqX",
        "colab_type": "text"
      },
      "source": [
        "### Training the Model"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Kth37HN3hW-Q",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def train():\n",
        "    # set the train mode\n",
        "    model.train()\n",
        "\n",
        "    # loss of the epoch\n",
        "    train_loss = 0\n",
        "\n",
        "    for i, (x, _) in enumerate(train_iterator):\n",
        "\n",
        "        x = x.to(device)\n",
        "\n",
        "        # update the gradients to zero\n",
        "        optimizer.zero_grad()\n",
        "\n",
        "        # forward pass\n",
        "        x_sample, z_mu, z_var = model(x)\n",
        "\n",
        "        # reconstruction loss\n",
        "        recon_loss = F.binary_cross_entropy(x_sample, x, size_average=False)\n",
        "\n",
        "        # kl divergence loss\n",
        "        kl_loss = 0.5 * torch.sum(torch.exp(z_var) + z_mu**2 - 1.0 - z_var)\n",
        "\n",
        "        # total loss\n",
        "        loss = recon_loss + kl_loss\n",
        "\n",
        "        # backward pass\n",
        "        loss.backward()\n",
        "        train_loss += loss.item()\n",
        "\n",
        "        # update the weights\n",
        "        optimizer.step()\n",
        "\n",
        "    return train_loss"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ZKMnkeVJhaw8",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def test():\n",
        "    # set the evaluation mode\n",
        "    model.eval()\n",
        "\n",
        "    # test loss for the data\n",
        "    test_loss = 0\n",
        "\n",
        "    with torch.no_grad():\n",
        "        for i, (x, _) in enumerate(test_iterator):\n",
        "\n",
        "            x = x.to(device)\n",
        "\n",
        "            # forward pass\n",
        "            x_sample, z_mu, z_var = model(x)\n",
        "\n",
        "            # reconstruction loss\n",
        "            recon_loss = F.binary_cross_entropy(x_sample, x, size_average=False)\n",
        "\n",
        "            # kl divergence loss\n",
        "            kl_loss = 0.5 * torch.sum(torch.exp(z_var) + z_mu**2 - 1.0 - z_var)\n",
        "\n",
        "            # total loss\n",
        "            loss = recon_loss + kl_loss\n",
        "            test_loss += loss.item()\n",
        "\n",
        "    return test_loss"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "sNQF4SUKlqQW",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def generate_data(bs=BATCH_SIZE):\n",
        "    z = torch.randn(bs, LATENT_DIM).to(device)\n",
        "    reconstructed_img = model.dec(z)\n",
        "    img = reconstructed_img.view(-1,1,28, 28).data\n",
        "\n",
        "    img = img.cpu()\n",
        "    visualize_data(img)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "F2CYJNdl0NOu",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "N_EPOCHS = 20    "
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "sKj0Q6KzhdxP",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def fit():\n",
        "    best_test_loss = float('inf')\n",
        "    print('Before Training : ')\n",
        "    generate_data()\n",
        "\n",
        "    for e in range(N_EPOCHS):\n",
        "\n",
        "        train_loss = train()\n",
        "        test_loss = test()\n",
        "\n",
        "        train_loss /= len(train_dataset)\n",
        "        test_loss /= len(test_dataset)\n",
        "\n",
        "        print(f'Epoch {e}, Train Loss: {train_loss:.2f}, Test Loss: {test_loss:.2f}')\n",
        "        generate_data()\n",
        "\n",
        "        if best_test_loss > test_loss:\n",
        "            best_test_loss = test_loss\n",
        "            patience_counter = 1\n",
        "        else:\n",
        "            patience_counter += 1\n",
        "\n",
        "        if patience_counter > 3:\n",
        "            break"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BrVh71yCM_Qx",
        "colab_type": "text"
      },
      "source": [
        "### Saving The Weights of Best Model"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "pJ3cP7E2NEJF",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "# fit()      Training The model\n",
        "\n",
        "# path = '/content/drive/My Drive/Colab Notebooks/deeplearning/asg3/pickle/best_vae_model_state_dict.pt'\n",
        "# torch.save(model.state_dict(), path)\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Lh89FMLaNn3L",
        "colab_type": "code",
        "outputId": "83656c51-2541-486b-da06-f0e18f88509d",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 35
        }
      },
      "source": [
        "# Loading the weights of model\n",
        "# model = VAE(encoder, decoder)\n",
        "\n",
        "path = '/content/drive/My Drive/Colab Notebooks/deeplearning/asg3/pickle/best_vae_model_state_dict.pt'\n",
        "model.load_state_dict(torch.load(path))\n"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "<All keys matched successfully>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 9
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "Ht0bvjf_335e",
        "colab_type": "text"
      },
      "source": [
        "### Generating grid of data Using VAE Model"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "mOxaVaPTqI4t",
        "colab_type": "code",
        "outputId": "cddf25b2-fa8a-4d65-c433-33bfbacd2c90",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 486
        }
      },
      "source": [
        "generate_data() # This function defined above will generate Batch Data "
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 576x576 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "_YLCu8E9K7EW",
        "colab_type": "text"
      },
      "source": [
        "### Get Latent data"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "dmtzk6cjsa_G",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def get_latent_data(data_iterator):\n",
        "\n",
        "    means = np.zeros((1,10))\n",
        "    vars = np.zeros((1,10))\n",
        "\n",
        "    data_labels = []\n",
        "    with torch.no_grad():\n",
        "        for batch, labels in data_iterator:\n",
        "            labels = list(labels.numpy())\n",
        "            batch = batch.to(device)\n",
        "\n",
        "            mean, var = model.enc(batch)\n",
        "\n",
        "            mean = mean.to('cpu').numpy()\n",
        "            var = var.to('cpu').numpy()\n",
        "\n",
        "            means = np.vstack((means,mean))\n",
        "            vars = np.vstack((vars, var))\n",
        "\n",
        "            data_labels.extend(labels)\n",
        "\n",
        "    means = means[1:]\n",
        "    vars = vars[1:]\n",
        "\n",
        "    return means, vars, data_labels"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "BzyBn0vmLCC-",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "train_means, train_vars, train_labels = get_latent_data(train_iterator)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "NOtt8Za5LjSu",
        "colab_type": "text"
      },
      "source": [
        "### TSNE "
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "cO7PMJN3o5jx",
        "colab_type": "code",
        "outputId": "05c6556c-b896-49bc-81ec-aa969a98455a",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 585
        }
      },
      "source": [
        "\n",
        "mean_tsne = TSNE(n_components = 1, random_state = 0)\n",
        "var_tsne = TSNE(n_components = 1, random_state = 0)\n",
        "\n",
        "tsne_mean = mean_tsne.fit_transform(train_means)\n",
        "tsne_var = var_tsne.fit_transform(train_vars)\n",
        "\n",
        "\n",
        "df = pd.DataFrame()\n",
        "df['Mean'] = tsne_mean.squeeze(1)\n",
        "df['Variance'] = tsne_var.squeeze(1)\n",
        "df['label'] = train_labels\n",
        "\n",
        "g = sns.FacetGrid(df, hue = 'label', height = 8).map(plt.scatter, 'Mean','Variance').add_legend()\n",
        "plt.legend(fontsize='x-large', title_fontsize='40',loc = 'best')\n",
        "\n",
        "plt.show()\n"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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7eqgKsrpqun72Hfbdupq2Z7cSaPcCEGj30la9ja7NzVleoAmJXnPx+OwNU0EG8HbnNyMEGYAfJ293fjO96wmHBCLKUiFR+mgEUVtbi88X2Zbsw0btpm3Ub72LYDBSfAaD3dTvvC9z1/L5qK2tTet8aTOCbT/W1K/h3O2PUDl5AueOr2BNfp75zrveNL/ZJ0qNjfR6ppEmuiuXwI0fwfJ27euhKsier6b94MWouIgROSq0/WVbVpaWkMolWiZkEAIxncHRJtvH8Hjz7/h10/M83vw7tnvmZvzawvBFaspSwawGBEbczUyPWsVsp4CeQLvhe1CPtzH1C9VV43a3Y3RCszUkxeMXap9EdSbPg0tejH/MCO12W1O/huVvLacn0ANAo93G8jGjALigyxN7gBrQno/RczKqHYw8GJa7+lOhCdLyjU2rqN95Hz3exoykuQfESLSYOBy6YGvv4qD3f1CjokIRBFS6Vr1I/qILh25dybLgl9DyaeT7TQYosBygM2iUtlVD2zuDZaw9eA1AxlKaXf55HPRfQoDRWDlAke1x8m2ZfW5C+kikLBXihbJHWHGuy+Uy3k4HTq+xQ7TTUZ7aReqq4YVrcGE8O81sDXHPt+I4TTREv0F+9oYm1OIxQrvdHnj/gZAg0+lRFB4oLTY+QLGan0xPmeWWxr+ongqNYyLZ2LSKrVtvp8fbQCbS3ANmpJk4j+DIbUq49xLAOCrUj8LBDf7h+dxX35RxQQZwesGfsNETtVUl+racyZRml38e7f7vE6AMsBCgjHb/9+nyz8vI+YWBI6IsFcxC2SOwS7Gqqgo7/ohtiqoQbJ/FvrqLUXBEPGax5DJl6s2pXaRvbloVb2InMn1px09VVVXy56qr1jqM4hXdJnrjHKG2H01dTcbbbSaB7pMvjX/CyiVwy2daUb+e4jTjvcdMH6rfeV9G09wDJhOieyjTnyNNRKaLazxWDiTcLaCOSuq5d21upvHud9h76zoa735n8OvR4rwGBsL0vHXML/oNBZZmINj31bjxzizVmSoH/ZfERCxVnBz0X5KR8wsDR0RZqiz4JSx+eMQX51ZWVrJw9B5cHARVxeLPocA9HWfPWPbvOofGd7+FVTkCUHA6Kpg586epp6X6BFQl21jIq9q1UHFxkIW8klr35d9uiVs0GyLeTXSE+smNzR9rsr0cZl3WHxlTrNr3yXYCh9czmaGaz9UzS2enlebOBAMV3UMduRqhkduUqbqDIvuTJHaUVxI+967NzbSv3BHRKNC+csfgCrM4r4FUqWMGK7iM5dzACi6jJ6+ZS8q+y7Vjv8olZd+lwGIsXs22p4pZxDJxJDPDTJbInBlSU5YOZvU6I4zKlhoqCfD4/t/F1Da0fzYbv/ssLvnZnPQvoFhDb2iVbKOSARTzJhpwqxOvPmyE+sldf9L1ETVlAE6rk+tPuh6mXJAZO5aw31XMdhOcjvK+1GXs9qwwUK+9oa45PFx8ynZvIN+6ljZfEvMUEzz3gy/vQvUFI7apviAHX941eLYaigXUYOL9ElDHDGr4Ej60YdxuiqjhSwCh98bTC/5kaJNxesGfBnx9ACsH+lKXsdsjyMmHXk/fc8+cKAXA4Upc/3sYI5Gyw5m+F5tpF1CrNyPnH1ISRRlGYLfbBVMuYPkZyynPL0dBoTy/nOVnLOeCKRdk7iJmKc84qdApU2/GYomMPKaV5s4UA7WYGOrI1QiN3KZMX/rPwsEEOwYTPnc9Qpbs9oxgy028TxLUcmZIkOn4sFPLmaHvjVKamfQtK7I9jhJVx6bQQ5Htce2b3FKtrOFHDdp75Fd+G/+EuaVa1Cs6Wr/crf2LjohNnge37c7IczlUkUjZ4UxfdMSsC6ig1GFwUAq4JpjXgCUqNDfaP5lo2aEWZejjgikXZFaERaNH2957TBPTSXRf6unsYdN9CQOLYg915GqERm5Tpu/Dmcv2MG3+mwCj6KtK3lHdCZ+7tdhhKMCsxQN8r4qHz6DDOQ3cFCa1fXreukEzj9W7LA27L43MXCuXaLN1jcY1JVMqIRGxlBFRdjhz8qWw6Q/GIfMcC6cvmjqw81fdAS9cA8HIIn8sVvjyPamd68v3aPMa49WlHIpRhqFkwS9TToWWj12UXRGWSbIxauwQKYWIS9+HP10QtPuvRUWPPmlNJnmnlVN60bSEpyo6bxLtK3dEpDAVu4Wi8yZletX9xLNCSuU0dOCmyHD7gJg8D1rrNWGfWwK9nXHrb/Ntb8RaYMSr8VrwS5h42qH/4WGYIKLscKbvBjy9L72gzWAbQ0Gpk9MXTWX6bOMC86TRX7R/u6U/ypVbqgmsVF/Q+v6rb9DmyenY87VPsvJGIQyUwyVyNdT0ffiDKEGQSlNKH3rd2JCOaaq6I3K2ZLqn4c2ImjIAO1p3egjXBAj4odOkWcaeD/5urcbNLJod7X037Vz41zPg6zI8ZVIej4fDh4dhgsy+FARBEAaX1TellBofdtRVw6rvQWBgtWt1zKCWM3FTiIsOquwfULnwKhE8A+eQmX0pokwQMsD2jU28vWonna1eCkodA440rqlfwwPvP0BTVxNj88dy/UnXD25NmSBkgBc27+Pel7fR0N5NRXEuPzhvBhedOC7by8ocy1M0vI7H4t+LGMscIsqGEyLKDj9SEUHbNzbx2pNbCPj7/9Ynzf6Q4ul/MS1Q/8nKj3gyx4s7z4LLE2R+XTfH79bSF1abEjqXmZMEwHFnVTDv4plA4nFEV7x8BRuaNgzoZ6KgMKVoCp91fEZQDWJRLHxt+tf48Wk/Tlrk9a8z1urCCKejgtJR82n+fA3+gOZ3ZrOVMH36f8fUmiVz7vWcSTXLOMBoxlg6WD7zeL46NsWmEMBdU0PzivvxNzZiKy+n7MYbcC1cmPJ5ogn/PVopoWHjGBr/ZaVw1GjmLv02R8+dP+BrZIPHfr+J43Z2UYZCMyq/pYexp1Xwk4uOT/ocX/rl6+xojkyRWS0Kv/jaF4ZcmHVtbk4qxdm1uZn2Fz9F7TZ5EdsVShZP7z82U6IsmZShkAoiyoYTIsqGhuebWvl5fSP7vD7GOezcNqU8rRvmQNm+sYm1T23F39tf7GvLsTB/2cwYYbZ9YxP/eOwTwv/MCydsoPyUJ7HY+mtELJbckEHuT1Z+xO8Kffhs/a9zu1/lgne7QsIsWb70nWMoPHIjW7fezrrgySHBMVpp4UT/63zQMPhvzFOLprKva1+Mz1m0rUZj0yq2bLmFN9XZ/evkAEt4ijnhdS9JoCh2jj76npAw00cyRU8ACGc9Z/IIV9Or9Dec5Kg9XK4+xHZm8JrlfIJYsALfrCjlnhkTDcUXQON/34Ha0/98FaeT8v+9a0DCbMvWO2hoeCpim6rCgY+K2feW5s32hS/9B+dcfk3kcevWsu6ZJ+hoOTAsxdtjv9/EnJ0ecsPua92o3EM33VOLeOqK0xOeY9nv32b9TuPu6PwcKx/fdX7G1mtEuAhTcq2ovUEI9L/oFbuF4sXTIoRZ6ws78GwwnpYRTcnXZ2jHrjguA0X/SnzDZiEdRJQNJw5XUVZXV0dtbS2bcgp496jj6MjJzahYChdhxTYrbn+AcAtFu6Jw/8wJgyrMjIRg56+2GHqo6RGz8AhaT2cv/t7Iv/GpF9yCPT/2BuLvHsXk0S+ycP8+3PmxbfuurgDXrU48RL3H+TldBbsIWr1YceKbs4unbd+gkyJQwoSe2oOz5Y84PW8z5+MAF7+uMuogtBTB019UWH9snBmWwEl5Pha4/JRYVdoCCqvdNt732OMeE45FsfCzM38WEmZv/HMWb/iPNRZGPJSyMHM6KpgzZ13o3H5/W9z9r+chDigGBdv6e5QS/r6r8o3eTr57y3Ux4gunE7U99qanFBczc8PbKT0HncamVXzyibH5qarCv2sraN+pRVGchYWcfcmVHD13PlvWreWVhx/E39v/92rLcXDuld8bNsJs061vMNbAsrKJIP9JJ/d//YSEka5Jt67BPzYX//QicFqhJ4Bt+0FsTZoI33X34KXedZf/aFPZaKzFDspvPTV0TNuzyZtZW/JsVNxxeuzQ+3SQtOVgcMiIMum+HKHU1dVRU1PDJ8VlvDHjRPxW7Ve51+vj5m3aJ7mBiKXnm1q5edseuoPaDbHNHxve96kqt2//jLE7F2XUp0oXYnu9PhT6TTD053ZegcrxBh/KO1u9ERE0M/NbW57xJ3qrs4W1T23FfZFxisKdl9hrucf5OR1FO8CirWHrmFGss30xQuTo+BQngeIlVL37Jt99ScXZN4p0zEH47ksqEDAVZifl+Vha4iOnb0mlNpWlJf3WI8mItaAaZPlbywHNB83vb6OaZTFr7VWc/Fa9jt9wfUqRsx5vY1wxE80Bs1EvitH7rcKztjyu7BNknlkBOhYFCJT2Ym09SOEqK3mbIn92ans77pqatKJl8eZ5KgpUzG4OibKejg5eefhBANY980SEIAPw93pZ98wTw0aUlZncz47o237vy9sSijL/2Fz8xxWDte8PMtemfQ8hYTZYGLn8G6H7m6USIdMJevpenBEduilGzHLyYcH9IsiEuIgoG6HU1tbi8/nYOOXYkCDT6Q6q/Ly+cUCi7Of1jSFBFo/2gIUev1Yj1ONtYOvW2wHSFmbRYjB6Bd1BlVWz8wFiUomKhYiUphl+T6lxpMxTir83iMsTNI6UeRKfu6tgV0iQAWyccqyhINMJWku5+PV+Qabj9MPFr6usP9b4uAUuf0iQ6eRYYHGxjxwFQ7FmJMx6Aj386M0fcdu62/jleDigGAujYJ9j9wHKeES9GiChMLNac5MWZACjOcABgxEwZgQV7Ul6ZgVwLwug9vmHBkaBe5n2ISJamDX84Ic0r7g/5RqzRDV29oLIX2DBhGb+3X4tUxZ78XXaaNhYFhJtAB0tmZllmAmaURlrIMxU4Bxs1LZ3Jyzg908v6hdkOlYL/ulF2JMUZa0v7MCzsUm7sAJ5s8cm5V2WrJu/tdiRliCLIdweImQ/YSDQpG5MSAMZszRCcbu1NFqnw3gEyD6vz3B7Ip5vamXWWx+zN9njo1RTMNgdN6qQiGTEoGpRWHNKPh9OzAlts+VYkh5P11z3FYL+nIhtQX8OzXVfAWB+XTd2f+Qa7H6V+XWJby5Bq3aDGDOmnlNOXUmnw1yQAZRwgFEm02eit/fknU5LxQr2T3iC5bbfsD5sPItOvgVDsbbA5Y/ZN7RmNciJeZrAHR09A8+AXsVJNcsS7hcIpOaEvoSnyFF7Eu8YQvsddSzqF2ShRxzadiP8DQ00/vcduGtqQtvcNTXsOLuKLUcfw46zqyIe004Y/63S19n/wah4qpuJ8xqx53tRFMgp9DNxXiPFU/tT34WjhngAdBwes/YSNDBltqBwFU5cuXZuW/kh+9q7UYF97d3ctvJDXti8D9A6LnGapNqdVu6cegSNd7/D3lvX0Xj3O4bDw0NiSV+GCp4NTbS+sCPh+pNx89cNZj0b0xNkSq7J8wuNbXPH/hNBJqSBiLIRisulfeou8BoLhXGO5GuLdPQoVdKCDCgwmGfX4zUxPkyCZMWkz6bw+gl52hpKHcxfNjPpsVAde06j8d1v4esqRVXB11VK47vfomPPaQCc3qnw3Q47rq4AqCqurkDSRf6WgIMxY+qZNn0DTmdXXJGTo/awVH2Kpl/38vn/9uKZ1S8iPLMCNP20lxXjPdxR3s3Y4lPpKL2MoG00KAotShmPcLWhMDOixBpf6C5w+VGU5IWRaapxAMzhTS7nIUiyzlVB5R+nnEHAJCAcvt0zK8Dn/9tLQ9/Puuu4LppX3A9ogqzxv+/A39AAqmoo2sBc8Qd9Cg0b+yN8FbObsdgjn4PFrlIxWxMjthwHc5d+O6nnOBSsiWOKWoaCokC3L1LgdvsC3PuyVpP1PzUfQ4+xAM7tCfKl3d5QNCvQ7qXt2W0xYstMLCUjoorOm4Rij7qVWbQ6MNBEW6jIP80S6uILj0rvQEFIEUlfjlCqqqqoqalhdv3HETVlALkWhdumlKd8zmRTljoKfr7NH2O2Ox2pX1tnnMOetCh051q49rdnR2yL7so0o2PPaSERFo4+XuqS2WP5cd+2N57eyke7Exf4A9i9JUya/AFWq3aTWsJTPKJGFudq/gkAACAASURBVM6jqjjo5jJ+xxxFSwEGRkH7t/pvbO3fDECOVr1aalNpKPw6KJGis1dxUq0uC6URe4PQq0KBwYf6tkD8OlhdtOnnqla17ksLaih1GU4yEbXBRlWs/N+SS3i49XUCo2Ift/ZlqE3Tm09rKafmFfdHNAsAqD09NK+4P5TitLZieA01CLvfKI9ITUanMsO3F44eE9N9OVj2HclSUZzL/s52jvCXxDy239ZOu8c4StTQrn0gbPP4sG0/GFlTBhAI8r0dXsN6L8+GJhxHuvq7Ic3edpJ4Oxpsl/+808YO7sQAQQhDRFkWyIS1RGVlJQB5tbWwbXNGui9TTXm6rApzg+8RDHvPtVhymTL15pSvrXPblPKImrJ4GEUDbXZLUqLMiHC/s3AftFTwOdpwOPq9mubwJtuZwT/UL/cXrCsKqlE6zA7uJQFUHxCZXaXFJDJ1gNGoKqGCfiCiAQA0saY/ZkZbQKHU1i/MdHG2njNjRGWO2sMSnjI8z0CpZplJYb8xB/MLKXzWGiG6ABQvFK7SxIRpelPLVuNvNI7shm93/XM0bf9xIOI8QZ8SI8hAS2XmFMYKM4slj2Mv/pQG7xV8/lqfx9kHFnJ9fqZ7DjIuLEoHDJkw+8F5M3j0nz/mhqZlOMOeYI/i5bGyF6jwfJN97bER+Yri/tIJvZg/uvtySZN5xP7gy7v6xU54R084Sf4p5J9YNijCyZJnS6quTRAyhYiyISa6kH0g3ZKVlZUhcTbQNf28vjHlyH57wMrFPMkopY0l6hNUOXYOuPtS/xmEi9aqUYVUN7VFCLXoaKCRd1kqFJQ6uORncwZ8rqDVi9ebj9PZL8w+YFaM0IiOcoWO13oYYu5FZkXwlkArNzbkxWxP1SpjtdvGxSU+bFFaMTpylq5vWbKkkxbVi/m17kstqhXefWma3nRpkUlbebmWuozCVt7/9zXl3B/z6bM/ZP9FQWyFfsPifZ2GjWVM/GIDlqh3V1X10OPV6uwCtDLmpDa6OzRR9+GEMQCMa++MidINNhedOI77tuzmAeUpLm1exBh/KfttrTxWtoptFfv4wdQZ3Lbyw4gUZq7dyg/OmwFAca6d9m4ftqbuiE7LPLsFW3GBaSF++Pa82WMNC/DzBjp/NwprsSPpxgDFbsG1cGpGry8IiRBRNsQYpQgz0S2ZLtEi0Yg8BTwmD6soHKCUR603cuzUCcwZWxoTCawaVUhtS0fcyGCi6OGproK4j699akuMH1kqhEfE3l61M21xZwk42PXZCUybviGUwjzAGMN9zQRIeNRKZwlP8Xv1anzhadCgl/z26pjj3/fYU/Ir049ZXOyjwOCx8MjZYJNqB2ZRZwegCbPoTssQQcDoob60bNmNNxiazepGtKBFrY4C3Cvu41+j8glazMtx23e6GD/ncyw2E5f4PvQ6s/adLoIWC9vKSxnX3gmYR+8Gi9tOu4nlby3ndVe/36PT6mT5Scu5YIrWZWnWfbn8wmP5wXP/whf2HmK3KPxscSVF2E39wMIL9PVoVDrdl6lQdN6kpDzNUIgxmxWEoSDrokxRFCuwCdinquoCRVEmA88Ao4D3gG+pqpqajfowxixFmG635EBJpo7MTJCFowtLICYS+Pi+llCkyCgymEz08KtjS0P/376xibd/tYVf9xnEFo/Jxd+r8uHEHNZW5oZGIx21z8en4+y48ywUdXmZu/EVjtnxDlgKsTnPxOY4OrR+xaKdd/rssSmnLMOxe0vY3zwFgEmTP2CT40TTFIxRXVZXX6oxOgV5SvBN1nXZ+DjvGwSto7AEWshvr8bpSc8M1Yj8YdD2Y1aDB8REGxW/n+8/93jik5o+L0006RGpRHVdroULOXvhQsrXreWlB38R95JWZ3xBphNef9Zj7387Do/SDQW6gbDZKK6LThxn6lWmbzcTbd5/u2OiYHo3ZDilF00b9FShLrJaXtyK4gFvsBu7koM1LKxp5P4vCENF1kUZcD2wBSjq+/4eYIWqqs8oivJb4DLgoWwtLtOYFbKn0y2ZCTIpBvd5fcYiL+pmGh0ZTCV6GJ1a7Gz10tnq5cOJOdScmk/Aql3LnW/lvWmW0LUPFjh5+azzQe3hmE/r8HteBQgJMzWoNQmAlspMR5j1OD/Hm9vMjrJx/GnKuXQ6clFQjWukVJWvqU9FCDZ/EFa290e5olOQTZ53GNX+TsrrShajgFL4LMrBTl2CeboU4An1MjopBLQI2fefe5xz3n0r4TnNivSdjorQ/10LF8aIMLN5pUfPna+NTTqw3/Savi47OQWJX1vhVhpOnybQoqN0Q8UFUy5Ie+h9PNFWetE0HEe6Bq0QP1X0+jNt/NUzlPSM4Quj5pNrycdW7Mzq2gQhq6JMUZTxwAXAT4GbFEVRgLOBi/t2eRxYziEkyowK2dPtlswEqXQ7JnOuZEVe+H6pRA/NUosvn5gXEmQhosSQ357DhrPn842zn9Vqgt7toudAf7TM3xvk7VU7OX3R1LRqyroKdrHjiPKIblg1TqXyGeqbuH02iuz+mNqvZFKQAx2zFE10QCl6FmUqxrEDwSxdGtqmQsUPc2IeN6NwVWwjQKKGlOhZndHGyHOXfjtmfFLoeqPHUFY0h9beP2Kx9f8NqVH6PNxKw6qqzGhqxVZRMeTdl0PBYBXiD4Sj584fNlMVBEEn25Gy+4EfQt/HXy1l2a6qqh7T3wsYfvxSFOVK4EqAiRMnDvIyM4dRIXu2BntDat2OyZxLH4+UiPDIYCrRQ7MIVrcjuTatFmUUCn2GnnM/o3HThghrjM5Wb2ioefgMzWQiZ0Gr13DCghmNjdPY8tmJrD5yNQCKaQtaLPHGLOnCLFXRFl3LZjZyyahBYUhJsdwvuhEgRy3hqGP+O25DSv3O+2KGp+vGyHq0DIg7aPwPt79ExanN2Au0xgD3rgJckzqxF/ixKaV8/v4Y2uutFI4efkPKDzXCB5abReq6NjfT/uKnqN1a6tmSZ8O1cOqwE5PCoU3WRJmiKAuAZlVV31MU5YupHq+q6sPAw6ANJM/w8gaV8PqobKOv4wdbdydVO2ZGjtJ/rhiRFxUiiI4MphI9TDe1qBNex2Wxq5RV/jVClDn6xitNnz02JM4AHv/R+oTXtQQcphMWzMgJ9kd81BT6X83GLC1w+XnfY09KtEWz2m3jW6W+0K/KrBFhMIxjk0aF3HWpzx4ObwSwVbgofy1+h7CZAXL49kSRlkD7UXzydGR35r6wbKuzsJD/uPbKYSfG1tSvMa0tG4lEDywPtHtpX6mZ1+qCq2tzM23PbYsQ/EGPn7a/bI/YTxAGm2yW9s4BLlQUZRdaYf/ZwANAsaIoulgcD+zLzvIOH746tpT6L57AJRWloZoiKzC3OD+pPxCrAitmTgyd674ZEyhVLJoY6/aj7O6Cbj+oKqWKhftmTIgQpfox4x12FGC8wx6zj87pi6Zii1YjQK43saAx8teKHk7u7Qrw+I/Wsz3KSdzsuuHkd06ioCf54csVFYlHyJhh5tBfYlW5o7ybb5X6kh63dFKeL3RMOGYGsVkxjlW1f/YtUFI9sPrLZDobzQyQnY5yGptWsX79XGpfO4r16+fS2LTKcN+5S7+NLcd8ykRPRwcvPfgLfvH1BTx87XfYsm5tck9gEFlTv4blby2nsasRFZXGrkaWv7WcNfVrsr20tDEaWK76ghx8eVfEPoYR2IAasZ8gDDZZi5SpqnobcBtAX6TsZlVVlymK8hzwn2hC7RLA+B1PyDj3zJjIPTMiU8HPN7XGjaKNN0i/6pHAiCHGTb0xQ4zDSTZ6aJRaPH3RVPZ90sBjE1SCYXVlSlDF2avS7VAYpbbwdeXJmLSb31Ma07U5v66bzkc/4dVHP4kwlA2/bjSFEzYwtfKvfMtxDH9Qr6FXiT/yydJ3B/Aq6UX9OnodFDmMj4220wgnWsxFR9TCMeqEHEzj2GgimgyUviaDaW/imRUwt79IAsUV6y0WzZSpN0fUlIFWh1Y6an7cWrNwIlKccZoCADoO7OeVhx+MOC4bPPD+A/QEIqcb9AR6eOD9B0ZstCwZn7R43mXJ+poJQibIdk2ZEbcAzyiK8hNgM/CHLK/nsGYgqdZ4HVkDITq1CHAp0P7GTmqPcUaIK31eZeGEdyg/5Z2Iv/igP4e/N1zDmlPy8dn6uzbXnKI5uB6/u5fOVm+oK1O/7m+ueS1i+HnhhA2Un/IkFlsvZ/ImCvCs+k1aGI0t4NdqzMIrvFWVs3kZgFHHvMwdru6UivWP2n8y7Q1TKDj5z1hs/W4x0YXkRkSPWzJKg+oMtXFsOKZNBnaYc/GbAxJlyUR/dYEV3X2ZqNYsGl1gJbLQAPD3eln3zBMpi7KIDz9RdhSp0tRlPGvSbHs4jU2r2L7tLvyBdgBsthKmT49fuzcUmBnGhvukxTOVTWbguSBkimEhylRVfR14ve//9cCp2VyPMPxIZC779qqdHNvq5dh64zdWvW6srPKv2PJa8XtKaa77Cn/7QmVIkOn4bAprK3NDgk7vytSF4LFnVvDRP/sd4Msq/xohjvTuwZ6efN59ZzE75uawlvMIYsFCkLN5me/wB1DgxNKDISGVTN0XwOzdC/D0ltIYtEU8n+hUbDRG45YSDSofSuPYcOI2GTgGFi0LtLcntV/52EUxguKTT/4/w33NatBAi5QlS0dLaqnhFzbvi3Db39fezW0rPwRIS5iNzR9LY1fscxmbH99Zv7FpFZ98cgvQnwL3+9vYsuUWIDaKOJSYGcYGvX66NjeTf2IZRedNiqkpA8CqxPipCcJgMixEmSDEIxlz2WSK/42GkLtPN46buPMit4eff97FMwH4+M0G1GBsXZqOPgPzm74n+a8c44BvdGQrvFjfjIJebXB09POZcsEt5OQbrEUFSxu8v8fK+6WR5zWaHjAcMJ+CMAYUrZMy7WiZNfXj3DU11L/yE9QLVQzmsxPoyeWX37gQNRhEsViorDqfcy6/BkhNaBWOSq2J4t6Xt0WMPwLo9gW49+VtaYmy60+6nuVvLY9IYTqtTq4/6fq4x9XvvI9wQaajqj7TKOJQoRfpu2t2EvT011Sq3YGYgn/pvhSyjYgyYdiTjLlsul2ZLk8Qd37sXdblifzIXFAamcKYd/FM5l08k19f9Rp+Tyl2AzHk9Wpp0PqdpzBj5vqk52wnil515rRR2BubUt7zyZeYcPKzEelIxQuup7TOw7lF8My1kceYzbzMNhaCBA1mI+m1eGbzLJMiEGDraadTfvuPDP3A3DU1Ee7+BfPO4jPlabov8hv+DoN+2PNmMWpQW5saDPKvV18C4JzLr6Fw1OiENWUAthwHc5d+O6Wn0mAwKDze9kQkcvY3o9vbaOrI1+NtpPHud7T0YJ/ry1AbyOafWKYV7HsiG11UX5C26m2hfUSACdlGRJkw7EnGXPb0RVN59dFPUj73/LruiJoyALtfZX5d/03NlmPh9EX9g4m3b2yKKPhvrvtKqKZMJxCwsuuzEwDYv38KhUXNVFTsiC4tM7zJR9d9RbNx4mrm1S/F3men8eHEHF6rdHIw72s4g/O5rONPnFHwZsxg7lEHY88Vb+ZlNgma3OKDWFjPmZzVOrCUqtreTsMttwJECDN3TU3EHEx/QwMNnz5F96UB03FZiomgrav9O+dcfo2h0awtx8Gx86qo3/yuqc8Z0Oc6r3mhOQsKUFXwdnWG9q8ozmWfgQCrKE7NmiWcdJz93d4Sih3GEWNbd2l/vVbf5w0jW4rBxrRgX4W2Z7fh/bd70Mc8CUIiRJQJw55kzGWnzx6blig7vVPh+FwXj1q6Q/Vq37HnUtDpoRNiui+jxzxBf73apyft43nHIloYQ3HAw8nqVqahpVnrd57GBssXeb38ZFoZRQkHOLHnz3zL8c+IyJZR3Vc0n455D9Bqy3aNPYLVp+Th7wt19VjH8HvnNRQ/ZosZQdRSFHMqYHjMvIzGdDC5ovCIejV5H1q4gA0Du0gwSOMdd0aIsuYV90cMJgfouNBckIEmyvTB4uHokbNkjGaN2LJubYSY6+no6F9TX7fmVect42ddeREpzFy7lR+cNyPuuTPNc9su4NLjnsJuiSrKCtoYveOrhseE21IMxQimeMX8AJ4NTTiOdEm0TMgqIsqEYU+y5rKJUpiKRZtxGS20AK6N3vnMKYbnMBvz9JZyFmts+fj6Ql/tjnzemHEiimrlqJZd7D1yGq+UH01vX1iljTLecF7FJDXI2aoW9emKmn0Zj0/HvMenY96jpWIFQVthxGO9OQ5+f9HSCFHWY4Onv2isLDJXV2ZBURyoajea011yQ7mjWc+ZdFBgGkrsVZw8WXkxF1THijIlLw/V40n6Wmp3N+6ampAwM/IwSyZVGj5YPLQWy8DU7rpnnjAc46Tj7/XS/XYNP7/8JxnrvkyXPT1n8ehHsHTm8xTatZ9/py+fo7Yuw9V0hulxesQsnrFrpjAr+A/n4Mu7RJQJWUVEmTDs+erYUt5xd/KnhlYCaLf7JWNLYqw64qUwC0odXPKzOXGvE56W1IUbJDduaW1lbkwXp99m4d3Jx/On719K5RsfEK3lAhYHL6rLqOrrbsxJ3aieoNVg0jbQXDKK/UVayrKlSBNk6481LnCPdvJPHYVjjvlFlK9XAIsll5kzf8q2bT8mEEhOKK3nTH7HtQSU+LMtm0uNn3cqgix0rhX3h0SZrbwcf0NDxONmA80jLxy7qbLqfCA24pWsJ1kyDQIdLQe4cpCsZ1LhB+fN4LaVvWx8/ZTQtly7ldV2FxArWEMomBq7Zloc6edrq95mOs1MPMmEbCOibBA51MaVZIvnm1qpbmoLxV0CQHVTG6e6CkLC7I2nt/Lxmw2m5+hs9fL4j9YbCi19W3hasrPVyz+e+AQFhWBADW0zI7pbM3z7ihUraP7CFw2jPuEji5LpvIzGEmghaIvt2LMEWrn2Wu3lPb5jPMe1Hcfiz/LwWD18VPIRewv3hvYN1ZWlbf1l4ZNPborZGgx2s2XL7X2Rs+SoZllCQQZQ1tqS0grjER4dK7vxhoiaMjAeaB5D1K92wnFfCHVfGkW8kvEkS6ZBINVuzcFCF4XREbuSf3vwbDD2OFPsFtOo1WCKI0uuLaILM3JRg3ZZQUgKEWWDxJr6NTz31+c4reM0FBRUVJ7793PwFZIWZnoX2E67jboTT8TjdKIoCqqq4nK5qKqqorKycpCfSSTPN7Xy4+17aQtob6YlNis/mTZuUGd5Juq+fOPprRG+YWaYCS2z6JoaSH4epVkXZ4G3G7fbTYG3m05nXszj0SOLEnVeRpPfXk1H6WVg6VcMNn+QBe86mNR0J9vK1zKutwSbqr3U8wP5nNxyMkCEMFvZbjd19k+MeZoyniCLcOzvM6ZNZq6mw+vl8lXPpLNQQ2zl/WlwPWLWvOL+UMRMb5Ro+07ANJoY7Ct5tNrtnPfd6yLElpmwShQJM2oQiFh3Gt2ag4mRWXTjy+8Y76xA8eJpoVqyaAbDsDV6BqYhw88dRjjMEFE2SLxY8yJHdhyJ0vfRS0HhyI4jeeUvr3DBDxOLMr0L7N1jjmbntGmhKIuqau8abreblStXsnv3bhYsWJARsaQbtO71+rDQ76MY/v9o2vwBrt2ym3fcnREjmjIp3hJ1X360LrEgK5ywIcY4NtqzLBVCqcy+Fv/5dd2sPtWpuff3YQv4mV3/MQCz6z/mjRknRjxuNLIoUedlNE7P2wB0FS8haB1FkSfA2XU9HL/bB5QyyTMO1dobcYxNtXFc23Ex0bJJOQHmFgQHkMZMHjPH/gI66cSkI0FVKVQ7uO6px2OaGNJFcTopu/GGiG2uhQtxLVzIjrOrIoRZ23fMxafFpkXHlvz3TyO2R8+zLJ7qpmJ2M/YCP36Pg8amVaYeXtENAkbdl8NtmHk08ToeQ95gUUJJsVsGxbDVaAZmNOLeL2QbEWUZoq6ujtraWtxuNy6XiyPcR4QEmY6CQrGnmLq6uoQRruYV97OrrCxCkBmxadMm/vzvRl6beTJqWGFxmz/AdR/vYvfu3dx46glxrxUtoCBShMV/G9N4vKE1lE58vqmV72/ZHXFcmz/ADVsjDV+j12Dm2J+w+zLBp9vwMUgA9vxWyk95EujvnDSaf6k7+huhpzz/8cQnqAFtJFOHawsbpxxLpyOXAm835xxYy8LJz+KY2cUp3nwKG7/OP0bPp9ORi8vXwTesjzLH0m/tkEznpRFOz9s4PW+z7L07Y/zLVIvxc8gLxEbtjstVB0WQGUXEzBz7c1QvVrXXOIWpKPQGE6c2k8VaXMwRJl5lEFv0H+ixYMs1eTUoxAgyiHTzL57qZuK8Rix27Q/Wnu81nZupc/Tc+cNeeMUj0YgjXZgdfHkXrc61HJixEr+jBaennClNN2fUdDZRSnSwxKAgpIKIsgxQV1dHTU0NPp8mHNxud4wg01FQqK2tTSjK/I2N1C24IPEwQ2DjlGMjBJlOwGLhNy0equKIwGi3/IHw4x37+OrYUn68fa+hkPOpkYavZmuIduy/bUo5N2zdg0+NXGPVqMiuQzOixyABWGy9lFX+lY49p/HhxBzD+ZeKBY7bZSxq/vH4JxHzLwFmNB5g2v5XABgzpp5p0zdgtQY0UeJcxoFxoxnFAZb6Hqe0vp09+XtpHaukNPcyHrrTf3hUcFJPAbt2fYH9+yO7ST3WyIL4k/J8KadOk8EsItaLcUSik0Ku4QGeUP9Li5hF/f17rU4eWbQ06UiZZ1aAjkUBAqVE+LYVf2Mp5XfeGffY6KL/7r8XUXBRu8lL0vh1Gp6irJjdHBJkOsFgNx9s/CFPP/17HAWFVF165YgWYdEYdTxGi5/8E8s4WP42zVufTGrQe7okmm85lGa2gmDGMHQoGnnU1taGBJmOmSgDTbQlwlZejicvNpphRKfD3Ciyw5FLbW2t6eNG9Vrp0ubX0jvhEbdojFKR8WrG9ChetCADeLqhleeb4s97BPMxSPp2o85Jn03hrdNM0mgQI8gA8jsnhaJ2kyZ/EBJkj3A1B5QyUCy0KGU8Yf8O7dOdtOa2cFdjLjfuzeOuxtwBCTLoc/rviwra81tRFHDmdjJt+gbGjKkP7edX/HxU8lHo+5PyfFxcMpDuS3PMImIWk/jraA4whzf5Hf9les7PS5MrbvfMCuBeFtA6JxWtg9K9LIBnVoDON/6Z8PjotOaMVz346u1E/ymqKowbd7HhOcIL8Y1sM8K3ezs7+NtD98ekPEcy+SeWUbx4WigyZi12ULx4Woz4iTfoPVMUnTcJxR55y1PsFkq+PoPyW08VQSYMC0SUZYBkRFY4Lpcr4T5lN95AXndyXWsFXvP99EJzM8zqtQaLYltsMbzZGvSImZnI86EJukT4PcZ1bPp2s87JZjUYM14pHs6eIyCoPT997qWZKFmpLGNJSWZ/9hsnrmZM5cqYqKDVGuDIye+jotJl7eK9Ue9F1JMtcPkHbcySWeF+ECVG2YbX2K3nTNNzmgm6aP72tdO5zvEQy3iO63mI9ZyJ6tDmZhr5kUVjlNac9AuFnC2ExLeqQsfeXNb93x5DMTV36bex5Wh/Q75O48RE+HY1EEhpgPlQ8MLmfcy5+zUm37qGOXe/xgub96V0fP6JZZTfeirj755rKn7MBrrHG/SeKskKREHIJpK+TJLomrHwzkeXy5W0MLPb7VRVVSXcz7VwIWe1tPDqzp0EEgxQnl3/Ma/NPAnVErmfJRhgdv3HcUWgWb1WOpRYtTt7ic0aiprFYBDxMluDFRJG8fZ5faFiezOMxiAF/Tk0130FMO+cHOewc/qiqTEO/vEo7DiKDtc2vN58nM4uU1FygNE4FPjuaA+/O5BcRDQRn455D3uesU+X09HNyskrDR8bjLSljqkzPwrRM6fO4jXm9Hm2VbPMNHVvNoIpnPu/fgmrCs8NzUDS06YAc0rfjOi4NMNdU6OtIexv1jMrgH8qoWylokDB2B5aXZ8aeo+FF+s3vONm4rwmLLaw2k2fQsPGyJ9Px4H9bFm31jCNGT52aSiK/V/YvI/bVn4Ymhiwr72b21Z+CJBRbzSno5web2zDjtOR+PeUCjLfUhjuSKQsCfSaMV14ud1uampqqKurA6Cqqgq7PXHqyeVysXDhwqRtLE679FIWfe1rIVHlcrmYPHlyzH7T9u/j7K3v4+j1ajcQVcXZ62X+1vc5pr05rgi8bUo5uZaB560swE+mjwfgJ9PM36zbDaJeRmvItShJ+cGPc9g5bm5F3H069pxG47vfwtdViqqCr6uUxne/FSryn1/Xjd0fKUzsfpXvBHOZPnss85fNDEXMzOYc6jh7jsDqLWJX/QkEAtYYywud0RxAUWCmU0sfZgqz7s0g5tdJteMzFZbwFDlq5Ngi1GCs4FIUPmBW6Nt41hijg/GtJP5xyhmsmndezC+rV3FSzTKsrbGpyWj07ufoDxEdi2L9yix2lYrZzSHvsWiOnjufK3/9KJf9dB3HVd6H01GBqkJvh43db5THjGcCeOXhB2Mib7oJbceB/aCqIRPawUx33vvytogRTgDdvgD3vrwto9eZMvVmLJbIMgyLJZcpU2/O6HWSoWtzM413v8PeW9fRePc7dG1uHvI1CIcvEilLAqOaMZ/PFyrY10WWHkkzwuVyceONN6Z87fDz64RH7XTfslm9ndxSnhuxDpfLRVUCEagX3eudj8VWC13BIL2Jgif6zUpRYuwuvjq2lB/v2GcYLQufV2m2Br37UrfnMMOOJujmnVHKvu1ttDWZp3E79pxmaoGhd1lGd18WdHrgzClMnz027uzLaErbT+BgII8dwEXTnucJ+3ciUpjhaTpFMTeMLc8v5/qTrufnG3+Ouze5SOxqt83Qb8yqwNK+dGn0tQbu6G+OHvkKFe4DZkXxBxjD9TzEEp4yj7CpKpf+889xr/nIoqWmUbYWRjPqkxm47jTuuNQxmoEJ5iOX9LqwRN5j5WMXUT52EVvWlg2LXwAAIABJREFUreXv1Q8Q9BvXmfl7vfztNyuAyGhbOia0A6HBYNh5vO3pohfz1++8jx5vI05HOVOmZrb7MhmivcyyMThdOLwRUZYEZkIrfPuOsvE8Nftc9nl9FPR4OLX+Y6bt12ovkk1ZJouRUIt+PBW+OrbU1D+sfO0HppnBV0ZbY66lW1uYpS/NOibN1mDWGVpitfCT6eNDx1y8/PSkTWSNOH53b4wFRqfBftNnj6VxZ3vC6xR1TKf7Uxfetve57IyHeC7KEkIXK9pzUTlq/8mhQeM63X7txvfmN97k1D+dSncg8Y1QF1zLSn1Yo3SJ2cSA9z12vlU6uLWFvTgSdxIrSijNeBav8br6JfxK5FoVNYDjs/jhSrMRTACjO1s4/s6XEq7XrObMbOSSXheWrMO+LqJee/zhiEHjEOlltqvtajyvX8LJX7zNVPAlM44pXSqKc9lnIMAqis2bi9JFF6zZxMjLbLDGPgmCESLKksCsZkxPK0ZbOnQ483hj5kkAzOrtzIrzfqYwq/ca78yhsvJYABqbVlG/8z5qvVP5g3I1XhO7A4Dalg7Tx6Ixi6CZCch5F8+kfGqxqUN/qpgV+e/6KHbET4/zc7oKdhG0erEEHNi9JXjzPic/kM8c3uTMMBEWg6pwoW8KL+4nQpi1e9tZ/tZy7fyB2KiNGfFE1mDWj5lh1OwQj17FyQfqLJx46CQytadabAktMcpaW/h81JjYB1SVK5+vhgu/lHANRjMwwXjkkl4XlqrDvu5B9vC13wm5/kd7meUU+Gjt/SONTceYjl0azFFL2kzLDyNSmLl2Kz84b8agXTObmFlmyExMYaiQmrIkMKoZC49+GVk6+C1WPjxOG867cuVKVqxYEapBG0mY1XvdNkUrwG1sWsXWrbfT422gmovjCjJIvdvzq2NL2XTGsTTOP4FNZxw7qOOcwrHlWEIGsdFEz8DscX5OR9EOgjbN4T9o8+LNawIlOQGkWFTGn/xnvhyIrY3rCfRw67pbGdcxjvN3n8/izxZz/u7zGd8xPu45zerEjLZnsqbNCNP6sL76R7NjOjGOqsaLhAFcvuoZHN6om6iqsuiNl/nPKfF/bjplN96A4owVknmbrLiesmJtoa8+0cHuf5YTcB/FuVd+L600YniHppGXmcUWpH7nfRH76ZgJwYF2TOpcdOI4fr74eMYV56IA44pz+fni47M+AH2wMHP0F6d/YaiQSFkSRNeMRXdfmgmN5oAa0xwQfr6RQKJoVbi/UDJzC41qyuIRz+nfiLdX7Uzp/EZYcxRsdguvPvoJb6/ayaTjRrHro5bQAHNHvhVvV3/koKtgF1iiaswU2DFmHBunHMtvlQsN05bhWGy9TDjmVTCwVBvfMZ6TW05OOL8yHKPaMrOJAQtc/ozXk63nTJ7gMlNhBTAaLepjVDtWQCce8g3NLxINI9ejaI8sWkpz6SjKWlu4fNWz/OdRExIaxurodhiNP/0Zant7xGN5mzQDWltFBdNeq4X45WkJ0YXcSw/+wtTLrLunAXLg3Cu/l7D7MtMdk0YzLQ9VkjG7FYTBRERZksSr4zJL8UX7h4U3B4wk4tWchfsImdsfaDhQQxE2M8JFWLHVQmdQDRnHRjv9GxEdxUqHQK9KoNcfOl94/VhnqxdLVLFW0Bp7zR1jxkXMuoywZDARZva8Vmjtt8c4Kc/HApefkvHb8Xr3seuzE0LO/EbzK8PR68YWuPwJJwZkOqW5njN5mO/F1INFoKocwT7m8brm8B+W3rSpPrpxElRibUocvp6khpGf8+5bnPPuW/2jlJ58JOXnoc/AbPyf/6H9z5HXNJqZORCOnjuflx78Bb5OGzmFscLM12njlb88yLlXfo8rf/1o3HPF65g8XMRVuoSPfQq0e8XpXxhyJH2ZAYxSfOHDqMNJ1Wh2uBPuI2Rsf6ClqIo62liw8e9xo1x6bd5erw8VbTJAtJO/7vRvRiLLikwQDESllwKxqY2NU46NGD4O/ZYMZnT09p/npDwfS0t8lNq0eZROZ1eMM7/R/Mpw3vfYk5oYkGlLjGqWxRdkAIrCx3wBgMt5iNFqM6hBRqvNOPEYzr60qAFufv7pxCOWbDYq7v1/HL11C9M3vG062zJZyu+8k4p7/x+2igpQFGwVFZT/710DPm80haPH0LCxjKAvSvT31ayZWW5EM1Qdk4cqyZjdCsJgIZGyDGCU4jth28eM3x9bx5GMm/9IYsrUm9m69XaCwe5QBOhZdRktjKGos525G1/lmE/7aunCcmR6c0B4+/vP649KauRTvLo0o/FH4ShWUJMxQEuB/M5JdBTtiEhhmo2+0lO8qhrZjOgLWHihM4hmmQuLiw1sLawBJk3+IBQti55fmS6ZtsRIJo0NgGKhWl3GA1wdET1cxnOGuwdROOeNV+Oe0lZRQdmNN2RcMOlRs3AybeQ6d+m3eenBXwCEui99nTYaNpaFvMyS6bQ065g8b8q/WL/+7qxbTkgUShDMEVGWIaJTfHUFAWoadkX4m2XaGmM4EO0vVOWo56h/3k/jB7EhK71LTG8OiB4+vE99EjMPq3DM6tK2b2xCscQRZkrmBRn0jVeCiO7Lom4/B/Ni1zmKA/T05NPSUsGoUftwODx9qUVrKJJ1Up6PfJOInz6+KXp+5UB432NnSYkPp6KlHqvj2HckQ6I0djhGAs6CalhLZkHFMytA3qbItGYiIeauqaF5xf34GxuxlZcb7ptq7aJu5Kr7hnUc2M9LD/6Clx78Bc7CQs6+JPXB4kfPnc++bVv416svGRrKQnKdlvNnjuFPG3ZHbJs99l0WT62mp68BYjAGfiei9YUdeDY0hb7PlgdY6ws78Gxs0qaAKJA3eyylF00DRDQK2UdE2SCRqDkgE8Qb/ZQOEfVcNiuoKu2BYMKbVLi/0PNNrfyodxc9szVxpagqX/h4I19+9x+hLrHo4cPrOZPq4DLUJCM1n3t9PN/UGlrP9o1NrKveTk+XcZF0iCRKpwonbKCs8q/Y8lrxe0pprvuKqelsOM6eI0LiDODsf3lZc6oNX1j9mS3gZ27juzAKKip2cNBno7rVHpNWXFxsHrXyevPpsnbxUclHpvVk6VDdZmdy6Wz+qPTXdyVTB2fEEp7iYTVBTVkfRhMPgiZVFUEsdCyKEmWKohXbm+CuqaHxR7ej9n048jc00PCDH9K2ciW+f+/G39jIa+f8B/d+5WJ6+nLfZrWL4eJu7bGT8Ftj1/nJUZWsm/0l/tdXTNGLa1nm2c+dS5dE7BMvwnbO5dcwbsbR1D72MN7OSPuYZC031m6Ntc1YPG01ViWy9jEY7OajrfcMiSiLFmQ6qi+Iu2bnkAifrs3NtD23jQjFr4JnQxOe9z7HPrEQ386DoYfEOFbIBopq0pI+kpg1a5a6adOmbC9jSNFHP0VH4lIZ4xROtNdaNLkWhftmTOCrY0t5vqnV0LE/T1HwGP09qSpHKgE2ztfG6NS+dhS6QlrPmTzC1Sn5WIFWDPl/R09k9GvNaRvGAnw4MSfk5F/s7Wap7Q/Mtb4eWtuzfJMWRodc/iHW+f/43b0R5wnfd9MXS9jn9THGAl/8/B8sKHkYq7X/59YbhGfaIoXZivEeQ1GmqvCkgYjLFJ7yFXTZYyMxo9VmHuDqlM4V031p8IRy1B4u56EYwXc9D3FAib0JWtQAV6m/4mvXvhPaFuqANGHL8ZUQNY3DMytAx6IAgVLNDPb7jt+yvzDW1+wIAlz7lwfpaDlAntXOtJ17GNeuWQq/tXgUFbP3R6QY31Lm8vK8i/Db++vhbL5evrHzfY7c9EaMyNKZmH80syrOx+7PiYjOJJsefWHzPu59eRsN7d2mqctHvnSd6d9UZ+k/4zYAPN/Uyi0f76ZTUaEnQM6ODr595Gh+ctHxpseE07W5mbZn0xvLZJ9axBFXfCGtY2PWEC3IkkTJtTLuzjMGvIZMc/DgQZqbm2OmzRxq2O12ysrKKCoqirfb4M2KG2IkUjZCSTT6KVWMvNbCCS+wv2HrnpgCfMBYkAEoCv/Gxi3bdnPPjIkRw4dTNRbVCQLf37KbC3d1ktytIZYPJ+aw5pR8fDbt9dzuzOOP6hVY0CJu4WLRnW9l1ex8LZrXd3dz51tZc0o+e0bZqJviCJ1H337Bu11sOuPY0PXWr/8+Pd5IIWvmsm+G0X5H7T+Z2bsXUNBbQmdOGxsnro6ZDpAMXTZj/6+ka8TCmMObzOHNuALLSJCBFmmL7sgECCpWHuFqSk6xacX+Nhuqx8OWo4+JSEuGIloG5q+eWYEI89fAKNiP8fP+XLWEzFo9/l4+nKAJt6Yzrdpgcd3gtdDPxHmN3Bs4J0KQAfjtObw0Ywr3VayIqA3TmZh/NKeM/jI2v/Z7DbR7af3LVl577Hds//wdCkeN5j+uvck0FRptfzHe+U+um7uaUc42WnpKWLljARubTqGlp4TRuW0xx7f0lPCrOF2Zzze1ct0nuwlYABTItdF7rIvHPtrPMz96CX/Ye4YCLDttYoxYc9ekb1Pj23mQhl++S8VNp6R9DtC6KdMRZABqd4Cuzc3DKlp28OBBPv/8c8aNG0dubi7KYMxIGwaoqkp3dzf79mn12QmE2SGBiLIRSjKjn1IhGVPXfV4fP69vNBRkyfCnhlbumTExojkgnRu+ThBYc0o+QMyIpGRYW5kbElI6vYqTanVZ6P/hqAaD2302hfePcsQ85rMprK3MZfvGptDczHD7kHBKrCorxmtF+11B8KrgNHiPVTww5+MA64/tT98dtf9k5tUvxR7UxEBhbynz6pcCpCzMLIEWgjaDSJnJUPVk+P/ZO/PwqOp7/7++s2Rmsk0WloQge1gEoyAYBRERrcpSrLReqnXprfXa2lu11brUhfZW5V6xaittr5f+XFrcpSICUllURElFo0G2sEiBkJB9n5nM8v39cXImZ2bOmSUJEOi8nsdH5syZc84sOed9Psv7Y/T9BhCGKVF1+Z/kTyNsMTqEnWXzF3LZ3p3Q1oa/00PMd/QolQ8+RPvnn9P0t7d051aC/kBxoxq4zNZQf7KAycSXZ/TnzOn7Iw1erZJGa5buPuvoR0qGj6GzjjJ4WiVHtnQNIS/KnoHFFDZKyi8YbZlIuSwJDh0HdIWZ1v6iOO9Tbhz/Cjaz8rfcz9HAjeMVK48Ve+eGPAfg8VtZsXcuFY0uzvnV32lyeRmU5eDuy8cERdpjByqJaM41m/CNzsQXNmtWAn/deoi/bj2EWQi+W3wG9w0dSKA9RllBDALVbo7935cE6jzdrvUycuRfm2dh6Wgbx+yCgW7JhdU+PhpgCT6+rdzDlVU+GlaU9ylRVl1dTUFBAamp0TuwT3WEEKSmplJQUMDRo0f/JURZ0hLjFMWoi7O73Z3xmLoW2KwJO/JrUWNE+XnzGTv2Eey2QT264EOX+OkOTan6P/9a+ickFo1q4ZpSTSFmtlr7EC1CdP2XblYGrfvDda8Xsl418x9rJNN2dEXbig/NDQoyFWsgheJDc+M+fpW0xtewhlmaaIendwej7zfW9z6NjwgYZCSqc/ohW1qCdWIq0u2m8bXXDQUZgE+nLFLPysXi7WB6SWSnZ1Zhs6HBa26M9yoEWBySITMqyRqp3DylWvQvMtrlvg4Pa555gvXL/hCxnjZVeXXhOyGiC8Bm9nJ14TuUVE3hhR0LqXVlIyXUurJ5YcdCSqqUCFSjS7GhqWh0ccerXzDs3tUMu3c1R9wGNzv2ULF8wfA3eHzmnSy77Kc8PvNOzhv2On/deohDfyvXf32CePc3B4WVWuvVVlod/wZ0fkpr8yw8MsFOlcOEFIIqh4k3hlhDHj8ywc7aPAt4+1aZj9frxeHo/fmjfRWHw3Hap2lVkqLsFCXW6KdE0fNa06KOVkrUkV+L9jSenzefadM286szJ0fdbzwYiatYGE1BMhFISCwabcfZHggxsx0x8i5MptgnUrMJXAGgAZBgroOsvygu8nYfXPt+1w7TO7J1t2G0PBr29k8Y2/J/5Go8w4xSjPGiJ3jiFXpG38GA+lrwG7TRGi0HKmbo/3an8RE3e//IwLoahAwwsK6GuRve7LJy6aRgaiVDZ1UaNmEscL2C3Rf6Y9B7ryarZFCxIijafc3oobf8y/fWRAgzs+Zgcu2R6Unt8pKqKdyz+Vfc/N7vuGfzr4KCzIhLsdDfbfDjdnd9zhcMf4MbRn5IjtWPEJBj9XPDyA+5YPgbpHV0M2cYA+kN0PDqHo7cu5nKxf/QFWhtpdVULv4HR+7drNvks3S0DXeYEXT4l+s2C5aO7psjlk7XlKUe/0rvNZm+PEXp7e7OcK+1aN2XRjVlsfjeoMgwhbpNvcaBeHG2d+/EbxThCiAM65oiNyKZtM8TUlMGYPVJZpa5Qoaah9uHRGsHTTNB3i9TdO+acjXX69aUBjI6Ij/X1hT9C7Qe03b4ufZ9SW4z1GV+zObvbmb0+AA5FiW65+lwIGX3jEdVQfeaTNxmQ+87SJFdjv7hBfsZK80RdhlafFd6sBp859PMH/GdB7oaCCqy0jk8M4W882uxpvvwuwVmuzQUZAGvYOiWvfyiXzPPjs3gmF2QS43he1WjbWUNHyg1ZZoUpi/gpazhA939lG14l0tv/nHwsV/zdxitbixRLsXCPTh4v9zDIxPsoeLFH8BS3vUjvHrYlghPvRQTfH/UhxxxjWFI1bSE958I/kYPDa/vwfPPJlyfVyPjFILH9GoEerBekiS9QVKUncJEG/3UHaKNU9KuA/CL8iO0+SNPfmMcKex1dYTU1JqA6wfl8N9jhkTd75tV9TxQfoQGne0aoYqf7uBsD9CUFnkRz5X1TBOhYiKdVlw48GttHqTk3L0eZpe2c0adT7cr84Lvnxmyba19yJYt04MND+E0+AUpmdBfJ5DS6oClS33kNsO+oSs5NPxaTJpB8F5TByVD3onrM5i2w89/rJHYOzNy/Zth9p/N/OWbmfz2UaWjubJqJTt33gN0L32gFv1353UQJujkci799B+6BftN1ymi3kiYWXTGFwUJu+5mj2qCGX7UwQIWR5SbEAnpFVMpap1Fnl/wzeo2mvI+5tj455Fm/fSf1Z3LxJxLKa1fDyi1ZamWTNp9zZQ1fMChtl36uwqE/m0UaLoto9WNJcqt2HEguLLKB7iDdVf93JKG8kYsmnqybIv+zZRZQMv4F2hC4Kw6zt2LAXQtN6Ix0C2pcsQWXAONooVJkhwHkqIsScJoRVQihpuJbldvnqiWwTYr37c6SG9tp5XE3fpnlrlCui9BEXmXHThMYHgK0yxdYiLgS2H1179gbUFRhPACpdEgvNlgwkWDgkX+eowYeRdlO35GWK8Bvs7B4Y6LRYhgAvCawe6GzM5r4uh/bsPhgR3jvolV5iTcfXnt+6HbB7D74KaPusRnaISv+/Yj3SFC0EmAFN2CfWkj0sdMg6/FgjUzvqLzlvldgiwmAtqHfAJDt9DuzqXf3gVBEVI99iUC1tYQ0Sf8KfTbu4DMzEnUeSo41LaLQ+27saWlG9pmBF9r6gpJvVVaQZun6/2o6cirC7u6LzdVXE1582QSFdQDNAd8ZZWvU5xBAMlFhN4ENfjM5Fj1//As5g5qC988/qKsG9ymFwUMG7Vh9yvF/kmSnCiSoixJt4knstaT7ep5p2n90lTKral8snI/rfUezBaB32d8Z2syC6x2E542Pxe0Cga3WPmrvYNGu8Dpksza0U7hgaFU1l4fYSJbeHgohaWxu1vNKYJLrhsXVZCBInb+65Nfc3l6Y9DBvy0AKxo7vcjGA2hTi2DrgMywOvYzqrZhb9/Gbbcl/uecq1/ShLUm9H1qI3yVVSv5as9/IXwNvTaaKS4kOD5Udug3+NkZLQewrLUhr/HpH3PYZxptO7p0jtjyOeo4Nv55AJxVU3FWTaVp4MfUjn4Tn70Oi1a0CSjuP5dzvjGHwoUXs2vzJt7909MEfMbCsWjWFUCkFYZKSdWUkFqxLIeVRlfiEc5qJHk61fHVOin3FQenccPIDyNSmCo+e13C+z8RhEcBo3VfJuld1qxZw/3338+uXbvIz8/npz/9KT/72c9O9mH1CZKiLEmfRW+maHg0rrykik3Ld+PrrCPx+yQms0AiI6JmtjQzF10zJkIsPaB9MAdeuH8LLYfP13XyT8+xMWxCLru3VgX3GY5IwMdwztm/5sEtD+IN6F84t4w3s6XL6oxXHjPo/DMQV7GoM0iRWvL1O0WhS6Ct3ziyezvtAbYDypXfXK+kLMNJkdmKd4hOzWPBB14qhqQgz+8IFWYShJ+QEU5G248HGRYdyqy6AOcx/UiRSZhI3WGirbQ6aHnx3rKleHU6SM+YcHawnuzxdXsoyt0aEhVTPcm0dEeQAfwJN/fgwKH5LbuQ/ClcvQKffP1tQKkhC6+bB7C4u/lBngC0UcAgu5ORsePJtm3bmD9/PnfddRcvv/wyJSUl3HrrraSmpnLrrbee7MM76SRFWZI+Taxo3Ccr90eIo4BfYk+zYLGZaa33kJ5j44L5I2NGrlS0HZPh3PioUrScPzIrGJ0Lx9cR4JOV++Pa35wRcwB4+vOnqWzT9zHTYiSi6mLY96RaUmn3RQ4wf0knReqxwLHrZlAY41gctkEnNp0putKTGSvNITVlACaTg1FnPggLv6Dx5Vd0N1HwF2jfZabxu36wK9tEgEwPrUnLWGmm4XuhKczwIfLR8NnraMr7GGfVVIQQSCkNO8ikN0DzuoOkTRzAuOkzGTd9Zkw3/zPsH3KDgSdZrK7KeFiPD3BxK3YGIKjuFGTr8VGQ5WDm2P5s2l0TnCJwoPZa/uwaGlHTpqZqk/RNwqdBaD3qjhe//e1vmTJlCo899hgA48aNY8eOHSxevDgpykiKsiSnOEYCyt3m47YnLurWNtNzbLrb1XZSji7OY3RxHktv3ZjQcQGsPrCapz9/mqq2KvLS8rho8EU0eeIz/dUTUW6LstyIxdMX89bet9hatTXiOcWINjRF+tLFggPOj7g4xrFoTYBPFP5cGPT4/1D95FPw0mFavgV+px+7fRAjRt6lpFgfnk/qpEmGrv5AlyDToK1Ja9jn5PAHXd2X3laLoT+ZLoKQNCYQVZiFm5uq4syI74xZHdWTrDdYj4/1tIYsK8hysOXeSwxecRmVVRP5avd/Y/IfC03VnuKcjqX+4SnwikYX963YDnBchdmWLVv4wQ9+ELLsiiuuYMmSJRw5coTBgwcft32fCiRFWZJTmngEVKJcMH9kSEoUwJJi4oL5kem6RPe/+sBqFn28CLdfSQNVtlXy6p5X4z42IxGldfkPp7S6VFeQabepTZECiLbYnWxqjdnOnSewFkSaqHzwIaTbTepRM6mfgrCnkf9fv8A5bV5wNee8eTjnKY93n38BsrHLnb9lvt9wUp5aS7YnPwf3ASv1B7rsJCbe9E+kLTLaiER3e9o0ptpVWdx/LiYRWXxlzkrs9+q0RfckO15UNLqYtnijbkRFibpkUNH4y6Clhjb9GU2U9n1OP1mmnQah4vL6eTzK2K3eoLKykry80CyC+riysvJfXpQlzWOTnNJcMH8klrAKYyMBFS+ji/OYed3YoLBKz7Ex87qxuunIC+aPxBRWSGMyC8P9P/3500FB1l22jDdz220WFt5n4bbbLFEFGcDr5a8nvI+8tPhSvfl587HbBuk+pyzv7YtwIMKxX7rdSuTMgPxf3h/yOFoRv7le+b/bGnm/OnD39yAQ9llLsNeO0ythA5Q0puo7dqhtFyU17+ALqx8UVhOZlw8zPigdHAbTIVRPsuxUK9YemjIboUZU3iqtCC5Toy6qPcd6fPw3LqoIIKWk1ddEletrZDdHtCXpfY7qDK6PtjzJiSEpypKc0iQioBLd7o2PTuO2P13CjY9Oi7o9GXYXHf5YS1UcEahEMQszzhTj8VoBmaC5rpTc3q847tX1JhWYTA5GjLzLcLQUgMWSjcWcRSLCzVSvv9xXaVyP55w3D5HVNZfSbLANpGJAC2D3RqYqLUfGk3nkotCgiQBP9n78bv33YHbl8GntWg617SKjX38mfH82/b87IRgZM2fZyLq6MOG5iiNG3kWHP9SzQ/UkK8hyUPrQN3j8O2dTkHV8RvGoERUVvajLenx8m1aWHf4Dqw//iYOtXx2XY0nSPQYZ/DaMlvcW+fn5VFWFngePHTsWfO5fnWT6Mskpj1rfdTL4ZOX+iC5P6cew0D8vLS+ugv54ybJlce959zJnxBy+8cY3dLdtEqaEhJkA5mz5P8g5C4quibl++KQCuy2fESPvAsCn01xgMjkYO/aR4OsANsTRySklyLUZQGS6OFq3KCjRsqN3/wJAt0kACY4PRLD7ckxlPdvP6M/gjPFBY1eP30V7/7LIWjRLBymBNKTfG2IWK/wp5O79FjU0MPsnPw+pEevpcOv8vPnc8UqpQfelKySKdbzQRlSiRVcy/EpdWlH2jFM4fXmqHrcxd18+JsJWxWE1c/flY47rfqdNm8a6det46KGHgsveffddhg4d+i+fuoSkKEuSJCblJVXBTsvwTk6jgn6j5bdPuj2kpqw7/NuYf+OB8x+IWK63bbvZzvxR81m5b2Xc+5QAXhds+HVcogxCfcxA8TLTawKwWLIZPfrBkHUVlFo5w2OS0HLYwUrP1dxufgO7X9PhZ7cz4M47oh6fc9482j//nMaXXwkKr1gjmoamjmOSZgSS3ZJq6LkVsLaRt/0WagvD/MiOTaUou4kxUYr2u8u2Y+cZFvXf/fqXIMAbMdm+99BGVAZpJguE02JOJ9Pfajh8/VTg9JNkXcX8J7r78s4772Tq1Kn88pe/5Prrr6ekpITf//73PPnkk8d1v6cKSVGWJEkUwn3QWus9bFq+G1AidIkW+mstMLTdl+sOrqPRoxSjO1OcdPg7cPkjL3JWYdUVZEbbvn3S7cwZMYeJAybyWMljNHXE7vLMUkf5NB2JuW44lVUrozr9QAbPAAAgAElEQVT/W8wOHUEG0QQZKFYUKdl+3j/jXAB+sPtd+rU3YsnPZ8CddwSL+qOR//DDADR0CjNVhFVkpbM1Pwd3kQW710f/pnYqcjOY3W9myExKUDy3fA4dYSaVSpCRm5+IeCrVksmuzZuidlN2B7+UFOd9qhst8waOb+1WeERFL+piNQnS7RY+yS5mVt0HtPuaSbMap9mTnHiumlhw3EVYOFOmTOGtt97i/vvvZ8mSJeTl5fHII48k7TA6EadD4eXkyZPltm3bTvZhJDkNeeH+LYai68ZHp0WINlAaDXpa11b0QpFubZpAUHZjWbe3u/rAau7/6P6o6Uynz89HhyvAeQbcGX8dkFF0LBTBrEv2BR+1lVbTvO4g5Wf9RF/saJASbn7vdzisZh67+qxuX0y+f92vuXHnWga4Gjmalc72M/oT0IwvUg3Jrhn2i4h0W7SZlsKfwsAdN0VYQLR5m/jA/Sa3LH1O93jUz8Df6MGcZSPz8mFxpTdvffZRvjn8xYhZly/sWNhrthjRMAuBX0oE+r2JhS3lTG0oIcPfikxJZVTGGCamRwrdU4HsfxvT45Rzb7Jr1y7GjRt3sg/jhBLjPZ82wcxkoX+SJFGIlZ48Xo0GRt2P8XZFGjFnxJyYHXDNZhNYHTDroajrhXNg/5KYnmVCdAXn20qraVyxF3+jh357FyD80YdN1rmzKchy9EiQAZSfdSE3Xf4AEsX6IkSQKQcJQLsv0qXXWTWVgV/dBIHIU6dqgaFF7bxsqavVPRbtZwCKX1njir20lVbHfB8LRr9j6FV2IvB3/o6MBNmsug/I9LciAFNHO/sbv8I7yXRKXj77kiBLcnqTTF8mSRKFRIxkexOj+rDbJ90eYT6rpijjJVazQV4AmPe7uOvJVNye2A0MUnaJiOZ1B5FeJWIXbYA3gC9gJi33J1GMS+Pn7svH8OZHf6bqNz7GZO/D22rhaMkAGveHptbKGj5giqamTDkOL8fKbVCkH2n02euColf1JlM7L/XQfgYqWod/LeEu/yMXHNPd5vH2KouHqQ0lWGVoB6vwe9m0+QVmZ/z7STqqJEn6PklRluSUIVrBvZYPXtrNjo+OIgMgTFBQmEVjjSvm67Tbt6dZ8Hn9+Dr0o0qt9R5dN/9ERzoZYVQfBkSYzy76eFHIa2IRrdnAbrZz+/RFvNV0Do8v3phQAbDdlp/Q2KVwF3t1gHdj3sfsHftXMqxK52arN42Xd1/NEfcQ5kaOI02Y4vxtpI9/BQgggJQMH0NmKIJSK8wOte0CCHZf+rxNpI+3EpApeFstpGRE2maYXdlsrVkVfC2AJcXG9IU36B5L+GdgtHzX5k38/dln8HUoy1tqa+hotZKSHjnbUvUqO9Fo69uMhG5LXS3mM2yG77svkqixb5IkPSEpypJ0izer6kMGhc/KzWBDXYvh4PDucM+eQ/z1aD1+lDz7pH1uruyMWrXWe1j/wi42Lt+F30A4AcgA7PvnHtrSDxIY6KHOb6P25UPYnxsYdd/utgRG6mhorffw3nM72bh8F5dcN65H4mzOiDkRQusbb3wjQky5/W6e/vzpuEVZ+LxN1TIjPy2f2yfdjrfpnG6NX0l07JI5S//i7K46nzurJkQsF/SOqeWB/UsQYbYaJqtkUHE1jfudWFJsjJ8xi/0ff8ih1p1UN5QxprKegsZWDnyazVdnDCBj2ACGzKjEZO367QW8gorSbKZ8fzYNr9Qazq0Me1P6+b+wSOHmV14MCjKVo1v7c8bFlZgtXRvoCMBbR85K5OPoFYrzPg2Ze2kkdDNy+5F5+TAaV+yNiBD2SUwkbOybJElPSIqyJAnzZlU9d+05jKuzw+uIx8sLR7scOY94vNy26xB37z6ES9ItkXbPnkMh2wwA20bakAGYXapEUGRA4tfUW28fksKmIgdNqSac7QFmlrkorD5MS+ZeMCkXgIDFozwG7G5jYabdltUr8VkEUoCQMGmfJ3gMRrSZqnjlna0E1npwOp3MmjWLoqKiuN+/EUbms4ma0uoJPlC+29vLv8Y3cyC4/VjKm7FUueIavxLqV6YfMcvK6iqC17s4uzsHX+vRW6aWRmlWa7qPjH79gyJq6EtvRszO3N0vA7/fFxQag4qrg7Mxj302iOLL7o85tzIEo/uJsOV6NWnKMUgyL64i2yxp8AveabJQZtoXse7x5urCyPo2rdAF8AoL0xfeEEzLNq87iK/BjUTqjp466VgF2VePTtaTJTmhJEVZkoR57EBlUJBFo71zlSMeL3ftOQwQIcy0EbcsswmEoMFnYI8gBJ8V2thXYGVmmYuzDnUpsu1DUlg9JQ2vRQkxNKWZWT0ljRm7PYyqC7sjNwVoSz9oKMq2D0nh7fPSCHSOT/KmaOb3CfisUElnGAkzt/1YiBBsampixYoVHDp0iLlz5+q/tzgxqgfraQMAdIltn63Tr8thwTdBccK3VLniGr+i9Sv77PPraWz8OPhcVtZUzp30l+Bj7cVZ7Tw8OjaTbV8eIjwo1pumlkZpVod9UEiHpN6UAO34pcb9zpAoULhBbDwYRQvDU2YZuf1oqa2JWO9IRTpvVIaKVWFtjFivu/jyHPhGZ4LdHCLSwzGqY7Om+5AoXmV1Y2cFP5+0iQNImziAXZs3sfMv73Fe9hUn1VhW2+ncImDoNWOTYizJSSEpypJEJTxNed+IfCo8kXUssXAFJI8dqGRBXk5wm0c83pDsTYM/jnSGEDSlmXn7vDSAoDDbVOQICjIVr0WwddRoRtUdjNhMwGxc07JuYmpQkBkdw+ejbIairC39YFCQadm2bRtDhgzpUcQsWgNAT9EV22YTvtGZWKpcCUeqtALMCPXirJIPfHHV2M7h1sfH1FIvzaqOhdJidjo5hE8ZTm5VPMwsfj8+S+RpM6Nff8ZNnxlRjB81dYl+tFBvFub0hTeE1JQB+EySz8ZEiiHpzYpY1h18eQ5FlJs7o1hhIl1LnTubfo7IY6lzZ/PM8B8xMCOFkl9eFvG8+tnUrqygn7mgR8LMYC58HK+T/AoX6/Ex25TCz+3pNLy6h+Z1B+O2J0mSpLdIirIkhuilKe/ac5gssyk+ARXGEY83YpvddckLmAXrJqYGRVlTqn76o9WmLyRMfuPiXZct9qldCv106VmHOqIKvg0bNvRIlEUziO0phmLbbj4h41e0HE9TS6OxUFpT26ZVqzhkCrC9oMvDzJ1iRRhEiEdMnKJbjL/mmSdY88wTIWlRLeHRQq+lg21H13Fo8U6EyUTRrCu49OYfB1+nFXw1RSM5kLIiRIjIgBVPzeW98jn5Rmd2CTIVjUjXsmLv3JCaMlA80/62dy7fO38Iv7nKuM5tSPp4Gh0p3aoxM6VacM5TRnTVv7onxtr6tAMb8HGNI5WfeCyY2pV6Un+jh4Y3yoGkJUaSE0dSlJ0ClJWVsWHDBpqamkLqk7TLHQ5FfLhcrl6rYdKLnLgCErul+/UfD5QfiSv1GQ9a8eRsD9CUZo5YJ9PlVTyltJGrgIm01mG47ceUBgCzB5PfRlrrsKh1ZuG8dX5a0NNKTZcCDGq3EbDoC7OmptiO+rEwqgfrKQU2K0d0hJmlI9Bjb7C+RvhYqHCqn3yKPQOzIjzMpElfsH+5fi1frl+rGM/q0FJbw9+ffQZAV5ilTRzA+mV/4Mv31nTtKxAIPlaFWfhrfRuH8tr+ZxHWRqQ3C0/N5fiaJxq+r2ioUWvVFBZ75N8ToLtcNatVuy/r3dlUyZt45Y6fxNyvni1I8JgcZqTLHzw4I3PdysX/0I2SSSlDom/hjwFSEWwmE9xE3iX6JU2r9idFWZITRlKU9XHKyspYtWoVXq9ysVTrk0pLSzly5EhwucvVdefa1NTEqlWrAOISZk2rVlH95FP4KitDxtYYRU4ajWq+4qA7EbZ4mFnmCqkpA7D6JJd82UFGc2GE+AIMGwAcnixc9hjRMp00i9ci2FTk4Jb1w2hx7tHNpTidfXfMzH0j8kOimAAOk2DJOcO5qoedtKcavspK3P2Gx/+COCaj+Do8bH7lRcN0ZtmGdw2XX3rzj3Wfe/iS6zk7+xLuePWL+I9VhyyHlUXfHB8ivCd/vENXpOPW//svqZpCefNUSh/6RkL7jmaPYbJZyH94quHz8WzDBTiAdr/EKsAa9ncZfGjwFQbau9eJnSRJd+iDLS9JtGzYsCEovLR8/fXXustVvF4vf/vb3ygriz6Sp2nVKioffEjpMpMS39GjVD74EE2rVlFg0x+HkmUxuIM+iZx1qIM5n7bhbPODlDjb/Mz5tI2zDnVgdw8kt7aY/scuIre2GLt7oH7dV2cDwOWl7XFdZPVoSjVhdw/E1p4XcZK3Wq3MmjWre2/wBLAgL4clY85gsM2KAAbbrCwZc0aPrU1ORSz5+di9vX8xNnL2ByUylshylasmFvC984f06Lg8vsh93DciH8JvovwBLOWRkw5UGtoTrzeN5gMWr5+ZcOifkzokyG8VMnjxdD6xmrF0v2QtSS/y4YcfMn/+fIYOHYoQgt/85jcn+5D6DMlIWR+nJ+kuKSUrV65k7dq1hmnN6iefQrpDLQik2031k09x30uvR0ROrELQ2oNI2fHkrEMdIR2Z0dCr+9rbv4CSEeMN69DiQXR+VJkto3F7nfjzKmh3t/aqLcbxZEFezr+kCAtnwJ13MOax37C9IDdyDFMPyMjtZ/ykEPo3A3EUv//mqrP4uqaVLfvrY66rh57lyYK8HH61aifVBfaY3Zc9IfPyYTQY1IPFa9wqhNANdKXYzZzR6RV4wfyRuN4sJzUpzE46ra2tnHnmmVx77bXccccdJ/tw+hRJUdbHcTqdPRJmu3PygkIj3eOi9JPPuIuutKZe27+6XL04a7sv6zu8RHfoOnGk+GJHs4zqxkz+0Lqvvf0L+GDMRHzmKH8SnYOqoyE1T9vdA7nt3u/GPMYkfZPBLS44XBPsvnR4/bhSenbKNHL2B7CkpODzRN4sWFKizwQFeKu0gs8PRT9PZDmsNLm8hs01epYn3+zv5K8fHoq5f+0+EiVt4gA8/2yifWuo155eF6oRRilG0REa6dvlCXC23YQlkS7P01nElb0GG34NTUfAOViZd5vgeLXuMHv2bGbPng3APffcc9z3dyqRFGV9nFmzZrFixYpuvTZcaLTaU9k48ixSPtvOsk5RZsnPDzHIXD9lKsvmL6Q6px8FH+9gVm5G8Lk2fyDoPdYXMPuNOyAh0i9MWzeW1jos5LmSEeOjC7I4cbafAi7lvcTxtK042VQ/+RTS66Wg0UtBY2tw+aYJw3GFdyQmQDR7DF+HfpTXaDl0fQcVcXjIpdksLPrmeMP19SxPNu2O9EZTMaGYOqtYTYJF3xwf8zj0yLmqENtQZ4hnXbx2FG2l1YaTEbSRtk9W7qfVE0AGJGfazTg6v8ZYNhypvTzXts9Q9hqs+il4O38LTYeVx3BChFkSfZI1ZX2coqIihg9PoOBYg57Q8JktrB4yjjerlDTHgDvvQNjtgCLIllx3C8dy+yOFCDr1H/Eod9eGpq4nCZdNsHpKmtJ12elftnpKGtuHKJGFaHVjdvdAMpoLMflsII2tM7SIGILU5JfMLOvd1A4oF95pizcy/N7VTFu8kbdKK3p9H905pvtWbKei0YWkaxRTXzi23sAogjy6ogZLSvdmIZ592eyozxulNo2Wa7+DeFC/o5lj++OwhtZgGVmeRDMM/u2/nUNBlgMBFGQ5ePw7Z/dIlKdNHED+vecxePF08u89L25B1rhir36RvlkQ8Pg4cu9mKn71MRf6/HzTaeFMu5mdbj9vN/n4rN1Pu195sTnLhnVkZldkTEDq+XnkXFXY7ffUp9nw6y5BpuJ1KcuTnDSSkbJTgPr6xOtE9vYvMBQa0mTqctifNw9QIgPL5i/EYzt1hu8Kia5h7KYiR1S/MHW53T0waIFhZKkRREosPonXAoTbIkiJ1SuZ81l73DVt8aJeeBOdQ3m8eXzdnuAxqcQziikejLqBj/drtYRHkFWGOjI5PGAA9UcOJ7S9sy+bbdhBqaJnEBttmLnedxALl9fPpt01PHb1WXFFOZ0OK42uyOL9LIf1uHrJxYuhnYYApFTsNADp8mPr/LtNNcM5qWZo91PhlTRlmPn2dwppXncQ7/7mhKJ0pzRNRxJbnuSEkBRlfZyysrKEasr29i/go1FFeKwpUeuftA77znnzcM6bR/WmnrXVn1CkDKnf0qIayYbXjanoGcfqWWoEi66FACHwpgjMfompI4C3s6/e4ZFcXmosxspLqno0lPx4ip+eYBRBiWcUUzTUbmC1+UTtBgZiiiuj166ypPKUMy9kKkV4M0O4mEufcRFNf3srpAlG2O00XzWH+i0b434/4aOXojn+6xnERpsI0N3PuqLRFZegequ0grYO/Vqttg4fb5VWnHRRZtidKYnqTG0RgjPtZo6JABdO6h8yVcHf6FGib5zmprHOwUrKUm95kpNGUpT1YVSPsniJq1hdQ7gPWZbF3OdSlNEwim6pdV3hdWNA0Dg2HO24JrU+rcMscNlDM/x+syDdHeCnf9OfL6itcUt3u/h42yoK11QgsHD+2TO4/OrpIesbGQOrhF94i/M+DRp0btkyKMKJvjeprFpp6Ho/KMsRtS4p2mujEa0bOJYo03vte2dNYokpA0/nb11vDquemGt6402kZpySOSuLgb+8n1ffNa7v3DmqiM3Fl9GcnkVmayPTS97DojGM1XP8DzeUTWSYudF3EAtznEXuj6/bg9evr2y8fnnSbwzAeHZoPDjMgpnXjSV10yH8YdE26Q3QvO7g6S3KZj0UWlMGYHUoy5OcNJKirA9j5FGmx97+BWwcey4ygfZ9CYz7sCz6EPA+jJFhrFrXpaYm43XtD7fU+K9rsnXXMxrpFD4UvdWRygdjFHf1wpoKPvlyA0BQmOkZA4eb/movvMV5n4aMsnF7jrJ79y8BelWYVVatpHzPr/H5u4Rn+L7uvnxMSFoVuuqSKqtWhsyWTOQ4o3UDx0Iv3bhs/kI8Yd2L2igxRIq5iqz0kHmXYyrrGdz5vJHP2M5RRaybcRU+q7Kv5oxs1s24Cj54C98zT7D5lRfpcLtDUpMQ21A2GnrfQTz44/TgixWJ62lUtDcwmh2KRQRTl0ZYsmyMLs7jyN/26j7fXbF3yqAW85+E7svW1lb27dsHQEdHB1VVVXzxxRekp6czatSo477/vkxSlHWD7kYBEiVa2nLy5Ml8+eWXeL3eYIQsEUGmcrwc9o87Uj+6pe2+hK66sWhdmkZEqzP73VxnxDb0hqL7zBZKRoynsKaC/gMO4LOvYMPGduy2fMrLx+P1hqY2vV5vyHxM7YX36sJ3QmYLAgQCLg7sX9Jrvz+toNrChbzGddTSj37Uck1gOSmd+1IjJHp1SVu2LAwZ9q0e557NP6P1j7+LWuelreVaP2Uqv7/mRprTlA7grA2f8cj44bo+ak0GEeXqnFzd5doosVbMVWSls/2M0HmX28/oD4drMD/5FBnjhtBSG9mRuLn4sqAgC27XmsLm4ss4c1+Z7mtUohnKRkP9DhJ18y+Ic7B8rEhcogPqjwfhs0PVejAgQqxp0dptGEXb4vVIO6UpuuakdFpu27aNmTO7bkSWLl3K0qVLmTFjBu+///4JP56+xEkTZUKIM4AXgYEoQZtnpZRPCyFygFeBYcBB4BopZcPJOs5wehIFSBQjjzKn08nevXuDEZbesnM4pRCwZmIqs6PUc6mER7Ca0sy8fV4a6yam4rIJQ5GmW2cGIZ2eQBxD0e0Un/8qFosPU2cq1e05SsHgY7S3n09NzYiQ9bXfuVb85Nr1/wzcnthRpHg5sH9JUJAt40d0CKUzt5YBLJM/As+fmKY5Nr301QbPSF7jQWrphwlJABP9qOGanOV85+g/otaIDbjzDioffIj3zprEozf8KCSF2CjM3L7zIECEMKt+8qmQx6q1izQwmQqZVmE2g1+JquzJz4kwiw2YTOzJz6Fg92Gm/+oB1jzzRMT2mtOzdPdjtFxLVEPZGFw1sSCqKLOaRUgKMpHB8tEicSd6QH001NmheqhiTTjMCCEItPsiCvmNom3xeqQlSZyLL74Y2c2pKac7J/NK7gN+LqX8XAiRAXwmhHgPuAnYIKVcLIS4F7gX6DPucupFS4saraipHh50zwdwOByMHz+evXv3Rh0mbuT2npOTEyHKzGZzhHdZVDsHbbH66YQQfFao3MnOLo1uZ6sXwQqYBS5zl0hbdV6owNL+W42whX+G2k5PMI6s9aOWlJRI4Wg2+xk2/IsIURY+H1MVP1u2DMLtiUzR2W35AKw+sJqnP3+aqrYq8tLyuH3S7QkPLlcF3mtcFxRkKh3CzmvcQLSKkzer6vmz+BEelO9GvczVMoBl/IjsKRYu/fRjwxoxddnvpTNEkKn4hCkk9RhcrklvqtYuRp3Etg4P943TjCXyd4kOt1X/lOi2WhBOJ0f27NJ9PrO1keaMyHR3Zqt+7aFKtO7KeMlOteqON8pOtfLwvPHd9pLT3hBUNLqCg8oLThFPumhiLXw96BJwoNSUNby2B88/m05fS4wkfZKTJsqklJVAZee/W4QQu4ACYD5wcedqLwDv04dEmVFUwu2pZOPGlfg1J3iXy8W2bduCj7elpLO0opXW2lLSPS6KU9IppEm3luiZZ56htjYyreH3+yOK/9M9LlrtqbrHZZIBUnw+3N30VurTCMHno2xBUbZmYiqfj7IhhWKXMWmfh9ml7YYRLC1+s2DdxNSIaJlaZxZPfZleZC1FurmG5Yb7tdnaQh5r52OGi6w7R8/C7n0j5KbAZHIwYuRdrD6wmkUfL8LtV2qfKtsqWfTxIoCEhJndlo/bc5Ra9KM3dWSzYeMow7T9Ywcqg4IsnA5hZ9n8hUyVm2mZf5BDBttxzptH88ZSw2MMb1CB0LSnobWLlGS2tvCfr7/Agsv/3LVcEymze324UyJd6e1eH7S1UbZ+re4xTS95L6SmDMDi7WB6yXuhx2mz4cjIjNldqdelCfqdmQ/PG8/db3wZEhGzmgUPzxvfY9uKvmB7cTxoK62OSHnaxmaHThWQBB8nhVmSE0WfyHkJIYYBE4ESYGCnYAOoQklvnnTKyspYu3YtE85KxW5vi3i+oyM9RJCFo+eury0C93q9rFixgg0bNpCTk6MryFTCi/+LD+xg09hJBEyRUZqAyQx+FxaviKh5OR1QbTHWTExVImed0SwpCEbSYnqQdeKyGUcTY3V6Qldkbf1EE602u1KHxXKm8ZHhdj2eNBwOR8RsUj2R9VDZan5d9G0yWzZE1DM+/cY3guuquP1unv786YRE2YiRd7F79y/pF6illsgog5ABruM1+nlquWb7ci766gH8JlfwWCo8Q6Nuvzonl8br/WAFkLg9R9m1S7nnys+bz67dD/H60X8CxvPwQlKPnQy48w6O3v2L4D50EQKP3s2J5u92TGV9SE0ZgCkQYExlPdLrRQYCZI1qZlBxNdZ0H95WC0dLBnDmvjKAiO5LdblKwO+PanOxa/MmNr7wLO6WluCyltoa1v7xKSX95vMFl6mdm1d1bqs3pyuczGkN5SVVivt+vYf0HBsXzB/ZI1uZcFTD2XALDKP6s/aSqqQoS3LCOOmiTAiRDrwJ3CGlbNaOvJBSSiH0fdSFELcAtwAMGTJEb5VeQ9sld/DrcygcvRWzuetEHghYOLA/+qBpI3d9tQhcpampKeFZl4U1FYo3WYq+8HDb05iz4XU2F19GS0b2KWd9EQ311/H5KFtkirYzkja/pE2/NiwB9KJgJr+kwyz4r2uyQ+rS8jwfMqV4ha541+L3mzn49Tm4pItFixaFPPf050/riqwnyz/m79/eHLGtqraqiGXRlhuhRqyuK1/DH30LQ1OYUhIQym+slgEsM/8I+CPT+ChYW5lneZ5Kn/FpJVfWdgoy7Wa97Nz5c3bu/Fmwls0w3S4l943Ij1jsnDeP9s8/p/HlVxhQX8ex3P66L/fYbCybv5D/1CyzDBoUjLKpI5XCuy/V5VmjmhgyowqTVfnhpWT4GDJDuYc8c19ZhAgLJ+DzseaZJ/hk3cPkTzkWIuwa9zsNXyf9/gjbLV+Hhw3PP8u46TN7NaIVzbC4OH9bsMkpYBrAm+VzWXfg7G4Lt/CIVfuoLDZ9eBRf58zK1noPm5bvBug1YaZnOGskyJQne2W3SZLExUkdsySEsKIIsuVSSrVI6pgQIr/z+XygWu+1UspnpZSTpZST+/fXPwH3FlpripqaEewtPx+3Ow0pwe1Oo3xPMbW1I6Nuw6juK57xPvHgiRIFy2xt5Mx9Zdy17kUqZ57Druln9co+TzpSMmlfZw2I0TVcKBGsOZ+24WzzKzV2Af2zrMMTutymiYyFb8PhDiBA8THTGfF08Otz8PtDRXIgIPB22IK/m73lSpG/dEtWH1gdsm6iIisvTf+CZbTcCLWz+DzfO/zI8gr5Fh8CMEl/hFBSasyuCz4OBFws8D9HCvpWAjaPJ0oqV/ns9WrZtJii1EamTpqEOSuLm1e+gk1nsLdKdU5oalY7agwUYXbJrkPMLjvAJbsOhcy+LDivJijIgsdklQwq1j1N6ZI1sokzph8lJcOHEIqwGzrrKAVTE2/Y8LS2sH7ZHxJ+XTSMDItf+fD/KN1+T2ddo8QUOMY3h7/IeXmfUtHo4o5Xv+DMB9dGHbXVVlpN5eJ/BEcfNbxRHqzj8jd6sGw7xsCwAnBfR4BPVu7vtffXHauLttL4v98kpw5CiNYYzw8TQnyV4DafF0J8u7vHdDK7LwXwZ2CXlPK3mqfeBm4EFnf+f+VJOLwQwiNXNTUjQoqznU4nUkaPbhnVfaV7eub1s7d/ASUjogwBllIxsQwrKB5ss3JEpzbnVEOtJxNSX5ipkTStB9n2ISm8fV4aAXNo1OvysIaBm5+YwZ9//iHuNl/ENn431xlhLKsW/n/3U23GSvcAACAASURBVIK/j2HDv8Bma8PjSePg1+dEFPUDtJvbWfyPxSFpxry0PCrbIi/SqshS680q2yoxCRMBGXmnbzfbuX3S7ZEfigHhncXn+VZxvmk9Y8c9wqRd+tHo8NqzCwLvEqA1aKWhdl/mylrO3/w+Uy8xTuXqbS+cAOgW+msNYC/99GMAHrvxxwTMkdHjAfW1lJ9/AQN/eX9wmgUQ4uhvHToE1ydbQ15XkZWOJUN/5Jk1Xd/5Xo9BxdURwk4I6D+hkdG+eezf0cahNv2GAj2+fG8NBWPGdcvrTA8j/7FvjYq0ZLGZvVxd+A4lVVMAaPcGuPv1L9n2z3o27a4JSX9e9M/2kJotPR8xM3CuZgSSSmt973mGmVItBNrj/76A099INkmf4WSmL6cB1wPbhRBqT/f9KGLsNSHED4B/Aid9XL2RNQV0FWarnZR6z6emplJ8YEeE277F76P4wI5uH1dMB38pOeerEoobK5l+y09CTtr3jcjnjt2H8Z6EtmQb8NtxQ1iQl8M9ew7xwtHEZ3uGM2mfJ6SmDAApOXvn57gb/gamDCz2C7HYxsXlb5aeo9QeTb9mNOtf2IUMi64ZNQ80pZr404z5SiPHgR3U/CNShGnxCR9fZX9Foye0S+/2SbeH1JRBl8gKrzfTE2QA80fNT6iezKizeOfOu8nlGWpF5EWpH5G1j9P4KKKOTgJf7huHf6rA4jD+zfVDv5ZNS4U7spM13ABWFWbhXZg2j4ebV76Cv7GRyvsVKxtVmGm7QfdeMitiH3vycxjR2kxKRuQF3dsa/6nUUMAJaBm7hinHFgMkJMw2vvBsr4kyI38yI0uW8OXegOSvWw9R2FLODQ0lZHzdiuPwlbRlnIUwsCjRIoRgYpgws8VRExov3bFiOO2NZP/F6SyjWglkoxRYPCClVANCFiHEcmASsAO4QUrZLoQ4F/gtkA7UAjdp6uG7zUlLX0opP5JSCillkZTynM7/1kgp66SUs6SUhVLKS6WUPb9i95BZs2ZhtUYWFzscDubNm0dRUZHuOlarlXnz5nHnnXey/LYfcpO3iXR3O0hJurudGXtKKaypwBTmi2S1Whk+fDhqfZ0QgsmTJ7No0SImT54cXC+WP5nd28G7P72VW5Y+F3HCXpCXw1NjzyDb0nWyyzabyLPGcfKT6mA545ObFUgzd70v9VQ82GYNCjKA/x4zhKXjhpBt7s5PUQTF0+zSds7d60EEJEiJCAQ456t/cNlHf1NWDbTga38Pn0e50J11qIOfvtPEg6818NN3mkIEmSXFxAXzlXT06OI8Lr1xHPa00M9ZW+AfekjKnEy1kWNvf/0aG4nEY/LwWe5nHMmIHAA8Z8QcFk1dRH5aPgJBflo+i6YuYs6IObr1Znp8eOTDmOtoMfY783MNy0mRofsM7yw1mRxYzPq+XKpoObIln0CUIIXefsIZ0FAXYRar5/h/6acfc9fyZxlYV4OQAQbW1XDX8meDgk16vVQ+8qjuPnyVlVRkpbNx3BDWFI1g47ghuK1K7VfAG2av4hUcLYk/ihJNwPnsdVhMVoqyZ8S9PSCkMaCnGPmP1bn1O5BN7lwuDbu/L2wpZ1bdB2T6WxmaNo4z0+MTZCrmztmUKom8NhaxnP51j+dfwUj2Xxs38C0p5SRgJvCE6CpwHwP8QUo5DmgGftxZevV74NtSynOB/wc80hsHctIL/U8FVJuKaL5i8azzmytncU24P9nVV8d8nZa5c+cyZMgQNmzYELMezR2j23JBXo6uO/p3SveyudG4SH16djoL83O5a89hXAb1WV7AIiVLNQIsnuPI3/RF/HW1AtJ/Oo4b83IoL6nC9tqeYDrT3fR/EAi/UPnwuT/CYhtnuEm9bq/RxXnBx2o609BYVrs3nUYOicQjPHyZ+2WIGHOYle8yltfY6gOrddOaesSznnZ/iwaZcZr1FZMa+XpNahz+NZ2ldpsyh7Ox8TOOHn0JrWDXiha1mH1QcTUpGX58LjDbJMKkvx8QIdFPm8fDzW+9THXFwZDIltYSI2RMUusRnlhyf0hdmBbZ2EjTqlURnmlVwwazPd0S4uyPlCHHH2+RfjhHSwYwdNZR3V4Gi1vpHE21ZMa9vd7mqokFLHp7B42u0FTlir1zQ8Z8AQh/CgP3LuAeHICL9Si/n6kNJVil8u+i7BmIbvgkOkxwWYaFnW4/FW2JpRuj0Z15mabcpCg7zRHAo0KIi1CqJArocn44LKXc0vnvvwI/Bd4FJgDvdf62zXRafPWUpCiLk6KiIkOh1BvrxHqd3jb+uO4TmlOMhdkAc/fuLl+fqLR/v1lVz2MHKqnweCmwWblvRH5QPE3+eIehIFMJnzEYi7KyMuy+DlyW+K07HthbEdy+X1ODEinIoi+32sx4PV130EZt+dOvGc17z+2MaSyr0mZPDemsvPDlC2nqiExzu/wuznohtAGjsq2SB7c8yGMlj9Hc0YzT5qTJ08TwilTO3ZNNmttMm93PZ2Ma+LoguoGult9s/Q2vl78ekfZc2Si4Pse48VEvLQnQ0WJh/5ujsH9nJ82sQCvIpIS63c4Q0dK434m/aRS3LH2OZ2/7PmbnPgZPO4bZrnz+kq76wHRa8HcIXNZ0BtbXcvPKV7j004/xAbvGjgMhEHY7stOw2XBMEhgKs6N3/4LqJ58KGf+0OyedgC8sTSpEUJjFI8KGpI2jKHsGqZZM2n3NlDV8wKG2XTTud5I2sJ1+ExpDPmvhT6Hf3gUAtPuaY27/eLLom+Mj3PzVurH/KFyDtNdhcefSb+8CnFVTAbgVO+tRPuMMf9dn3V2BKYQg1QznpJqx96L5dYQfWRx49zdT/9bepDXG6ct1QH/gXCmlVwhxEFC7f8IvdBJFxO2QUl7Q2weSFGWnMFP2fWVYU2bx+3h4XPR6pmi8WVUfEgk74vFy157DgBLZirdJQM/oUw/VdiQw+dKEjlO19vjwtT3BNnoATBn6AsyUobsdVZC11ntY/+JOBIJApxlneFv+xuW78HfImMayAGnudp588slg9FNPkEXDG/AGX9PoaWR4RSrTtudiCSiiI91tYdp2JbqiJ8wmvjiRNGsazR3N5KXlMTRjKFurtkasB/B5u5XrcxJr/pBSqZEacfWHNPg/1HMlIbuwBeew1mBk6dhngyi+7OcATF94A39/9hm+elEROTtHFfH3S+bjFUpkopVMsCqpcn+WpOEmH8e+2UHGSjOp28wgZVCQQYwxSZ2iTB3BVJ2Ty4D6uqDQq3zwIRpWrMC1tYT2s4brqtOdo85m8/n6XmRaEeYJuLCKFMwm5W8zzepkSr8rAaVWrOLjfNqOpTLsghZIbQkROFJKKtr3JfQ92DP0f9fdJdzNX6WkagqPV12CSSedOECzrMWcTmanMGv3NZNmjT+SGI5FCM50WBR/sbf3BdOPplQLznkjEy7Ad31pPIc0Gkm/st7h8ccfZ8WKFezevRspJRMmTOCBBx7giiuuOJmH5QSqOwXZTEBruDhECHGBlPIT4FrgI2AP0F9d3pnOHC2l7H6ReCdJUXYKM7mjFfaUUjJiPK02B0JKpBCke1wsxBV3hEqPxw5URkTC1MgXKLcJ8aQZ9Yw+9VBtR6JZexhRXlKFpy20TsRivxBf+3uANu1hwWK/MOb2pF9JM2rRtuXLsJIUo85PpKT4wI7gxIbS6i6X+oubJnNT9Xz6+3KosdTz/ICVvO/cprORUM7dkx0UZMF3FTBx0fZhfOPQLbSmNFAy5B329f9MOW7pC4q6yrbKmCnNAEocPhZSBsvnYmKx+YP3nCkZPoZcXEVWoRIJUmsdVaf6rRfPwmsKSxUJAQhqzZ3zN3PhwuuUiF3qttCjjTYmCTpHMF3/QzxW5YCO5fZnyfU/BJQaNLXjUs/Zf+eoohDX/uaMbNbNuIrUge3MG7Yec9ouqtwfhESPQj4Hk5Xz+8+jKHuGEjXbv4vBnnsiBIsQgoLUUZTWr9f/QMMwWSxccuMtca2bCFrvM62ZbK2QDND5wdebCM7V+ji7mFl1H2CVPira91GYOUk3hakW3UtksG5Mbz2Ty0fD63u65nYBgXYfDW+UA8QtzNpKq7tVU9Z5kEl6gY0bN/Lv//7vTJkyhdTUVJYtW8bcuXP54IMPmDZtWuwNHB+WA6uEENuBbcBuzXN7gNuEEP8P2An8UUrZ0Wl78TshhBNFSz2F0gjQI5Ki7BRm1qxZtK9aRWFJqC/Q8OHDufHGG3u0baMIV4XHy2MHKuM6PzlMQtfoUw+1czXayCg9ss0mXQ8jtW7M5/5IiZhpui+7S2u9h09W7g9G0FSMPNKAYD2Z1+vlq0++giGKILu98jrsUhEfA3253F6p+H3FEmZp7kjJtHNUUdBJ3tmexUXbb4IagsIsEQ4cEhQOkcSqq04omxS2rqSDA/uXdNafvQL4GbnATIZpIo8Hot9IdAg7r8nrmGb7iJb5/ghRFnVMEvDsdxYGBZmKx2rn2e8sDDYAgL6z/+bzLouYiuGzprBxwmyuQmk88DnqODb+eQBdYSaECImaGaX24k35ZfTrH3VCQG+hFWi/+NUmfugSODRfrAvJSzY/3zt7CC+XHGZvxmhAqS0rSB0VtabstYP/w5C0cRT3m4NJZyoJoPyG9Hpr/DIhu4rmdQfjWs/wGE4zemNebqKsXRs6qux//ud/ePfdd1mxYsUJF2VSyvTO/9cCRqnIsQav/QK4SGf5TT05pqQoO4WJp7mguxQY+JgV2KxRU5KDO58Pr0GLhWo7omcdEo3fjB5M1Utf6D5nsY3jnMtmse+z6qDXWE+wp1l0/ZKEDCBF5MVEhLXep/oVsXlT9fygIAtuW9q4qXp+TFHWZveT7u76bMKjN01pZt6d7GRW6UIgMVE2bYef4jVW6p+OtJzobdyeoxw9qjWS9dPi34ZJBAjEiNWpXmZ+nZ9WtDFJALXp+iOYwpfrOfu3ZOh3ltaFeatJcwe1hW/qijIVtcPSKLUXrabs7Mtmc+nNPzZ8/njzuqudeizcip0BCKqR/Ak365xWBg4w0f6NQRTYrEw2jWX9+2fzg0bjv2U1Ij0x51JjQaasaEgiRfs9sbZI7cVRT32B3pqX21MCgQDNzc2kpaWdsH32ZZKi7BQnnuaC7nDfiPyI7ko18vXYgUpdwTbYZmXb1ChGtlGYNWsWq1atCkaW1JRsrJDMgrwcXsix6Yole5qFGdeOZca1Y1l668ZuHZcWiSRdZ19S6Nt5yLBjbzcrNV/9ffpC1Wi5ls/GNITUlG0ujozeeC2CT87sT0pdzM2FcO37ErsPRBso948nGAGBOMIRqjeaWccsR3dM0oBKLNe0cTQHcg180HJ1/NYKGluD27MUnMcfZR21ItLcVs+rzWeP/eGnWjLZWrOKKf2uxGLqiu75Al7KGj6IWN+ekcElN95y3KNisRiU5WB9oytY1A/gy3Pgn5AdPC8c8Xh5zt+B02mmulGSZ/C9CgQZ/fpjs0TvJI/WMZmIXUWszsu1eRaWjrZxzC4Y6JbcVu7hyirlhu50qyczGuWW6LzcnvLoo4/S2NjILbf0fgr+VOSkjllK0ndZkJfDkjFnMNhmRaAIriVjzmBBXg73jcjHYQo9ySaSqtSjqKiIefPm4XQ6Kayp4LbdJfy9X/SIyeDOerUL5o/EkhJWZ5ViYvo1o4OPVT+znuBp8+vuK7O1UXd97bQG1SQWoMaib71ntFzL1wXtbDmrjla7D4mkOV0/emNkbqvHtB1+li710a8zOCNP4q1aOlGnnoCUXMNyhAcyVur/PrRjks5P+xrTVW34cwGh74OWIt0sbDEa/6RgG/8truEvMb3aVCzuXPzSh9vXbmhW2u5r5lDbLj6tXUubtwkpJW3eJj6tXatrHNubguyt0gqmLd7I8HtXM23xxqijkcK5+/IxOML8DAOjM5Hh3d5mQdPQNP6Em4BBqMuSbeeWpc9F9SEzZ9nIvHyY/tXKLJTn4qCttBp/c3RB9sgEO1UOE1IIqhwmHplgZ22ehex/0/duO5XprXm5PeEPf/gDjz76KG+88QaDBw8+YfvtyyQjZUkMMfIxU5cZ2WV0F72o3+CPd+hG5QQERaDqIaZnYaFywfyRbFq+O7RDM0HSc2wR+wK4aNtu3r3w3JCIlcXnpXjvDpDgTnHzpbPLl+z5AStDasoA3MLD8wPimyj2dUF7sNMypaOFDltk/VFKR3xmotN2+PmPNUqEDKB9sl8ZuXAS2MKFtBGlnlBKxssvuNDzEc6XzBH1ZHq0zPejzRTr+q15l3Pl658QrcWhZfiemF5tKsKfQsbu2fyjZg2H2nYxJG1c1GjYobZdcbn3b37lxV4RZW+VVnD3G1/i7ayNrGh0cfcbXwLENVBc25mpjlHabzf47Oxm1uPjLDr4FikhXZvCagoKqmijjzIvHxasGetu92VbaTWNK/bq16V1snS0DXeYsHSbBUvH2PjhaThiKdYot+PNkiVLePjhh3n77be59NLEuu5PZ5Ki7DhRFm4S20u1Xn0FI8HW2+ilUQVww6DQ/WsNXvUwEm6V+xv5avPRYM2KJUUw9vx8dm+tChFw4S7/6vbKS6rgOeCjz/hw8tigVcJF23Yz0iXwpILda2dK7RQmVGYz771Scpu30lQYwH3mt8gUiXVfhiM8WyHlsojxUsKjb3sBMCnVy1ynj2yzRKRD4KgZtplpn+yn6Tr/cSlo3sKFwXmYRmLmNa5DiiinJCE4RgGmtsiuSyP06s6m8RHTpLJvcz1d9hpRqC18HYSxV5saDFPMZPvRuL/ru1QFl55nWcjbM5uRfuPOwJa6yDRpd/jVqh1BQabi9Ut+tWpHXKIMQgv/AfLXbEM6dL47qaQ2n6xysR0/t2InD1Mw+qUKKue8kUonZdhxpZ6fF1wnbeKAbs+fbF53EOmNfkN2zK7/wz9mPz0TStFGuR1vHnroIZ588knWrFnDjBmJTa843UmKsl5CK8IcDgcdHR34O0+wqiUCJGYSG84777zDtm1dJ/uUlBTmzp170sReZdVKDuxfgttTid2Wz+5+D/HHukG9Gj1bkJfDP5pa+cvR+uBNrkMIznMmXvQULtw+eGk3X314NGwtQf7ILPJHZkWNvGm3CcBzMHGNBBpw24/RknkMTypBgWPCRJqlkI1XFmLyejlv22cMXH0fj84WbCk0M7hlMFccuoJUfyrt5nYqHZXku/KDj7/K/kp3HJM3dVJk3Z0QyvLGv0SsPynVy3ezfVhNnRe/bGi4Xvlkw6NKvcUWLmQZP6JDKF2PtXRaW0CIwIk1jFxdR09ohRP0IhO55OqIQHM9DHwwfvsVn0N/7qOKt9XCzpdCa47OmHA2h79SIlDaaNjZl83mOzc/zq7Nm4JWIBm5/Zi+8AY2PP8snlb9KKc9vXcK/Rra9Rt1jJbHg7m8Gd+ELAgfl2YSynJgfZWLTaKN/Y/Njni9Kraa1x3E3+jpSlkClYv/EbKsO8IsngL/gW5JlSNSmMVr63OqodaNnejuyzvuuIP//d//5eWXX2bMmDFUVSnpUofDgdPZfT+704WkKOsFVONTr1c5qblckcN8vV4vGzZsALrXLRkuyAA6Ojp46623gJ6Jve5QWbWS3bt/GRxgvcEzgmVHM+mgq9BXazbbXd6sqg8RZADtUnLH7tjbNnLlV5+LFGRdfmQ3PjotauRNy+jiPN5/aQ9ej18RZM49EdGm/v0PMGz4F9hsbXg8aewfdA4lx6Yztn4gnqNfUNCRjaWzmCvNn8bI1pHBOps0fxrn1p0LECHMAmb9bkKj5fMzZJcg60RYJQ0LBOI4TfZ5jeuCgkwlaG2hEUrxDCPvR61ugb+W9VOmhgwiDxeB0erRDIlm4CaJmH2pdkiuX/YHyja8iwwEECYTRbOuCHZOjps+UzcdueaZJ/R304d9sixVynnAd1Y2mMJry0z4RmdiqXLhj/ImwiNhaspRjXD5Gz1KCpL4fcmChxDHaKXbyj08MsEeksK0+2WPamX7OnNGzDmhRf0ATz/9NADf+ta3QpbfeOONPP/88yf0WI4nQogrgKdRzhzLpJSL43ldUpT1AqrxaSzUiJm6biIRtM8+07c3CAQCbNiw4YSLsgP7lwQFGcCL/ICOsGKkRMcs6fFA+RHdMhCvjL7t8pIqNry4K8SV/73ndvLecztJz7Hh8xinifQ6OWMRnAiQsV9XkBWO3orZrKxjt7cxZtwWxozbgseThvXAJGpq+4e8Jrzw2SItTGiYECHKTP46ApbICJPJr9/9l2k1sAbJ9OFxO7A5Im8oeopRBCx8+TUs5w/yDsOO2xTp5jtyeUxBtWz+wqAgU+kQdl6V1zGlZSs1W3II7PORGqupQItRBkuCe89wGvcrotNss3H5D38SFFuX3vzjqPYVwWhZbQ3CZEIGjFNsnrYEjjcKWQ5rxFxLdXl3SbWaaK9y4SsymG7RWXNWkBW9y1KLXspRegMJ+ZKpZF4+LETg6aF0WbpDui//syLAgkuPf5nGvxJGjS+nE0IIM7AUuAw4AnwqhHhbSrkz1muToiwBjOrEVOPTeAgXb2oELZaoivZDbmpq4sknnzyh9WtuT1eB6BYupBX9MS/xjlkyosFvfBKNNupp82vlESavKvGIrhfu32KYstTDnmbB3eZDmiJFz7DhXwQFmYqqO+z2NkaP/Qj2BKipiT4WS/U505LW+Nr/Z+/N45yq7/3/5yfLJLMxCwPODIswCAjIKAKiIkVFpVUsXu1Vr1qtt621tdel1bqhYhe1V1u139r6c7lutQoVFQEVEamyKKKAgzAsgjgwCzBLwsxkmSyf3x8nJ5OTnJOcZGZANE8fCPnknJMzmSTnlffyetNe+mOIdcEP+8l3zU/YdurmEP4B+TidicPm/f58du8+QSMeewujCFi8lcRUVvE8/00HiSkMiwzxE/7Oqayi7YvSpIJqf6l+lLCFAdEUY8sQ5XWlOw8zMuMyFmsrSgdnHGF/DlvfVwTZub/8dVqF+LUrV7DlhWVML7yIvGHGtWYqhf1Tp3fNMPf747jlX58RiKnTtFsEc7+fmZ0NwH0XVnPjvI3gC4FebZkvhN0quGWm+S5Go8hWJl5j8elRI77XFIxaYADfyK7LLIkMu23JZcB9wFCgDrhj9wPn/bMHhzwJ+EJKuQtACPEyMBtlIkBSsqLMJPEpytgol2p8milm9hVCGAqz+NTYmjWbgBt7JMzUYeR7/QEsQFhKijxhvrsrwHVThuF0VODzN7Ca03ic6w2jGz2px1jQlDxPFR8vaWxayLbaPxIM72PQ6aW014+ncNAmbHmtBD2l7K/5D9r3nGzqsePnXSZj+9omfAadYwAOR6IIisVikVSNWJdSlKk+Z7E4PR8C0Fl8MWFrfyyhFvJd86ProIixy/4tKTsIq8vHcPT4DRrhFQpZaWmpZNjwjVgsoegIpd7iYl7kKflzTQrTyEriSv5Pd9uf8Hemsgop0cyx1GNgawv7+g9IWI+1Lomfh6kinE4qfvfb6GBy96JFNNzyGwoXWmm7IoSIKUMLBwR1qxShJCzpF4N/8coqJhafFe3KjJ+PGYstx8G0S6+M3tarRzMrCPW6J2+ZOdp0kX+yY964+St8lVbtCygUpuirTv74g+PTegyjlGM6vmSxxKZH1Tq1ZMQ2GWT55hIRZE9CtPX7aODJYbctoQfCbBCwJ+b2XmCKmR2zoswkeilKNcqlGp+aSWHGsmPAoKhJ6qvvb+Se0UMN03ETJ05MqCkD/dRY1YhVrFwZ5K23xvG9730vbXG2oKmVG7fuIRARgWEAIXDnW3llrIXA+zv56ak/5T2xkqfkjwnruNmrZFqPoQ5ET0ZsPKexaSG1W25H4kcIsOe3UjLy/ei1wZ7fSsVkpfDdrDBT68tSibIVL9YqaSznPt37A4EccnKSu+Tb7dr7Y2cBgtbnLB6n50ONCIsl3vJiyNsudtpPYuiImqiIb2mupLxil0aomemWNItZK4lU20oJzZuLDedbqvxk4cuamjIAW6CLaWuXabbz2W2I4mKseXkEGxuxVVQw8KYbo4IMoOj882m45Te0fVFEw3s2BkxtjQ5Wb1g7ENdOJaonw2Hee+6JtCJlo2wTNDYZ0O30Hy/Kxk2fET127coVvPPEXwl2KaKivfkA7zzxV4C0hFlPRJgeoYpcxMF8iO+UHlLGH886Me3j6aUcY200ekKydGZPGgqyHJHcBwlePHmR9Z5EyzIiK8pMYhTNcrvdUdHz1ltv6Rb567FjwCDNOKH9YfhVbR2gX7w+a9YsgITuS73UmNUaYtjwjaz7uCqjRoA5O+qjgiyekFXw1vhcprw5gle/N5auoPFLqMRqybieTG8gejyDY6Jwu3Y+hET7zTc+2mOxdXHUhJcZWP2a6ehZR6s/aSpz+9omgl3SsMAfwGo1J9Y7rZ1pd1+mQnXpVzm6rg4WQc3xM/Hk5ZHn8XDc6W8nCDIz3ZLpYGQlEfuYZkRg/ZoKnCm+/KgzLJ+afSn7S/vTr93NaR8vY+wXNZrtcoMhKu68QyPC9KgvKWDT4AGEv7Jw4Cv91CiArz21N9yn/76fA+0vYMvzYz+zv+7wcr25l9s+WsmuDetobz6ge9xglz/qYxY7PLw3omBm0XvPSmB5iznPvHiMOjJ7Qyz15bGzHHEMTXPdDPXAkJjbgyNrKcmKMpMYpSjVFl7V+LSmpsaUOFtbNS5hvqMfkhavz5o1KyrOVN5d/rTutmrKLJNGgLZg8poir0PQ0eqnKWg8qyzXIvj9qPQcmtWavU9yCtg7ZlLKHFpsFC62xi0ZVkcnQijPTWz0THZON6w1S5bK/HDhzogFxg5Dfy+LJXVhqwTeHvq2Zu0zPku5nx6D2wdzXNtx5IXy+Gi6h+rPahQxFuHourrobQk0fFcbpTPqlnxcXs/fuKHHkbN4zIrAQIdNM8cyGWetWxMVZ/XFBbrzMKecfg4NxQXMu+7qpGnAHVVDlkxRjQAAIABJREFUCAeTRzqH5o+humQ6e29baXiB//Tf99Pa9TT2fOX1YDS8XG/upa+9PaXoa29p5vUN9dz+6ia8AeU9XO/ycvurmwBzxrA9wah+tCd1pT3xJjucx85yRFGHkrLUW8+UdcBIIcRwFDF2KXCZmR2/ma54fcCMGTOw27WpBrvdzowZMzRr1dXV3HrrrSmP1+HQ70La6+uipqZG9z49urr0vYv8/m7BZLbebUFTK5PWbDa1bUGpw7BezArRkUxmUWv2Pskp4P3RE1IXNUmpOb7TYS5Nqhc9G1j9mu74pFjUVGYs29c20dHqp7NgN1gynxQAvefXOrh9MBNbJpIfykcg8OTn89EpJzPvkotZdP4svhqa+OXPGmfBZdQtGRZWEBaaxUCe4Jes5jTT57Wa07iBv3M5/+IG/q7Z11AEcn10+5WhaRxYXcr4PQeS1pPpMcjVwfg9B3B2BUBKnF0Bxte3kDdhAu888Vcl+iRlNA1Yu3KFZn9PKLmoUB371cHiqnVD54b9mu1avM9iscVFkiLDy93la9g57ddsO/tHfDX9NopHpF+jWti/jAeXbosKMhVvIMSDS7elfbx0Mfo8+Kb6fGX5xnAHEF+w64msZ4SUMgj8ElgK1ALzpZSmLq7ZSJlJ1EhTbPflyJEjWbZ4Ma8uWECex8MJdXuYcsXlFJ1/ftLCfFDmInY4E7vpCvxeFi1aoXnMZHy56/iEjrlQyMruL0+I3jZjyKfWcKVKGQLkdklOmT2CgqNzdIeWGwkytXlAz1xWrdnTiyCaoWrEzdGaMpX4gnUpYY1ITJOdmreKuo6pHH128nRmbCRt+9qmaPQsbE2/GyyetlDvyLLj2o6L+p1FiTwJqkA7UNafSes3ANDcD9bssXJySbeTvxm/sKCw87z8ccpo2WpO43l+rHTnRs6jmYH8Td7IdkZzNU8nF4GR7Z+yXseNzr8x2aU/qeCroUOpOb46mpKNjw7GDhcHyD3lZN55+floXVb054pJA4JS6J8bCOK1GddNVpdMT6gNk4EwLW9s5cWnbqW9pZmK40MMPEm/GSToVCJm0qpE46wFXoZOV1zW1Zq1VAirlWmXXsn9SxKbQQAaXL1vdRKP3vSNns7EzZKlr9n9wHn/HHbbEujd7kuklG8Cb6a7X1aUpUHsbMaamhreeO01gpErvyc/n7UjjyH8+P/HKRgX5gMMHz6cU+u28d6I8RoBYgsFmbJrs2mbDICurgns2I6m+3L3lydEO/ksFktCNE8PMzVcACIsubmgWHHHB1zuT3m4wUqzLKZMuLipPMRF5ccn7Bcv+vb6A9y0ZTvbt7/Mj0adEY3mGUUQ47EHJc/dsTpGKBVSOOQKTb1YfPflhzkn8oz96sQ0WWR8TqpmABETSPtw4c7oGCZLyEHYlrkwC4cE2zdbOHFw9/ijtpBgsdvGeo9dk45MVV+mZ5uh/SEEO0eOZEBzC0c11PHP0wWrSx2cID2oU2b0uiX1MLJBeYYf8x4zCauBeL2opxC8K7/LKLaZFoF/Ov1/ADhvvlaYfTV0KOtOmkzIpryXPPn5vHHFNN6vnEKLpT9l4WZ+9MFLmv26arfSPkxfDKrjjNyLFtF4x52Mynckpj8tFux5+fg7O3RrwACEh2gNWMnYnYbBXykBqzY9arFLKqfsx7WzCEdBoaHLv4ojL48x084g95238OgUrwuhzLzsyxRmqpm4nRv292kNV18fvyckM7LOcviJCLBDXtSvR1aUZchbb72lCLIYQjYbNWPHMOLhR5j1nuLeHy/MJk2axKxZs5hQU0POp5v4d/lwOhy5FPi9TNm1mZEHlFpAsylHpfPTw7qPE+0UcnNzTXdfmq37kBbBMxYv5U2tnMpKqhrv5FEZ+RYuwdKYS2PRH6gonx3dZ0FTK9fX1hFfqdYlnDwavIrNW97hlAG7WMM0hJTIVKnLsOS8Tzx0tGovZO17Tk4QU/s3dv973mxnSmd5NZ2pJ8pkGB679j1sOYJgV/fvPr9jmFJTZgkn2JPs/vIEGhpGUlm5Q/eiLCVYfFZO7gxxYkkINYNaapNcWhKg1Nuf/JaJGrd/I3d/UGwz8kPGtX4ACMGGE6r56oQ9rB6nRIDmt9n5YWkAIRI7IEGY9sh4hh/zLt8zt72wMF9ebloESmHhodOvZ+P0kfyk9enozMqa46spraiLPu8fhM5gse0n3eLbOpC/nP4zoFvQhVwuCvsfq1s4X3F8iJXvTqIrrw3r3VCy0Mf4LxQrDp/dhjMQ5Fi3jxnvvQEY2yvE1obZC/SjZFJimLu2FwQpLBvAtEuv5O3HHyUcNLZd8XV08PqGel1BBkpD5I3zNnL7qzX4AuE+awAwmonbm+78evT18XuCGlVXv8SlY7eT5dtHVpRlQE1NjWEhvyfSXg/6hfkq1dXVPFVdHTV9jacwx9xcvurqaurq6no8E3OQw57UjDUWdYTSNWIFJ4W1z0M47GXXzoeiokyNkBm2DgjBu/IcVoyZQQiryYs5rKhWImrj65IXYMfiMojCxafPbHnJC8ljBRmA03cUALkj3uWYOHuSkaM+Ysf2k+ks2kd+/kG9MZWQH4RTICfuvhwLzChz88ku7dvUyN0f4POSz5kYI+KM8OXlsXp4d0puvcfOFaWBqD6I7Zb8Gf+na+haQGJB+nvMTMvkrJmy9ESgELzL9xjVfxunXa7sl3/0Pk0K/1Xbxbri+9nv/JcmWjbt0is11hIA/Ud3ctTEvXRFagRD/cF9eYiSF92c+Ul3+rO+uIAnrrua9uYDDC0Yy+T+39WkMIPhADVt70dvBzps5BQaiCoDYRbosDHt0iup31abVJCBUk/2h/dfJH/EIoTdhQwU4z8wk+DBCZrtvBHRUu/y8qt5G7l30WZcnkCfd2kaufO3zd9G27xtpiNbRtEws+7/hyqaFjsXOOgtJfeoCzRf9Mza7WT59pEt9M8AdYalHnkeD7YK8zUUM2bMwBZ3AbIGg4xbvQZ3xJw2GTU1Naxfv16z1tXVxcKFC9NqGLi9qoLc+Jl1SfCGJS8GEwcLAyz3j2DSms1UrNjI9bV1qdOiQhASNvMX84hn2pLJ+Wwaan6odJFHP4oQ7yxv8xnbHhjh9B1F1bAaQ3uSDetn09AwknBY6M8wNPjRnQ4vk096lQEDdmnWjdKUewv38mn/T+m0diKRhnWNeka0jQH9+YpX8n9YpVb8WmUXV/J/CduG0/xIUZ/7qaziUX6OBRPOtUIwn8uRDmWI+vDh6zXPu+FYJ0v3uiguZsy0Mzjnml9SWKYYzXrzJGWT94It7uIeeRwVtZtTjbLVdWxhXfNbdAbcSCnpDLhZ1/yWxmusYe1AwgHl54pterhR/J01lsSGiXBI0LB2IG/9/RE+W5a8LMWW46DgzGq8RS9jyXEhBFhyXDgrXsXWb4PhfmGUIeSS7i7N1zeY6tpPG0OjVtl9f9u8bey9bSUNv/0woUkCuqNh6rFiGyrMuP/vfGU7zfO26e4f+xiND3zM3ttW0vjAx7rnkQp1LrDP3wBIbLktVEx+gcIh2rR7JuPcvgm88MILTJw4kZKSEnJzcxkzZgx//vOfvxXjl8yQjZRlgGFqUUqqt9Qy8KYbTR+rurqapj/cx8ahQxKKlPc//EhKD6Xly5cT1pmXFwqF0rLCiK8HybNa6Ewy4gigRQyIfqiqrOY0nhY/xx+JuvXuwB4tAZtgRXWu6WjZGTVelkzOJ2DrvujnSL/GWV6Echiw/aKMzscowqbak+zaeTK7dp7MadNeMH1MIbojbkC0VlBPVKnsLdwbjaIdf+B4zXBzAEswyBlrajjfFVRqyiIpzHK7vh5Kx/zVQpiw4eTuOKRMcPU3K+pU4RUqhRy00VrDsU5hRQB6JoXw/ChA/XvH4HRUMORnM7i75nN8IR+n5Om/5kMxGbltFaWa+jJQHPiNxiNBd8H+V1NH8mzuNSntP8Jd6j7J30FqevOGffcjLNpIt7AEcAxYmhAtM8IbCHHvos29Hi1LV9iEPUHaXtkOaFOPyaJhqdz/t69tgo+bcMR98YyNpvVWCjR+LjDol0UUlGY2meBIZ+DAgdx1112MHj0ah8PBypUr+cUvfoHVauWGG2443Kd32MmKsgww8iyzBwKccu3PUgqpeIbU1DDks0RPKjUNmoxktWfpjn6KrweJHbWkR7kthCWUq/kAmi+uwM+h+7Bx55mPzKjibUV1Lu48C0d5Jf99YCsnDKgl6FQiZGU7LsLecAqQPF2kR9BTij0/UZjF2pOot/XmTyYbb6RG3A4cqErq7h/PZwM+o8XZojQKBBXRf3xMZ+LP3pRACO/k5HIolfmrypks5V0ZV1Nm8IMV0J5wTLOiTo2wWSNPd+xcSqOxTj/64CU8k0K4Lw8hLYoPiM/fgPD9g7EOpanC0gphnUCpNebXmmqigBGunUW8fPIPU9Y1AlidqaMGhWUDuOaxZwBoek7/YibsLt11I9o8Aea8vonfXzA+rf2MUIVO2oRkQuoxWTSs5JLRSd3/P1y4kzMN3lvqcXtrALqRZ2LslzZbjoVTZo8wfcxvEjNnztTcrqpSTM7//e9/Z0UZWVGWEXpjlex2O+dfeCFFGcybtFVUEGxo0F1PRbK5m2asMJKhijQ9u4xci2DOyCqO5Q/R2gmno4KWrt4ZmmwWo5RkLI58K0F/mFBQMr6uKyrOBtkFJ+QNx7b1T9Ftg1Ky0ZdZfG9/zX+w66SdvGK9JBpR+kH4JQZ8qT3e7i8TB393heGjTgvH5UpKrFJXnDkcnQTDnXw60Jy7vzrzsv/B3bT0240jAP3iSiGdQbjEFcRXEuqVeZdXo5gZvyeV7ksLYcZQww45JkEkXUmi8bGuqIsnEmETfihcqAg49+UhZOS7wFRWQQjmWy6nWZRpui/3/a57OxW7kMwqCnL8a4JCi5WDl2u3UR8n1nZDBLrIOVBPzkHlQls8wk3llP26I5hiOVhQrPsjxadcAx2pP5pjZ2GW55fT2JkoBmRA//GS8eJHdUw6urRXImZ6Qscs8SIsWTQslUN/R6sfb6GNPB29r0bTemsAujoXOOE4kbKIr1P3pXvRIvY//IjhmLG+RkrJunXrWL16NXPmzDlkj3soEEL8HzAL2C+lPM7sfllRlgF6nmUzZszIeAD4wJtupPGuu5E+X3RNOJ2m0qAzZszg9ddfT0hhWq1WU1YYZkje6j5b02k5aM1m3ciaFaWGJVcIPPG1AxlOwLYHJWfUKCrDYhXMuHJM0g+6+C6o+oAET4ixTiu5FvCGYYsvpKxnwBrxHZaIcwgI5W3VzECeFr/gO2xkZMyEDTUFGdulOb+zi/UeO6+64O4KL6W2xHOwtcI5by9m4XWp37bxMy8HHEzINHdzdnfXZwLqTmn8eq7m6ag4U1nNaabSn1fztNK9mYLvtKyKdl+qtM8OESpVolrnLfyQ//zk44T9QgZ+xiVWydj1YMGKiDtW4UIrB/YP19huyBwH/grFBHzggC8ZOr0Ri115snIKgwydrgikeGHWr8PFwcKShMePrWuUQSsNa5NHZo4/+1zN5IEbTryBuWvm4gt1f4bIsB3/gZl6uydFogwr7w1Rlq6giSV+8HiqWZjJHPoLSh1sae/ihDyrpoY3BJRE9he5VqQ38QuZyDWZjo9QNeJmtm69U5NBsFhyqZ54JzPPOzOtY/Ul7kWLNNedYEMDjXfdDdDnwsztdjNo0CC6uroIh8Pcc889XH/99X36mIeBZ4G/As+ns1NWlGVIrGdZT1HfAJl8Y9Gbu5mOFYZZjFrd4zEykIw1lI03kZ0UsPJml5cuK4biLNciuLi8hOUt7dT7AwwUFk6v9TCqrsv0N0/1ftUvyJFvZX8Q6tsV5WLNEdhzrBBIP3UJSlo0YNV+gAcsdtZWjeNUViZYZaz7+EIA/BY/649eHN1nsdvGlQUB0InWOBMbHnWJn3kJxroqnOzX2kujBsymP80gpOSou7QNHnmfaAWaEdZWbaozekxXd9eT3rFqzq+OCrIoFitdAwZROWVtVJBF74rxGYtl2tplLJ1+AUF79/nnSD8XBxeAVUmhl26/gLamNlwoNWrCasWRl4evo8NwFNR5VecB8Oj6R2nsbIJgMb5950TryUry7JxXXcGKrQeiMzFbO/3Rbsx4ests1ii6lXpHkTB4vCfzKk+ZPYIVL26lJSAZGOvzW2jn4NLdtM3Tn1sLINL8wqh+SY3NIFSNuFnz5fXrwP6HH9EEAgCkz2eqlrmnFBYWsnHjRjweD2vWrOH222+nsrKSH//4x336uIbMLbqMOPNY5rp7ah77gRBiWLr7ZUXZ14Si88/P+I3QmwKxp6QykFS3SeX4X2y1gBC4gqHoMaB7uLE9x8p3Lh6V9sDzUVPKTaUN9MweAc1afPeUUX1bhyNXk66MLdzfv/9oNpZu1Gy/3mPnR8vChL9rQxb5CXpKafv0bETdHjr76RsSx9PfQLzFuy/4bNDpg3xznr19TsrRTVLy/Q/eyfj4hQutmlQngEXaKXwteYrNk6d0uyb40O06wdCDTG9dHYq+csrZHCwo5ihviF/uCPO9piuAK6LbVZe4qeusjRbyx4swPc6rOi8qzszw+oZ6bpq3UTeCWlncOy+IfjOHKYJHB0uejaLzR+B64wtNhEpd1xNbmc6rHDWlHPvGfdi+PKh5/Vs7goTU+lGDUHLYk/6XtIry2V87ERaPUc2ymVrmnmKxWDjmmGMA5frV1tbGnXfeeXhEmSLIngTUlvajgSeZW0RPhVkmZEVZll7HbFQtnf30JgLcvG1PdL/exki8xa797RfvISPX8lTWHB9ZT9EWcltDHD18PYvlAd36sLfzTmbYW/9F2NqtHlyj/ezOF4CxzYFKSz8lZRlPuxP8OYpoa+kH/zxd4PXYudQRME5hHkLmc7lxKltKZr+/lBvnPZfx8dUIWDQ96bJQ+Fo4ZZQtz+Mhf9i+BHE9eszqpD5jeoz9oiYqzi4e9hvdSEyerR+2HIdpQZYJF0wYxL8+qWP1Tm1zSq7dyi0zR/fKY+RPGGgoysKe4CEdCm7fbTLMHEd8GvWbQk9qmXubcDiMLy5qdwi5j25BppIXWc+KsixZ9NAbA+UNS+7f1dgnoswM406r5PMPlA+1FdW5SQ1P47vrQPEgMyrYLwl/XyPIAMJWByXh72NGlP3zdKGpKQMlKvbMOd0WGCpT14HTZYWzQ0oqMwxmXS3icToqlcfSKXQ2g5HHGMBRrc09EmQqZlOdsVR/VkPojIYEHzohAKE/Z9W9uyDlcT3Bg9FB5vHr8XM4e5vXN9Szvk7bJCSAiyYO6lVbjFR2FXCITF0zKBWNrVn7ptGTWuaecM899zBt2jSqqqoIBAJ88MEH/PGPf+Tqq6/u08dNwtA01/uUrCjLckRgNAbK7HiovmD6Zcfi2udh7zZXSmsOPbGRbAh5QVdiMXiy9XgU4aV2X3ZHxRIEWbQhwAofKPdFbSOMAgQBlAppB5oIkUXaqRpxM0BCobNZDOdgyjA/Wfhy2sfrCZ5JoWhELafjC8JJAiZ6kxqKhnVQv0Z/+6H5Y6gumU6erR8SqfGRi50G0N58gCeuu7pPImYPLt2GN6AVmRJY/Fljr1ligHEK03Gs8lru3LBf8SULKaop5PLr+pT1GEFawkzkWCj+j5GHfUxTX9GTWuaecPDgQa699lrq6+txOp1UVVVx//33c+211/bp4yahDiVlqbd+yMmKsixHBEZjoAY57DpbHzpm33Qi29c28fuORmSSeuAy0aK5IHSFlYJ+Izpy2ijsSowAduS0mT631eOsrB6XfBu9hoD4FJ/oBCTIAiXdNzT3MvqHJrHr9d/j/k6zIlpkCWWDz40WN9usRYQxKcpi0n+6czCl5Cz5NhOHvw/r9H/f704+ladmX8r+0v4MbG3hJwtf5qx1BorIBPHCVBam3/NgLwgya/C15Nn64QkepKbtfeo6axmaP4bJZd/TjGVS3cxjt1Npbz7A248/CtCrwsyomN/lDXDCve8w9/vjMo6Yvb6hngeXbqPB5eWvlgKqsSQ8f56PmvB81KR/gJDE9dqOXhVE9qp+BHaaT2HKrjD+r9zfWFEGPatlzpSHH36Yhx9++JA+ZgruQFtTBuCJrGeMEOIl4HSgTAixF7hHSpnoAxRHVpRlOSIw6upUGwAOJ6OmlCPfMy6OzbUIbioHZ3MlXl8DbSHBYrdiVmrE2qGLmb7rUuzh7lq1gKWLtUMXG+6TCUYNAfEpPltlJSPf044XmxDzYd7YtJAtW25FCaNBMJSeaamK4fQAsQrvNCiZn7jPu5NP5aHLr8HvUBTUvv4DeOjyawAyFmbts5NECk1i95VGU5P59iImlylWH9Ul0zWCDJQOv86Am8V7H9c9VjgY5M3H/gz0njCrLM6lPokwu/3VTQAphVmsAKsszuWMYwew4NP6aBSuOiwyauKVXWH23r5SG92yC0ouHJWRUAo1Gk/BMMLzURPezw5Q/P1jvtHi7FvNXPc/mVsEvd99+V+Z7JcVZVmOCMx0dR5Oin0SV27ipUeEJQ+NGcpF5cfD6LMZ/5y5tNAXAz5lZMl+Tj9qHzm5Lrq8xfx731F8YdvTq+dt1BAQT6qOrG2fzwFLhqnkuKfN0D7DIEP81OxLo4JMxe9w8NTsS9MSZbHpynSJrykTQTtlO36g2cZmsUdTlnrk2foxNH+M8bgmKXnnib8CyYVZvEiKHzQ+5/VNvLR2D6EUswa9gRBz30g+dun1DfXc8q/PCES+LNW7vPzjo17M+sSfYkDSNm8bbfO3gSSt+rNMuigBpDcUTb9mhdk3FEWAHfKifj2yoizLEUOmXZ2Hgv/pV8wDXrdmrqY9KLkttyijcz4xL8AZJduiHZGOPBdnHO1iX5s9aYQtXfQaAvRI1pG16817CDnSj0L0FvtL9QfIG63r4ZkUwvXDEGTw1EoJzZ8XUzSsI+roP3TX1SBg57RfE3S2REd49Ws8xbC4XwjBseNLKBqxG0u+V3cyQKri/9c31HP7q5uiUSp10LjKHa/W4EnDYd/lDTDstiUM0hF3AHPf2BwVZHqc1VeXmJhB5nrzKfUaBwyaZE3jeuOLrCjL0udkRVmWLL3AdadVwapd/L+DLlxOQbFP8j/9ipX1DJhVFEywqMixKOu9KcpiGwLKYiJmsRcv4XTSefGvee6O1RrftlFTymlsWshuyz96zWQ2Ewa2trCv/wDddT08k0K4Lw4hIyNJRQeE7SB68LTWr6mIFvUPzR+DHC/ZP+45pFUZ6RXMbWHfuGdp71fLwbJPsOZ7o0KtqOlUANzlazgw7gWskX2MJgO0tzRjhF7xvhrx6vQHkwqopD9fjLiLFWYub/Lo6LU4ySx5aR4ZCNM2bxv+r9yUXjBSd7B467xtGU8OiT6Ojtt/liy9TVaUZfnWoWcM2xtz6K47rYrrkty/ZNcS08cqsepfPI3We0J8Q4A6M7O88CSc1T9AOIqw7IIibxcdKHME1/37GRo8iwiF90FyizblMTiN+aQes5QJP1n4sqamDMDh9yd0a2rEWKx9RSHGXXmRddkJ5Otf00M+q6abEmDXqJujgix6KGsXnUevxBo5hirUAIqaTqV55IKEffQmAxT2N7YNSVa831O8gZBm/NLrG+pT7AEDD6Fa93zUhOfjJsXSJQ4BPRJkWbIcKrKiLEuvED86KVm9Vzrb9jbx8y87Wv2seHFr9P5ULv7xa8ICMmxuyPD9a+83fZ5tIaE7/7Izs9nOabF6nBX74Encsv9qLEHlQpZngRPyrOAJcbD8QwZOeIGQ7DIVIVvNaTxFd0dlMwN5Sv4cID1hZiCc1LqxZN2XqWw+ks4/v7OUTUMG0G9kO0ef2YCIiWDKMPg+nZDQTRl06kfp4p8vae2ieeQCippONdwnfjJA1YTJhuearHi/N6h3eRl22xKKc+10dqWu0dqPpByBu3wNzSMXaFK5aoSwVzkE748sWfqSrCjL0mPScds/1M788Xy4cGdUkKkEu8KsnL8dvy+IjGQoOlr9LHt2CxaLIBzxT+po9bP8+VokMrqd6ujf0epn2TNbWPbMFoRFMZadftmxmsdxd2mNOpOx2G3jspIAtrgUptOi1Jv1ZgpTjx/tn40lmHgxLd9XTcHQ9xEW81e/+VyutbgAuoRT11DXEAm5Hxgrp7PWrUla1J9pN6XohK0VpYQtyi9ChtGIMgQUTP2EnXyCCORz1NbLKWo6FZuvP8FcA2EWhyrGjPaJnwzw2bI3ATjrJ79I2PaWmaM1NWWgOPTHpzR7itnI2+P4uOmojewb92xCKhfoG2GWJcsRTFaUfQOoqalh+fLluN1uioqKmDFjxiGdhZmO2366zvy3bqvjhYbW6BfgPAEPHjs0bQG3fW0TK+dvx9ep/+1ed10SFWQq8bcTjuPcR2fBblZs87Pm93mc9/3vZvS7WO+xc2FxgHhPeJvo/bqyWGb6LJxR4cN1xq9xqW6bMem24NEr0s4CGbn0J3Pv1yCBoJWS+RmOGQBTHZXxJUfhIJTOt+KzKx+TQ05uwxL3ialx8c/ppOk4xYaobMdFGiGibIBuZNHm64+Ukv7bL2TfuGfA1v1aDAcEDWsTi8tjhdnrG+q5d9Fm2jyKUMqzWyjOteP2BqIWFS+urSNFs2Wf8C5BfjgqMS0bGyHMkuWbhhBiCPA8cBTKO/8JKeWjZvZNKcqEEEeh+HdUSim/J4QYC5xixgQtS99TU1PDokWLCASUD2S3282iRYsADpkwS8dtP51tb1q6kpfsBZorn0fCdbVKy70ZYaakK2sJdvXdFWnT0BxWVOfizrNQ4HMy5csORh6oxx/0aH4XxY5iXH7z/l35BhYQPakry7Xm4g3pp7dm+izMrOrAEtU+Oo+TQVmOkUt/GcYF6wmPaQvRdnGYkvmZiVFrK4SSNGOGg9BSq+2gtL/poO0LBwxVivet+QZWFbFYQjSPXMB6PEKGAAAgAElEQVSIlX8C0EQZ8w5U0z5otUagiFAOZTsuQghB8b6pSMI0jvinYfdlLJ8te5ONy94kDJSVzaCtcBQAnkCYQEjy8CUnAHD7q5sOmSDTM803SssapnizZDnyCQK/llKuF0IUAp8KIZZJKbek2tFMpOxZ4Bngzsjt7cA8ICvKDjM1NTW89tprUTdwlUAgwPLlyw+ZKEvHbd/stu5Fi5iXW2lY7GNGmL3/z63R2ZTJsFhFyggYaMVXkSfMGTVe9vS38elIR/Q8O3LzeH/0BABGHqiP/i4AZnw5E+kP4LF6+Lzkc8O5lypGdWXJxjMlw2l1cs+p93Dbytt07z9riCdGkKVJyAKWsK5o03Ppz5E+LubFhG0NGwIEeKdJXfNYMxQutCbWlEWeWtEB4s18WvaXUW8vxxkIMrqxldqR1fz19itwFxZTJlu4mP2m0q2q2ChqOlUTCQqGA+S1jaR5lHFtVcm+aeTsrTY0kY1HoIwpPadZeY3tiAizQFjy4FLFW6u3U5fJcNot+INhYoPhRmlZm8+8ZUmWLH3J+OfGX0aceeymqzZl7FsmpWwEGiP/bhdC1AKDgJSiLPnAPoUyKeV8IiWUUsogyuS7LIcRNUIWL8hU3G7z9Us95faqCnIt2quxkdu+2W3/8c770ToeI66r/YoFTa26921f25RUkAX9tfjcT+Jr+zPeticJ+pNHQTYNzWHJ5Hzc+VYQAne+lUUn5WsEWfTYVhtrq7rbGd1uN68tfAP8QQSC/FA+E1smMrh9cNLHXOy2EVf+lnI8kxEV+RXMPXUu51WdR7GjWHcbmyPTKmkrIwrvxhLQH8A9lVX8hL9TJveDDFMm9/MT/p4gcNSGgGYxEISFZjGQp/g5qzlN2cDMp5UBeZ9YKXrRirUFxXS0BYqfsVJ5XQ4Vt+Yw6P0AZ9bWcW7NLs6sraN2ZDUPXX4N7n4lIATNljKeEjHnkgRVbIRkEF/Qg5SSzoCbdc1v0a/pFEas/BOjlz3LiJV/0k3fGZnLJsMCnN2snbjQ4PIadmP2Fo64okdvIIxVCOzW7vdE2Y6LECFti64aITyiMPtdaPGv4N5SmFuk/L34V316Wkc67733HlarlWOOOeawPH5EkD2JMv9SRP5+MrLeY4QQw4AJwFoz25v5dO8UQvQn8r1SCHEycOiu+Fl0Wb58eTRlqUdubu4hO5d03PbNbHvrtjqe+4/LTbSwC36/Y5fu47z3orHICvprCXqWoUSYQYYOEvQuA8DmGKPZ1u6w4si3saLaqTGGBQhZjc+vw9H9/AshkCFtzZpN2jiu7bik0TK1bmxWUZASq6QtJFjUlsN6rw0hzOejKvIreOcH70Rv33bSbYbRsnSxWHI59tg/UFE+Gz6CXR2/R1oS6/MMXfpjSNkQ0MPOuvjRUcnQmxJgqjkhbKVsx0WEZZiPD7yZ4M4/ofQsnLY8g50VPEHz8xljideslcXKazDdbkyLgD9frKQ+576xOWlRvz+Y+EsJhCXFuXbyHTYaXF76NZ0C0KfdlzIS9uxLT7Q8M7Y5i38Fn8QkkWSo+/asP/fNiR3BNDU1cdVVV3HOOeewY8eOw3Ua96Gde0nk9n300OVfCFEALABulFKaemObEWW/At4ARgghVgMDgB8k3yVLX5MqEtbV1ZX0/t4mHbf9ZNsuaGrlufoW055CjUH9i2woSQ1Z0LcKVZBFkUFCvlUaUWaxCk6/bDSjppRz24qNps5HxRFQnn8hLUgDNZEXMr44PzDtAeasmsN6T7c4k2ELue7L+c/qCl7Z87+mz6WpUzv0+byq89iwfwPzts3TrHuDkGeiZMvpqMTnb8TpqKBqxM2KIAOGnfxDHE39okPJnY4KSvufQWvLCs3thobEtCWkaAiQkLuyDy64ViuVD9wfHcpcO+44CIUMpwEYNidIot2XBQ0nsbZ5se64pA2t73JS2blY4zsGIgTDAWra3o/ejvU/0xtWboTdIrhl5miAhG7MZOTardx/4fioF9kFEwYlNBKYwe0NsPGecwCov3t1Qiq3J9hH9CPU6ImOTQrYBQ+GfIwOCy4kp2+EmU1QesHI1Nt9+qzxelaUaQiHw1xxxRVcd911+Hy+wynKhqa5bgohhB1FkL0opXzV7H4pRVmkUG06MBoltLdNStlzJ8IsPSI3Nxev1/gbcCgUoqam5pB2YfaUBU2tXF9bl5bJo0WGee6O1Qn+YUkJt+suy3A7BaUOXVNZo1o4I/z2HFZWncBvCvqz5atPdEW0x6o/mqgop4jzqs4D4NH1j9LU2UR5fjk3nHhDdN360VcJosqI8vzEb/hzTp7DhIETuHfNvdHC/1cO2vlhaSDl0z916krD+yrKZ0dFmhHFxROprZ2DlB5NVXiZSNIQECLjIv+khMNRQQZQ+cD9NNzyG8MpAcmaE0au+Cue4EE+bkuMkKmo66rQ8oe9IMFhzU0QXUPzx2j8z2KHmicTZrl2C/dfWK1x3ldnYRbn2XF7ApqvCQ6bha5gWHdOJijC7IIJgxh+2xJDj9141CgdAEkiyukw+IFphvedE5n3+bnLy00il0LZu9JM2E3mzqWB+DVaP8z0lZG2GX73u98hhODWW2/l3nvvPSSPaUAdSspSbz0jhBACpe6+VkqZlho30315HYrS2xy5XSKE+C8p5d8yOtssh4xDWezfU1T/snQ/usJYdP3DkmIp1BVmhWUDuOq+qbq73F5VwXVbvjIvGIVg8+Cj6Rh7NAwu5B8tHjocuRT4vUzZtZnhzXV8XvK5/mNNuR1QIlqqCItnzslzeGXbK4RMPGM3nHiD7rre8T9YeSqBwL4kP1Yuq1dP042UmSVWuO04cwbBhgY8k0Jc/MMXecpu0BCQuRtGcuJqMovOP5+GW36jOyXAqDkBoKvDxvzd5qKXdZ21pqJd1SXTNYa00D3UPH5/CXis+TxyyQmGoqqnpGNMq0bpoHfGE1mLk5vMxf+M8bMvHceW4N/aRsiV4gubAaZ/BmHVF2Cir17AmZPMSLuvhdmKFSt4/PHH2bBhA+LwT1q4A6WmLDZ14YmsZ8pU4IfAJiGEmma5Q0r5ZqodzaQvfyqlfEy9IaVsE0L8FMiKskNIvBdZsiiZyqEs9u8pc7bvTfAvM0OxX3kezHRPqticp2lqygBsOQ6mXXplwra1K1ew4rln8La3ws9+l97JCcGc7XvxSYHXqbzfO5x5/Hv0BHbn2PA63krwD7hk9CWGQiyWJbuWKB9mKX7sXGuuqeOpfGfaGpa/dwzGBw7i8ysNFD5/A1u3Kk3Z6QozlYOD9tD+8xChUvhO6yroB8/b/5sOlGL3HJQ0sFW/n6Pn6FwQbJWVmikB+0rL6C+buZh/MMX3IWE7Gr8yIy+xdNhyTDUrp5zNwYJi+nW4mLZ2GRcH9Qv+9RoBbPYc7v6HuchpJry+oZ5Of2oHf4DiXLtWBNoFBDL35BB2C/1mDktrn/wJAw2Hh3du2I/rjS/SEoupRGGUiT/S1pTFrn/NMDLS/nDhzj4VZc3NzVxxxRU888wzlJcfmqhcMjZdtemf458bD73bfbmKDCcCmxFlViGEkJE2PyGEFVPT7rL0FnpeZGYoKtL3NzrcxI9ZyrcI2kIZVHFLyekb0t9PrRsL+lYpETNLIdhOY8VLkv17tkad+GtXruDtv/+FcEh53vt1uDhYWJLWY7UFQwkX/pDVxpfDhlDV7ESIXNx+d0J6MhWPrn+UoEx9kczkW+jYsX+itvZW4qsUhMhTUo4xhMNedu18KCNR1ti0EPflYWTk0yQUaSfqIsZihH48JX9O3iYL5/FR2o+REosF96JFmhRmwfTv4HrpZc2UgPriArZVlPK5fSTFx7ipnHIg6meWzEvMDFuOqWbp9AsI2pUn4mBhCUunX8CETe1ccCDxo1avEeDGf5guWUmb1zfU69al5edY6QqGNUPOc+1W5n5/nPYAwcwFmbXYQb+ZwwwFViYYCbbODftpm7dN5ySEeVGo1o19+qwSMRNWRZB9DevJjMo8UpZ/9JDPP/+choYGZs2aFV0Lh8NIKbHZbDz//PNcdlmvND6aJiLAelTU31uYEWVvA/OEEP9f5PbPImtZDhGpOi2NmDFjRh+cTc/QG7OUKSIsGV9nvqHBYhXRFKfNMSah01KGidpoTL/sWN59+umoIAOYtnYZb59xISFrzwdhhK39cXe5cVqd3D/t/rSiWZBYvG+EJ6hft5YMVWDFFuxXjbiZLVt+rbu9z9+Y9mOox5c52gv2fKHfgflC9WWcN78PRFkoxP6HH4mKMveiRbyyay9P/O9faC7oT3+a+c/Olxi+ciu+3TacgSDDt5/AIP93o8X3XUUvUHnZxoxF2sopZ0cFmUrQnsNjoxzM2telnakZ1wgAcO4v9X8vvcWDS7fpNgoU5+Vwy8zR0Xo1o5q0VNHc+FFeA+svZejkK9ISYq9Hasr+4BKMwEpCH6bqaqvnbpsKC+mJwll//lqKsHjU+lm99b5k8uTJbNq0SbP2t7/9jcWLF/Pmm28yZMiQPn38rztmri63ogixn0duLwOe6rMzypJApmnIr2M9md6YpYyQEmcAfndxSdTINV6gCSs4nDZ8nUHdYeJGfL6ygYoRxXR5te77Y7+oAeC9qedF05HJasxsoSC2UAhfTuKHnCWkmGmOdbTj3/kr3t19PQdDNt5wWWgQQ1JGzcrzy2nszEwM6VIzH5b/Ftx7oWgwFTPupiKuoF8RaYneb05Hoh9dKhqbFuoey6i70agbsjcINjbiXrSIfX+4j6Ujx/LQD3+K3949PP3p/J/x32c/zpAVO+nXdDIjYrong0M2UzBuA1gV0ZJTGGTo6crPZVaYHSzQ941ry89nXfNCw+5LZ2EhZ151DWOmnREVJUnFUYYYeZ01uLzm6tWSCCF3+ZqEuZiNw58k/H6AonmnUnLJaPInDEyoEVMjV67XdhDuCjMRycuRy5luib+M+zsdepB6/TpzyuwRmpoyAFuOJfo52Vfk5+dz3HHHadYGDhxITk5Owvq3ETPdl2Hg75E/WQ4DRUVFR1R9WDKMxixlgtepdES5860smZwPwISmQHSkUo7TyrSLRyXUR6i3H7v2Pf0DS1j2zBbdhoCxX9QwdteXOIt+GjWU1fiXRQrH1YJ+gPdHTyAYG10L+8l3zefEvACXlgTIiTR2FVmDXFICL7fVMXfNXABDYXbDiTeY8horyjEhDGrmw6LrIRC5+Lr3KLcBqi+OblY14ma2br2TcLj7Im2x5FI14ubo7camhQkRNtBG3Zy5w3C59IeHG41k6i9NjmTKAGtREY133Y30+RR/MntipO4V62U8OOV/GLnyLI2dxb5jX4wKMhWLDQZPbTQtyozS4v06XPpNAUJw7nW/Ysy0M4DE9GK9y8uN8zZy76LN3HP+uKSiyYyYMyrw13RYJiOJKGsemXwuZtu8bQkpxZDLr1kTMf/PYh71c/BwdV9m0cdM9+VUYC5Ky6iNyFtMSlnVt6eWRWXGjBmamjIzTJo0qQ/PSEt8jZiRcSxAsdWSWf1YLPGTo4GATbCiOlcTLfN3hnrUTaTXEAA2bE7F1V19rNjRS5O+Ws/IA/UJx1pbNY4ORy6WUAv5rvk4PR8yqyIYFWQqOZbIwPFGH4+uV+bX6tliGHmNac5f2KKdnElZ/ttuQaYS8CrrMaLMKK2prtduvZuGhn+iXoF9/gZqa29BxnSj+fwNuhEylaQjmYRI6JbsKcLpJAzsddrYNnwo+0qNvdLsBUEcVq0QkfZO3e2tTvPnOW3tMk1NGYAt0MW0tct0t48VZAD3Ltqsm15s8wS4/VUlTaQKrdc31HP3J19yYJAT6bSCL4TNqXyw17u8CduD0kkZX1OWa7dqOiyTkuTtnp2LeXgZNaX8ayHC5s6dy9y5cw/3aXwtMJO+fBq4CfiU7Hilw4KahnzrrbcSui7tdjuDBw9m9+7dSCkRQjBx4kRNEWVfolcjdvO2PUDiXMoFTa109DR1meSi7M5L9BIy6ibavjZ1TZZeQ4DNeZqmFm18XZdGCLYMaCYc1/0+8kA9Iw/U80XBF3w24LPoutFgcXW9sbORuWvm4gv5ordvW3kbT372JJ6Qh6bOJopyihBC4Pa7KXIUIaXkYNfB9BoH3AZTBXTW9XzIGpsWsn377wgG2xK2l2n6M6lu+fNl3PxLsYrK/32Exj/ch3SZH+qegN2ONT+fkNuNraKCgTfdyLr7fsumwQMIWyyGUasymgl09LyWUA81LR7ffamuR4mLkIEispKZunoDIW6ct5Eb5yld+cHyXILHFYM18l7JtSm3AVuTF28gxINLt2lEmfrvnqRH4+vGVEf/7FzMLFm0mPmUcUsp3+rzM8mSlOrqaqqrqxOsMWbMmHFYa8f0asS8Ycn9uxoTRNn9uxoJ9CDSUWKzctOn7fxtlJOm3MR0RZFH/yt5fP3Y9rVNvPt8yrmwgH5DgBEWq2DKhNP4pPaDhKjm8OHDWZO/BmICK6kGjluEJSrIYtl5cGf03z1pFohSNFhJWeqtp6CxaWFCSrOn6I1kslmLKTr/fIrOPz9a/xVKQ5xZi4s56s47NF2WKtuf+3t0zuq0tct454zZBKxaf7IfhP5Jw9qBjAx7cVq77YwsgQLCOR0Jxwz50vOlGvtFTaIIiz1/h4OZP/2lRpAB0aHjZgmO6tctyKIHtxAc1Q9bk/I71Ksh64nXmV7d2L5xzwLKXMzY++AInYuZJUsMQggn8AHgQNFZr0gp7zGzrxlRtkII8SDwKhC9ukkp12dwrll6iCrOvi4Y1YjprWdST3ZVZSl/HN097WL7Gx8g8POH45z4YpzCHUHJGTX6wiC+m+jDhTt73WDb7rBGRzJV1BTpCueyXWWayNdit01TUwbdA8edVqeuINPDF1JSnZmKst+PnMS/mpUskwX4z4PtzGn3w4y7U+67ffvvelWQreY05hMXJWMNo0Z3n4sqzmJJEGqRVKetspKBN90IwP6HH6HhN7dGI2TqmresO1WqCqPVU8/C5SymP81c5H2ZIat34tpZxIb8dzlpwLlYhfLROXDrZTQd9zRYul9Q4ZBg7+qjTP/MhWUDoh55K19+nvaWZgr7lzHt0isTRFg8aQ8cdxqIxZj1YjOztkzSuWF/0rqxESv/BPTtXMwsCm2eLva5fXSFwuRYLRxV5KQkL+tu1Uf4gTOllB2RcUurhBBvSSlTtpCbEWVTIn/HFilJ4Mz0zzPLNw2j8UODHIkf7OmMKppWnM+/JiTOmtsWkpzdqBzjsVEO9jkFR/kk39vkYbCOPYYtx8Kw4/rz3B2r6Wj1IyyK9UVvoVccaySc40cnNYqhMPBUnO3L8fobot2XjWIIc0+9gUfXP2q6w9KsRQYoxrPqOdiEjYAMRGv0wsC8foV8VVnNkzH1ZHo0Ni3UTVlmympO4ym668maGchTUmn6du58CDA2qdUTairuRYuihfwAwYYGGu+4EyklBIM4i4biy+l+vUajVjG1iy6Uov34MUm2PePoODiBnOOTW2IIi4Xv/eKmlCIr1f3xpOOyD4AvBLk6H/u+blHZm2V7B5fuJjg5ed1Yb87FzKJPm6eL+jYv4cgvtysUpr5Ned1khRnUHjvmMuLMY8dsre2JeawE1BC6PfLH1DvLTPdlep8SWb5V3F5VoakpA8i1CG6vUmwSYpsAim3mUzpfevX9x0ZfMpqN/6hlej18tzGANwxbfCHqddrWhQWOPbmcrR81Rdu+e0uQDR5dzOybTkx7P/3RSXOj/7ow7h4zHZagP99SjyW7lmiidQG9MbZC8FHnbpbsWpI0+rYrIpR6i/niCrpI7HycLy9nqv/nGU8P2P/wI1FBpiJj0sujG1vZNGRANIUJYAmHsYTDBG2JH5EJHZF7gc0jQQhKBw3GtVebCrblODjnmsTUY2+gV4SfDNv2g9qaMoBQGNv2bkNat7f3OqRDLn+2buxrwD63LyrIVMJSss/t+9aLsoggix2zdDTwZO2xY+iJMIsY7X8KHAM8JqVca2Y/U1NWhRDnCSF+I4S4W/2T6Ylm+WZxUXkpD40ewmCHHQEMdth5aLRi/jfmgxquq61jrz+AJOJubxKjVOeoKeWMvWIMH4Qlb7iDLGsP6goygLOuGsvuz1sSRon0Bnu3uUw1C/SE86rO4+Tyk1Nu57Q6DedbxvPo+kdNp0XV7k8j0jONFTgdlRQX60dEKisvp8XAo0z1LlOnB6RLsDH5eQ5ydTB+zwGcXQHF/64rwPg9BxhX34IlnMZrR0oO7t/P8WefS2HZABCCwrIBfSbIQKn1umjiINOGELYmL7bPXeANKiExbxDb565oPRlAUW7vpS+txQ7KdlyECGkv/EdU3dg3wG2jy6Dj3Wj9W8Z9aOdeErl9X08OKqUMSSlPAAYDJwkhTJmwmbHEeDxygmegmMb+APi4B+ea5RvGReWlmqL+BU2t3FhbR0++b+ulP1Vi27gNvcYi2y17xlxBfyb09Yw4gCdnPsnvP/o9/9r+L8IyjEVYOOmok/iq/asEmwwzpJPmTLWt01GR1N4ilhlnfhH9t2Kd8TJKM7eVyspLGXPsbxnUulk3vV1Gt0dZJtMDbBUVBBuSn+cgVweDXIkF+wDbBw/Aa7NS2L+M4vJK9nz+me52AMEuP7s2rOOax55J+zwz4fUN9Sz4tN4wL3IWNq7FyUAE+5E8jo93m7waERaPyxvghHvfYe73FY+znhjT9ps5jNA8RYgfqXVjeV8Dy4iekmO16AqwnPimj28nQ9NcTwsppUsIsQL4LvB5qu3N1JSdKqWsFkLUSCnvFUL8Cch2Y2YxZM72vT0SZAKY0b/Q1LapRoUY3d8b9PWMOJU5J89hzslzeuVY6UwCSJYSVerJzI1wstm0FhNjjv0tY479bcJ2eqnwqEdZhEymBwy86UZNTVlSrFYIdUd0B/uCTL7q55p6tdqVK5SC/OYDuodob2nWNdHNdGh7MoxGIIEiyG4ll9xIqKccwa3kAl7eJfncVJc3wI3zNvLJV60s+LQ+I2NaUMYTdXzSSNHOI7BuTCiCrPSCxNrWI42jipyamjIAixAcVeRMste3hjqUlKXeekYIIQYAgYggywXOBv5oZl8zMln9SuURQlQCASD9T8Ys3xp6ag4rgflNbSxoak257SmzR2CLc2CNHRWid39v0dcz4vqCG068AafV3AfxdwZ/R3ddtcEIhrSWFEqTEQlro0bdZerxtKlwSRkH+Al/j9pjxE8PMEvR+edT8bvfYqusTDoWK3LCWIuLQQhslZVU/O63aQkygIrjQ2zdemckiijx+RvYuvVOGpsWpn3uqUjWfXktzqggU8lFcC3mL8T/+KjO0Jh2ybzPqb17FXtvW0njAx/TuWG/7jGO+unxWAYeORd/S56NwQ9MY/D9074RggyUYv5BJbnRyFiO1cKgktxvfT1ZhDuA+G+Ynsh6plSgOFfUAOuAZVLKxWZ2NBMpWyyEKAYeBNajXDOzsy+z9Bp5Ajxx+RdvWDJn+96UkwJSjQqJv7836esZcX1BfAdokaMIl1/f7+uDvR/oru/a+ZCuDYYjZwBVI27uUYQoNhWuRJt24fOLHkebYrszt558irEBbTBIqL2dyv/9Y0I3Z+3KFbzzxF8Jdhm/jmw5Diqn1BGKe37Uejiz5x8VfynsMZK1cw00KIYyWk+Hs7DxG3LJjYw0C7n8uF7dAegP76781WRaX9+B5yNtSlw1vP66IOwWis4/8t7XZijJy8mKMB3GbK39Z+2xY6B3uy9rgAmZ7CtkGv3PQggH4JRS9vkgRiHEd4FHASvwlJTyAaNtJ02aJD/55JO+PqUsJhnxQQ2dBtGyacX5rHF1RqqJ4IrKUp5vaDXVK5xrETw0eojhCKdUbF/bxMr52/F16qduhFUZZhwOpT6b475TyfTLjs3oPL5uVD9XjdT5DQgENVcpvl2NTQuprb0dKZMJW6GpHTPiUKX2YnEvWsT+hx9JWVsGUF9cwPbK/njttqiH2JhpZ/DEdVcnjZCBMiT82MuMSm7NPT964s+og/OY+36PY8BShN2FDBTjPzCT4EHlWvAKBZTrJEOaCPMD9OvnzGJ07DYb7LyoynQN2p5bP/j6iDIBJReP1hWVXzdqa2sZM8acqfU3hRQ/89fkRdRzDCNlQogzpZTvCSHiu/QRQiClfLWvTirSSvoYSh52L7BOCPGGlLLvqraz9Bo5aIzrNVxa0T/Bf2x5S7sp/zJvWHJ9bR2/rK1LOWMznu1rm1jx4taknZgyBDn5FuwOm+JpZkXXZFYIqBhRbOpxDyVLdi3hgY8fiEa+inKKuH3K7SmbAIzqzNSassamhWzZcjNJhxhirt4rfgKAmtqD9K0uzJCu+399cYHGHqO9+QBL/99DeDZsSCnIAHzt7XS128gpTBT+gc4caleuSBBWnRv2c3DpbkIuP9ZiB180rkqIxgW7/Kx8+XnNvuc+/QjOilcRFuW9I3JcOCtexQcED07gcXyamjIAb6TYv6cYRduKgjI60gmUGrRb/qU0RmQ6EeBQIOwWii8ceUQIsiOduXPncu+99yas79ixg2OOOeYwnNHXi2TFNtMjf5+v86evByueBHwhpdwlpewCXgb69qt0ll4jWU3Z/bsSL/63V1WQazH3RSeEkrLZ6w9w46avuOEvH5mypvhw4U5T1hj+zhBX3TeV6x4/k/wi/ZoxKZXjfZ1YsmsJd62+S5OKdHe5mbNqDkt2LUm6r16dWazNhmJDkfy584fstFl/DCjCa/XqaSx/7xhWr56mqaXSS31manWRCveiRTTecWda45i2VZRq/MoAQkKw9t/vmI7oNKwdSDig3TYcENR/2J93nvgrtStXRNc7N+zH9eoOQi5FhIVcfsY7pjI0PzEi0N7SrLn9VXhBVJCpCEsAx4ClALxLkD/ipYkwYSRNhPmjiSJ/M+w3iG3rrQfCkrlvbNbdXuiMGTtkRLgmDMkAACAASURBVGwTrcWOrCA7xAwbNozGxkbNn+HDhx/u0/paYBgpk1LeI4SwAG9JKecfwnMCGATEOjDupXuyAABCiGuAawCGDu2VztUsvcCCplYExrUuev5jF5WX8rG7w3QaUyVgE7xdZWfsi1uB7vqx7WubEmrMzNaTxRbvJ9vnUHVe6hHryK9aYjy6/lEC4cTnNiiDKUcwxdeZxdtspLKhkBJW1Z/E+01DmTgseSTM6FiZWF2kYt8f7tOYxJrBZ9f/SPTarBAOp24UgKibf+WU/Tou/9qI18Glu5EBreC1WexUl0zXGtQChf21Pm7Cri82Y9ffJci7PUxV6pFuFM5lYEhb8oMxtM3bSp9mnww+kITFQvEPEsVYfOSy38xh31jBZrZ2sbexWq2Ulx/5ViN9QdJCfyllWAjxG+BQi7KUSCmfAJ4ApabsMJ9Olgj372pMKqyM/MeWt7SnJchU3HkWgl3hqGdYfJqyo9XPihe34sy3GdaSxRJbvJ/MTkNY9MVfX/uWxTvyN3Y2am7rYcabTH/SgEIqPzIh4PgBW3hpqzdpJKyifLbhsTKxukhFOhGy6HkEgpqRS7HrgO59erh2FiWMWlKJjXipEbJ48mz9NLdtOY7ofEwVGShG5CT+jDJwaFLrfmS0j9ON5BF8SaNwc17fxO8vGK9ZU8WOKoL6BImuMJOBMAeX7ubTr1opXLuf/lKZi1NgEVgiOjlVA8ORTHztYnvzAd554q9A+uO+0mXv3r0MHjwYgPHjx3PXXXdx6qlHmGVKH2HGK+BdIcTNQoghQohS9U8fn1c9MCTm9uDIWpavOcmGjseOX0pnP0E005BAkadbfIF+mjLYFUYiTVljxIqqjnMr+MusIn53cQl/mVXEpqHdnUsyDCte3Bp9XFX8pePyv2TXEs555Ryqn6vmnFfOSZlmBHjg4wcSBFgqh36zI5iMUGwokj93/Z1tVBbnJomENbD8vWMIhrwoY+C6ydTqoi8Y3dia4OJvCYcZ3djKWJ/EltNzG5TYiJe12CBFnkfKqQD+AzOZuknw2GNBXr4/yGOPBZm6SeA/MLPH55gM1f+sGAsi8p/DRKTrHx/VMef1TQnr+RMGUnHbSZRcMrovTlfB4Btf0OVn+Ef7GSAFFgT96BZk0V0j4u2bxsqXnzesXexLTjrpJJ555hmWLFnCSy+9RP/+/Zk2bRrLli3r08c9UjBjiXFJ5O/rYtYkUNX7pxNlHTBSCDEcRYxdClzWh4+XpZcwGjpuhaSdk0b7DXbY+eTUcSxoak0wFrUHJWfUKFEZNe1oFNnyd4Y4++qxvPvcFsP5l8787rfDgqZWHgq1481X5KA738qSyfkAjK/rQljQFX9mXf6NIl6AJmIVm6pMZl9hhAWL6RFMRqgF+Fu2/Mpwm1ZfCbfMHI3TkyyqJgkG2xDCjtVSTDDkTui+7Il7fG+guvpvqyjFZ7fhDAQZ3djK4E4/FXf+D+XFBSl9ylQsNhtSSmSMGW18xKvfzGG4Xt2hSWEKu4X+3x/JNROSTwU4bXOYn20M44wcfsBB+NlbYXwnhPn3kKS79ohk/mepUqUvrd2TEC1TORzCR8T8Pxl9FsU7jMTXKKZa7y3OPfdcze1p06axd+9eHnzwQc4+++w+fexDTaRp8ROgXkppqhbfzEDyQ159J6UMCiF+CSxFuZ7/n5RSv1I0CwA1NTUsX74ct9tNUVERM2bMoLq6+pCfh9GA8lRWFqkGm6v7/nbrXvaFQxR5wpxR42V8Xdf/z96Zx0dVn/v//Z0lM5msJAQSgoggm2gQZVEBEXFXBLUqlf6q9lrbXr11qbbSokVvq/Zqi7a1t1Z7tVQFbUExiEVAVERFQCQUMCCIQBaSEDJZJjOZOfP9/XHmTGY5Z5ZkEhbn/XppmDNnm/V85lk+T5hZbCyHf00srV64I6qrUpgEU24YHrz92N6asHMBtYZtbVkmZ+zvMBR2idaa6c2gdCvusPqvSOGWrCADsJltCY9gikWnMIvuwvT5zTgK7+SqsaXU1N4XVlOmh5ReLBYHU6duDlv+xpaqsOHaVU3tzF2qRla6IszM+fldSmHqjVySgcHko6ZMi2mPIUwmpJTB+hwgZs1OZPoumRqmW3a8jV0JfyPbFYVbdrzNeyedndyDToLu+J8pMSyYTkThcyyTU9hX9z0cWbvYG5x77rksWbKk14/bC9wF7ARy462okUikjMAgzdOg0wpaStmjMU4p5QpgRU8e40ShoqKC8vJyvIGiZqfTSXl5OUCvCzNNPMUzfe3Kdpqx6K4NtXy8eg+tjR1RtVznzhwaZX0RKtq09T54rRJPm3pBs2dZmHLD8LAIl1E61emIncZL1OXfqM4rdHkyw8ONaFeMxVGyaMJsV+UjQTd/i6UPpw1/MHif9lfzITPKG+mlOfVGBrV7FZ5YWdklUdb/Fz+n5ue/SLrYXxefj7oFTwUNZafM/m7CXmLx6nOyxvbrUr1SUbu+4DRanirqkBTrCDCjjsxEMefbel6YxepC+oZh9B6OrF3sDT777DNOOqkHw7txeOaH795EhHnsHX++sMvmsQBCiIHAlcCvAeM0QwSJDCT/JXABqihbAVwOfAj0bOI5TcKsWbMmKMg0vF4va9asOSrRssgB5aneLnQgud59YOzwH297DaN0qlbDpkeo+ItHPG8wSG54eG9RUjwzrp9Y6Drr109JuLDfaGRQrFFCsdAEVN2Cp/ja1RyVkjQaQG6Er6bz9dKEVk92roWOdBImE9LvDzOzrc/Mp7+OAKvP7NlC/57yP8u9dDBHXq3s7unFpM8NI6h7fTfWBOxxTnR64z2sx7333stVV13F4MGDaW5u5rnnnmPVqlUsW5b6MWSJEBBkzwGOwKKTgeee+eG7dFOYPQX8FEhskHOARCJl3wLGAFuklLcKIfoDLyV/fml6CqdTf8CC0fITnUREVzzmDinh7n9/jdfceeEJrWGLJNnuy7vOuiuqazLUGwySGx5uRF6GfgdgPFLluj9kaHQ606iwf0B+JlU6AmxAfmbSx9XImzGD6vxs/v2HJ1ECdhbuDCvbTioCSEqYWUrChaSWyuwJIjvjZKD5QOuQq6rcycbhJWTIgjCR6TZbefG0y3vknDTUDst2foidfgjqAoJsNT5Gesyc77aQKwXNQvKB3ccXNv2B6ZFkje2Hs3wPflf3fdR0sQoaX63EHGzHTNOT72Ejampq+O53v0t9fT15eXmUlZWxevVqLrzwwl49jxAepVOQaTgCy7skyoQQVwF1UsrNQogLktk2EVHmDlhj+IQQuUAd4Z2RaY4yeXl5ugIsL69rF+RkWVLbmHS68ljnuuICVv3fDtaWZeJ0mMJq2CLJLrBx86OTktq/VucV6sBvM4enPvWEm9VkxSIswbSkw+LAarLi7Ih+/S3CwtyJc5M6L0it635kOjOWwLv/0hFhNWUAmVYz91/ava68dYsXBgWZht9korKkwFCUVeVnR0XWBrlc7Bx1GrWDB7KrpIBWV1uPRRf0OuM0fB0etq5aQQaAEEGR6cxwUH7S9B6tJ9PQ/M8uwsIPsfMQmdwpJXt8fmoDdWN5UnBZu9ppm4gwMxponhLMArwSgTo+LM3RY9GiRUf7FCIxMjrtjgHqJOBqIcQVqGVfuUKIl6SU34m3YawxS88Ai4BPAwPJnwM2o1q5fNyNk02TYqZPnx5WUwZgtVqZPn16jx87sivyoMfLfZWq729vCLOe9Ao7t1VwxvLY0cZkUpZ6uH2dgsvZ4QzrwNQzdT1/4Pks+7IzzO/yubCb7Tw+5fGodUMNYJMhntdYsiSS8oTOYv5Ud18adUoaGcVGjloKRtYO1ENeFtuyLfjbWoP77glvp2Q74PwmExUDS3pFkGlo1hhaGrOvEOQ7BJ+7FKq86veBFcH5bktcUda2pY4j/9wFCcyd7RI9td80JwL7UVOWesu7hJRyLjAXIBApuy8RQQaxI2W7gCeAAaijDBehzqLMDUxAT3OMoNWNHY3uS70uxXa/5LG9NT0uyoyMYoGUCDO9pgGTWWC1m/C0Kd0WgYl0YEaaul7yz0sMt3nnW++kpNOyN133I5k1tjTlFhgZfjMdpmhRYFX03e/0Ri1pkTXt36HozaXsLvbsbNwtLUltk6Ok3rk/FnrWGBYhOM1upsrbmYLMlZ3r9HHom+86y/cc08JJJOBxmOa45eeE15QBuALLe51YY5aeBp4WQpyM6hP2f0AmsEgI0S6l3N1L55gmAcrKyo5KUb9Rl2IsM9hE+Vnlfl6qbkRBrQBxmE24FH8wRdpqYBSbqFdYPBJpGugOiXRgpmKbZOlN1/2ukqifmbO8HLPtPPB+DGFu8xYsmecC6tdYaLrSiFj3tTTUqzYZKSiY3rluLR6XK+ntWszZXTpeVzGywMiM0C/NolNs/XLGaN1teqyOLEXkXzPsaJ9Ctzji6uCQ002H4ifDbKJ/np0+joz4G34DuOPPF77yzA/fhRR3X2pIKd8D3kt0/UR8yr4GfgP8RggxFlWcPYSxyXqabxBGXYpG45QS5WeV+/lbdWPwtgTaAoPOD3q83P3FAa7MlpzRGL1tKudSpqJpwIhEOjBTsU2yJFOcfzRIxs+sbsFTyGE/x9KRjc/9IfhbwJSDxT4ZmTESeDEqXWmERVHwmY2/9rQ0aXdTmusWLwwznI3H2IKLODV3LALBrcAyOlhA7M+ArzgT3/BcsJvBrWDZ1YylNrkuVyNrjPaQ30le1GJ/jU1fN/aqGXAqcJxTfFyPWDri6qDqSDv+QK1fh+Kn6oj6WqeFmUpAgKVEhHWXRCwxLKg2GLOB6aiKb36PnlWa44Z4pq9d5aVqHbUVgldK3jnbYVh4H4tYdWi9Oc/yrrPuYt6H8/DJzouWRVhiOvAn0rXZHbSuS1WQmQEFu21AWHF+Te2yMK8yAIs5n+EjHupSzVmyJONn5qupwTaoEeyjsNhGhd1ncx8G9NOVUUipCrIEBpKDmtJ8+08LgOSFWTL1ZGMLLmJY7lmIwHlZgGtlBgNa67g/R7/Rx1ecie/0fDAHHnOmRb0NSQkzPWsMj5Rs8viQSN3uy5c+2c+p9R4uru5AticuPFONDPw/VtH/iTKM/JDTjV9K8mmlWBzBig8vFhqaCujjOL4E8jeBWIX+FwPfBq4APgUWA7dLKdt66dzSdIHedvbvqllsZ2pSYsLPhfIdfmRbEbz4J/J17cowYckwGRrF6hGrDg3o0Ro1PYQQYWaWQgjq31jK+ld/Rr5ToSnPjPf2G7jgPx4C0C3+72pBP4SOcaphmt3LjIIORNAGRAlGyEIF2Y4dPwPCo6M+pYnt2+9l+457Iy5zJsAfFHaQWCdmLJLxM7OUlDB075t8MeIm/CHdrSbFw9C9bwJqWjJ/qJMBE+uwZvvwtlqo3tAvfKB4gmIsFOn38/b/PgUkJ8yMnNb1ODV3bFCQaQghOCe7lAsOvK9b+O8bntspyDTMJnzDc5MSZbrWGMLNaocvymDgRRwM1ZIre1zIo9wBGW+8kjnfRskDE3rrdHqUDsVPPq2UigbMgVRyBj76y3pwZYLj+O6UP9GIFSmbixrO+4mU8kgvnU+abrB8+XI2bdoUvN1bzv7JmsWGpyYFfsys5jLwSP4jYL1g5uT4wkxKfB1+hEkdEJ5IZMtoYPnHy/bg9fh6tEYtkqc/exqvP1zcTNjmZsyKj9AyPgVOBc+CRbwHYcLsyiFXBgXV3HVzefqzp4Pi7Fef/Ip/7PoHfunHJExcP/x65p0zL2yOptbJuWTXkmCkbnIfX4ggU4nsuty750kiBZmGvm5Rn0+3pzowO9MUtkzPaiOeR1oyfmb97rkb39yfQyXsGXI1HlsBNk8jQ/e+SXGd+lkpGtxIydR6TNbABSvHx6Cpaoo4TJh1AakorHnxL0mJMj2ndSOMIz2COxtr9Gdg2g1SsEbLY6BZY8RiOdnkBQaXHy+YCm0cnLsOzdLMMbGYglnHZ11ZhtlEsf9IUJBpmIWElpq0KDvGiFXof9Sc3NIkT0VFRZgg0ziazv5G6KYmheBdeSm3+v/K3j1P8p0BL4fVlOmR6QkkIfydEbJ44smo3ixWHVoqa9RC0SvOv+k9SUgJDq5xCi0zFZSCv7Fk1Uu82WTiM1d0vZ420PyN3W/wSe0nweV+6efVyldZsWcFLb6WsPVfrXw1bB99zPFHInW/AzNc9Pr97eyqfISS4pnU1C6jsnIeitJZ5O72VLPz83upful+HJvMmPPzeWTOj7izrV9CfmZ5M2Zw6NePUly3KSjCIhkwsQFhDX/sJqtkwMS6bosyAE9rcl2UkU7r9uxsPC5XVJ3ZmIuvQPlS/0tcCEG/YZfqH8CtQKbOVu6upxPzM63Mv3o0m75u5OVP9geDv/dgO+4EGYB3T3PnDQmuT9TP6vEozPrn2bEe0W+kkErHcfbKnPgkNPsyTXJERiS6k15KlDVr1hjed6w5+xt99fsJ+EJ5avjNCNW3T+u+jMSkSC7d0nnxTjSiZTSwXIu2GW3TE+gV7ReGXAtc4xSccxRk4PD5ZoXZfdRnQ0+YuRU35jXreeY9SWEzHM6FVy4QrB9tDhNkRrT5IVsnWGKxdI7tMerM7A4+pYmdXzxETdVipIh+tWUGHLlG4tgESlMTA555jL9efDX3l16akJ+ZEuf9L/L1X3hrduo6AoMjkxLszox0WjfafskDa5kgzVEpTACRWQBEv+6WXc3hNWUAih/LruaodRMly2YJ2pmMO7mAJ1ZWUtXUziwyjjtBZoRrQ+1xKcr6ODLoaLKQQfT72YeF7rVkpUk1aVGWYt7a+1ZYIbYWwQB6VJjFEl695eyfKGr5eDSmQBRFs174zYhBQXEWOjUgt03RdddPJKJlNLA8Mm0ZyuDTC+PuNxk00a7XRXk4F4oC18aWmZ2CTCPDBFfl+YKibNJ2hZsCIqzVDplesAae3KJm+MEKCSisHx2tti5wjuOWupkU+QqotzRyqOSn6L4ysjOKNGTofezYfm/Kp9RUH3wFTDF8qvL9VOVnBx34+6x6kxVPTA7OtzTCWV4edv56mBtB0XmJva2p+3r815+fxu9TL4pd6c40GodzWoYV0aH/+JoUt+43vFY31t3uy1BC6/lCveYOPLCuy/s85jh2bdTiUuvvE1ZTBqBIQY3s0y3b+jSxEULsQ/1lpAA+KeW4eNukHfFSTCxD0J4klvDqDWf/ZPjOAJ0aBim5kJWG1gvXFRew6bzR1Ew7k59/5O5S1yWoBfvT5owMrptdYAu7rce+fx+Ou99EeWvvWzy4/kHDmZavXCBwBy6kikGph5ZmnLRd4QcrJEXN6gc5190pyDTsPjUlGskFznHcVTOH/r5CTAj6+wqxmfVjmD6lU/CXFM8k832R+guUiL1Db6slaN6qUX3/T9k5clTnf6NOo+bhh4P3O8vLqZ4b3/8xZ5kZEaHn/V5B9YbUdd1pggxgUNYoLut3K9nLzdQ8/mm3xgvlGAgyKSVPW4yfU0ttO/YPDmF/pxr7B4e6JcjAeD7piREjO/5xmXOpkn3pkBakhA5poUr2xWXOPSrn09DQwI9+9CMGDBiAzWbjlFNO4bnnnjsq59ILTJNSnpmIIIN0pCzl9Ia5px56o5YAxo0bd0zVkwERqclA9yXv8CPb2wwZ+uu43XhG0a5Exx0ZeY+temGH7vqprCl7/NPHo4r7Q1EjWmr0y9QIfp0IzhFFvdRF1p8ZUaiTlbqlbib2iDCcxV2ILzNagEaaxhZ9eDLNew8Eat0CC3vw6islVG/oF9O8VVuxadFiPPv2MfiFF6hb8BT44j9Bjk1qFLFlpoKvgOjuSym71H0JRHV1dmw9kzGtl2MxqZFOpclD/eJ/s+KP/+KIvT5p01lzvg2lKfr96RQy0B3Z88ScT9rZ15HmKNI/z07VEUmT7DQYNglBaZ6918+ltbWV888/n9LSUhYtWsTJJ59MTU0NShLefKnmtzdedRMR5rE/eXX5UfEtS4uyFNMb5p56HM1RS10hNDWpcjaBUWFx6Qmn/eETi1n32i7cbdEXslTWlGnDx2OxfrSZ9aPhLCSz/V5CJ7x0+GG5U/3Y6oktPQ7r/Bgu8kWH4fruvo5Do19EmjujkHqRy+yp5+NbtDgoZlzjFJpuUboXd4+jeQZMrMPq80ECA97aP/6EnSNHxV2vs4lCTWHmLDPj2GSmKj8bd4kDrBK710eR08WBvrlJC7P8oU4GTa0J6+q0nbOVth0byas9L7ieRVgpyz+f5Qf/zIo//pYVf/xt8L4xF1/BRbf9p+Exci8dTNPS3Uhvp/IRVhOnXDuCfTr+Wm9sqeL+f2zF608u1Gk1C7IyLDjbveRlWhECmlzeuPV8wmJCxigNSNM7aCaxka7+GZVN1Kzch9Lk6TVftieeeAKXy8Xy5cux2dTv1sGDB/foMWMREGShY5ZOBp777Y1XkQJhJoF3hBASeFZK+Zd4G6RFWYrpaXPPWBytUUs9wZLaRubtruKIT/311Mds4lfDBwatN3rCaX/KDcO7FYGLx1t730pqfa1u7Ko8H33MkiOKYLnTElweWn9mhNcMtg5Y/JgvrPC/3tJIf194GC6v9jyc5laqRiwKHm9yWXjk0llejvP1N8K2c2wy03Rr6n7lrmcyrzGHBvrSlwZuEC8zKedDBlxUh6vaHBSD3SGyiUIpBOcc9TGUbmoN1q5pHOibfJpnwMS6oCDTkBYvDcOWhIkyAIdFf/9bV60AMBRm2gW0OcELqyae5r+5naZ2NWLrsJoQQtDWEf4aCtQrilkIvIoky2Zh/tWjk3Lk73VBZlU7PUNFair3fTzTx5ER5uDftqUuTNArTR6alqpjx3pSmC1ZsoTJkydzzz338Prrr5OXl8eMGTN4+OGHcTgc8XeQeh4lylkPR2B5d0XZZClllRCiH7BKCPGFlPKDWBukRVmKSbW55zeRJbWN3P3FAbwhBdpHFD9379wP0GODznt61uXjnz6e9Dafuay6nZagCqwfrAhPYXYIcNshux1aM8HuVmvNILzw/8WBy7irZk5YCtMtPHyQu5lYErRuwVNItztquVGxvObzlCjrmczz/IgOoaZVGujH8/JHAEyyfIjzBiUlokyviULa1OV6+7d7fbgzkutTM+re9NmjU8Qun7G6rljzr5jRsqyx/ZK6iBoNfZ/3xjYWbTiAIiVmIThnSB8+2+9MaJzVsUKfa4cDnSI1qCytArzdLITs7vbHGM0r90WJV+n107xyX4+Ksj179vDll1/yrW99i/Lycqqrq7nzzjuprq7m5Zdf7rHjxsCo16HbPRBSyqrA3zohxOvABCAtynobzdwzTdd4bG9NmCDT8ALzdh1MmSjbtaGWD16rxNOmXnTsWRam3DCcmx+dlJL9R5JI6jIZQuvPIi0wAJ55xkduRP22Vvh/xx2qZ1do9+WqYX9hTGllMF1aYJHs2PEzdu6ch5QB+5H7Ate5gKARrWDfLFCyiBZgSQoygNeYExRkGh3CzmtyDpP4EJmV3P6MMGqiMFo+oqYxofmYoXhbLWTkRAszizv8ID6/l4oj7xvuR/r9KRt2Hok22D3SjFeRko/2NEb1cxiNszJCZJp7bZySyDAFxYSeqDh4InWCpgC9WsRYy1OF3++nsLCQF154AatV/aHT0dHB9ddfzx/+8AcKCnrdzHY/aspSb3mXEUJkASYpZUvg35cAj8TbLi3K0hxTLKlt1B1wrnFE8fPMh3vJXlHTrWjWrg21rF64AxlyvXC3+VizcCeQ/Fil3pyZGYpWf6aHUc2Ztvy9vE28l9dpqPpQSXtY/ZqKFylDXg97eOOlzIH2qVJffHUh29NAX4PlRfw/XuNCVvIL/p78jiMwiuyZDfyKtXTm1kH9Eq4tq97QL6ymDMCvCDpEC5UX34LFXUjOF1ewZ3sb+9t2xtxXqoadhxI52D0So7iQ0ZgrPfKvPpXGV7/oea8ysyD/mtgeYo5zioMmsGmMm0TM+T3jy6hRUlLC4MGDg4IMYPRo9Uvs66+/Phqi7OeE15QBuALLu0N/4PWAh6AFeEVK+a94G6VF2QlET829jBQcrVeU8IKpXXfWZaifWKJzMDXCxy8Z82RLE/cFOiJbGz2semEHm97+ipvmn2sY/YLOtKQty4zHpehedfyKZNULOww7MQG2DcpgbVkmToeJPJc/yjOtN2ZmJoJRzZle4T8YO/rHJc71NqpGjJeZxIe66/algQZ0UidCG8d1OVk3mrj71b917VwD5Cwzh9WUAQiPujxVaN2bWvel4jZjsiqY7KrI9WUe5vDpL9F8uASSmBzg6/CwbvFCRk2Zxl8rV/G7ahOHZR/6yEaGHDrA90ddklAkS2+wuxGnmBo421JFluigjQz+781svnf11Ljb7W/dTrY0p7Q7t8+NaqdnonV0GgWzhuH6tDbdDRrAqEkk99LBPXrcKVOmsHbtWnw+HxaLKkEqKyuBo1Pw/5NXl7/y2xuvghR3X0op9wJjkt1OyDjGiscD48aNk3ojhr4pVFRU8Pbbb9PeHv0Ldty4cVx11VVd3nfkAO9tgzJ4a3wWXkvnt6xVCKyAK8Z7yYzqTxbecdnJ9Vt2s64pwVn3UnL2bg9XhDj69xbbBmVQPiELJWRGpFmRzPi0Lco7LbvAFpYKnbJ4SspTmLHQfMxCa87cFnj2CqFrJvtQSTsFMbytukJkjRhAhnRzG/8bJcyEB7ZUXM4fxn8PtzBOE5oUhTV3fids2erx5/H8zNnUFRTSr/Ewty1bzEUbP4p5bkbdl3pU5Wcnnb6M5LSbduumMztaLOx4JUmneCHIf/jHPFyVS4foVJYZ0sPwg//mzjMuY9bY0mB6Um/ywSkPvJWQ3dwppgYmWb/GIjov3j5p4nMxlO3ufN0OTO3H2UF3B31dHn78pZ8rarufxuzuoPC2LXUc+ecuUEIeuVngGN+f9s11sRsErIKB/z25y8dOJTt3NwpBhwAAIABJREFU7mTUqPgdxvFo21KXtLjtLlu3bmXChAncfPPN3HvvvdTU1PD973+fSZMm8be/Gf/YivOYj+8ujBDSkbLjnIqKCl1/Mo1NmzaxdetWLBYL7e3tSUfQIgd4ry3LDBNkAF4pDUZUd6IAf6tuZK/Lw+ySQubtOsgRRd2vTQg8yfw4EILNw2ycdNinayKbKPEiXnqsHOsIE2QAilmwcqwj7oSBByY8wNx1c5G9ZA0er+YskuVOC7P7eHVSmF0nXo2Y9lSYGyHnbTu3XXMpg08bzCMfbeFQfoFuqjBSGK0efx5PzrkdT6C9/lBhEU/OuR0gpjBzbEq8k7OypKBbggyMC/+7Ms4pp7AvC6rNYYIMoEPYqCo9mYfLtwNw/z+34g0IkKqmdu7/51ZALdQ3GuweydmWqjBBBmARfkb6v+bf5Ec1ACypbeS+ygO0+1V/t4YsO78arQAeLq/pfKxCiM5C/AiklEjpx2TqfH1SEcWJ1a3adnJeZ4OADloTwYlEsk0iqWDMmDGsWLGCBx54gDPPPJPi4mKuv/56Hg4xfv4mkxZlxzlr1qwxFGQaXq83uI7T6aS8vBwgIWEWKSycju5dmNY1tUVFxJISZBpCsGJctBBKlMiInzPLzFvj1SryWPtst+n/IItc7rYfoi1nH/PnfxAUwleWqc0fD61/iA5/18VkMsSqOYvkM5eVDL/khtwOTBkCiyLwWbrn/mlcI9YXsz+LvGWZ2Fe3YCkpod89d5M3YwbXARdZXYzy5+M3R4smkz/8fJ6fOTsoyDQ8NhvPz5wdN1qWKHGNaxPAqPC/K+Oc8osH0CDzdeMDR0QBdlcNv3h9W1CQBY+lSB4u386ssaXcf+kI7nn187g/EbKE/ns1dHloA8Bje2tUQRZCh8XMk0M8tHyserDl9C3i9mdeiFl8v6HhLcr6TMVhycWlNDPwxgkpERBGQiR0+dGIIH2TmD59Ohs3bjzap3FMkhZlxwmR9WLDhg1j9+7dXRo27vV6+ekXX7PtsB+F2KnFyAHeeS4/zqzU1d10hw5L1yPWuhE/i2BtWWa3om+gCrKW3N1gUsVDqBC+siy8M/f7K7/PJ7WfGO7rxhE3Mu+ceWFD7nMzculQOmhXujcaJwwpKfEpzKpr5uI2F1gzYcbvqelnY1flI/iUrqVdjWrESqx+LphSARfpb5c3YwY3rlzHIlN2eLRMSmasWxW2bl2B/mxSo+VBMjMx22woTfEfW1csMSLRLfzv4jingzu20XfydBqIrtfsIxtphyjfMY0jLvUH2qyxpWz6upGXP9kfU5i1yQyydYRZm8wIu601AFQZNOo0Z6uD7S0ZNqbM/i5gXGzu8jWzv21nsAEip28Rt4/tehlGshyNCFKaNJAWZccFkSlKp9NJd2roPhh6Bjv6Dgze1lKLQJQwO3fmUJ56fw9rTrPjdJgwKbJbY2dSze+vykso7RiJUcQvXiQw0yNpt0c/9kyPellz2w/RklcZFcHwer2sWbMmKjr53KWd895ChVekv52ezUqkUGvuaI6bGh2aO5Q3rnkj+o6K12DNI9DWDnknwfSHoOwGSlDnXdbULuOLL36B35+cELxBvhxVU5ZpEswbNiTutgsunUJG5X7+frABvxCY/H5mrFsVVeTfr/EwhwqLorbv1xh7ZqmQkpzLL6PpH/+MO46pK5YYkUQW/keNcwLMVitKnMg3qDYZ9wxQeLjKE1VT1v/AV+xjQELn9KtZZzDu5IKwurPGNg/tIbVVm32lujVlm33hzQTa/MtSm1W3gzq3tYmcvkVhlh56xebRFiGWoIhLk+ZEJ13on2J6ogNywYIFCUXEdheVsmHIaFptmWR72pm4dzvD6quilrfaMnVFlRmomnZm2LIltY3cu3M/Petc0z2sPsmVG6ML7WPx+6vydCN+wi+RAsMas22DMnhzQhb+kLoykyK5+tM2htUdCIuQ6TF//vyEzzFZ3tr7Fo9/+niwmSAvI4+5E+emzDOvpnYZe/c8idtTrXOvwGLJx+c7gvpOUrCb8hnyVRsfuUbz2Kk/pCqjL6W2jKQ6cjWc5eXULXgKX01NWKrTWV7OwuWrePKaOWEpTFuHh/te+kvc9KVlwACUpiakK37TSFV+NpUlBWrErAd+mFxx508YNWUaq5//E1tXv60ewwBhMnHvoje54MXnOHTSKRwRBfSRjaog+yK+IOvjsPLLGfru/HoNAGHdlzKDzb5SvvJ3pqYzrWYeu/aM6Joy7X6T4MkRJ+m+7lqq0NfkoV2RbGs9wL6m5eBvAVMO2X2n8YM/3B73MX2TSFWh//HEN6XQPy3KUohe0b3VamXGjBldEmaxuioj2V1UyvsjxuIzdwY/LYqP4TVfs6vk5LDlsS4okeOMRq3bFhx1dCyT16YwraI94cJ9vS7SyOfFpEhsXkm7TYTtz6hB4HDfDfgtxvI1Ly+Pe+65J2WP+WjSKdBqsNtKGDL0vriD5HuSSCuWu521THziUXzVegKye1gGDMD38Dze/dtfcLe0pGSftuwc7vzrorBlO9etZeVzf0TxRL+ntJmYgx9IbnRXKKFCKpRJj7+bUAOARn6mNWr8UlescSI7vUEdczZtzsijai1zLJIWZVEcc6JMCJEPPA+cjtrO8j0p5cfxtkunL1OIXtG9UdoqHhUVFbzxxhv4/YkVWa8/tSxceAE+s4UdA06ByJRLjF/4RxQ/d+zcz6fOVibkZR8XggzUtGMyhfvaMk1cCQnSFP68+M2CdrP+/vT26TcbCzKTycT06dMN74+VujwWKSmeeVRFWCTXFRdEXPRH4/S5qHnwId2xUEGEiBmR0sNXUwOAu7U1zpr6x7NYM/B1dL5XLBk2pt8SHQkaNWVaMHJWseZfSL8fYTJRNv2y4Nil/ExrcIZlKJlWE9edPZCXPjE2JTdy57//0hEJDy2fNLSAl79/btTy6NcjPj095ixNml7maeBfUspvCSEyiJ6vqUtalKUQoxRjV4rx16xZk7Ag211UituaoX9nF1Msf6tu5M1Dveep1V2EJOnC/VBx9d839Il7jHj7Myk2w0iZ3+9n//79uuL8rb1vhQ2xr2mrYf5H8wGOaWEWj+4YCacCozmdQcxmUJL/0VE7eCBbnvld0mIOACm55PY7Wbd4YcJjky667T8NZ1/Ov3p0lICymgTXnT2QtV/Uxz0dPXd+TaTNXVoRVlsWiknATRMH8atZZ8Q9RjIMn1icFmFpep2DD6y7iQjz2IGPT+myeawQIg84H7gFQErZASRUX5MWZSkkLy9PV4Dl5SXu1q2RjJDbMGS0sfjqRt2L5iN2zBGRZrT6JF6DhtBELTwS7SqNtb+s1sG6Rf4amzZtYtCgQVHC7OnPng4KMg234ubpz54+bkVZZF3RQY+X+yoPAD03UD4SLaJlSCxBZhRBE4ItuTa6WvYhTKZgBCwVaAIqtFB/2sgilmyuSsitXyvO19uvZj77cPn2YMemXqoyTZrjmYAgCx2zdDLw3MEH1tENYXYKUA+8IIQYA2wG7pJSxnVIT4uyFDJ9+nTdmrJYaSuNyAYBq9Ua139Mo9Wm/8V6IpPXpoTVdK0ty9QVVXmuxITltIr26BozveMmuD8j9FLZtW368/iMlh8P6HlVtfslj+2t6TVRZikp6XJNWf7sG3G+/kZUpG3X+ROQTQ1dPieZYPQ7GTQBpTHp8XcTEmSZVjP3XzoiqX2nSXMC8ijRqUVHYHlXRZkFOAv4LynlBiHE08ADwIPxNkyhd3easrIyZsyYEYyM5eXlJVTkrzUIaNExp9OZsCADyPak0K/qOEBI+PFyJw++doQfL3dyxv4OplW0Y/WFiwCrTzKtIrHn5oz9HVy5sY28NgWkJNPtx6wkt7+27H1xy031IqDFWfrpGqPlxwNGXlVGy3uCfvfcjbDb468YgTk/H8dZZ0HItub8fAY88T982Q1BBqrfVk8Ta2B4aX4mIvBXr8g/TZpvIPqz/4yXJ8JB4KCUckPg9j9RRVpc0pGyFFNWVpZ0UX8irvyxmLh3e1Tn5QmLlJz1ZXTdVmThfqJjkyL3Ebp+smOYYhX6a+ilsu86666wmjIAu9nOXWfdlfC5H2uNAkZeVaW27hmwJsPq8ZP49W+fo0aY6dfYoD8PMyJNKex2ci6/LKpBQGlq4tCvH4WT4xjSxiDUNLUnMRqfVJqfyfoHLuzx46dJc5yxHzVlqbe8S0gpa4UQB4QQI6SUlcB0YEci234DruLHJsuXL++WAWwow+qrAIJeZMAxY+6aakyKNBxEbtQVmSyRYmzWJ4l5oMUq9NewWqNFiSaeuiqqjsVGgblDSnS9quYOKemV4wdr2kzqV5zePExht5N3zSxa3/8gzP+s5teP6jYIKE1NMKiAHcPGsG7ixTRn55Pb2sSUDas47csK3fMQJhNSyoQK+lPF/ZeOYO7SbWEpzERSlWnS9AaDBw/m66+/jlp+2mmnsX379qNwRvyc8JoyAFdgeXf4L+DlQOflXuDWRDZK+5T1ApH1YgUFBXz11Vc9drzdRaWsGTXuxBRmUiYskpJl26AMVo51qHMsIxoJEjGnjRyvZMQpp5zCzTffnJJzBrjkn5dQ0xZd1F6SVcI733onZcdJlqPZfTnuo+26kbr+h+tZPO/HiPx8Sn7xc/JmzAi731lezsZfP6KaxFot2L0+RtQ0UtrUSlV+NosuvJiVF8zCF9LtbPF2cOn7b0QJs0FZoxg34DIsPivt/ja2Hl7LEXt9r4izN7ZUhRX/33/piHSqshfpaR+/49mnrL6+HiWkyaa1tZWysjLmzp3Lgw8al1z1pE9Zqrsvu0M6UtbD6I1I6opFRjIMq69So2b2hGxRji+EoHxC/MHhyaJrJhsg0ZmYdnd/OqxOPI7amF8RX331FWMWjsEv/ZiEieuHX8+8c+Z1+dy72yjQU6nPRLyqdm2oTakvleb8XzXvCRDRJbOHClQXerPDESXIAN75w2/ZP6hfUJS7M6xsO6mIRoedg4U5rDvn4jBBBuCzZrBu4sVhomxQ1ijG970ci0+NjDpM2YwvvIyNDW/zzl/+CNCjwixdoH/0iBxJ5vZU88UXvwA4prz9oGcm0MSjqCi8rvK5557D6/Vy22239ehxYxEQYEdFhEWSFmU9THfrxbrKiVxnppi7Nzg8ND0pJEiBrnlsKIlYazTn7AoKMqORVwASiV+q0TS/9PNq5asAXRZmxVnFupGyRBoFjmbqM9LBvbXRw9qXvwDokjBzlpcHa8Fy2lppzs6NWifT7aIqP5tSHbuMnevWsj8/KyrC7DeZONA3F4QIDtWOJHJ5WZ+pWEzhqWqLyUpZn6nsP7iTFX/8LesWL+yRqJkWJatqascsBIqUlKajZb3G3j1PRs2I9fvb+Xflfx9TokwvYFBeXg7Q48IslGeffZYZM2ZQUtI7pQ3HOunuyxRSUVHBggULmD9/PgsWLKCioqLHo2JGDKuvYmrllq4ZXB4HJOo/FokWEXNmmUEIVYhpf2MQzwrDbT8UJsjeHzFWjVQKQavdwfsjxrK7qPOCOLBlYNj2/9j1jy49HlAbBezm8C7DRBsFYnmk9TQfL9sTNlIHwNfh5+Nle7q0P80s9qkbb6Y5K0d3HYmksqQAi84FYN3ihXH9/nJb9Q2VI5c7LKogfLvYwlXnZzH+kmyuOj+L90/qjBy2NNSz4o+/ZfXzf4r72BLljS1VzF26LVjorwQ+/1VN7cxduo03tlSl7Fhp9HF79P3xhO8Ib+3t+lisVBNrAk1vsWnTJjZv3swPfvCDXjvmsc6JF0bpAfRCvEDYXEqr1YrP5wuaSjqdTpYuXZqU31iqGVZfpdaWnYAYiSSjjsmckz6hX9nr/Cnr13hFdlLHSsRaI9QOY8OQ0bojrzYMGc2w+ioEgjGHx3Aw52Dwfr/0Gw7djkd3GgWOpkdaa6N+U4TR8nj4amp46sabWTb1UkNx5bZn4bZa6HfPnVH3tRyOb3cxZcMqVk6NrimbsmFV2HouXzMfnFTIr0+34w6M6qrNFPx6tJ2L6svCUp1bV62gdMSolETMnlhZaehR1u5VuPvVz3liZWU6ataD2G0luD3R/nhHFMFzx5AhdCon0HSVZ599llNOOYVLLrmk1455rJMWZXGoqKhg2bJlwcJEp9PJ66+/jhAibAySkfA6WoIM1IhNrOHjxytmRV8krRjrYPMwW/DxavMq7YW7ufKUv2OydHCYvokfSEoyPZJLt7jipkpD7TCMzHxDl9ukLey+KdslNe902jD4qqupefAhgISF2ZVDrgz+gNj4743sytsVt0akO6nP7hYzZxfYdAVYdoFNZ+34WEpKePP8S2K+33Nbm7B7fbrPaU5hX1oaYo8m0sRUvO7LiiPv88z02UFBpuGxmKLqz0CN0qVClIV6lPmKM/ENzwW7GdwKll3NWGrbg1EzIC3MeoAhQ+/j83/fS0ZIML/DD8udFmpdx44hdCon0HSF5uZmFi1axLx58xAn2DWqO6RFWRxCBZmGlLLLY1Y0QmuOhJRIIaJqj7rLhiGjo4eRH+cIKZnxaXQn5LZBGWGCTMNrEaw69SRmCHX9vjTQQD/j/fslUpC0z1moHUa2p123ySKWye/31tuQ7nCrD+l2U7fgqYREGXStRiQRj7RQ8WWx5IOU+JQm1NCg+jlwe6rZsWMu/3r7bb7+ujihouFzZw4NqykDsGSYOHfm0KjHlUgxcr977kbG+nKXkvM/fofT3Pqf3Smzv8s7f/lj2LBwPU77ssLQAkNjf9tOau36nz29urREonTxeGNLFaZADZmvOBPf6flgDpxDpkW9DVhq2w2HkafpPiXFM3n808eZbK+nj1lyRBEsd1r4zGWl5BgyhO7OBJpU8NJLL9HR0cGttybkFPGNIS3KYrB8+fIoQZYKtJojLcWlXUi02iMgJcLsRBu/lGkS3GfOxVLrxBdx39qyTMMIyWHRWcdzAy/zvPwRHSLa6T1R6ws9Qude6jVZWBQfE/eGe/Bc+dWVvHXKW5xTfA5Zjet19xt3fmMIRjUiS5cuYc3SF5meuZOyy2+FshuC95/UehLX1FyDp82Dy+yiqqSKOVPmcOWQK6mpXcauykcCAixwPr4jIXuPFDceikvep19/KzZbGwcPvkDjkaEoynaQCkgQHSBtYJZZCKuVU2c58bUXcOjzWci2qVHdl3pCc9k//oHrs88455ZbEn5uNGavXc3Iy6/SvU+LVK19+gnatRrDbvyCz21tojknetC9Xl1apk9h56jTkkpbh6LVkmk1ZL7huZ2CTMNswjc8F0ut+uMglvN/mu5xyenzum0I3dNoP2x6u/tS49lnn2XWrFn079+/V47X2wghRgCvhiwaAjwkpXwq1nZpURaDnvI+06s50gitPeouRhGbY5ksswmX4iffYsaj+HEFLjJ9zCZ+NXwg1xUXsMvqYPXfdiBDyspiFf4X0hmFmMSHALwm59BAUbD7Ui8yZs+y4G6LlH/62N39acndBUJGmfnqRUAFAhtqmq76y2remHElnkwHDpeLsq0VnLxfNZP2FuUlbFlhXAsicJLLspaz2Tv3r5RU/5Kcdth7xkg+P/1MfFIiEGQpWYw+NJq8mhWs2ffjhB53JFZrByIQlbTZ2/D5KlRdE/hPBrSwItog8HvHknmYkya9wsiRoykpnhS2Pz2hqZjNfLBjB6PKy8PES81Dv8T+6B9xG7znc9taKG1qpeXtf1Hyy1/qrjNqyjTy3/2ApkWL+eSUEhpzQn7YRAg0S4aN0VOns/39NbrRtUTrz5ASn5RU5WVRmmTaWiOqlswePQc2crnRMPKeoG1LHc0r96E0eTDn28i9dDBZY40j1sctFa/B8ru5sqMNshw83SefWquF4qySoz5lQ4+uTKBJBpfLRUtLC4qiYDabycnJweFw8Mknn1BRUcHvfve7Hjv20Sbg5H8mgBDCDFQBr8fbLi3KjgLxIlipinDpRWwyTYJBNiuV7ak3X+0qGQIWjBwU9LQKurGHpIiPKH7m7VZFzXWBSMrqhTuQgetQnsuvO5Ac6edGXg4rrZvEh0ziQ/yKmZpPb6HlwDlRm1kyBD5vAsOjBdgcZjxtSuAA6jkPq69KSFiPqR/D4LbBeBzqa+TKymLjhPEA9K/ez5/Hu/no/QfBpAqTSMuKUMF2meUyHD5jEa5YLOw6rYwRe1TBt2Pwqfgi0vAnDVqH2727ywGiyO0S3Y/f387OjT/BgSlMjBgJTVdmZlhq11lejmxv5yev/JVf33JHVNreJH18x/FXDv13BznLDhueh7O8HOfrbwBwzlc1wQeRP/tGmi48n3WLF9JyuCHMob90xKiw5Vpdml792YVb1zEsMvUpBFkjWvF+t5mqbB/eVj+V7z/GTB1RtnPdWtYt/DMtza3kWDxMObmFUbN/QnVTVviKbgUydb7e3Z3CbdrInp/DCaoga1q6Gxn4PClNHo68uhPPsmcpuHZEWOT2uKbiNXjjh+BXn+PJ2yXDK3z4XBJLfj39fuFXYyXfEFwuF06nM1jqoyhK8PN8zjnndLsEKJXMnz8/yjx2/vz5qfQtmw7skVJGjzKIIC3KjgLxIlgiRW/WyIhNrtfNY2NGcF1xQdBtXc/1vLfpkHBf5QFANRx9bG9N2HgejSM+hTt2fM29G/7KhfsPMs5/NVrL47SK9mjzVym5iH+p0TEdcWAyK/Qre11XlPk6JNHpOR0keNoUbFlmEPFFXFHRXgaf8jk2WxseTxZ9vxrD4dbwj6FisfD5mWVMq9/Pj99yM2cdvHKBYP1oVXS6FTdPv3sfvP0z5udk4Jbqa7gtfxtnHz4bizT+WLscDt1/awwY0HVBFo/1TOY15tBAX/rSwA28HIxcAkiH5MuF99PHvIlXHA0855+D53y1cUAgGVX1FefvUQvUHS4Xvupqdo4+HSJKDCyKgi9UlEnJhbzDJPEhSiE45yjU1C7TbUo4pDdiSUpa3/+AUb/8ZULF+PacHNwtLYB+/ZkwmZB+P4OyRjG24CI8pZ9z6PQXkWY1KpuR48NycR2rF/0XF337D8Htdq5byzt/fgqfTwEELT477+y1wsL53Jx/PS+2TmBi8UauHbacL2yjeV7+J14R0jSh+LHsag7eXLK5inEnF/R4XVnzyn1BQdaJCZd7KrYlvycLTgxhtuaRoCBz7sukZmMeUlHfh74md5cioMczLS0tUcJLSklLSwsOne+eo0VAkIWOWToZeG7+/PmkUJjNBhYlsuKJVQV+nDBx73YsinFaLGaxcpIMq6/iOxve4YcfLOOfJVnBaNR1xQVsOm80z4waxMBeHBJtRLtf8theNTJRFUsoCoEnZzonneojZ+CG4OIz9ndw5cY2Cv0NIP30lXX8J09xK3+NeVyLozEl5+9pU+JquKKivQwb/gl2extCgN3exojhGygq2hu1rjvTQW67+gEtaoYfrJBM2t4pPmosZh7IIijIAA7mHGRz4WbazG3IGCfz9aBBgCpsQhky9JMEHmnXWM9knuUOGkQ/ECYaRD/+xN28wH90riTAea2Xl6z7+KP/e3iE6vOGEEhhYkfpED4YegZmn4+yrQGhEyHInp85G1/kfFEh+JxOaxhpUw0+I9n8+9+xqiSXFWVDeHfUIKryO61TjGr7dq5byzt/+aMaHZOSlob6oCAzQhNkE/pegd3ioGH4EqQ5PHJtskq8jnf4yx23snPdWkDt0FQFWSc+aWZdzQB+an2VicUbuXn0YvpmHmGy+JDv8ycKpXpetPuw/LspWE8GBIv9exqlyahxQuD03KKKmQBtW+qoefxTDj6wjprHP6VtS12Pn58hFa/BgtNhfr76t+K12Os7DwT/WVeRExRkGlrjzjcFo3rsnqjT7iaPEj73ksDtR1Ox88Dsy6uBhMwo05GyGGRmZgZ9yFKJFsF6d+TZSJ3uyFhdet1BMwXUagiCacLQqFSiFhpSgvSDMJFrEvhlK63SAQjD7TNNQjcCpqGJsVKbNXYET5h43vY9bp/wJ4ZAMNJ1xv4OzpOfUjJetb9IBJ9LFamaj5nF0YjPVUBdxTW6EbTuMPiUzzGbw7+QzGaFwad8Tn19Z15jd1Epn55yGs9OnUm/xsPctmwxF238iJvek6wfHVjJ4Dk+mHOQgzkHGdgykAn1E6JbzYWgYkwZJ+/fT9nWCjZOGI9iUb8GejJKtpDvoYjw8UQIwWp5GcOpDEbMZDYsFP8BQicVLQQ7Sk/hp3//S7DmLpK6gkLd5Q0RViiRBp+bf/87Pli3Gn+GKui08UoApU2tICW7L5weVYS/bvHCuN2aepT1mYo5MCzdZ9dPp1qzfbQ01AfHMhl1aLb4bGS213Dt6cuxmTs/N1qavqG9Dz9b97DutlW9UOxvzrehNHlwFn9Ew7Al+OyHsbgL6bv7OvJqz6Xt8FCy0E9z1rz6Bb95dQs78q3d9lZLaqRXxWtQ/mPwBp4f5wH1NqhRvYrXVDHpPAh5A2H6Q+p7NlBP4XPp1/Ql07hzvGM2m3UFmNlsUO949BiU5PJkuRz4TEp5KJGV06IsBpdffjmvv/56j+S+NWGWSJdeqoi0SNBNEyZwVRZScuHOTYzraA126zzy7i28xk00oF+nMjAwkDpWyrQ0ELGbO6SEu3fuJ1Zi1S/M/J/5+9xy1t/p3/kDNSikBkx8ARFnMLjfl0FdxTXknPRJmJCzZjVSMv7vYfsD1a5BCIHXo/9LT/gtwRSUHjZbW9zlkZ25hwqLeHLO7QBcuPGjmI8nlIM5B5lYP0H3Pi1tefL+/XSY4dPxZVhElu66qaKV6JFHAAgTr8k5YWnMVvTd+AMbGAoygH6NhzlUGP0ezKY17Lb5cKfIAvhk7cqgINPwm0xsHdSPHaV9Oa2qgdLqajb9z2N8+frLtLa1Ikwmtg85nXWXfjemZ1kk+UOd1E56JChOTN5s/BmtUet5A2ltX4eHdYsXGvqo5Vg8KNJEof2vhbZdAAAgAElEQVRI1H2A4XKNSY+/26ODy20j+1CzbymHRr8YjAj6Mg9zaPSLAJjrbiUL/TSnHcEPsPOtptZueaslPdJrzSOdgkzD294Z1dMTbLLze8HiUPC5oi+vepMkTlRycnLCasoAhBDk5MT6fB8V9qOmLPWWp4Jvk2DqEtLpy5iUlZVxzTXXkJnZWXifmZnJtddey7hx4+Ib3sURc9oopGy3C6Qk2+1iauUWRjvrMUVE0KxWK9deey3z58/n2muv7fJjCh2jYZgmjHPe+RYzL9/xfe655x7KyspYUtvIX8WPAqmp6Ock0ySYO6QkLGWaGTHWSFsH1NRqtiX+r6kOYWeJLbouqK36XKo33IrfFx6Z8StmfO4spARvWwE1G/8fLQfOoV/Z61GRNZOlg9LxbwaNTLMLbEybMxJTjJ8x2S1DY6YwPR594RO6XK8z12Oz8fzM2Rw20DV6TNquRKUnNRwuF36gPhdWnHGAZUP/hf3I6YnvPMWERbG6Gam7bdliLDqGze3YWc9k9RAeyFlmxlddTfX9P6X6/p/itqrP+Y5Ty3h2zk944gf/zbNzfsKOYWPwWsxUnFTE6pGD+LykD61tqoDaPuR0Vk6dpdpeCEFzTh9WTp3FjlONu9nyhzoZNLUGX+ZhEKo48VvawR/+mvu9guoNnd2JLQ31DBk7nug3mGRI9mFM+DnsjrbfAAyXa1Q1tSMDf+//x9aUj2Jq31pPw7DoFK00d6iRM78arTZKc/YLvCnavQofvbmrS+nNpEd6OQ8aLzcSbCHR3X5lLQhz+PGE3R78EfBNwOFwkJeXF4yMmc1m8vLyjql6sgA/ByK/LF2B5d1CCJEFXAwsTXSbdKQsDkYtw2VlZVx1lep3FDS3bOr0HxJSku100pKXF6yLsVqtzAikPjRvmDEH9vD/3vwnQ70+NTVyx/fD96njH/P222936zFpHTBGacJckwBPO81Wu67IalLCv2we21uDBz0XdkmJRWHesCHBWjYg+O/H9tZQ5fFSGoiiAYz7aDtVHm8iJfYAHKYICI8E+BWJ4pxCzUYSSkka1pVZGrj50XCLhlUv7DA8l2x/Cf0HmfnygP46+746k2HDPwlLYfoUM/u+OjN426jztq6gkFcuSFyx3PSexJUfnp4EMPt8DN5Vwey54R/9DYOWM07SbVFkRDYthtGyvoSn5cx0oOi+n8Dujp1uu2jjR/zh+ptpjqgrU0QGr8k5nH/4Q3KWmXFsChf9dq+Pz047O8zCQhNZoBbsd2SEp+bXTbw4zO4CwGfN0HXs1xgwsQ6TNeLdbVIQHVmYlTx89sOY3QXsW2+naU+4s/oXH68j+gUS7G0tZKRsZunuq7h59OKwFKZHsbJ0t74vmx5ev2T+m9tTFi1r21KHbFcMU7Q++2GQam1efn6WrjBrDnwbXISF77ebUdrVdZQmD01LdwPEtddIeqRX3sCwGrHw5QaCTSpgzQRvO3mD1fdp3bZcfC4zlpIBXfKfO95xOBzHoggLY/78+a/Mnz8feqD7UkrZBujXVBiQFmUpQBNuuy+cjq86euaZZcAAhr27JmqbRPYZSUVFRUJ1brHq4bQxGnOHlETVlGWaBI+NOInrigsY99F2XdFWGtEYYBRxE8CWKfqzN68rLuC64oKA+HyHpVuyeX/kWfhMydUb5OvU32UX2Lj50Um8/0oR/34rfl2Yz1WANStamNlt0akGo9FAwgTT5oxk+MQLCHzAo9DqxrTuS7cnkzUNeWQ1DAp+EI06c+3uw8Huy0QobIaiZjX6XjGmDJdD9UA7Y2sFy848AITv68uizVQ0FFNWVNsjdWXf5a/8Wf4XfhH+lWOWHdzAy8HbL/AfKGREbq4iFX6yKHbjBkBLtv5s08P0pf+D+vseUdPI07fEEVkRT4yeM3+s5aDWiekhrW0Mfe8ZpJTsbv6MpsbVUet4WvUbCFp8Nv7HdwMbalUrlWuHLafQfgRp7s+i7ZexofZsw/PRo6k9dR3ZzSv34Sz+CKRJtzvZ4lavV5nlEsWkL5CyEVyEhR9iJzNClEqvn+aV++KKsqRHek1/KDxFCargmv5QoJZMT7CdFHL/QfLG9CXv3odOjM7SE5yAAEulBUaXSYuyFNLvnrupefChsJb67oSs9aJlWuoxFproMhJl2hgNo4iVttxItGlRLQ2jiFupLfoCGGrFYQL8UsKYC9Q7k1QDJr/CBVsiUgRmgmN6pt40kt2bD6mdkTGoq7gmqjlAYGPI0Pui1jUaDaQKMrU2xWimHKjCrL5+CBLJp30/VYvyCzdzdt3pWISDKTs/Y83oCXRkhDx3fg+WtoQad4IczlW7Nk/evz+sBqs5E9aP1v/Yv+Bp5tpWE5Oz/arXa7i7SLfEmlYztlD+R7BmLJtmvsv/hdWTreEy/QNJycXtK7kogbo6o7qyfo3G/mSlTa005yQnsowc+wtlA2Nu34m31UL1hn5hES9vq4WMnGhhpokTIQSljlPZoiPKjPBZMnjTr6ZmN9SOp+LwOTx27RnMGltKW14Ve1dWUt3UTqbVRLvPj5RgDoxjMuKNLVUpiZY12teqtWM69Z1CyaDv7usQQmARxh3gFgQ/xB5MY0YSGl3buW6trpdc6Oe21Co4zW4m0wTSZqJtS120qNOEVGQxv7bcSLCV3ZAWYWm6RVqUpRAtNF234Cl8NTVdHpkC+uNlli6Nn5bWZpfFWjc0AqdFrPSIJ9o0EhVvkd2efujWlV7I6JJIm119S//t5+uNUxMRaCnN0FTn4R3XMjBrIiURNcCa8NK6uOxZFiSSVS/s4ONlezh35lD1+V+yJOZj6zB1cDBHTYNoHZOTtivc+rbkzBFbeO6a2TTkF2JSGslqeg276+OEHovGKxcIfrBCYg+5/muvzqTtimHUbWmTnaVNcJbDy9V5XvItYLcNoKBwGo2H1+L2REeCE0XrBjRiPZORRvlTIfjAeiETxu+JK8xuW7aYJ+fcjsfWGQWxeTzctmxxzO36Nzboirnc1iZdVarn2J8h3dwoXkKg+o0Nmqp222nCrHpDPwZNrQlLYWriRMNhSbx40JJho9+lcyg9mBlWrA/hBfwLbjwzKLLe2FLFEysrY3ZepmouZsOIpVG1ZAD4TfTffgt5tecltJ/+CDocVmyuaEFrzldfZ82eROuGDe1c1fzl9r6+m5FSYgm8lqLdZ5wCNRJY8QRbmjTdQBxLrrpdZdy4cbKnRiIdLRYsWBBjbI4+obVnRtvn5eVxzz33pOo0g2gRsFjibdQHFRxRYndEJktem8KPl4c/TkuGKaqotytoaVCN0JZ6QpzARIiQsGSY8PT9mEbFbSjKfMLH5sLNQVHWU0zarnDrO5Icd3glktsCz14hYqZDTVLyaP1hrrQUwj3/jnusNe8OjbtOPO7if9VmkRhkuttxtLdxOL9Qdchf/y++9f67qm1FCKvHn8fzM2dTV1AYZisSi9Xjz4sSc1rTS15LE5M3rOK0PeG1YjtOLQs69hfKBm4UL0UJz44WCzteGQbAoKxRDB2dRcvIFcHuS0d9Ga6iiuDtnC+uYO2n8b/PhMlE2fTLuOi2/wxbrs3BDB27lGk189i1ZwBE3ae7b+Crx7s/EmjNu6ei2/0iYcSqFxPfkYA+N4wIs8wAEFYT+dcOI2tsP/5yx6363al9i7j9mRcAqHn8U926NZFhwuSwHjdjoHbu3MmoUaOO9mn0KnEecw9Vw/Y+6UjZMUqygkzbRmsCmD59elikDTqjaD1BrIgbqKIt1YIM9GdepkKQgVoE/MwP3zW4V+h+C7SaamhRPMZRMinZ3LfnBRnA+tFmbnrPR26EQb3dR7jnmQ5BuWZU1ByB3TZAP4rWqVzjEuklpke7zU67XW2GaM7pw/Lp1+EzmZi9dnWYMLto40cJpTpD0dZ/fuZsDhUUEuq558ztw8oLZgUfS+joJM0GY8ztO3UfplZHNihrFOP7Xo6l3kq/evVz6Oz/UcDNv9MqovHMv1Nqyafqo9j2CdLvZ/v7aygdMSps0kDUHEzCjWLjCTJI3VxMu61E932hpWsTRnZGsoxmaBr6uIUsN+rwlB1+lI7kGwjSJI/f7+dXv/oVCxcupKqqiqKiImbNmsVjjz1GVlbPWvMcD6RF2TFKrLqkWLS3twdTl1arNVjwH9nB2RUSiYYZoc2tTDV5rtQLPY1tgzJYW5aJ02HSHViut874r/ZzqnHpEhJ6RZBpFDYnt1zDKwRP98lXI2UhOMvLddPzQ4bexxfbf4ZfhNQWSsAD2BM717400ECci2CE2PVZM/jg3EsY+8VnUdEyANc4hZaZCkoBmBvR7bwMRRNzs3/1+6hUps+awbuTr8Rrsep3aLbu1q0X0/zGyvpMxWIKr53Sc/MXAvqe3kTbIUdUB2Ykvg4P7yx8gdvWy2Cq0igtWZ2gUWym1RxMgXaXgsJpVFe9HC7KJTjqk/se0lKUWWP7GQolQx+3wk6xrxnZxiPRBoI0yfPb3/6WJ598khdeeIGzzz6byspKbr31VjweD88+++zRPr2jTlqUHaPEqwtLBK/Xi9frZdy4cUH7jq4SWQ920OPljp37mbe7iqv75bHmcEtMsXbEl/rRGlafZFpF1xzJ4wmubYMywmZpOrPMvDkhi5VjHbTbBHkuP6dWeakYYgtb571RpyMrvcbDyHs5yK4V/Ostj0etxazWygRwlpdT8+BDtJ3eRsuPFJSCfVQduYdBKzYx5ArVMf7TDQ+Snd2GqRHk2zn457TEfcihMzG70lHQnJ0f9BkLxTVOwTlHQQaykdrcSyCmMAPjyQDtdoeuMFw38WLO+2RdVL1YqN+Yw5Ib5WpvZBUhBAw9r5362nPY37Yz5rl6mxuDQqyqqR2Bvl2eFv3SE21mIfBLGdNAVqtFS8ZotvHwWj0XD1xFFfBFzE07V7eayL10cNz1psz+blhNGag1d6eOnxmsMR2ab2U0iX0MExFvkbz13oM8vWcJtWYTxT6Fu5qcXDlyNlz1u6T3daKyfv16Lr74Yq67Tq2jHDx4MN/+9rd5912jrMTxiRDiHuA21I/jNuBWKaU79lZpUfaNYNOmTQwaNKhbUbJYQ8L/Vt1pJ3HQ4w0bLt5jSEnZXk9U5CoR9ATXW+PVsLm2v7VlmeHDzQG/WdBu7txm8zBT9AXabGHDkNG6okxKyZ4cA7PKHkKv4N9tISHPMykEl+x6nruys7hyyJXULXiKttPbwoVOgWRfx8tk1p5FSfFM/mdnTudFvx/8xv1L+mYaO8qvZzLP8yM6REg4TfoJXjYTEGi5rU3YvdERqpaZnecZ3LVNXR5PlBl1cBrRnJ0fjGoNmFiHNdsX1X1Z3+9dmka/GpaqjGXIp2QeYXzfywHiCrPz69/ng6KpgLrLSGEWGv0yqjeLJbAi69SqmtoTctiPHGelYSRGAaT0Y3JYke1KUvVdWgo3tPvy1PEz2f1ZflCo7WnyMizXgs0U/32lRecS5a33HmT+V0txB4yva6wW5hf2gZ2LuBKOSWFWU7uMvXuexO2pwW4rYcjQ+ygpjjbkTiWTJ0/mySefpKKigrKyMvbu3cuKFSuCIu1EQAhRCvwYOE1K2S6EeA11KPmL8bZNi7JjlESsL5LdX3dEWcwh4RFow8VDRVkfsym1NWVC8GWpFbZE32XLMmO1WWht9GC1maPGIukJLq9FsLYsMyjK9GrV9M5Bj1ZbJi9NvISJe7eHizMBW4u2xt9vCCVZJZw/8HyWfbkMtxL3R1YUajG/wk3vSQqb1QjZKxfELvLXOMvh5arc/8/emYdHVd/7//WdJTOTfYUEEDHIJpAri4IgIqJSFIVqS6neau211tb2qldtQVGp4nJbW2uv3tvW9me1RRGViilaULSIIFgEDUsIS8BAFgJZJtvMZJbz++PkTObMOWeWZCIQ5/U8PjJnzjZL5rzPZ3l/KrEd/k/ePfowuYNbaL1WR+ikSFQeeoqiwvncN2eU6uKtZ2gayipuVAsyAGEiX6rHjd14PFMXFm8nl3y8nlG1Wp85v8E9gdHyUG5ds5JffOcHeEM6Ky3eTiy+TtwOrQ9aZptsHN18KMsw5XhyxOuYwzsRhXFw0OLOw2KyUpIzM6IoE0BJ215q7UUcyBgJyIJscLbDMKoVb8QrUp1apG17VFMmBIMfjq0rM5wxM2ap6utevH+zZjbpLpefCWkWov0FxBKdC+WZyr/hNqt/N9wmk1wG8OmfTztRVlu3hn37HiAQkG+i3J4a9u17AKBPhdk999yD2+1m4sSJCCHw+Xx8//vf59FHH+2zY0Zjw/vDbyDMPHb2ZYd661tmARxCCC/ygPOYWteTouw0pSf1ZH25v6hDwsMIF3HLRw6JOs8yXoyE0yULRzFySiH7t9XpOvAbbRe6PKsjgDOth4NzhaDNnsrGUROA7jmnUsxzCmR23bwr+O8JAybwzI5nqGuvIzMlE2dn9M9z+h61GPufa2MTYyALskU5XlK63hLhb8J5o0AysJNSIiLKBVq56B9zX0IgYxh2/5+Cd+O5ebOoqVkJ+A2L+0+Sz+XSP3iPuRrDNJvHjcdmj9h9CXINmV/n2m8O02/Cbsc+4XxcH28NLrv8X1v47KyBbJqqLugHNDYYFm9n8LlImNKMU+3hwizUJiMWiwwBTGvaFhRlg7MdbF58me66CyYMjtvuwqgeLVqdWvHwe1UXfpBf24AvjO0jLNlqkd6TtKmCni1OtVeCdh9TButPEAAwpVririerM7iPq7N0Dyo/nag89JTqcwEIBFzBG6y+4vXXX+d///d/eeGFFzj//POpqKjg7rvvZunSpTz22GN9dlwjugTZ88jCCeQ5mM9veH84PRVmkiRVCyGeQhZ4LmC9JEnrY9k2KcpOU3pa6B9pf71Bz4ssEuGu/+GeZwkxYomykw9XVeguNxJcoU0Ds8pcvDk1LXr6LEINVHgq83jO8cj7CqEoTd15d3Xx1VxdLFsUrK1cy+JNiyNuP32PX5W2LGiB29+RAGOPslDmZfmCgkxBSpHAT/gwAEA9/UD/ov9d1aOaGvm3zqi4P5+TfCZNhvA0kxBkt7ex8u7vRX0NGWvMqlQrdM+9NGdn43c6Vc0KtT//Oc2vdHuZTSz/VGOBoaDXfRkNI+NYJc05fJoLv6MJizuP/APXqzy85g25nbKmjREjZhl+WZgmslBfwaiBwCRERKNZ5eKuSZFdMZ/2nfU0vb4f/Oo/ZNvobkPenqZNFYyc/J0ZKRQtvpD2nfW6NhtZ18Rv8VIYgFqdv41Cn181F/N0wSi1bLQ8Udxzzz3ceeedfOc73wFg/PjxuFwuvve97/Hggw9it8fYGZQ4HqdbkCmkdi3vkSgTQuQA84FzgGbgNSHEv0uS9Ndo2yYHkp+mzJ49G6vV2OW6J/vrDdcX5vLUqLNiKpDVM45V9rF92lhqZ53PEFsCXpvByShDho2c/GeVubD61BeC8KaB8VWdODwxSEfRlX8y8PtTZlmmp6dz7TXXYjfH9oNT217Lla9fydrKtZrn1u9ezkNFLp4e0sFDRS4mpmrjjzf8U11HBmDzwnc2mhAIitKK+Naob2E16X8OOWaD124C0al+400mh+70g0goIm4hKzBL6pSeWepkoXcFDSb9KJpREX44qdvNZK0wY24AJDA3QNYKufsyAIwp38uI9zcEzZ2LHn6YQb/8BaLrojCqthFTQJtyP+9gGT9Y8Svu+/2D/GDFr2ISZCAbxwa8YXWKXY0AzYeyOLF6FsPXPc/wTb9SCTIhBGnWLC7In8vQNGNvKpewMTjbEbU+rCfcN2cUVrP2D84vSSxZvSviEPOiwvlMn76J2ZcdZPr0TeoojF/7Pev41/HgoPFo9h7RuGj+cCxhdxeWFFNw6kfahAFkXzciWD9mzrYFfc/i5c7ir2MP+77YAwHubGqGSd+Ne399jd4YuUjLE0V7ezsmk/ozMZvNSJLEKfJNHRrn8li4HDgsSdIJSZK8yAPJY8rJJyNlpylK/ZcyZqk3nHPOOb2qJ1NQol16aUilsHhIjFYZS4qLuKO8KuI6sbBraIqm2D+ak39oMX8ku4vzqjr5dIQterRMCERAQtJZLb1rNqfZbGZiqo/Hz5IQvg6a/IK/Oy3s6DAWp7XttSzbsgwgGCWrrVvD11Lrg1GsXIvEohz50wjdl5HlRW5LgLKbZTPYK1+/Em9AK+h+kN9heE52+yCKx97b6+JgJa1FQOv4JhBggbzASU6atRfHSOOSwkndrm+BITU3666vCLTaxx5ncNc6FUW5we7O7HNb9Av5Y+gajdYIoETBSnJmkmrJRITtL1p9WbrJZ5iyTAgG10tFJFmzPgum2AvTCrlz4p3B72047TvraTKIZOOXgnYUPU2bKoRP4EjPtXHR/OHB5RDZZiMerr5UronSdF+O+XZC68ne3FlNlseN91gzKWYTA7Ps5KQazIuNgF5quSc3WPGyYMECnnrqKc4991wmTJhARUUFS5cuZe7cuTgcifHHi5Mq5JSl3vLe7HOqECIVOX05G4jJ4T4pyvqIsrIy3nnnHdX8SYfDwdy5c2MWSMpQ8hdffJHDhw/36DyEENx888092jaUUI+yVLMJb1jRvkR3hCyWrsvrC3NZuv9Y74r/haD0gjSNmAofMpxx1lbVCKX6sq8zvmoq06QPu5ePz6Ve+jqtR6diT7OwvcBEWXEMgqwLSaC5MFv8PqZU7gGgePhL7N3bIoemhSymvpPrZViKn9XNxtEzt9/NMzueCV7cKg89pUkr/st0MZ/k3UhTXgEmfwNpzatoyNyka4XhLZAFwNrKtdS2a9MUywd1kKZtKg2iCLDe1pwo2/+kPB0famHqE1ZWcSMLxQr+KKk7M3XHJZnN4Pdr/x+FiktmMurDjZrlWddcQ9Y111A+5jwGN7cF69X+dW02RTNPBC0vVGOUKrMNo6WhRGoEAFmYVbWXs3DYTwE0Fhr5+68HA5u7QNhr7k0tVji/XFeBN0LpwvHAFn62cTXCJIt8vRsKBSVlGLHztKvWyyhtGo+57cgphSoR1pdcfemjQXHWFyjp3N/OlUVkpz9AdZP8/sQrzAxTy33cffnb3/6W3Nxc7rnnHmpqahgwYADz5s1j+fLlfXrcCNyPuqYMoKNreY+QJGmbEOJ1YAfgQ25J+0Ms256SMUtCiF8C1wCdwCFk/47mrueWAP+BXL3yn5IkrYu2v9NtzFJZWRlr1qzB3/UjWVBQybBzPsNma8fjScMkrmPu3GUx7Wtt5Vqe2fEMxQeKGegZaOAjH5l4jWPfqGtUCaY0s4lOfyCmIv0hNivbp0Wwig87zk/Kq+hVT6Yk8eAqteXCuEsGUTQ8m3df2EvGWVs1w8YlCdrrRpNaUKlaHvClUPfpd5hy2ff4pque41IcZxYeKZEkBjXWc+3ujxk7bj05OceN5mzzl0ZrxIgZyNGjwrRCfpp7SPUN0LWUCHiYVPY8y/+0WWOF8cI8G65ZF7C1bivh3Dewg0HWyDr0vPN+ndAf7aL3dyLpvjEBVvBN2cMscCMNpnz9cUlCMOgX/62aLxteGxaJ7G8voujhh3WfKx+tThVWP+ZD5Gi/E6FjlBLFwmE/paXoY46P/bPKXFb4Uzj8gZzW1Yu43fPq34HIo5Z6IsyGLdam0UNJG/4kphRt9FH4cnhk4iuqYxqNOgqlwy/xsdWM5fwclu+q6vXraN9ZbzgJ4Exi+pPvU93s4vlrixg4tDi4PMVsYnRR7DNTz0T6csxSH3Vf9ohTFSl7F1giSZJPCPHfwBLgZ0KI85C9PMYCg4D3hBAjJek0bF2JwIYNG1SCbMTIrZjN8mO7vR2//2U++SSPCy/8ScT9rK1cy7Ity3D73dQOku/I5x2Zhy3ckyAKTqeT0tJSgKjC7I26Rk16sj2OaFY81hlKRO3H5VWJKfzvYt/WOiq2yUX1A0r+phJeIIuOtMJ9GvFhsnRSMO5vvPvCVI4vzIndxFQvdSUEtTmyz5WRIFPOZV6WL6ook5Coba+lKVOQa+l+t3QtJUw2do5bxO+v2qK1whjjBx1BBkQVZEBCO7Nq69aQRyon0fqB5SOPxpnOR0wXHzHoRwZRAElSCTKAto0fxnwOzateMxRllkGD8NV0d7GLbP2/A2WMUqI5OULr9i+ZOxkyvRaTBd2InUJPLSyMMAuBP8INvLDqp4MD5iZNYX40QRaQJPa6/bS1+rB8VM/Si4fyv5V1PY74hRfzn8ljlIzStp19MMLuq0SXADslIiycUyLKwlpDtwLf6Pr3fGClJEke4LAQ4iBwIfDxl3yKvSK0BmzYOZ8FBZmC2eynofFPQGRRtuL9FVxaeymp/lQ6zB3sztlNihR/7QDI7v6xeJU9UVnbK9uK8K7LaCjCLJ7OzmiEzr60pGr9q8BYfCjrG3Voyq5f8sDuAODwSLhs+jvTjQDpkGOW+FrV11Sfs9Eopr87LSqrCiNLiYA5j81jzRHnW/aERHZm7d//KAsZq0lRpkhuFrIi+DjcwiIUy6BBmmW+2jjO0SDN2b6zntQZDxJwm5BcjXj2/A2peYtupEwZo5RIJCRDg1WzXdLeUFglBk2pDz7u7ailcCIJMgDJm43QiZRJ3myNGIw26ij0SL7OAL7Pmtj8eM9r5VrWHVF1V8rndWaOUTJK56aYkz17/YXT4ZP8HvBO178HA0dDnjvWtUyDEOI2IcR2IcT2Eye0885OJaH2EzZbu+46VmtrxH2UlZVRXF1Mmj8NgSDNn8akhkl0muJ3sFeIpWEgnkiXHnpdl9FQOjv7omnc1xHfVAFlfb0OTYdJ8NsxQ6mbdT41l01gwdZ2fBZhrPBiLA1we1I1n/OQ1iG66+7osLKyyYqpq6MwP6A/hNnkb2BI6xC+VvU1rjt8HV+r+prhPuMhkZ1ZPl8T0/mIW/k/8qV6kALkS/Xcyv8xnY+ALguLUmOh76utpXz0GA5cNhtnaSnO0lIwxfGzZtZ+626d4PYAACAASURBVIKRFY8ZIQSm1DzsE76Du+x8w+7JRHPcdcTQYNVI6isRuzd3Vhuu05NB45E6KxU8J+YgBdSfkxSw4jkxB1CLwcw5wxBW48/ILATn2bs/l2iNO9EwEoA9GaN0qrlvzigcVvV31iQEA7O+dBuJmHC5qmlp2RX8z+XqmxnI/Yk+i5QJId4D9KorH5AkaU3XOg8gF8Gt0FkvIpIk/YGuwrnJkyefkj5aI0LnVno8adjtWmHm9WZE3MeGDRuwSOqPxyJZ8OFDQupxbVk04jWJDcVEz0cr9TRi5vBGXre+7OsMmvonw3qu0OUBXwr1ZV8H1B2aLWlm3ZmeepMBQhHAgYLBjG0aGLGm7IvDE1TLLJKFcU3jDKNlOzqs/MdzgsIW+MEFr/LUjbfhsYWktAMezqp9j0kNk4LfIUXsgfFA9Bpv9BRmX3RmTeejoAgLIsn/2T8WpH4S4YS6hK+vpoaaJffLHYsxFPkrh8hZ+E3Ncr3IirDYGNF2Mx9trDPsnoyHoWljgl2WHb4WlQfZ0LQxFNjPov3A9dqaMl+KJqUZzi/XVeiWAwjokX9ZLPYTvpYJuAFbwTqEtRnJm43nxBx8LfJ3O1QMKtEppcZLD0eIZgtv3Ikbo2GgX/Ic2kSgRBstHjkq2pvuy77G5arG61WHuZXHDkdiLVv6E30myiRJujzS80KI7wLzgNlSd7dBNXBWyGpDupadUZSUlLB27Vo8Hg9HDp+vqikD8PvN5OX+R8R9GEW1bJKtR4LMarXG5FW2pLhI1/LCLMCGoCNC9Oc7g3o361IRPPF0Zd6blo0lpUWdskwxMXpqIbs/rKH16FSa8g6SM2KjRoA1V15ExuBdqq7M1qNTg+uMr+rkojbBzY9P1z12tFFMksnER+eWMOLjK7l4xl8A9fDtfE7yTVYgnThHs22qP9zLUI0y01Ipev/j/EXU5+ZhdzdgaX+NS77IwiKp756jib1fHk/l14M7DEVZdvY03XoyZ2kp9U//Bl9trcqMNSrKkMYQgu+PyCdfnGTh9BVcXflx1FmVAPh8cdcmhtaTKa/DfsHDGjsKkJ319bons4c74xJqQ9PGcEH+XCxdHnGKBxnI3ZclOTOxmKxBrzJV9+WB66kbH7mJyyhFKRGb4Wqs+wvH1zIhKMJC0TOzVWwojIr+XV1/zqGeYj3G6EshwbHFm864wv8FEwZTXt7CmCHZX/7BOxqhtRb8nWBOgYwiSNX/3Q8XZKHLk6LMmFNSUyaE+BrwU2CmJEmhpkhvAS8LIX6NXOg/AvjkFJxir1myZAlPPfUUJ07IHTKh3ZcF+d+PWuRv5OhvS7PhsDji8i6Lp/tSTxjlWMwsHzGY6wtzg9YYodE0M/Dvg3L571G98drrPr5ynKUHqmnyRY563HFxMRurOtnzUQ1SAIQJRk8tZOYNoykans36F/ZS/9m/42o4V2OL0Xp0KvWfGe872gVhiD0lalTRY03hQMFgLkbbKXmSAfyJHzKjYJdmgHmH2dgrDNQzLS/71xb+rWKLaqZlqv863e2iib2/Nln591yvxkg/O3sakyb+RbO+s7SU2gcfQnLLczl9NTXUPvgQQHRh5gVCbvD13p8/Wn8I34Zvbu/bn4HQ1yG5GhGp2tRhh0/rMZI93MnQS2swdf2SpmT4GHqp3BxgJMwU0RVKqAdZ6FilrLppQXEmSRJCCOrG/RGEzk1Ll/gwqjsaHBKtiscuw2h/sWKzGN+8ZM4ZpnHUDyDfBF6bbUVyWMgL94CJA8WENhL+Zg9Nr1bg+cJJ7oLEdtH2KzoawXkUlK50f6f8GAyFWZL4OVXdl88CNuDdrjvSrZIk3S5J0p6uaep7kdOad5xpnZeh3Htvz1M9s2fPprS0FK+3+6JvtVqZN2ceQDA9Ggmz2cz8+fPjNo5VhFG8zyUS5TiFH0RQTcBzH1Vi2VoX/J2QAnL3ZdHwbEZOKQzOvmw9OlUVBdPjilvOi2gyGc4tAQdP+jojpjARgm3FY7nBk8Yqu7ZTslPY2VZ8nkqU+YSP3Tm7I54rELGQv8PcQZo/TXd5JJQu0HlZPnLMEg77oIjeRfVP/yYoyBQkt5v6p38TXZSF/frodZJ2CjurHDdy9eQYo2VxEMjsFqihr8Oz52/YJ3wHYelOm0k+D2WN/9TsQ+mEDMVkgbNn1zBoSr1u1MxolqWyvMPXQppVK+iUsoXMYzNpOesDVZRRkuDknmy4HM1QeFBHq+IdXXTfnFHc99rnEX3KItHs8nL3q5+x/YtGli8Yr3ouPJVpSrWA24et68UJl69XnZIt647EvG7H1jpsZ2eRNmEAjW8eoGNbXTCamzqlMCnYWmu7BZmCFJCXJ0WZBiHEncD3kf9Sn5ck6TexbHequi/PjfDcY8CXP5X0NCPc0T882hVNlAkheiTITid+VhHdUPl/Wpr5Saf6h8LXGeDjNYcYOaUQW5rZcNxSKOm5trhNJtPfruXqdIk1U9KQwkNLIbTZHBwpP5+TY/Q7JdtsqbSb22PqvoyV3Tm7VTVlELvY29HR7Zu26+ZNEdc16nSMqQMy7C2LNJy8+RY/nuIAOasSM3pMAs56cFnwcaj1ha/6E7k+auzXEY5cJFcjB2veo8p0WFNwZ7brCxUhwsxlQ4SZkehSInFlTRtV6U0AX8BLZWsZxRklFO2TzaBbhmwEEUCSBCf3ZFG9pQju1A6FD4+EGdll3GUgnJTtlr21h2ZXz+pNJWDF1iomn52rEX6hjvq1T34CHWqLkd50SsZbzN+0ej+vbK7kFyNSaLkiHYAsr8S95Se5/k2+2sLMb1DLaLDcas3VTWFarf1fwAkhxiELsguR/Vj/IYT4uyRJB6Ntm3T07wMUw9dYxo1EQnH01yPawHJJks5oQQbwl5oIXghdNNv1xZDSsXXJwlG899JeIsVbe1q30tboYXwj8uDyKJw4UUzWuW04U7RREpO/gX8M/Ufcx4+EIurGNY1LqNgLx1JUpBI0ocsjUVu3RrMs0nByBLhmSoA3IcJMADX3/ZSa+36q+7yv+hN81XLKtDo7nc+HDlAJMqWOLBqKVUWoKDMSXWVN8nSB8HFLoY0ADZ5qSnJmUlh+E5m7FqgaBBTjWDAaCi8TqUbsr1vlGyE9YRa6vyt+/U8O1GsbmGwWEx6ffJM0pfBfXDfi7+TZm2hw57D6wDx+uc4Rsa4t3k7JaKaw0ew3wnknz8zPx9jwhdxkOVMEj4y3w+6TfJ+vsCgzp+gLMLN+k4FSNxYqzKzW3NOynqzwg8805rF1s87vjW/ZGGCbUp4lhNgIXAf8ItqGSVGWYEINXyHyuJHeoJfeDCWWTsvTmTfqGmNy+s9260cqlI4tvdl3w8blcWR3Q8xpSiPSc220NXqweiW8KdGbLyYdrODDURPwmUP+7AIe0ppXxX3sWDiWcSwmETZ9j19rMjs2tlThgLvvUtWUAQi7nQF336W7vrO0lMr1y2m66qRcwBDCQrRjlVSeZQJcMyRy+ubtMqSiKDcoyIamjWH42DSaS15FMsdmGhtuLqsnuva6ttHkOAnt3evozbg0Wp6RrzXgNSJajdhft1bx161VZDusLLt2rK6Ieve/LjXc/vyfr2dU1hZuHrsSm1n+fcp3NHHz2JV8usdM7ZPpwVRlwOuHrg5qU6pFXtahfV+VgeGhxGIKmzlnGE2vxja8HOC5kWpBpuA1CZ4bYeP7Me+pH5JRpK4pA7mIN8P4BszhGHxairBQugRZ6Jils4HnCz/4jF4Is93AY0KIPOTZl1eRnH15anhmxzNBQaYQPr8wEShRsPD5mhB7p+XpzBOVsRmA/iRTv/syNPKll5acmYBzvGj+cN59Ya/sVRYDQ08ewjHgX7RnLyRgzgvOqbR3nDpv5Ol7/PzgbSk4jqmgBX7wtgT4YxJmSt1YLN2XSjG984EW9IZSKLYYq6Tu7tSFrFDbZZwCZ0VlGLnSNfnF6MVRbSlC0TOX1YgrIbhnZSl/uOMWWk/G77vY2qDvV6dHrDVizS4v9732ORB71+abO6tp7/Rx3Yi/BwWZgs3sZcaIUvybLgXQiC89Mabgb/Zw7MGPwCd1d+1aRFDQKYSnOtMmDJAHn8dYDnfcIPIe7bmvBErdWIzdl5Fob2/n0UcfZdWqVdTU1DBixAgefvhhvvGNb0TfOPE8jnruJV2PH6eHLv+SJJV3TStaj3yr9Rmy73hUkqIswdS118W1vDco6c2ysjLD2rMzlVhNbO+4uJj91tS4CvTjIXQQe7hX2cgphdQeakYSkTvTLH4fJpOJz3M/x95xTCPCehOp6i03/FNSzccEsPvk5bFOA1AGeEdDKab3R/gN1/UsC+VLmCbTMdlP63w//lx5mkD2TifNh7KDXZNGTvuKW4zKeiVGc9mMPLmebsaim1j/h2fxdcZXC6VsHwute7ZxwxeryPC10WpOZ0vOFA5kjNRd1xuQWPbWnphF2S/XVeD1S+TZm3Sf9xu8dzERKsAkNIIseIzwdGUc/QkD3RJ1Dn3xVej7iosykAVYAor6b7vtNrZu3crvf/97iouLefvtt/n2t79NZmYmV155ZQJONC6MbAN6ZScgSdKfgD8BCCEeRzbDj0pSlCWYwrRCatu1UZ7CtMSIBD0i1Z6dqcRiYqsETeIt0I+VN+oaVWa2xzxe7q2QW8AVYTbzhtGIDTuRIvxeW5BYsGABpg4Tr1a8qnqut5EqgImp3mC3ZJNf8HenJeosTYU8rctDxOW9QSn+NzeCX9+sPjISODb17YWxY7If543+YCTPnwdDZ9YBglS/XA9ocefhc2jFheJRFq+5rDCbmbHoJgDGzJgFwKaVL9HacBIhBFIgshK1pNiC2yuEW17MGl3AB/tOkHr0c2Y3bCRTkr9wmf42ZjfItWxGwqzZ5Q0OJM9JtfLwNfopTeiuV/O0pWDP0EYTjaYUJJLwVGc8dWV37Pfw8/F2TQrTGpC442AnfOl6of/hdrtZtWoVf/nLX7jiiisA+MlPfsJ7773HY489dipEWRVyylJveY8RQgyQJKleCDEUuZ4scvt/F6fDmKV+xZ0T78RuVrf128127px45yk6ozOT2XmRJx5A781q92+r48X7N/Pc7e/z4v2b2b9NHc18orJWM13AFZA0qdUpx7wRRyp5LCmUlJQwYYDWWDNSpCoWJqZ6WZTjJdciz0PMtUgsyvEyMTW2SGODvjuD4fLeoBT/Z6wxI+IJBHW5+zs2ioR1X+pRnZ3OiW8ITWpVKdZXuiPzD1wPAfX9bMAvggJs78sj+PwPY9j78oiogsyWnsHcH94VFGMgC7PbnnuBe1aWMvdHd2NJiexoH35DoFheVDe7kJAtL/66tYrqZhfTmrZhldRfOKvkY1rTtojHUGjq8HLXq5+x9M1dwWVL39zFsMVrGbZ4Ld5CB+5LBvIfGS/zn/yOzVwcXE/4U+T3ri8xCzLnDFMtypwzLOYr3dw6Hw/vcpPZGZD/piWJrM4AD+1y87Wqno+4O115o66RyVv2UPTBZ0zesoc36qI3V/UWr9eL3+/HbldfJx0OB1u3bjWsk+5D7gfCvYI6upb3hjeEEHuBUmR7L+1wWB2SkbIEo9SNJaL78qvKG3WNvByl83JGdlqvzGr3b6vjgxX7grVobY0ePlixD+huDjBKoYYv/8XoofzXriNsL7bpzihShrQ/se0JzXO9jVTNy/IR7q2ZYpKXxxItUyYDhApDt0VenmiUpoDU7XLNpZIi7PSasVr9+pMEJLCWQ8GzfTtGpjo7nV1nFTA+Q/97Z033BbsmgyemOs/Yc2QZ+QXc9twLMa9vsaVETGf6PR7e+d3/sKx0L5+YhmESwnCAeIa/La7lRijNAKH4Ch34xmVD13DsBgr4o/QjkGCmu5z8A9cHjXD7DL+Es/QQTa9WaLoxG1+tiGkWytw6H3PrYmviOJOJJRPQF2RkZDB9+nQee+wxzj//fIYOHcq6detYs2YNnZ2dnDx5kqIo3duJpG7W+S93+WEmsvsSSZJm9GS7pCjrA64uvjopwnrBE5W1mjFP4bw2oXet6R+vOaRqDgC1vxkYp1AVkaUwckohvwae23aE1WNsKjNZh0kEh7Q7O7UWJg2ZcspSb3ks5Jj1L75Gy8MJnQwQXtNmFYmNSoU2BaR+Wkvrnjz+ct5c/nnWJKYU/kvVrQfyMPKsFeaEm8bqUVGUS8BkwttmISVD54LcbKKqTTYiLrjkAzCpa3ZNFjTWF3ropRqNKN/0Qcz1ZZKvk9HHNrFt6DBDQQbQak4nU0eAtZrTYzqnSPhGZgYFmUKnsLHafSff29Rtn9HT2b2xojQM+Js91Ly6j+ff2sO0a0cySW+uVxyYUvvX5TJSJqCvDcL/+te/cuutt1JcXIzJZGLUqFHceuutPPvss5hMX34Cr0uA9UqEJYpk+jLJaUe0Iv8htt6LBcXHLNLyJcVFOMJqS0JFVigjpxTyzH9O5Tfjz2aIzYroOs+nRp0V8Qfu5UsF7rDf+ngiVU1+/fWMluuxeayZO+6wsGiJhTvusARr2R69+NGY9xErWddcw4j3NzCmfC8PfOsx/nmWPCR9W90FvLhnESddOUgSmBviF2QiJQURlhKJFaXDsmbbAAJe9XsnPJDzN3lZVXs5Pod+EXu49UVw+66LTEZ+AVfe9mNVqjISm1a+FFfBfyzRri05U/AK9RfOKyxsyZkS83EMset/VuFdiyeEhHV4H+THdXAgWOgysWT1LpxxT0YNwSzIuqaXMzhPM2LNBPQFZ599Nu+++y5tbW1UVVWxZ88eHA4HmZmZFBTEbu/SH+lf0j9Jv+jEjFTkL0BXFMWL4jGmt1xBEVNG3Zd6RBpDlW3LptmjLiuIFKkCuR4x3GIllL87LSzK8apSmJ0BeXkoUwun8kXrF7pNKOEIBE/MeKLPo73h44C21V1AWcNUnrhuPFM++iPN21cab2wyQUgBvLDbKXr0EUBtz6FnbKuH3evDnWINRrqUYn1fq4WC1yVZHHb9GRlF08KtL+wZGdzxx1diOr4e8dhcQGzRLqWYf1rTNjL80bsv48LtB4f2kjIwxEvQF/DSNm0QAxeMDi5rfPMAHVsT352uMACBy+vnt3i4HzuWOKNlZ9rA8liJNRPQl6SmppKamkpnZyevv/663BB1CiJlpxNJUdaP+H9vbeTwjo2Yu3wDnE4npaWlAGeUMFtSXMRd5VU6KUyJ1M79/HzdTfy+l7V6F80frqopA31n/0TO+lx84WIe3Pwg3kDIMHchz6/Us58oSivizol3svifjyKZ2lU1V3KGSrCjw4oJE1dldZJjlnAGzLzVbOIzlw0IBPcR/j4t37pc0wlqN9tZNm3Zl5Z6jzgOaMLDpE6cyPHHHsffHCJkhSB70bdInTjR0Bst1J7jwGWzYxJmo2ob2XVWAQGTieZDWTQfysIUCDD+6AlSm+UIlCLcarYNYOjMWkzWbrERbn1hsli47ObbevX+ZOTl63uWCaGpYYsn2nUgY2TcIuwc00kmWapJE520Syl86hvM4YDahsOyv0VVUwZg9fm4tdyJJFnp8LWwzbmNmxaoI7C5C0ZgOzsr6MyPQC7Zs4puX7JeUN+1g/V4sZgEPwvYMMcgzMzZNooWX9i7g5/GLCkuUtWUgXEmING8++67dHZ2MmbMGI4ePcpDDz2Ey+Xi8ccf7/Njn+4kRVk/4c2d1ZR/upk0oa6T8nq9bNiw4YwSZYoIum9fFR2qH2RBu2UYptSp1LZ/3KtJCXpO/4n0N9MjvAkky5ZFW6d+yknp2L26+Gq8zvO5f/2LiNx3ENZmJG82UuNcHr/yZl1rglj625ZOXcqEARNOeUNKpHFA0fzPYvFGG3D3XYajlEIZ3CW8KopycVst2L0+RtU2BpdDt3ALj6Z52ywc2zaAusoBOPBgzczlyptuiTlNaYSeZ5klxcaVt/0YgPUvvYC3pTGx0S4dzjGdZLr1Cyxdvy3popPp1i/Ai0qYWepkOwzfyEywm8loc3LJtvV4DpaxClk4bsibiV5FXej8y1BCxyhFRQAmAf7uHw0XEr9DjjQPznZw5ZxRPPfWfn7sMmOKIMyE1aTp4uxv9CQTkChaWlpYvHgxVVVVpKenM2fOHF566SUGDz693f+/DIQUR9fQ6crkyZOl7dtjmmDQb7l++SuM81bod7ABy5Yt+1LPJxFM3rJHN7xu8p0kr+ZuQI4mrf/G+i/71BLCla9fqZtONAkTj1/8uEoghftOhQ6YThKZ8tFjErav6ux0KorycKVY6LBmIE2ey3r3kD77XMo3fRD0LMvIy2fGopuCYm/CI+tp6uj7+p9vpHxOuklrB9EWSOH1zn8z3G5E637dNOmRJ2MT/uFjlCIhrCayr5Obf+pKD2Ht8FLfJcjew4fDauaJ68YHP5tjizcZ7utMSFeWl5czZkzivtdnAlFec79x9k1GyvoBZWVljPEeMBRkZ+ocTKOC04C524CyLyYl9BU/f/8vvHH4eQLmJkz+HCSLfsG4JEmaiFV4RGlt5VqufP2WpO1KDIjsbKTmmCyCojK4uY3BzW04U1JZdNUPcTSYeeK6vhPIY2bMMoy4fRmCDCBN6PtzGS1PFC3rjsQkyMJF1PAJA0JuYnwM1hHLRoay/T1lmeT0JynK+gEbNmwIphbC8WM6Y+dgZlvMNPm048JEoDX4776clJBIfv7+X3jti6cRFq9cMmNpQpJ0bc10X9PayrWatKevywS0tr2WxZsW88jHj/DQRQ+pxFnodl9F8eYsLYX29ugrxklmp+w16fL6+eW6ChZMGNxvo5ntUgrpOgKsXTL2jhvRup/ZDRuDRrWhkwMgtu9fpJRltGhWpLQ4yIay4VG40JRlaNr0TIicJek/JEVZP8Dp1PpfgVwLfM6kmWdUPVkoHr/+/FYl4a7UXSVSeBjNuty/ra5X9WdvHH4eYVFHNoRS0BwmzGrba5mxcgaLL1zM1cVXs7ZyLcu2LAt2YYZ3cCp0+Dp44KMHAHS3q22v7VUd3plI/dO/Qepjh/CaZhdv7qzm+T+/zuUnPg6m656vvQj4Rq+EWaT0ZbbDSrOr76Nln/oGq2rKAHySiU99xq+rt5MDoG+jWYrA0hNe4WlTf7OH5tUHVNslSdJXJEVZP0YI+N61M0/1afSIN+oaw4r8QzBlBLsKAd5+aSfX1N2HwIREgLd3b4Ob4hceRg7XdQebsayqiuj+H42AuUm36MHIzrLZ08ziTYt58pMn8fg8EW0xQvFLfp785EmuLr6aZ3Y8o9nO7XezeNNintnxDJcMuYQPj33Yb6NoztLSiJ2Xcn1Yd2F/gbODE1mpmkL/8PVG1TbSmGrnjsO/Q3TdIhx8EmbR/Vlm+tuYWfcur7xiYcGEO3p0/uHmsa0nT7D+D88Cclpz2bVjuevVz3q0byN8hY5goT5uP5b9LRyuywcvUbsvQ+nN5IBIxf2JLMA3ai7QS5tK3gAt644kRVmSPicpypKcloTPlwxFCMEPLl7J1YW53PPoLxhTd1HQIVxgZkzdRWz7w2GufjL+Y+o5XP9PezM/ieL+Hw2jGjKjOkAFo6hYtG3Gvzg+4jq17bUqSwwlBfrEtidYMmXJaSHOnKWlQdsLc1YWAUByOjUWGEbb1j74kOHzylilQJcnkjvFytH8zOAH4k6xsuusAhpT7VTnZajW+3yofGE2RfFqMAPnf/Eu0DNRpmce6+v0sGnlS4yZMYvtXyR2TmH4mCQcFvkxcLgun8OdxiIsnJ5ODohU3B8azTIauJ6I1LFR2jTWoeZfFpIkIaL9gPQT+kNDYqx8tV3a+gFlZWWn+hQ0JGLIbSRXaYlu0TaseqJmZItAMKD5HM2A8Z4es9mu/8NnNBVAj+vP+X484xFPGc5OJ0s/WsrayrWn9jy6RJWvpgYkCX9zs1ysL0n4amqoffAhuV7MgPqnf4PkNo4uKmOVVIRd4AImE0fzM/XXi/FiaKXnMxR1PcpClq/YVqX7fE/RG5OE2SQvj5OeTg4wKu5XUpaKIDMauK48XrJ6F2/urI77vM8UrFYrLpfrVJ/Gl4bL5cJq/fJMbU8lSVF2hrNhw4ZTfQoqflZRxY/Lqzjm8SIhpwDvKK/imzsPxLWfaK7Sx9ydXPn6lYYz9ASCj9ccSsgxs936airU/T8aD1/2nViv46ccn+TjwY8ePKXnEE1USW439U//xvB5X23kyQXKWKW+RiCnIXu0rYGzubI84SLfYEyS4fIIHMgYyYa8mbSY05GAFnM6G/JmRvVSixSlOrZ4E7VPfsKWt/YHp0AYoTRg9FcGDBhAdXU1HR0d/TqKJEkSHR0dVFdXM2DAVyN1nExfnuEYFfn3FZE6zN6oa+SlmkbdpM6mpjbO/mArndhIRdDul7pvCYQgzWziFyOHBI0L9dymVQRaSTsyKOK5xhrJUor4J6dLHL8wDa9ZPVD8J5nZWFJaorr/ny5M32M8tilWvJKX5VuXs3Tq0j46S31q69ZQeegp3A/UIDWbqNmWz4kjubpmrpHqxaKNWFLc+b8M3n72V1RXlHP5rT+KazspoN9RbbS81xiMScIdWQAZEevkgPad9ThLDwUHiUfC3+zh+5hp7Lp03Y6dAQiVJ5lCTXP/jSRlZsrRy5qaGrx93MhyqrFarQwcODD4mvs7SVF2hpOVlWUozPLzY68BiQUlbeDy+vEVOjg0MpPbm+q5/58NPDp6CE9U1hpX2QiBB3lYdDuAWR02avcH+M99cjomdLTRT8qr0LsEWQJWLjv474aRMjCOZIV2UoZOrBnflWX9oMRBS5pZ3X1pTf1S3P97K6im7/Hzg7cl7F3XpoIW+MHbEuCPW5itqlilK8qCwslTi91WRPHweykqnB/XvvWorVvDvn0PEAi4QIDICTBoTj2DqMfbZuHo1nz4IL1bmJmNX8+Au++i9sGHDKNtoWOVgoR5lJgCAQY3tKpqzXrK5+++zeBRY+Jy+c/IL9BNYWbkpwC6IQAAIABJREFU983AZr0xSfgDWPa39Hrfl2PhduwMxETtk58Ea8N6MvfSgeAu7KQjgnMsCxEsxQG4gsJsULZDs21MVhcm0P3ROc3ySpmZmV8ZofJVIunof4ZTVlZGaWmp5m4pPT2de++9N6HHmv7k+1Q3u7QFwcgRJcOoVhwMsVnZPq17EGTRB5/pCz1J4sFV+uarAMIMl990nkY47d9Wp5l5qYc5RXD7b3s3JiccvXmToYQLKgC3BX5/VYgwMzI36+K553wU6FxDT2TCHXfEfw+26+Zdqscq4RSGII3mgxk4Bp7Emu7DInIZdd5Sigrnq4ScxZIt14b5nSpRt3nzDNwe4+hWwCuo3VDABW91Nz+M2VduuL6ztDTiiKVYuy/fLikOvudD08ZQkjOTVEsmHb4Wypo2UtVufA6hZOQXcNtzL8S0Lmi7L6F7zNKYGbMoXrKWBPzJqdDrvlTGJxkxONvB5sWX8ebOah742y7aO7sja6lWE9O9Jn6GA3vIDVTodacnxeoSku4NWTsSc2jlCizcn5KONcrfuTIJIFSYte+sp+lVbeoz51ujzujuy/7qo9fFGVIcEp1kpOwMR/Eg27BhA06nk6ysLGbPnt0n3mRKOkCvINgVkDADPUt0dBNebD/YZtUdtZTVEfnHVk+QgTzrMpogA/B3Jv5mRYk6vbb/NQJSIHhRkbpk5w3/VAsyALtPXh4cWB7lApZnENQwWh4RnRu2ykNP6QoyAIl2Mod3D07308jevf9FeflSwIskyZ+jz9ctpt2eGvbte6Dr35HrwExWiYLpjfCW/N2zDIqcvo6G4s6voqZbrH0+dAAVRblY/H58FgtD08ZwQf5cLCY57ZlmzeKC/LkAMQmz1oaTcZ2fElVTfMpsaekIAW8/92s2rXyJm0fM4oW6vCh7iQ9LnSuqCAvFYTVz35xRgLFha+2Tn2hqxXrbNWgUIU8FNpEhrxHD37me1UUkD7MzldAsB3Q3QwD9SZj1C5KirB9QUlLypRjEDsp2UN3sMiz89dP7iFl4sb1ebZnVJzGrLPKFwyi1GE/HZF+wdOpSVUqw5MXuzy0RgqohE91IWUOCshzRhJPetVaSOiJuEwi4qDz0FHZbUcRIGYA13QfITvID7r4r4rqRGgGM0LPKEIEABAKU5MwMCjIFi8lKSc5MaryVjJ05m4qtm3C3turtmoy86OUEemaxtz33gq5nWXbLGkZkXpzwQeQjBqQxpTiPV7YdxS9JmIXg21POYvmC8T2KtnyZVhKRyhmMUJoIhMNM9rXnBv3LzmQRFs4v11VomiNCp1EkOX1IirIkMXPfnFEsWb0Lt0FB8JCuGqwnKmu7oltG1qjGzM7LUD1WassUl/1cs48p2xsZX2X81Y3UFZmea4tNmH1JwfDCtMLgUPJECKqXLxW6KdCXL03MC7JYslWRrkTh9tRy3nm/MkyNBmmWxZLIzo7oUwbROzD10LPKkEwmTP4AqRb9DyLVkhlMKV5+649474//y+fvvq1ax5JiY8aimzTbhtY4BRwSe6vfpdUp15GFmsUaeZZNa9oWkyhTarqMiuJDOdbk5o6zc1m+QOt1F2180ZmM5PLT9GoFni+c5C4YcapPJ6EYNT3052aIM5XTrHQxyenMggmDeeK68QyodoNfnRpwmESwKH77tLHUzTqfHEsEzW9Qy7ihQRtlUPZZO+t89lwymcWXlCAMaryFmYhdkRfNH44lJfrXftyM3qXGYuXOiXdiN8sNEC9fKnCHvWXxCqrNY838/irBiUy5VvlEZlhNWjzoh73i309MSOzd+18EAj4slhxlkXqNTsj5W/c5lY85jwOXzdb1K4vkYRYJI6uMgEng6dQ38rXk2FUF/Jff+iOu+vE9ckG+EGTkFwRFWyiKUaoSSTK5BJOyL2do2pjgOopZrFHqMxaH/Mux8DMcFGLChKAQucbrcoN78v5uJxGNjq11tO+sP9WnkVD0mh4iLU9y6khGypLEhXKnbDQjMpTlIwZz176jeMMu5DOy09jUrD8k+phHO/g4HCU1+eGqCjzt3SF5W5qZSxaOitgVqTz33ot7kQxKTsZdMoiZN4zu9bzLWFCc85/Z8Qybx9YCPe++FAgkJDaPNXfXoMWAXscnyLVs5U+ep3LQ9/n72oLFi8/XxHnn/RrXjh1UdazAnyNhboSMNWZSt8vvhdQsCyRfTQ019/2Ujh07SJ04UZ4AEMEKIxpK/ZgGIdjZ/CEXFFylSmH6Al52frGecze1U11RTtmGfyAFAgiTiZLZX4tog6FnlKqkQ0Nr1JRUpl4npjUzF6tZ4PUbi+XbseMIC/06ENyOnffQF3V9EUFxFm7h5Ig38NkbsLjzyD9wPVl10xJ+nETQ30YqKVmO0BRmaD1gktOHpChL0iNCbSug28VfT6SFirfZeRmsqjNOf5n8baytXBt1zM/IKYVxC6T92+p4f0W5YRG/JcXErBtHM3JKoaZLM3zeZSIFm/JaH9z8IJvHEhRUE1O9zMvy8g2zRJNf8HenhR0d+t5aDrMDlz/+C6mehcb36ny0X+PHOweON0LGmqP4u0YWWTKz8PnjH/0UL/v3P8rMq7aTVzqZ+sfkUUuWoiJ8jibQcTJvfmUlza+s7PVxI9UkVXXsg5NCt/ty/7M7VetKgUAwhWkkzIxqrcLTpEIIXUFmSbFx5U23cHb6SH5euoemDn2/qgEGr8loOSQ+guIs3MLxsX9GMss3XT5HA8fH/hngtBRmp9tIpd6ipJz7cfdlvyFpiZGk14QP8gY5nfnUqLM00bPJW/bodlMGkQKAYIg9RTf6ZkQkkbTx5X3s3lSjSYeFkp5rY9i4PI7sbpD9y0zoRtKUfYfbaoQKunhZW7mWJZuWBLswQRZki3K8hGZaOwOwssmqEWbfGvUtVlWsUm0fSiTvs3ALjY7Jfpw3+pFCyvKEB7JWmDHl5NB0XROS1Nse29iYfVn3RAZnaSnHH3scf3PfCsJQ+4uEIARX3fFfmuJ9AHOpm1STdhZku9fJ34/9LuJuM/ILmLHoJlVKVCnCrw6Lcr1OOoU6lSp1BPiGTqTMYTXzxHXjE3bBPrZ4E4dm3IPP0aB5zuLKY/imXyXkOIlEGeuU5IwhaYmRJImC0SDvn+3cR9W+bSqLjkgzLQEQ8sXjmMfLXfuOsnT/MZr9AcMUKWi9x0KjWrWHmtn9YZR0lkAjtIxSm22NHl1bjXgHlCusrVzL/73zf8xpnEOqP5UOcwe7c3Yzr+gA4aVvKSaYl+VTibJsWzZLpy7lw2MfBhsGQolmJhve2dk6Xy3IACSbvNyfdjKisO0LnKWl1D72eDBdGSvvXTCNP85fRH1uHgMaG7h1zUou/9eWqNsl3Olfknj72W7R0XryBO/8328QQjDENkJlsQEgmSX2u3aCEAghdN37jfzOlNKC83++nmZX99/Z73DzMxyqFKarq9hfwSwEAUnqswiKz64VZJGWn0qE1UTmnGGn+jSSfEVJirIkvcZIaLXZHDidTkq7iq5LSkoMfcf08EoSTV21MsoMzaX7j7E8ZBwT6HuP+ToDmpozQyR49897YxIcwmRsqxGP3cbyrct5bf9rDGoZxKSGSVgk+U8xzZ/GpIZJ5Jj3626XY1afZLOnmZIXS8iyZemuH837LLzj028QmDRa3leIVigfPSb6ijq8d8E0nrrxNjw2WV0ezyvgqRtvA4gqzEbVNvL50AGJjZaFIfn9SECVT64bU9KhLqmdwd+axDUTLgHgV4v0u0tbT56gfNMHhtMBll07lvte+xxv142S3GXpith9memw8PA1Y/ssnWVx5+lHytyJ9VnrLf3BkyzJmU1SlCXpNUZCK90jp1G8Xi8bNmygpKQk+kzLKDT5A9xbcRTotsswEkNGgsxtP057+hECZg8mv420tmHY3QNjOr5RBA3kRoNorK1cyyMfP0KHT/buGtc0LijIFCySBbfHgcOurZ1q8mvFgoREs0c/khTN+yzcQsPcCH6962QA6EEDZ4+QIOs1s8ZxP3z2pRF/nL8oKMgUPDYbf5y/KKooG9zcRmOqPSGjlSKRPdzJoCn1WNPLqWx7i5ptA2g+lIX4hQkpECAjv4CCsW4KSqqwpvvwtlmC6wBBqww9YaZXPzRvzigmdy3fsbOa7W/tgZCvV1OHlyWrd7H9i0Y+2Hci4XVH+QeuV9WUAQh/CvkHru/1vntLUoglOZ1IirIkvUZPaFn8PqZU7gk+VuZzKkJq6f5jNPkDgNQdoYrxIugKSNy//TDH3/4sokjSw20/TmvmATDJGwYsHvkxxCzMjPC0+/nDnRu59Ab9DtC1lWtZtmUZbn932ijVn6q7ryOHJzJ81GZNTdnfnfH9yUbzPts81szIYz7m7JD9cTLWmLU1ZZ0Cyfrl5i2bDmZpTFx3nSXPfIwmzOpz9aMvRsvDGV8j20/0lTDLHu5k6MxaTF3vaUqGj6Ez5dSzIrrMWQcputB4HcUqwyhaFslPbMGEwfxyXYUqxQmyFcaKrVXBP0fF9T33i1ZG7Gvplbu9Usx/WnVfCjBn2fA3e2hZdwQgKcySnHKSoixJQrCbTLgCfpAkbN5OLj5YxogT1cHns7LU6bW2oIATPSrRdKaa4hZkAO3pR4KCLIgpQHv6kV6LMgCvx8+Gl+S0VLgwe2bHMypBBtBh7iDNn6bZzxeNA/lXk5V5WT5yYui+NCIWM9nJB7sNCxXLidb5fvy54AxYuOj8X7Bv+70EUnXe8Pj9gaNiboQ9OiauAZOJiqLcqKJsQGMDx/O0Q7sHNMZevzS+5iS5HW72Ds7HazYlVJwNmlIfFFsKJqvEoCn1QVEWyzpG3mWxuO4bWV6ES+/pXsGgrfX4uz5kf7OH5tXyTUxPhNnp1mmpdFn25nUlSZJIkqIsSa/QdF4Kgddi4aNzS9gwZjLpHhfTqiq496JJwW2WHqjWeJfFS7TZl0YEzPqpTqPlPTqGX2J96Ues3XJUNY9UrxB/d85uVU0ZgE/42J2zm2Md2k7LeJG7LCN7n4WnOFO3y35gAcD9u29QVDifcv9/GR8kkcLMK0frjExcjZaHMnXXp6yZOUclpGweD7euic8yQ5mNWZ2d3qs6syPTz+X9sVfTIPLIkxpYyF+5mI8068kjpLT/NlpHb2xTrDMOgyPTonA7dtUgcdCfF3lGEm5O3F9eV5IzmqSjf5Jeodd5GTCZ8aTYQAja7KlsHDmBAwOGBJ9v8vXSUkGKPvsS0Dj3m8wCU0B/BJPJr16ujGqKpU4sHLf9OCdNe4MpW6fTyerVq5l/eD5DWoeo1j2WcYxP8z6l3dyOhES7uZ1P8z7lWMaxuI9rxOaxZu64w8KiJRbuuMOiMaM1GuPUkAlX7/wbAJLWuUFGdP3XG40tyf+JVsj+iywI7V59UWK0XOG9C6bxj4tmqQWUJPG1jz+IqftSj8HNbfxbVb08AzNOjkw/lzXjFtFgKgBhosFUwJ/ED9nMxZp1vW0W3X/rrWM0tinSjMNQ7pszCodV/T3Qk5xGXmb9zcdLob++riRnDslI2WlKWVkZ77zzDq4uo0yHw8HcuXPjGjwei+t+b4lqcQF4kMVboo5t9UqMr4ri/C9g1o2jNd5lbkcea958C38g5OIeMJHWNiz40JZm5qL5w4PbxoPbfpzWrArdK5wFC1NOTGHq8emYXYV8WvgRBwtkARYuwiJ5i2mQJN0ozpDWIYxrGqey2tATe4YpzpmCS5zy+ilSDp0iwsxL0T2BKXJAyYTFkoXP14zdVkTx8Htpu+G3Ghf+kwPOZcVV36AlI5vMtmZmbHuXcfs/Y1Rto2aPofYXIiARMIe9T0KwdfwkePXFSCcWESVlGm/E7P2xV9Mp7KplncLOq9KNTA+JlgW8gppt3RGamm0DVHVnoevoeZQFt4txxqFeM8Cs0QW88Wm1StSdQGKgzpfZnG08X/Z0R1hNYBFILu3N4Zn8upL0D5KiLEbKysrYsGGDKh0Vj0CK91hvvvkmgZA7c5fLxZo1awBiOm54WvGYx8u9FUf5xNnGhobWhAm1WC0uQsVbjtnUVeQfPya/xNWfdkRfUTJy/S+k9qCTTz7fjB+3pvtSmGHEpIEac9hYCDYRRLpmC5DMPnypNUytng3AwYJPVSKszQ4OL1i7rhnh3mLq1ykxvLOTQykpXfuXDz6kdYiu1QagEWZGKc4dowWckOdQ5g+5iprqFRFfm6FW6dIVFk8a6Ss7Sf2kHcx2shdeTtH0+TjvNlH74ENIbrne7r0LpvH/vn5TsIOyJSOH9TMXMPSkk8G7Dqt2HW5/IRno1liL/CMxuLlNFmVx0CD0j9tAPp2tFt3OSkBVWxa6jt95rq5HmUJoWnJE636mNW0jw99GhzWD8k2pKiGn1www+exclVBrHz0Q8WmDahzUme7jJXJSyJp1Ns2rD/Sr15Wkf5AUZTFQVlZGaWkpXq8sLMK9txLNhg0bVIJMwe/3B60lomFk6PpSTWMw06QINaDHwixWi4vBtu7aqOUjh3BXeRWxuZXRFYKRGNjYwEUVdsYfjb6lkn5UCHX8B8hF69atuPrv+agmtiaCsLSdbhOBEaYAnrRjTKmax8D6T1SRqky3dvVQb7FwCvx+DgOBEFVkZLUxqX4cS1460i2+Zgo2jzPrz8sMqftrbPgg7roxSQJfq4WC1yVISaF1bjvNN0PrNXLdGK+spObACloWSQR+Jb9vog2eN39bY2nhtaaw+ooFLNz4vmq5nv2FHvEU+RtRnW2UwzUmT2qgQWibDvKkBva+PCLits2HslRCzZJi48rbtCnLUJQZh0May5ndsBGrJH+p0rytEW00FPSEWvvZ9bSsO9Kr7svTiUC9m5Z1R3BMGoBnX1O/eV1J+gdJURYDGzZsCAoyBa/Xyz9efpmzv/iCrGv0TR57ilKLFO9zoRilFcOlkysgaVKLtXVrqDz0FG5PbTDFVFQ4X3d/4fMtsy1m2nx+leBymARLiotU23zibOPFGm0qSsHk9yOZhMaN/f1LfgumyHVelhQTF80fHnwc7vivR+j4pGiCzGjW5bJlH0beMIyA2UN6Zw43bNUavOqh6zkmBFsdDk2YyshqwyJSgxYZBS3wg3ckEN0RuPC0qfM8F1mA26NtUogFS4aP5lsAXEFR58+D5lv8NN/SFQoMLf/KgHr0bxD0ol0xRcAkKeYi/3BvtAJnByeyUrsbDOIs9r9sz1rWjFukSmGmSG4u27M2rv1ESlmGogiqsl8/HxRkCtFsNIxImzCg34kVf7MH16f1ZF83wvi1la2CDY+A8xhkDYHZD0HJwi/3RGMlhnONpSs3yaknKcpiwEgIddhs1HYNak6kMMvKyjI8psPh4Omnn46aRo3HOT9UwNXWrWHfvgcIBOQUiNtTw759DwBEFGbhw8mNatl+VlHFX2saiVbqL5lMvP+jGzTLhzh3cCznAsPthAnVDMr92+p478W9UYWW0fikUNJzbdz8+HTD5yN9bnqY/DbaUpoMDV7DMSrI18PIaiO1Q536DY3ATd/j57vHfbjv81OXK1tTHPx7JueWlmLPLcLtiTKuKoyI+iXCc/mc5CTaC6VetMvI/iKcWIr8q7PTNd5ovfUqG7b5IPNZqeq+vGzPWoZtPhjzPv7tiqsMh5rrYc36jNRON3pvcsvJE0x4ZH3Qvf+rfKGO2G1ZtgpK/xO8XbV4zqPyYzAWZmWroPQu8Larl0/+D5j368SdeA/O9cM393HW1uO8goVWLGS1/olBb66lY30hqXMfOX3F5leQpCiLAaOLbWpHB5Lbzba/rmDPwYMJqzebPXu2pqYMwGQy4fF4gsX/kdKoemlFoya50NRi5aGngoJMIRBwUXnoKUNRFo6eSIs6iDyMLCnAosf+h/qc3GC07IpdOzh71njeaUzhgxIHzlQTWR0BZpW5goX/UgCVIIsl8gWy4IpU1B8efdNj9uzZqjR3RCTIcBez6ey1TDMweA1bHZtXFk6aujId0aBntWH2+Sj5vEyzriIKv9Xso2NRt3GsPw+ci/xUvr2c4gfuZ+/eCLYYCWQhK/ij9ENVdMnI0kLP/iKcgY36fl7hVHR5o+09t4RNU66gJb27yeC8g9r3LVaGbT7I9zY/o/vc0LQxlOTMxDdkDydGvIbP0aSpMYsmyEIHkZuFwF78JAvtaaS7tT/vreZ0mjq83PPa59y/uoyOkJoqI/uMROEs3HJ6mccSodtywyO0uy6kxXczfvIxc5JM34uk/e12WH2bNhpVtgpW/wB59EUY2/8EZSth3m8SK36C0bGj2ue8Lvm5koW076xn0NZ67F1mC1mkIvzfxSVaSXNtjC42k3ypJEVZDOSOz6VxcyPmkCpi5QL3xdCh/GvEufhD7A96W2+mbBfefQkEHyuEjjAKJTytONhmZXZeBqvqmlRCLTy1aJSm6mn6SuNjFgNWoN1soTlX9mE6nlfAY7f8mEpvG4EKK2svsOG1yBdhZ5qZtRfIEaHxVZ3BWrJYI2QKXo9x/jA8+gaw8eV9wdozYYKxFw9i5g3azy0S28/ayIHs7brdj50CfBa54F9xnch0RSj4D0Mp5g/tvrxgZxlnV1Vp1g1G4K7QH0beOP8k9uZPo76eRDGdjzC1wiv+79CQnUdmWzOXbf4HYw6ohZGR/UXoY4u3M2rqsjo7nZpLLBRPP8In6VN5V1wbFIQtGTmsm7kAoFfCLJRQ0VfoDnBL/W7GD5ZHEAnC3fsz+dW35gXTl9UV5Xz+3jvd9X7WFN7Pm0m141wA/JKEsDbz6ahOpu/KwxLotoXxmQJsyZkirxeQ6ND5m1TsMxItypyFW1RjlnyOBo6P/TPAKRVmRt2W7Q3DafLdifxrBH4G0OS7C4A0y0ZtNGrDI+gKMoXO9sSKn/DomB5dndMt645oveaw0+K7WX4tIQIuyaknKcqisLZyLc/WPUt+Xj6XVI3D40gltaODks/lC1zpNfPwW9Rvo5FQioeSkhLN9suWLdNdV4nihTckCCFYNmkS8+bNC657YVZ6RJsMu00/TWW3dQu3eFIeeg0Hkcjpck/XeJkJwcqUDOwjAkFBpuC1CD4ocTC+qhOfx8/Gl/exb2tdXI7/RnMyhRkuv+k8Rk4p1DQLKEgB2P1hDeVbaznn0lj/pCQyqv8J2WbD7scb/imRGhZ0i1TwH0641UZRuY+xqM0JQ939A0a9HiaoqVkR4+tKDFPf3kla44lgKnHvuSX8aMkvaMnIZmDjSW5ds1K/yF8IRMCPJExylGvruxoxF0p1djpHZ6Uw5NLjmKwSr3GjxsLCZ01h05QrEiLK9p5bwrqZC/BZ5W7ZOoeZXw0dza1cqLLI0Lj3nzzB28/+SrtDbycz696lMz/AgYyRAEjebA4PlmehTqrIIc1tpt3uZ/vwTg50jAxuGtqd2WpOZ0vOFA5kjIzJVDZeTo54QzX3EkAyd3JyxBunTJRF6rZ0+m9HEWTdWHH6bpOFDKjFjDMGX8FEip8Nj0QWZCBH8zCOBvoJMR+O5fyB2k+WUNn4Gm5rALvXRHHuNym68ImYtk0SG0lRFoUV76/g0tpLSfWn0m7v4MJPtjLicHe0oSNVv6Da6XTy9NNP9ziVqedT5nA4DCMweoJNkiS2b98OEBRm4anFcIqH36uqKQMwmRwUD78XiN0xXCEWHzOQxdjykUO4vjCXog8+011HAlw2/TSVM7WrDqjdx+4P46t9ioTNbgkKsmjNAu2mOj7+/ACI2NTgxPrz2TxWfu/0uh9/8pZ+9C7WGrRQblnXPd9SQQI+KCEYdWt3Q5oj/n0nGoslh88bBhAwdwuyUCFzPK9AtsFI0Z92IAkT9/3+weDjSKOZKopyKZ56JOgHdhKtSz5AS3p2j19PKJumXBF8HQqdwsaqMN8yMHb1D8cMTGvaFhRlnhNzsBet5vDgDg4PlmsIpYAVd+11wW1GtO5XdWdm+tuY3SCLjQMZI3lzZ3VCo2U+u373q8/eQMUV301YOlMCTFaTyupCj2jdlgFJW48JECCssFMRM1lD9NOI4cQofiJStir6sawOOb0KmFN9+Du0l3ozIWl9R07Uw9Z+soR9zlcJpMixe3eKxD7nq/AJSWGWQJKO/hEoKyujuLqYNH8aAoHFlMb2Cy9g16ihBADLoEFkRGjHV1KZZWXx3WGXlZWxevVqlQBzuVx4PB5Mpvg/su3bt/P000/HdB5FhfMZPfox7LZBgMBuG8To0Y8F68kUx3BfoQP3JQNxXzmIpovyeWj7Yd39hdarRSLNYg6KxYjbGNQO9XTsUjTc7fJFK1oTAHRZYsQoyBCCmqHnRlwlktN+PEzf4+drO7R/7AJ57qXCGx1Wejn9KjYiHMMkWUkPXI/X1P056wkZj82GySACm9nWrHocaTST22pRiZ989OvPwvfZU4zEnZ4YtLhyWDjsp8wbcjtD08ZE3G+Gv1t0+lom4K69jkBn9v9n7+zjoyjs/P+e2d3sbh7YEAgkBBCCAeJDKAiiIqJGqxQonvSsrW2td1evPXtFqraiPQ9t79SrPaTXhyu/th5t7Vl6ojR41IdIEVA5RWR5CBAJGCCJCYRsnnY3uzvz+2Mym53dmX3Khjww79eLV9jZmdnZp9nPfB8+X2QZpJ58fI23E2yfHV7nmnO7Y7ozbXKQa87tBmD1pv28vPc0mcLqM+iS7c3Nq+lMT1F6UxdUZFnGN6sQIUv/PJl9VRETn1pI8cNXJugoTa65o0v8DI2PvMypT35Ko+/XdAUXxd/ANTH+/YlQ05ZxH2MSLPtxOCJXZ/sVfkEbLRPwMcoaYaYcSmySXdf6RySL9nWRLAJ1rX9M7thNksIUZXGorq6O8XoSBSvvza1g1Q8mUfZmNTcvXYrNZiwi1FRmKmzdulV3uSRJSJKEkEY3WCoCsbhoOQsW7KDyxo9YsGCHpsC/oc1LsMhJ8LJ8cFoVkeS00jw1mxebYi0uVpcWJ3V6i4yoxdtmtEXEFtRVujC4AAAgAElEQVT+GNuCyY1dSge1Ri0ZZ/+U52cKArfW3xozeknl99cLRNdqRw8TT4Yv/kU2fD0jo24fdNvoGhht24cME86IOHwhkEHsEhA6lOVZ0mhmXvo0e/54VCO+jYSMJIrY/drX3BroYeHu1zXL4o1mcgSCmpFGd/A8WbLWKE7d56GLK/jFXQ/ww7//Pr+46wEOXZx6BNxI3I1FG0kSglkUfvTXCIJAjs3FvLGL4wqzDkufh9r1J/fwyz++wsYfneEn63KZ95ebNYIMtCJOb7neaKb+MLZ2BUIoK+46ajozXWRZ5oRfYucHLZQ8sYDsq4r6tJWgCLKC2+J7w6kITv2aTYG+L0yXVElb9z2EpDGASIhxtAX/MY4wE5QI19rLFHGVDsmkLVcdCAuyV+pe4R+LP+TZ4uf5xHoWCZlm61lO5PyiLw0LSs1bgmPy2fRPDjHL3Rvh6amwxtX37+mp6T/nCwwzfRkHI3uD7FA2K+esBPqK8lW3/1T2Y0SiInE5zXBGJmrdJuQ7OTZ9FFii9LxF1B2lpHqSRZrW6iEDRds+REQpl82xiHRFuf47RYFvirnsf6/BsPsyk0R2XCbqzgQQJCuyJbmUk7KBkJbTfqIi/2jipTujo26b2mx8uSCgG5AUhGzsWflK04cspzWE3OKXaRgrYWm1UPAilOLHtfJHmjqbjrO/1GwzqrON9rzY9IpaW/aTz30JT55+p6QoSbqjmVRmNLZy8t2x4ZoyNYX4B/kuzlIY3iegSaGm2wCwcPfrmv0A2IMSXzvVgKVwNEHnOaze0RR+9NeaVJ5VtFExehH1XTWxO5VlcnvF1PUn97Dyw//BEVIucsZ721j54f8A8JdJV4Q36bDkMkpHmEWKO6ORTXpEd4CGZJmS3nrTufQV86vdl4Du58cozZkMQRn2+yTw9RpE31aWtAiLpmlCNuOOtSNoDlImf9SLSheOayLtLV9GRlt/KOOgXbqHHFedIsAEC8ghNL3vydhrGJEobemapPzt7cx8yiURsFj4i+t9/uJ6P7xafijEjuien5f+Pu4xOQIivqzYs7gjICqPt/W74DX4rnlbYdPXoP7dgbUHGQGYoiwORlYY9hw7S0qXhG+rRfmqf5jefoYKqQrEaB66ZQZfP9ese59R/djTMyZzpSuXb9XUJ/QnU2VYV0gCSVIiJoKABbgFO9aN9VzeI6UlwoL+GoK+nSB1gJiH1XEtVrsSfRBEwp2UshRrEKsay8ZLYcpJTOWuLSxhd+mldNqd5Pq9zK87SFnLaS47d5nuXEpdp/0UOWtguSERG3X7oNvGlKwQC3OlGGFmsdjDRsJ/+eM0QqlOLpIh5FB2GhoD5z4HH/23nYv/cw2un/X9EOSNGUvHmZbwbV0h02uRcdN7b1Ne69b4iymPJWMLSVxy+oxhPZlK+9E86gWBCfNbsOUGuabtbeTDDp6//E7ac/PZMf9meqy2mBRqOg0A6rrRlhvBj9zsoQgo4o4p39GNhmdbDfLWgoAoy9x3/OfMO3oWRygQY4K77GS1RpS9PXq+pqYMICBYw92ZoEiIBU+9mdC7LLrONNR70Xi6zcv9f/iQHeQhIOBquiYszo4tfICgM1aAGaY5EyDLMvt6Z1lGT/NIlbdePszEGEEGqGev29dDxR2EHt4esy1ASCroE0+yesbTnhsa80PUNTyC78wjWoPuDZ+F4xH7nboI7v6T8v8tCSxpLFlKHdmWb8P7vwZk2kZP0l21TRT59MQJNFktFAVDrDzXxpKu7rhisbTgr5WasogUphiSKT3WDu9+Lf6xqbz/K5h8ldnpGQdTlMVBz3fKZrOx9JaluuuXlZWFC+sj16+srEzpceMV9PeXSIGoZ/K6t/lDNjQLBMR8bFIbd4+T+UHFjeFtbptdwiN/OUurTmujYS2YeyPseZ1RE+7inM2VvBlnxI9sCHilpxuKrAkF2cQZ+TQdb9cIqKC/hmD360Dvj5DU0XsbrPZyZEmJjEVbX6ioy15/7lCc440vOWsLS9g+YzZBi/K163Rks32Gkla6uCUDBcAG6FluyMCrc9CNum1qc3CiJ8Dt+QFyxT6LiWDwXNhI2FGXS1dBZwrRMgEE7Q+TbIeOZTLNTwaIvGxZeOdXeG39Twj2KBGPSz5yI0gy78yrpDW/IGbKgyq6IkXIjMbWhGIs0iy27Vg+bcfyESWJhqLp/PeyL2qiYkbFduk0AFzykTuukOsOtpNji72Q6w7qhzzzp3nCMzLlVjj9Rg77W7UmuCeKrHzz+M81XZYAf42bjjMtdFjz2JV/ZXi5SjLeZWqdaSqMrV2hscgAEEJZjK1dkdJ+NMcaUN6jgD/I0d1Nut/jZMjb3UyW7gfbSnv7UnKq7gPAItoISbG1gBaDukSVxsIsDk/PQ7Ioxxs26N7xI4qP79OufHw7bPgsL97yXzxp+TSnr/sSJf5mVtetZ0VLVFlMVm+Us1eQJaKxt9ay0WZlzVglw7Gkq9uwQ7TYMRve/zV1U5z47CIOv0Tp8S6KW1K8QN50rynK4mCKsjhEpyZtNhvBYJBNmzbx0ksvcUWE3YTb7Wbfvn0x+5g1a1bK6cLFixezefNmQqHUTnSROJ1OgsFgjKBUBaLewPJv1ZwgJOeBRRFXActoftXiB/ebGmH2/ZkTY41pQzI3i9pQvtvtpnrrn3g/dzzbZ/x9WIwoyKSa/wpYxbD1RTxaTnVww10zNT5lQd9OwoIsTJCgb2c4WhbskXhn8zHdk7lqhwGwf7K+eW3tOP0omMru0kujXgMIWqzsLr2UCa1HU3otkmVix0Ty8i7j5RXZOLzdzPrQTW5bfcI06AfdNpa6gjFvkSR5OXr0+4TmeJN/++TepLTO+qECOL1aIrdpc7h2UR0DtG3dD/GKAo5AkDu3vcEDL72su/s35l3DL5ffSXPBmLBgK2mL9WOLRjWL1Tw/UWTzzctjomJGFxKZagCIxH1uO/PGLsYq9l3kBKUA7nOxkZn8aR4mL2oMd49KY0C+vZtR2zs0czMRlLhPZJdl96RZ3PvwKkCJdr3+6hHQSVkm8i5LJc2pEp3O7G/3ZY8MN+dZcYrgleDIC0o9XDrCbEwcPRNibNjaYlRWOW2+ezUpzJgCeh3qpubEFsxLXupy6inWWf/FTqtyvnUoz+WUo4gHZ3wHQCvMvOd6/dL6noArJOGx6nzPoz7PPlFk3eh8RZQZdYhu/S7FXh/FzTrDeVPifHQTDV9MUZYANTW5ZcsWTRQs2m5Cbz4mQG1tbVqPWV9fHxN1SwWv14vT6cRqteL1esOTBvbu3cumTZv43fxP43Vo7TxCiEr+LgJZtPPLM1Z+te1Dja/ZHz76hLeCvvAPrSzCc542ePcYT141LcIzLcjOT1XEiBEQYow+k8GTLfLjpa64dWT+rhDT5xdpo1pSh/4Oo5br1Y1F2mHsn5zFK/NyYsxrT46xsvfiOUi9czk7HdlsmzkHICzMOu36fhOddicHRh8wftJpMrFjYp+rvwD+7BzeXjCPPWNE3VSpBllmtEX/5BkMnlN8GJJGQuhU5lrGICipzEOHHqCtbQ/lM58AFGE2oa2Thoe+E3fPb8y7RrHH6O2CVu0yDpSWse2Ka2jPVR50VFcH/7hxg2bcklFXpmH0K/rzKsuUnjgc9/jSQa0bqxi9iGzrKLqD7bjPbdetJ5swvzksyFSiPc6iUbssZ/9dX7RCHUQ+9eFXdH8y4wmvCfnOuN5mHmTydRR5ZDrTCMFpQRAEpO6gUnwfkpGjSghCsoxVAHtvx262BS4X4fBLtWmJsrMCFBrohnAUzHOKHE6C1a91/bdu0BbQ6+Cz6/fXGS1/svTeGK9Hr8XBk6X3akWZa2KMoFrdeo7vjS0gGJXa1zvvNqnizahD1KhezCSjmKIsSfbs0Xc037NnD0uXLs1Ykb9KOmIuGq/Xi81m4/bbb6eiooINGzZw/LhiXWEkEHQRLMgo0bT7aup56HA93SEZxKgvdpaF57ramdvUSn2vSK0tLMEfHXUI7zeNSnFBiHHx12P77w9ri/PFPH1hJmqVgiDCT7/+pqamLNIOY1uFU9e8ds/F9pjXQxIt7Lq4IizKcv1eOh2xvna5fm9ikZQGl527LKZ72CpbtfVralouSmzYJQmnP4TPkVpTgS4yyI7EKzU0/J78/CvCETPXsmWc27QJ7zvvGm6lZyDrt9tjRi+1547i6S9/Heibg+kIBPFFeZ3F7aiM/rwKAgdmXkHJJycz5vavUt9Vo1/UH4WRl1kijzOj7ksjgTUh3/h88dAtMzQ1ZdE8i49HcBqkBA0QYOKTC3XvOvY/Rwn9XxNOQYmKWSIEmYpVECgNpReR6Zg/Dte7einMQF8UrNeXLMe6PaEIi8bhl3S/Vw6/fr3qabu+dUfM8srHYsYuLelSfOrWjc4P1495RYE2S+zjFwVDGn8zk8HBtMRIEqOOR3W5UTF/ukX+/S3IVwkEAmGLDVWQgSIE0qVbJlaQqYgC99XU8/Ss6/nd/E9TXT63XwOdjQhYBV6drW/cC4rD/pTL+oqGrY5rib0GsfYu70NNd3a2+tn2/GGO7m7SRM9Uk9oYDJ6iL0KQzq87iDWk/bG0hoLMOvGB4fPoD9kh/dcnvFyWearlLJ9v70CUZZBlRFnm8+0dvF9/mtLjXYhRP2yi6MRqMYokGRyIQKw5OrCLa1nJz7mLP7KSn7OLBdQde0azzpTnngOnsSBoLjDyv4p9Q4I2G79cfmf49ozGVsSo+bI75t+c0udVLfYfLCLtPCLp6YzvD9hhydW1vHjolhk4bdofbKfNwkO3zDDc122zS3jy9sspMRBubxDkX/HSkaW8rjJywg7y7DgRrp0ftPB6e5A/eYK83hEky+DtclrSO+9cd9tMTl01jnblSAEZEQ+jrc8qAqyfwsXoe1XaNVl3/ZKQfi1hiT+q4ariDuW4bNr3YUlXN6+dasB94iSvnWrg4bPncER97h2SxEq/ReNvFoPT2HTcJHOYoixJjLzB1OWVlZUxfmXpFPmrZLJj0+v18sQTT2iW6QmEjCIIulGhTOK1C3z/jtH8eKmL/ZNjo3EnDpzlsusmAEoxvzX75r7ImJjHkUu+wM9WXGW4j2CPxOvPHdJkdA1NapP4IS9rOc2iI3vJ9XUrNga+bhYe2UN36JWE2+bb83lq4VMU5xQjIJBvz8dpcWru//yMz2MV+n6kuy3duvtSl+c7RrPklnV8r62LfSdOsv/ESfadOMn3WpU6qeKWHma2TYwxEp4+4zFEWftZF/wgdCV8GmF2cS2/5BucEcaBIHJGGMcv+QbV/tih7xOeeNxwP+NaU7NQiBRxJW2dXH6yBUdPQIkYynJahfuZcvtPh4bdhUQHqPwhG38+dD1dNuWzHi1/1C5LvZRkpMASgJJ8J0/efnlCd//bZpew6+EbDYXZLptE+RPXMvGphUx66jp8syW6pU5kWSYg9fR1LifhJxZdYuA1+ErKzvQTQdfdNpNLnrqOSU9dx8QvNjFh/MPkWN/SGrOmKVKKW3qYebSj16tPxtEjKAbdf/2W0m0ZydRFrL68AmfURbAz5GN13fq+Bbf/P+VvxR3K8bkmAYLyd+7farZd0tXNmjOtFAeCCLJMcTDEmkX/xpL7DsQvwF/8NIjJmYHHxT503AiGImb6MgniGa5ecYXSZh7dFKDWcKXrCVZZWcmmTZvS2lYPKerKqKzlNI2jCjhUUjogkaww52HfRunMzlYfiz75HMWjpvJO9910MhObU+m03D85i606tWHR+wA0MzRvcHs1NWWpUtZyOtxp2SP2UDu+lgWzFvCHI38w3MYm2nj4yodZUrpEY8Wix+xxs1n3wTqaupqoK6yj/JNyTQozKAQ5MPoADouDh698GNT9xXgMCTD3byhe+u+6xccAHx34Pj3COSyt4HprLK7Ft/Kx+KJ2RJdsQ+4KIOdqt92oM2OyR3Cwka8QHYNwLVtG9wcf0PbfsYPF/27zC5qaMiBurWK0iCtp6wx3ab5ZPtnQEy0eA1HsnyxtdaMZ/9m/o/3sTyhwnOOsbzSbapfi7r6KJx9QxNTnv/NTZp7aETPj0khAqfVl6WBUe+aLGntUduf1cKfuqgmJ9gw85AvxqWwL1oj3XBJgzGdjBX4qdO1tpv3VE4TairHk/5pRy6PGMi1+Gl7+B5CSGyUXSXFLj9K1aHMqIko16FbtLyJQ+1HDnfJigNUnfsWKljcV0VX5mFZMVdwRK66ivMGW9P5LCXWf1U8otWuuiX2PveXbsOc5Eg4ctrtgdeImnAsZU5QlQXV1tWG4ffLkvpCz3hDxdKmoqMioKIumtrCEmglTBlY0nUcih5Kr5FrOgOck07NPAjJvtP8jsqRc6RnVhiXq7lTvU7svgbivoSOgrC8gICPHFet6wizfnh8WZMkQLdw2vLGBmt012AN2vFYv+/P3EyoKsWbOmr719E7iCSguWq6Z9MBfK3+cTXOoO/YMPn9j2H/J+8EHnOh5HjnCeNJoxuRZ9AVR8T//M9lz5sQU/qv1YZHdl1ft38OWBZWEoiLX1mCAv9scK+xUZjS2ct07r/HnG/5K230ZR+Qpbv9vGO4zIYJgaLeRDHljxrL0qq/y8t6b+edXj9DQ5mVCvpMnb+/zFvvCF25j9aZpmpqvRCnJdEmnJi1Voj0DTwdk6A5xicOC0yIgO62M+ey0BGOU4tO1t5lzfzwSNk4MtfmV29C3X41ISWLu5dRFMPtL+qImATEzixfNA/5fCs8oQxidK5b+u2kKmyFMUZYE8eq7tm7dmrHoWDRG5rWZYOfFFchiBoq4hxCebFFjVzHeJ5B7vJIVLdVsa/86ckRhk1FtmGHNWASX1/dQ1nySrtwT/GbBIuM0rSSx4CM3yAJjQpfyzR98znCf37vqe5ooV1FOESvnrExajBlx9013w0392kVKxIg1gM8sjxFrxZJEYzD2tS6xG4/icS1bRvPaZwk2aAfO3/Te25quSoDLPj7Of9x+V7j7crTNyg/KJ3PNxZNp+2A36NjNlLR1cue2N7BKEm8uuDVs7lp64jB1U2bSnpuPw9eFgIDXkY2rs41vBuu56dI83jwRwhcUSdXmxZ6TS6inJ+zJlioL7/wKED+6pS7/YYRoS2QImy56Rf+ZFoBqR+U7m4/R2eont8DOJRFGz5mg7U8f9TlZq0jKco3YU0WKe6PiWN+L54STZncewW4L1uwQ4yo6cN3+pbQugEwuLIR0R/YMJebOnSv3xz4iEUZO/XrYbDaWLVuWUJi53e6wmHP2FjJHWldUVFTgdrt5+eWXY1KP/aW2sGTACvAHE6dPImgVNBGwrGCIz753lvJ6C5E/mD9e6sKTEytKXV0hvrUl/nvtc3xCx6haEKUYQ1gAZBlrKMiiox8qnZcS5LXP4IFnv9Dv5zjcaGzaHBM5Ky5aHuOTB8oYrWdmTIoZ1RWJp6qKxn96DNkX4ZVktWLJzSXk8WAtLmbcqvtxLVuW1PF5qqoUodfYiMXlItTWl4o8nZ+Le1IhcpSXGbLMRW1tfO6aA+AsoKbFyWunLiIop3GRIwh85r5vs+OF39Bx9gx5Y8ZSOnsedXvf00w1MOIz33wg7Os2VFBHLiUSgH3pQT+WfDujbpnSr+hWJjn18A7D+yY+pd8VinsjvPR1PMezaHzPhRzq+9wIFoniRRZcP4tjPm3SH0bMj5kZKUuCVOq79OZLRgowl8tFWVkZ+/btC/uaRbr3q4PDB5LdpZeOOEGGLBMUiUlJ9lgtvF4xhvJ6rdDSqw1LdrB5V+4JEPuEsjUUItgbdbQHerj2I7fGNBYROl3H0nhSw5vGps0cPvxouMYs7FwOrOiNpkVPlIgnyICw2FKFVKoiTG9/rmXLwmIvkpK2Tg6WjNF6PAEIAh/n51PjKaScFnY0ztMVZIIosvgfVlG+8AbW33ePrsjKGzOW8oU36Aqrmh3bNJMN9Njxwm+GnChLpiata28zbZtqkXtrzUJtfto2KTZAQ0WYpUxvFKx5TplGkAHIIZHmd7WTK0xM9DBFWRKkauYaGVXrM1ENhO9LtB9V2EFsgX4mSMmjbLggCAQMGoP0UpLRtWG5Ph/zjx9gQvcZfI4pOHzjDR9Ksig/knpRspCO/w+ALAxgp+sQpe7YM5qif1Ccy4/s+DadP/8xN626nxVpiClVSPWXyCgZoqib0gwavJ8IAjuap1DuaqEjqD9rUZaksGCKHh0FYM2yh9OPeqjb7njhN4ZRs46z8Uf6DFXaXz0RFmQqckCi/dUTQ0KUidlWpO7Y76yYnfgnM9itv47RchOTSMxPSZIsXbqUyZMnayJePT09ujMqI+0sjJz+EzFQtWRgbGI6UlFtLHyOT+jKPYFk8SOG7JQ1T6HsDcKpSADJ2nsbDIWZGLIjWf1xxyZpImUXKD5/o+7yUAEEGxrCkalMCKxU8VRV0fjIo8jqd9NgpJmewaxKR9AOzoLeFo7YyLMQEWHTCKyzZ7Dn5CII8L8//Xd2vPAbFt75Fd2IlxpFixdpG46E2vSjf0bLzzeuZdM49z9HIdJPzCLgWpa4o9M61kXwTOz52zrWjJOZJMYUZSkQ3V0ZHQWDWG+ydMWVKuyMts/NzaWzM/7AZSPm1x0cmTVlfpmgFd2UZGQdGIBk9dMxqhZBFjWpSABEia7cE4aiLKdzCh2jauOOTdLD7XZnrAlkOOCwF+PzN8Qst/Q6b8g+H81rnx0wURYZCYtMc3qqqmj4zneT6nqc0djKvsnjdL8rebYALH4a+QP9WYeyJPHvX/gssiQhiCIVlbdy70+fo2bHNg799nUuy7uG7DHKGKUDv30dwDAVmU6kTSXZGq/ziSXfrivALPn6UcfzjRqtS6fmbdx3H6Xx0UeRe/p+F4QsG+O+++iAHa/JyGFQRZkgCA8AzwCFsiyfERQn1nXAZ4Bu4KuyLA+M3XkGSMabLJ0Oykhhpyf61EaCp59+WjdSl4iyltPUjJ9MQ4H+j81wxBaUuWWvYoqqNyz87NgTuuJLNvDVUVOUeqhiLdfno1PHbd5oWkJ0reFIp3Tag5qaMlBMZvM2WzRDxEvePphUPVkqND7+uMbXLNjQQMND3+Hcpk349n5oKMhO5+cqdWS9aUuLJOuOorLIEgs/cyNU3EHeqBfpaNd3zpV7yw9kSWLf6/8LgHf/Wa7Ivyk8cDzH5uKK/JvY/z87DUVZdKQtb8xYw+haJC/vPa3phjzd5mX1pv0AgyrMRt0yRVNTBiDYREbdMmXQjimanNnj0kqlZrru0eTCYtBEmSAIk4BPA5FOcouBst5/84Gf9/4dsiTyJqusrNQVVrNmzaK2tjZu96WKkehbvHgxL730UsKRJXo0uwqGvyBTR1xFiC/Qn4cZT2SBUh+2u/RSOu1Ocv1ervroKIWfGK/v8I3npg9DvDJPjonMza87qLvNQKakM4J7Y1oeSkao1hh1x57B52vA0qoIsreFhRrD11P+AA8eUXyeMiHMPFVVtL2gb8Ybb47m6fxc9k0qVOrLeglFj+qRZWyEuPm26yn/4sPU7NhGQO5bf3JOedxB4u7qP7Ok5N6wIFOxijam22bHfV5GDQHx+OGrR2JmUnoDIX746pFBj5YJNjEsygSnhfzPXjwk6skyQabqHk0uPAYzUrYW+A6wOWLZcuA3sqIy3hUEIV8QhGJZlvWLU4YB/XX6jyf6KioqYgRfskTXQg0rZDlGiCVCrQOLQbJQO34C22fMCr8mnY5s/jKzgtwO48gbxDYLqPdP6D6DpPPyZnJ0VsZxb4Sqb0GgN6rlOanchn4Ls+Ki5UoN178oVha//EHsEHGvJPNkXWNGRFnz2mfTMmQ9WDJGI8h0EQSsIZEJeZfGdEdOziln3tjFmgjYvLGLAcLCTJYksi2jdHdttLw/GDnsGy0/H0R3XgIEuny8+V+/4OLOa4dcN6mJyflkUH6ZBUFYDpyWZXlf1EzJEiDSGvlU77IYUSYIwr3AvaB11R+K9NfpP9pSQ01tpttEMBJIRZBBXx2YJoUpieR1XMx7V02LLdi3irw6O1vje6Y3iuny+h7NceyfnMVvr76RDmcWuX4v8+sOUtZyul9zUM8L1U/0CTKVgFdZngGzy8iUjtEQ8dP+zHyWg43pXcMZdlpG4RUFGv/pMd6aM0NT41UxepFuBKxi9KKwKBNEETkbBB1NJA9A7835cNhPFb3OS6toY7p1Nn9e/xPAuLbOxGSkM2ADyQVBeEMQhAM6/5YDj0DMiLuUkGV5vSzLc2VZnltYWJiZgx6CqM0EaurL4/GwefNmXn755aGfDhsoBIGqK3N0h5Ab4fCNJ6+9DDFoBxnEoJ289jIcvvG0O/W767x2wXAUkx77J2exZV42Hdn28ED27TNmU1tYwqxZs4Z2PZnnVGrL08C1bBllb1ZT4tAv5i6xZ2DYMWAtNprWmTlOOax0dnZolmVbDSJgEcsrKm9lzGdnIlu0kTzZIjPmszMzfpwP3TIDp00rNgdqxFKyGHVYZltHEezxs+OF35znIzIxGToMmCiTZfkmWZYvi/4H1AFTgX2CIJwAJgIfCIJQBJwGJkXsZmLvsgsWvWhYKBQaEP+y4UTIYiyOjHD4xjPmzHwKP7mOMWfmhwv2VcuMZDEaxbStwknQqr1Ptciora1N6THOO66JqS3vB6tLi3GKWrHrFAVWl2ZGTI1bdT+Cw6F7n+BwgE5zBoAt2YynIHCkuABHQOtj1R1s111dXS6IIiUzysmZPY6Cz80Mdxpa8u0UfG7mgNRT3Ta7hCdvv5ySfCcCMDrbht0qsuoPH7LgqTd5ee/5P70adViqr9Nw9V4zMckE5z19KcvyfiB89ukVZnN7uy//BHxTEIQXUAr8PcO5nqy/uN3ujETDoovYjQrRhxuqOIqcd5lqrRkYu/tbgzJeR2wzhJGIMxJrnXYnHo+HtWvXZnQ2akapfExbUwZgcyrLM4xaN5aqm3+yaAWyDBcAACAASURBVLrfGhrAYoFQCOuECYxbdT9AzKgmweFgwcJKtu+sRk6iAcZnszKnI4A71x5OYbrPbdfUlAEEpQDuc9sBpZ5MdeBPt7MvHVSH/aHSianXeRn5Og1X7zUTk0ww1Kq9/xfFDuMjFEuMewb3cFLnxabWjPzYqHMv+0u067yaUpvQ2jzsLTFc3RL7J2dpBJVe3VcijAr2gZRGMbm6Jd15mqpFRuQIrSEnzNS6sQx2X8ZjRVFBRi0wokmm+83IsuDdba/hi0z56XxHnMEQc/7hHynKzw3bVJz0HoEzxO2+HMwo0FDpxFTF6Nk/HUboRvM6Jeu9ZmIyUhl0USbL8pSI/8vAfYN3NP0jeshyf1r9q6urM5KiNHKdb83LxxIKErJYh6cwk2VGt4fYVuE0rPtKJVoWXbAfSbJRuBvcXrbMy9akMK2hoCYyqTcbdcjQO7vvQsBItF3xrW9z8dQyGv95DXJ3N6fzc9k/qRApoivTIsvMv/7Tyj7QL0ofig78Q6kTU40U1uzYxo4XXqSj+wx5YwuT8l4zMRnJDLooG0k8WdcYFmQq6bb6Z6qI38hd3mfLGp5iTEUQOFFkXBhulEpMlXhiTW9dgDdnZdHutGm6LzXHdqE2aAwxjBz/G/Jz2XF1BR1nWnD0BCk520GLKwdfljVp4dAfB/6BYih2YqbjvWZiMpIxRVkGMWrpT6fVP51JAHoYzrkczoJMRRAQJBlZ56kkW7zf33q0aCJFXMv4t9AZiYgwEl77YY6nqkpTV6bO4vzoeC0739sVFlO+LCuNJeP49L3fTEk8pOvAP5A8dMsMTU0ZDH4npomJiRZTlGWQEruNUzoCLJ1W/8rKSjZt2tTvY5pfd1BTUwYoxpojRBjIglLnlWzdVySZqEeLJrfATmdr/OkB6UxgMMkszWuf1RT6gzKLc/dbbxC0RHXQ9to0pCqohloUSK0bG2pzME1MTPoYMEuMC5FMtvpnquaorOU0i47sJdfXDbJMrq8beyD9SNBQw9UtseS9LlxdIcXpvyvEkve6khJV8erR0sFmt3D18mlYs3q/VpK+GemQdva/QDAymPWK+hcrI8Wm4bbZJex6+EaOP7WEXQ/faAoyE5MhhhkpyyCZbPXfsmVLxo6rrOW0pq4puiNzuCAAkTEmNSKWSt1XJEZ1Z+nWowX8Slrohrtm8lrVztgB6IAoikPb2f8CwVpcrNhlROEIBPFlxUa2TZsGExOT84EZKcswK4oKeP+aS2m84VO8f82laQuy999/fwCOTkGNngnDzID2J+WTGS+IKUfEjDCqO0vVTDaSdzYfY/r8IgJjToIQm6a02+1Ds/PyAsPIYLbQ0x07N1OWKZ09L2bdmh3bWH/fPfzozmWsv+8eanZsG6jDNTExuUAYXqGSCwC32z2ggkylrOU01eVzB/xxMoWFPm+r9Su3h6NS/cHINDaZejQj1HoyoyYNr3fwBkGb9KExmO3tvgw2NNDiyo6ttxQE6va+p/zfvRGqn6Cm3sfWhhnIvZ0cHWda2PqztYC+RYZi/aAt+oeh1QhgYmIy+JiibIhRXV2d0f3pufmXtZymtnB41ZJESrBMCDIwNo3tT/Qtt8DOhg0bDO93Goz4MTn/RHuV1cwsx2fTPyV2nD2jCLLeqQevN14dFmQqsiTx+i9/GiOsanZs09hjdJxp4c//uQ5ZlpFDofCy18xh3CYmFzymKMsQbreb6upqPB5P+IfX6/XicrlSGq2TSQ8rIzf/xlEF1EyYOqw6MCdGdLAm0+GYLOnWoxlRNFfiHffxjO3PpH+Evch0xi3pmcfGrSmrfiI8hiog6zdxBKI6OkGJhkX6lQFIwWDMeul2eZqYmIwczJqyDOB2u6mqqgoLKq/XG05TqaN13G53UvvKZCTFyM3/UEkpsjh83vroDlZNh+MQwpFj5dDH8VPPIyV92di0mV27FlL95sXs2rWQxqbNg31IMez58b/z/HM/5U9jHbxZPpnTecp3S/Uk8/SOvFKx5Oczo7EVMarWUpQkyupO49mndGDWeApTOg49Z/9465r1aSYmFy5mpCwDVFdXEwgYG8QmGq0TGWXLJEZu/kMdEXBZLbQFQ7odrNPnF9F4rI0Db8V2z6VL3qR3GVfxEtbsVoLdBTS7/4qOk1clf8wWgYV3TOf3W9+Mu57Nlrpn3VCjsWkzhw8/iiQpAtPnb+Dw4UcBKC5aPpiHFqZmxzZ27Kwm1JuO9GXZ2D9JEVMlbZ3IPh/Na5/VRMvGP/oI0iOPwskWjhQXhFOZkiBwyCEgHZ3EXE6yIzAFXVdgHd745c9SPnYzlWlicuFiirIkiBRNeunIZMSU0ToD2Wlp6OY/xPmP8skJu1ZPHDibscfLm/QuxfN+i2hV0pi2nFaK5/0WIGlhVvmVcqbPL8L1dvxJDIFAALfbPaw7MOuOPRMWZCqS5KXu2DMaUdbYtJm6Y8/g8zfisBdTOu3B8ybadrzwG0JR6XlJFDlSXEBJWycQ61WmCjTL2mehsVUz89KXZcNdUsi5xiw68u2Gj2uL6uh0V/85reM3U5kmJhcmQy8HNMSITk3qpSOTMQPVW2egOy3n1x3EGoqqXRkGbv7xBNnR3U1seGRXxmrKAMZVvBQWZCqitYdxFS8ltb0Q8S2qrKxMGA3LdDPH+cbn1zdejVyuRtN8/gZADkfTzleac3f+BH5x1wP88O+/zy/ueoBDFysiOLKQ31oca+rsWraMcavu50hxgWYIOSii7mNXPvGiZJcsvFFzW05gO5M31jgVOlIMa01MTJLHjJQlQC81GZ2OrKyspKqqyjCFabPZwoahA5Wq1EM1jFW7LwVZHvK1ZPrl0wpHdzex7fnDBHsy669mzW5NuHzijHzOnOrE1xVboC1LsO35wwBUzK+gvr4+rtge7gPJHfbiXrEVu1zFKJp26NBDwMCmOV9sauW1628jYFXEcXveaF5ddBsAcw7tAUBwOBi36n7d7ZvXPotvbKyHmbJh/AuasHVGEthz87j3p8+x/r57dOvOTMNaE5MLD1OUJcDoBzRyuSrOEnVfqlG3ePVnmSbSzf8/rxsa9T7x+NIEbZTsxabW8IQEl1fi+iJrRrslAYLdBdhyYoVZsFs5lokz8lm+ag6gCMM3NhxCjtKFwR4pbBxbW1sbs69oa5Idv/oBFtdbrJyzkiWlSzL6fAAe3/Q4nQc7yQ5l023p5uiYo9x7671pP1ZkKtJqcSEINmQ58nMs4HBOYdeuhb0RM6P5nqEBrz97sq4xLMhUgrYsdlx5M1+ofj1u9yUoaU2Ha5JuF2YiUoluVX71XgAW3vkVjWUGgDXLHvYyMzExuXAwRVkcXql7BZ/NhyMQe9Wc3dXFa5+/k/2zKujo6RMJgiAQDAYJBAIIgoDH4wmnqxI1BCSLIAhpDbUeDjVmf2r28KdP3LSFJPItIp2STKD3ubY5xX4PDNej2f1XmpoyACmYRbP7r5THbemL+EyfX8Trzx3S3Y+RcayeNcmRi26lpKGTNW+vCa+37oN1NHU1MSprlPLZ8XsoyilKWbg9vulxAvsD5MjKa5UTyuHylsv5yf/+hKfGPsXDVz6suz+N8LLmgywTDHmwWvMJBjsB5bMbDLXpPKpMW9vbSR2fXv1ZJjnt1/+OdYzK56Z3E0eyrMXFzIiqKQOSSv1HR7fyxhbqRsHsuXmUL7whbCob7PEjiCKyJJE3tjAlI9lX6l4Jf3bS+byYmAwIvUbLeE6BayJUPgYVdwz2UQ15LGvWrBnsY+g369evX3PvvfdmdJ+v1L3CmrfXkOXLYnTPaITIOhJZJmC1cmpMAX4dcSRF1ZH4/X72H95Pj69Hu5841BaWsPXyq3l72mUcLroIZ4+PMd0dWCyWmP0ni7PHx8mC8TG1MoNN5Cvik2R8va+pT5aJfqaSKNBYYGH+0czVlPW0T6SncwzOgo8RbV6C3QV8svfz4SL/Hm+Imrcb2PXHj6h5uwFBhFAg9n3PLbDjO/kmx1pbNT/eWy+/Gl+WtjhcEkWC9ikInZt5r+k9quurafMrYscf8uMLKX5XnYFOdp7eSUluCdNHT0/q+bz6x1fJkrM0y0RERvtHcyD3ANtPbWdi3kTN/tQasEDwnHJ8kg9J9oX/T+87sYtr+RGr+R1f5S1uZBQeJlOf1HFFEgx1Ujr1WylvlwwvNJ6lPRT7HZloz+LeSeMSbm8tKEB8vRpntw9Ptp2gKOIMhigrKaStqxMpTinuTX/zDQovmhq+nT3KxfEPP0AK9RkeW7Ps3Py33+BM/QleW/8TfB3tyh2yjDXLzo13fy0lQbbm7TXhz046nxeTDOLeCL//PLz6COz9HeSMhfGXDvZRnX9Uo+Xu3oYsfzt89AbkTx6o1+PxgdjpYGBGygxY98E6xraNpbSzNFZICQIIgmGCRg+rbEVOcgu9yEp1+Vx2XVzBytF22LUtrbqkspbT1IyfTEPBuKFT7C/LyCkeS6oDw32OT+jKPYFk8SOG7OR0TgHQLPO1TKXjlacN96FGwTpb/YgWAcECcsRgAWuWSNFcidc+rIup2zOyJumy55ANeHriv5e+kI91H6xLKvrhdrvJkrJ078sOKVHSgBTgqf97SrM/vRqwaHZxLb/kG/QISuT4DOP4pfwNABawU3cbo+BSZP1Zpqkck8eGhth09FSn/usSTWQXZsnhk1iLi5V050erqRF9vPnJNHwhK9EF/7Nu/kyMmFJv641TWn/fPTGmsql2Xa77YF1YwKuk8nkxySC9QuSoZy7vdH6Pzqax5Nae4ercpUzP3gG2HLDawXtOP3IUEVk6ynLe6fwSnZ0WcgvsXL18GtPnFw3ec0sF90Z46evaEyQoxsvVT5jRsgSYosyApq4mlp1dhpjBBtVko2R6pq8IAr4sOz9qD7J0TDElnZ2EQsmNG4qsZ1L3NZzJ9Xs5O3Y3OZ1TcPjG64ouh288oAiyjlG1ICqRE8nqp2PUkV5hLUcsU+rA1O3iIYVkHDlWrHYLna3+8Enzpb9s0I1CGqWNc/3JG8k2dTWF/x8vXVVdXW34Oeu2dIf/r0ZWVIw6KiPZyF1hQabSIzjYKN9lKMr0P2oipdMeTPh46VJ9tkN3+Y5znbzY1JrQbgViRzABsObLlLtkyl0t1HgK2dE8hY6gnTyrn4Vff9RQSJUvvCHmvsamzUy8dTdZ2X78/hxO1F5G+wErWe2tKZnNRn4u5mQHWOoKMtoicy5UR2PT5iHjG3dBUP0ERz1z2db+DwRx4HN8wtncExy3zCVbupxbA9VUBI4o63pOwqZ7YdPXwDUJyj4N+34PAS9Huxeyrf3zBHvbnjpb/eFGoryLdg+azUxSqBGyaEGm4jl5fo9nGGKKMgOKcoqwyoPz8sQzfQ1arLxROJkvHz+S1L6io25DCknCEQzEpPbiYQ0FmV93MCykemwe/M7mKNHVJ7C6ck+E7wsjQkwhuijRlXsCh398+C5HjlW32xLA1xXkvh9dp1nm3aovsubXHYx5D6yhIFfWHaTW5cBhdcSIpGiKcpSrZDVdpUZHGrsaw3VpS0qXGEZQZWQOjD5guH+H6MInxT+GM+h3AxotN0YesB8ST1UVp3Mm6qtBQeBBdy0riuant3PXxPCPSrmrhXJXr3hyTYIEka3IgeTFs0KMu7IOe45S++ZwdFF2yfvUWq6kfV8BWe2t1OzYllS0rCiniMauRuZkB7hzdAB10EWBVR5yhr4jHs8p3un8XliQRV4Mdgt2qrgZgArUc3fvicZzEt7/dfj2O51fIoj24ifYI/Hhu7+l0LthSJs2R44i00WI119vAqZPmSEr56wctMdOFEHptDuTLvTXjboNEezBAAs+cmOVjCN+ghTCGewBWSbX182iI3vD3aSIEv7sJh3RpQgsAMmSfO2ZZPVz389v5L7/VP797Y+uI7dAXzAaLdejrOU0i47sJdfXHfU8TvHNom/y8JUP47AYWDAADosj/HmMl64CY888v+DnVN6p8G1Xlna90uNdiCHjz5Qg2MilU/c+o+XGpN6kooenqoraGyupKb+E2hsrOXHPPTQ89B3GtRp3QHqtyaUwdal8DGxRF0w2p7I8DupA8o4zLSDLjL7kGIKgbUawWEJMKXXTU1gCKOnOZFg5ZyUOi4OlriDRk8fUhgqT84RrIp2ScoGidzEYwEY11xps3PedUPcRzajSjYamzUMGz6n49xtF0EzCDM1f6yHAktIlvEfynkOZRC+yEkkqaa+hPGrJb8vikrZm5uZZ+OnZbjrtThyBHuTe+3L9XubXHeS7C+ezadOmlPatijExZEeyJifM9ATN1cunxXijWbNErl4+LaXjibQm6UOgdX8rd990N5Bc92VkuioSdbmeZ15QCLJvzL6+4xesrJ6/WrN98cdN0G2jbmoOPruItbeRIWgTcDhKlHRjjdGzS11kJZqSkQhPVRWN//QYcu8A8GBDgzJ0HPi7zS/wL/d8M/NperUWJoWOMk9VFds2/JygpU8x2XL1o692exeyTRGNyVprqJ8L+3H9polk0tImGaLyMXI/OktnqNDwYtBDXsLd5Ipn6JRiG1KM/BSH1HscEU3Wv3/S+TuWYYopyoYYhYV1zJu6ienCbH4j/S1dQp7mx0VN3yVDbe9V93knyakBuX4vy5YtU36M167VTb05nU4qKipSNtwVQ0okK6dziiaNACiNhBE1ZQCCLIYNfiNRi2vf2XxMUz8WXXSb7MD5aNTntKR0SVKF2Wq6Sm859HnmbXl1C/4uP92Wbg6MPhCOkrmyXKyevzr2sVwTKW45SXFLD6/kZLNudD5NVgtFEqy8/mGKi5bQVbNX95g6k/ih0WLXCEd1Skbk8Seiee2zYUEWzU3vvc2/fPU+3c+gkIaVjIaKO5IuVFaFo3f6BM3yQKeVrLxYYeb35yAEFFuWVIxjl5QuYVfjUwkNfU0GmIo7uPqGl9lW7Te8GHShX++oIAAyV+f+LlyXpmLFh1UcT0j+JGarIfUeVz6m1JTppTCTiCqbmOnLIUVhYR1l09/F4ejiWmEn64V7+Lr0Y1w97frpuwTsLr10yBb1W0NB7huTrZmKED2eyGazsXjxYsP7kUXs3UUgRedtxHCHpcM3nrz2MsSgHWQQg3by2meQ55muWXbVrBsMBcH0+UXc/a8LuO8/b+Tuf12g2wWV7uikZEZ0RaKmqyKJTG+CImweeegRrvzKlewr38fpvNMU5xTz1MKn2PmFnfrirzc190pONmvGFtBosyILAo0WgTVvr+GVulcoseun/saSyjggkfqPrzOckpEs0XMro1n+1mvKxUEkssznju/T32AAUIWjI6AVYA27xxEKaj+zoZCFE3UVZPV+t/OLtEIuEaXTHkQUtVFxUXQOaEOFSSzTP3cbN3x1NgXByTHnJRsBKm0f9t6KOi/bnDD3b0CwMD17BzeM+hm5YjMgkSs2c0PRH5hR/t2h/x5X3AHLftwXEVNryFyTlOVm52VCzEjZEGLK1A+xWLQ594XiW8zr2cN779ye8v4GK3UpGNhcCJKELAjk+r1ce6qWVV+7O3xf9FSE6JSW3v2XXDSXj14L4Au4DLsvQRFmel2VkctuuX1hv55zWqOTZJmysrKUNlEFVTJmoclG34DwyXLd+0/gE7XvnVqztvraF3jg8Al8ct+PTZbs4w6eN9ytJAlkZeUTDLaFu8V2vKUfcUvlNbQWF4fTlXrc/4cNAFQtvBlJFBEliWU7Xuc/Hn846cfoL6pwnNHYyr7JfTY0bccUIV589dmo7kuRrHYlRXXyoFvTHBBppaGHWug9pDvzLhCmzy9i+vy7DFL0/6KsZGSsOvkqqPoW07N3KDYaoAi2ZT+G4fIepxBNNolFSMcZfqgxd+5ceSAGe59vY91rF/5WN7Aly7Bzx5dT3t/v5n/6vDv4W6UQ0xtOcLT4ophuQzXKZ7PZ+tKW/WT77w9z4C3jH+dkyC2wc/e/LujXPtYapF8T4XK5WLVqVb8eO5NUbKjQ+OktOBjii3+RGdMOWRMmsPuhR3jaaaVFymMsZ7iD52PsMNRTit+fQ/Mn13DPPf+pud/otUrltYiuKUsG64QJlL15/obB195YGRaO+yeM5eTYUSlFrq1Z9pjRS5++95tJe5iZDFNMJ/x0GJopoTQw05dxSDW11F/8/pyUlidift1BrKGo2hVZxhoMKL+c/RDkAjDaqoSm1SbniXYb6y6dyptfXsG6y0qZKAYQZIlxvrPcevRdylpO43K5MibIABZ9cSb2nPTbrNMp2tdDrx4tGYbacHK1Ng0UQfb3/ytT2K6cKIINDcxd/SA7O9rZNuFl1vFNFsg7QQLZLyDL4PPlcOTwAnbu+DIf7v08V1zxDzGPYZSqTuU1dC1bhuuvbgNL73tvsUB0ejuK3EXXxb0/04xbdT+CQ0k1X95whln1zTgD+kX+ehgZy5qMcCrugFUHYE2b8tcUZBcUZvoyDmVlZQxEBM6IE8c/Rdn0dzUpzFDIwonjn0prf2rtWeQg7Pl1B8PLk/Ywk2UsoSCh3vVGiQJPzpwc14RzRVFB1P3piZZkuO6OGTEdknqoRfqJivbToaKigr1793L8+PGUtvPZko/0nA9WzlkZ9kH74l9kHNGa3uejee2zlL9ZTfnMJzTRoI8nT+bgrAq6s7PJ9vu49fbbdcV3olR1MniqqvC89DKoBsqhUN//Dejc/lbS+88Eqvls89pn+djbztGSQrwWEXtuHgGfFymYvEBTSWXguYmJyfDDFGVxOHgwuS7HTNHSUgootWV2e5dSa3L8U+Hl6aBvxdB3H8AHFVdxLmjwgybLXHK6juuO7cfpdLJ48eKMRbkyRXSHpCPHit8XjBmDpAqwgRpXcvfdd6eU8paRcbvS69ocKCJr1sa067e2RxbZj1t1fziNeFF9PRfV1yM4HBR//wlccT4nFRUV/focxeu+NCJRc8BA4Fq2jIb8XA6u/0k48uXv7ECwWJRUplG02uC+VLoyTUxMhh+mKDPA7Xbj9SbvB5YpWlpK+yXCUmX6mQaeX3g5Lza18mRdI6f8ASxACCUdubq0mBU3zgZWnLdjSodosXV0d9OARMQyTbAo9WjJQKM2CNT+rFK3mN5a3NeCHxkNCjY29s2JjB5RlGHSEViRx30+2fHCb2JSkXIohCMvjx6vTsRMEJh102IObq+OqSlbeOdXzschm5iYDBKmKDMgXYuDoUbk3Mvo9CUotTxut5sVFRVJzQQcLgxkRCwTyMh0WDoGdXJEIiKjYCqCw8G4Vfdr1tOdEznAJOq+jN3AGnPc5wujlKOvs5PP3Pdt3tywHl+H4l9lz82j8qv3Ur7wBkpmlCfdfWliYjIyMEWZAUOtADsdomvGOh3ZbJ8xG+hLXfb09Bgad6rRs9P+ACVq1GwECbfBQO1s7LJ1UfmFyuQtKwaBwYqCJYOeYDRCyM+n+NFHBu2488aM1R0ynjdmrO6wcpV495mYmIxMTFFmgNPpHJT0ZSbRm3sZtFjZXXqpJloWCAR46aWX2Lp1K16vV+k6XXADP/YKeCVFRJzyB3jwiFJjNNyF2UCmNi0WC6E4BecCwnm3WukPgxEFS4ZowYgo6hb6n28bDD0W3vkVXouoKQMzFWliYqKPKcoMCKbRGTXUMDKP1Vsuy3JYhHo8Hp4/2403yuPMK8l8d+9h6g/vTrlbbqhwdHeTplOzs9XPtucPA2REmMUTZCaZJVIw6vmW6aVaBwM12mWmIk1MTBJhijIDosfADEdy/V5d81h1oPlb0y6nZsJUZEFAkGXKG45z3bH9AHTEEXQej4dNmzaxadOmtOwMBpN3Nh+Lsc4I9ki8s/lYRkSZy+UaEanv4cZQTrWCmYo0MTFJDlOUjWDm1x2M8SFTB5q/Ne1yDpWUhh3GZUFQbgPXHdufUNCpeDweNm/erEl9DmWR1tkaOyQ43vJUScbbzu12D9nXZzgzVFOtJiYmJsliirIRSGQEDAj7HQmyzPTGjylrOU31zCtiR74IAocmTOW6Y/sVQTdzDkGxzy1fFXTRhEIhTerTqHFgKJBbYNcVYLkF9pT2Y1SXVltbm3Db6urqIfnamJiYmJgMLuaYJQOczsEZ5t1f1AiYLIqK6Ir4J4siR4svorawxHgGX+/yS9qaeSDPwkS7DWSZXF93eHZlIgKBwJC1FLl6+TSsWdqPfaqjltS6NFXcqXVpR3c3JZW6NNObA4+nqoraGyupKb+E2hsr8fReKAzF/dbs2Mb6++7hR3cuY/1991CzY1sGjtTExGQ4YkbKDFi8eDGbN28edoXbNROmxh16HLRY2Xlx4iiNOp9yFUq6rapqW0p1dnrCw+12647WOZ/WG9Hu/+l0X8arS3MVJq4pE1IYSm2SOtFF/8GGBhr/6TGAfqU3B2K/NTu2aTozO8608Nr6nwCYNWgmJhcgpigzQE0vqbVSwwU5iR98vy0rrnBzOp2a9Fr0rMJkiB7mrgi7qrCwU9Oc1T4pY9YbyVpd9NdYNl5dWtk1iWvK5H4MgjdJjN4IJnVmZ39E2UDsV8/tXx08booyE5MLD1OUJcDvz0wB+PlCkOWkhJkuvXMu9URo5KzCyIiX0+nE7/cjSX2RI5vNRmWldgB5dXV1TKQtEAjw83NevFnaVLFXknmyrjElUZaK1cX23x/m4M4GZAkEES69dgKLvjgz6ceKV5dWW7sv4fbDNTU+XDAawdTf2ZcDsV8jt39z8LiJyYWJKcriUF1drREbA0WiUUipUN5wXNNVGY01FMQaCuHLii1st4aCXHdsf0yUK5roYdJGaclIjCJs7TaH7vLT/tQsSYxSiq8/d4h3Nh8LR822//4wB97qG88jS4RvxxNmXXubaX/1BKE2Pzc4rexzWqj39qW21bq03299PeGxDqfI63DAU1WlWGE0NIDFYjjku7+zL41GO/Vnv/acXPydHbrLTUYWyZwnTUxMURaHVAuy0xFXyYxCSgXV9dAsVAAAG7RJREFUZyyy+9IaChK0WMPHBOhaZUxvqud38z9NpyObZ7Z9qB1KHidqFS3S9DDy7xoV8NGeFRs5KrHbEj7XSOJZWnS2+nn9uUO8/twhw3UO7mwwFGVde5tp21SLHFBEn+gN8qlsCza7yLG2gDZVujW5492yZQtLly5NbmUTQ2JMYw1qQDNhJJvsLNBUSNBvYzJCMCrfgKHZpW4yeJiizIANGzaktH664irZUUipcN2x/WFxFo9IATn5TCNHiy8KH4v603bKH+DbNfVA/8YrVVZWak5KoKQ5vzHaqakpA3CKAqtLU4s+GKUUk0WOExBtf/VEWJCpCCGZWfl2bn1qYVqPt2fPHlOUZQC9Oq9orBMmZMRIdiAMan2dnSktNxmeGJVvmPY4JtGYosyA48ePp7R+uuIqlVFI6WAUvVP/qWxcuJSgqP9x8AOPH6nvlyiLbhaIDN9PzkD35dXLp2lqylJFiGMOE2rTF3tGy5NhoIv9X6l7hXUfrKOpq4minCJWzlk5pIefp0sy9VzBxkaa1z4L9K/7Ut2+P52W0aOWjIaVm+nLkYVR1sW0xzGJxhRlGSJdcZWsc346pBK9axUsMdtH0hzqv4gwSnOuKCrotwVGtNVFqlx67QTD+yz5dl0BZslPzXA2koG0xXil7hXWvL0GX0iJIDV2NbLm7TUAI06YGdV5aZDljNlipIuR9cWliypxv/kqclTaNeDzUrNjm9mBOUIwKt9IVL9rcuFhmsdmCCMRlUhcza87iDWkHX5u5JyfKvGid6keZyZE4kBwdHcTGx7ZxU+//ma4oP/mey6JMYg1QhDhsuvid1+OumUKgk27P8EmMuqWKWkf95gxY9LeNhHrPlgXFmQqvpCPdR+sG7DHHCzGrbofwaHfLBKNal8xGBhZX9TtfQ97duxFmRQMsuOF35yvwzMZYCorK7HZtHWyel3qJiamKMsQ6YqrspbTLDqyl1xfd8rO+YlIJXqnd/wq1lCQ65tSS+eeD4yc9QFuuGsm9pz40b/cAjs33X0JxdPyw8JuwyO7OLq7SbNezuxx5N9eFo6MWfLt5N9eRs7scWkf+9mzZ9PeNhFNXU0pLR/OuJYto/j7T2Cd0BvptMR/z/tri5Eu8awvjOrHTFuMkUNFRQXLli0LR8ZcLlfYoNvEJBIzfZkhVBGVjrVFdH1XpkglNRp9/KrfWa7fyzX1R/jW1Vdk/Pj6Szxn/auXTyMUiJ9y7Wz188ZvDiEgIPWmZ438zXJmj0tKhImimJSNykDWlBXlFNHYFSs+inLSN8wdyujVedXeWJlx+4r+YFQ7ljdmLEDc+0xGBsl0qZuYmKLMAKfTmbKf1ECJq3SZX3dQ1/rCKHpX1nKauT2dVFZWDgs/nXjO+nqCTQ85BDJagaQKu3Rc/5P1tRvImrKVc1ZqasoAHBYHK+esHLDHHGoMhH1Ff1h451c0NWUA1iw7C+/8CoDufaWz57H+vns0jQFmjZmJycjGFGUjmFSjd2qNw3C5oovnrN8fewyI73uWCa64YuAij2ox/4XQfWnEQNhX9AdVTEV3X0aKrMj7SmfP4+D2anMmponJBYYwEubwzZ07V040bzBV1qxZk9H9DUVEUcRut+P1eod0RMyI6NFKoDjr33DXzLS7MFVyC+zc/a8LUt7u8ccfTyo1eSF8vkzSZ/199+inNMcWcu9PnxuEIzIxGdKMGLtlM1JmQDrpy+GG3W7nu9/97mAfRtpE22BEDyGPFmyiRUBGRo5wHxAsaGrKoG9kUjpcccUVCQeSm5gkwpyJaWJyYWKKsguYkSA6p88v0q39MhJsyS5Lp54MYPLkyQlF2UDWk5mMDBI1BpiYmIxMTFFmwEgQLIkQBAG32z1kUpaZHtibSLAlWpYOW7cmHn45kPVkJhEDyodALVm6JGoMMDExGZmYosyACyF9KcsymzdvBgZ/KO5IGdib6DMzduxYc+blAOF2u3l9yxY6/H6yr5hDxT43F9XX07j6O/Di13DNGguVj0HFHYN9qAlJpjHAxMRk5GGKsgucwwVFbDjdSefZD8PLLMCXss5x185/o9pbjoc8XE4blYs/m7JAejHJuZbDeWBvZIQvEWfOnGHLli2mMMswGlEvCHTn5PDelfMAuKi+nobd+cAZXN3fUjYYJsLMFGEjCPdGqH4CPKfANXHYXCCYnF9MR38DRnqUDPpmY0YbzIaADf587p/wd3gYBQh4vEGqNr+E2+1Oev8vNrXyYM0JTvkDyMApf4AHa07wYlNrzLrnZWCveyOsvQzW5Ct/3Rv7v8teMZDKcZqNAJlHT9SHrFbcs3oFvSzQ+J4LTy3KD6OJyfnEvRGqvgWek4Cs/K36VvLnoPC5ywWPFyh/M3QOMxlamKLMAKcz/iDxkYDebMwwgsChCVM1iwIhmerq6qT3/+SRY3ijPmJeRO6r+Zjyt9wacWY0mDfZgb1ut5u1a9eyZs0a1q5dGyse+3tSNEBPDCR7vCaZw0gUd0fMlZRDIs3uPCVSYWJyPql+AgJRF/oBL7z09YQXie4t61m7aTdrPCtYy9/ili9W7sjQOcxkaGGmL0cYqphMJtJnNBszjCBQW1iiMZtNJSJ0OmQ1cI8ROBeSuL+mHoAVRQVUVlZqaspAZ2Dvlm/Dnv9SbPgFC1zxVVj678nVoxmdFKuf6FcKId1I3nBIy6ZCY9Nm6o49g8/fiMNeTOm0BykuWn7eHt/lcum+F9nd3ZrbwW6LkjoaKpgprZGPe2PvxSC8WFjJk6X3cto+jhJ/M6vr1rOipRq3J5vqTbvxbDqkaXJyu91UvV9PgDwAPIyiipsBqOBIRs5haT+tDDdmmSiYosyA4ZK+zMrKYunSpVRUVLBly5akU2NvTbs88UqCwO7SSzWiTBO5SvCDkh/wcC4r33D3AeDJukZWFBWEv8yGX/It34b3f9W3sRwK366unZS4Hs0oOtLPqImRGEhERtOyg0xj02YOH34USVK+Mz5/A4cPPwpw3oSZnqi3BINU7NNGJC12WfmcDgXU6K16saBGPsAUZiMF9T1GEWQPzvgOXosDgFOOIh6c8R32cgnWFgvqFWzkRWX1lv8hEPUzHcBGNdcqogwGJfI7UhqzhiJm+nKYo45EcrvdKdUqHZowFZLwy4qOpoUjV0mkA/2iLeH+T/v7fkQrKipYtWoVa9asYdWqVdov9x4DF/M9/5VcPZpRdKSfUZPKykpstsTPM+Zhk0zLDgfqjj0TFmQqkuSl7tgzA/aYnqoqam+spKb8EmpvrOSijz9m2bJl4dc12+tl3v+9x0X19drjsuUMHcETL3prMjKIeI+fLL03LMhUvBYHL5R+huiUQiAQoHrrn/D06J+jPb2RM2BQIr/xGrNM+ocZKRvmvP/++0yePDn1L0OSBqa5/r4fjblz56aUDuy2aBsI9CixJyFo3BtBNhj0LYcQZCuyEIy5S5AsfTcqH9NGJQBszn5HTaIjfMmiScsOc3z+xpSW9xdPVZVm2HiwoYHGf3qMi77/BKtWrQKgpvwS0Bl3JXf5YpYNGgMUvTUZQkS8l6ft43RXMSoj8XgDuOjobbbS4qJD+U8GzmHpkHRjlpmeTxlTlI0ANm3aNDA7lmUmn2nE6XSyePFibeQq4mQTUyfR1KprexGNDVhdWpz4OHojB25mUM21ikUHHVSykwrhI6Vd1KKznSyw/feHWfTFmX0nggE4QUQOcN+yZQt79uyJO/9SFEdWgNphL8bnb9BdPhA0r302LMhUZJ+P5rXPhk1ircXFBBtij8laPDDHlBauidTU+9jRPIWOoJ08q5+F405QPtmReFuT4YFrYrierMTfzClHrEl15IWvZtPec1wVNxOg7+LVRoBKdio3lv14UESOy2nF4429EI4pbzHT8yljirILFGsoSNCaIEolCJyZPI3vfnlF7H29JxvdOokjyklotFFNmSzjCPj50azprCgqSFww6jmFmxmak1O44HXK9ch1sScHAFkMcnBngyLKQDkRRJ0Mju5uytiIJbfbzd69exMOJJckaUTVX5ROe1BTUwYgik5Kpz04II8XbNSPwEUuH7fqfk00DUBwOBi36v4BOaZ0qBn/JV7bvZ2grFxRdAQdvNZYBvMWUT7Ix2YSS1qF7RER+tV16zXnSlDOw/PrDupvytvhurGYi1GOwNy/HRxx495Ipf/PVLFIKxYtgjYDMEDNVSOdQbtkFwThHwVBOCwIwkFBEP4tYvlqQRA+EgThiCAItwzW8U2dOjXxSsOYcZ5W3fRONC0GWUMqHwObU79OQpJ5sq6RH9T/GlEKae4TpRCVNe/z1Xf+HBZkkT5fasGoxjLCNZFqrtWcAKC34LW1mGxnru4hiiG7YdYTFEG27fnDdLYqo2w6W/1se/4wR3c3GW8Uh61btxIKhRKvyMiqvyguWs7Mmf+Cwz4BEHDYJ/D/27v/2LrK+47j74/txHFJZxYokF+VCXNIA3NGZAisTYClZaRNcJZMNOwHjFWqihhqK6atFAkxUiRGEaWo6yoG2VrBliGWJSyCdmAoohSSBRimIWRJKaUJUBwYhgxix/F3f5zjcK99r32Nf5xj+/OSotzznGP78ZOTc7/3+fF9Fiy4cdQm+Zfr7Sosr1+1ipnrb6Bm1iyQqJk1i5nrb8jVdkuPP7H7aEDWqzuqefyJ3RnVyMqp6DlVStPFSW9W/VzWtrdyy+6bmXPodRQ9zDn0Olfv/icWtr/c78uam5tpYlfyLdjNV7mL67mNr3LXBwHZyltH+tesTOsNNPU8zyoeop53gKCed1g19amyoylFPDw/oEx6yiSdD7QAiyKiU9IJaflCYB1wGjALeFjS/Iio7J1uBL31Vv8EpxPJqzNOqGheWdk5X+knnf0HTix5en/nYdYuWcmDjz/Bj+c1c7C2jumd77PkpZ00tu+nfmoSLVWUyX/5dXRsKv1psqOjgzVr1rDpvs1QVRCB9VRxzMEGNMDHjie3/JzuruKorburhye3/PxD9ZYNdcXuRFqBOfOkljFbaVlpL1j9qlW5CsL6evfNA0Mqt+wMa8eR3h766+tZ297K2vbiD2NtnEpr/SX9e+D2zD069Fmkfm52ARkcDaqa2P3BClCA9/u8nxQM3fYrt7KyGr68ArgpIjoBIuKNtLwF2JiW/0LSXuAs4MmxruBEesP8sKb0dHHNvI+Xv6DpYmb/dCf7OvsnT51dOwWaLmb1ptXMaX+T4tVFQWPX80CFE0abLqb+wW+UncPQ1NTErp++yu59z9JT3UnVkVqOOdjAtEMnctqyWWWr39tDVmn5SJtIKzDHUm+gNd43Hf/occfz7oH2kuWWLyOy40h96SCrqf49mtIFKkVGaXHSsFUabOW1/jmX1fDlfGCppG2SHpN0Zlo+Gyj8196XlvUj6YuSdkja0d7e/8E2XCrRi7TnY7O5e8kFfG9ZC3cvuYA9HytZtfEvgqlHDnHbK/8w6IT9a+bNpK6quK3qqnR0Av8e5tE/g6zYQzI8XGkm/+UrLuqXeqIwueznv3Qh5y78A05oX8ZxB5ZQ13Uipy+b9cF8shKmz6gdUvlghrILRL/EuDYk9atW0fhIK5/Y9QKNj7SOu4AMYOm6S6mZWnyv1UytZem6SzOqkZUz3B1HgCQY6ZsmqGpK+SClYOgTlPyd0cT+IunUlSKlgq281j/nRq2nTNLDQKkxoGvTnzsDOBs4E7hX0ryhfP+IuAO4A6C5uXnwyVFD1Heydu8+kb3bEh2c9hEeO/UMgKLkquNeBCv3P8qdr9yc/AcaRG/QVm7T8aJ8OgV6yyvK5E//1BOlJtqe+0cLBgzC+jqn5RQevefFoiHMmqlVnNNySsXfo9CKFSvYvHkzPT0DTGQDZ782gKObjT++8Qe8++YBPnrc8Sxdd6k3Ic+hSp9Tg+r7YX+wKSQlFidlbigr2fNY/5wbtaAsIj5d7pykK4BNkUQ+2yX1AMcD+4G5BZfOScvGXN9M7aX2ieyurumX8X4i6H63bkifaNaeNKNsj9pgeXYqCbZ6FaaeGAm988ZGavVlJTnLJB3NpWX2iaXnOwgbB4bynCqr9QY40lVcdqRrfK5GdLA1arKaU7YZOB94VNJ8YCpwALgf+GdJt5JM9G8EtmdRwRkzZhS9sZZL8Dfo/pE5VXu4i86pJYbpJH5y8iLamM5IhD/L63bxH+8v7p9np27X0eORDraGYv6Skz50EFZK7+9y4403ltyovKbGWWjMxqNhP6e8GtEqkNWcsg3APEk/AzYCl0ViJ3Av8ALwQ+DKLFZeArz88stFx+US/NUe7hqX88w+tbetbEqMg7V1I5auoWnF5SziRUQPEIgeFvEiTSsuH5Hvn1elArKBys1sghulrd5sYskkKIuIroj4k4g4PSIWR8QjBedujIhTIuLUiHgwi/ql9Sg6XvLSTmqOFK/+U88RDtfUcHDaR0A6Os9sPARmje37qT3cVfLc9M73R2z1aRsLeK66iaAKEEEVz1U30Ublc7/GoxGZGGxmE0elE+RtUptY+72Mosb2/Zy7+1mmH3oPIph+6D1qu7vpqeqT/DGdZzYefGpvW79AszfD9EgFD62trRw+UhzgHj4SEyZxajmlNir3ikuzScyrEa0CnuAyBI3t+4sm9X9vWelkmeNlnlnv77Jt3mlFyV0Xvv0Gy0coxcCI5PcZh0ZkYrCZTSyeIG+DcFBWRt/Vl6VM73w/GbosUT5e9A006+vrWb5q1YgFD+XacTIM42W5gMHMzMYfB2VllMpLU1VVVZSDaslLO4tyl8HAG8yOherq6or3Xyy0Zs2aUQkgRiy/j5mZ2QTnoKyMcsNPAJs2bQLKD/9lkbesqqqK6677YMLo+vXrKw7OpkyZMmo9Oh7GMzMzq4z6rjIcj5qbm2PHjh1j9vO2bt3KWP68wVRVVbF69eqiQKetrY0tW7ZUFJiNVi+ZmZnZGBhka4Txwz1lH8LKlSsBePrpp4tSZ0iipqaGw4cPU19fT2NjI3v27KGjo6Pf0GdfkoiIop6krVu3Hv0ZkmhoaOCtt96io6Oj5PWF+vZQ9V5fqK6ujhUrVjggMzMzywH3lJmZmdl4NmF6ypynzMzMzCwHHJSZmZmZ5YCDMjMzM7MccFBmZmZmlgMOyszMzMxywEGZmZmZWQ44KDMzMzPLAQdlZmZmZjngoMzMzMwsBxyUmZmZmeWAgzIzMzOzHHBQZmZmZpYDDsrMzMzMcsBBmZmZmVkOOCgzMzMzywEHZWZmZmY54KDMzMzMLAcclJmZmZnlgIMyMzMzsxxQRGRdh2GT1A78MsMqHA8cyPDn553bZ2Bun8G5jQbm9hmY22dg4719DkTEhVlXYiRMiKAsa5J2RERz1vXIK7fPwNw+g3MbDcztMzC3z8DcPvnh4UszMzOzHHBQZmZmZpYDDspGxh1ZVyDn3D4Dc/sMzm00MLfPwNw+A3P75ITnlJmZmZnlgHvKzMzMzHLAQZmZmZlZDjgoGyZJV0l6UdJOSTcXlF8jaa+k3ZJ+P8s6Zk3S1ZJC0vHpsSTdnrZPm6TFWdcxC5K+md47bZL+XdKxBed8/wCSLkzbYK+kr2Vdn6xJmivpUUkvpM+cL6flMyQ9JGlP+vdvZl3XLEmqlvSspK3p8cmStqX30b9Kmpp1HbMk6VhJ96XPn12SzvE9lA8OyoZB0vlAC7AoIk4DbknLFwLrgNOAC4HvSqrOrKIZkjQXuAB4paB4BdCY/vki8PcZVC0PHgJOj4gm4H+Aa8D3T6/0d/47kvtlIXBJ2jaTWTdwdUQsBM4Grkzb5GtAa0Q0Aq3p8WT2ZWBXwfHfAt+KiN8C/hf4Qia1yo9vAz+MiAXAIpK28j2UAw7KhucK4KaI6ASIiDfS8hZgY0R0RsQvgL3AWRnVMWvfAv4KKFxR0gL8IBJPAcdKmplJ7TIUEf8ZEd3p4VPAnPS175/EWcDeiHgpIrqAjSRtM2lFxGsR8Uz6+l2SN9PZJO3y/fSy7wOrs6lh9iTNAT4H3JkeC/g94L70ksnePvXAMuAugIjoioi38T2UCw7Khmc+sDTtFn9M0plp+WzgVwXX7UvLJhVJLcD+iHiuzym3T39/DjyYvnb7JNwOA5DUAJwBbANOjIjX0lOvAydmVK08uI3kg2BPenwc8HbBB6DJfh+dDLQD/5gO8d4p6Rh8D+VCTdYVyDtJDwMnlTh1LUn7zSAZRjgTuFfSvDGsXuYGaZ+vkwxdTloDtU9EbEmvuZZkWOqesaybjV+SpgP/BnwlIt5JOoMSERGSJmWuI0krgTci4mlJ52Vdn5yqARYDV0XENknfps9Q5WS+h7LmoGwQEfHpcuckXQFsiiTZ23ZJPSQbu+4H5hZcOictm3DKtY+k3yb5RPZc+oYxB3hG0lm4fY6S9GfASmB5fJA0cNK0zyDcDiVImkISkN0TEZvS4l9LmhkRr6VTAd4o/x0mtE8CF0n6LDAN+A2S+VPHSqpJe8sm+320D9gXEdvS4/tIgjLfQzng4cvh2QycDyBpPjAVOADcD6yTVCvpZJIJ7dszq2UGIuL5iDghIhoiooHkQbA4Il4naZ9L01WYZwMdBd3mk4akC0mGWS6KiPcKTk36+yf1X0BjunJuKsnih/szrlOm0vlRdwG7IuLWglP3A5elry8Dtox13fIgIq6JiDnpM2cd8EhE/DHwKPCH6WWTtn0A0mfwrySdmhYtB17A91AuuKdseDYAGyT9DOgCLkt7O3ZKupfkRu8GroyIIxnWM28eAD5LMoH9PeDybKuTme8AtcBDaW/iUxHxpYjw/QNERLekvwB+BFQDGyJiZ8bVytongT8Fnpf032nZ14GbSKZPfAH4JXBxRvXLq78GNkr6BvAs6ST3Sewq4J70w85LJM/gKnwPZc7bLJmZmZnlgIcvzczMzHLAQZmZmZlZDjgoMzMzM8sBB2VmZmZmOeCgzMzMzCwHHJSZWa5ICkl3FxzXSGqXtDXLepmZjTYHZWaWN/8HnC6pLj3+DJM7A7uZTRIOyswsjx4APpe+vgT4l94Tko6RtEHS9nRD5Za0vEHS45KeSf/8blp+nqQfS7pP0ouS7lHhZpFmZjnhoMzM8mgjyVZT04AmYFvBuWtJts85i2Sbs29KOoZkr77PRMRi4PPA7QVfcwbwFWAhMI8kM76ZWa54myUzy52IaJPUQNJL9kCf0xeQbDr9l+nxNODjwKvAdyT9DnAEmF/wNdsjYh9Auj1RA/CT0aq/mdmH4aDMzPLqfuAW4DzguIJyAWsjYnfhxZKuB34NLCIZBThUcLqz4PUR/Owzsxzy8KWZ5dUG4G8i4vk+5T8CruqdFybpjLS8HngtInpINu2uHrOampmNAAdlZpZLEbEvIm4vcWo9MAVok7QzPQb4LnCZpOeABSSrOM3Mxg1FRNZ1MDMzM5v03FNmZmZmlgMOyszMzMxywEGZmZmZWQ44KDMzMzPLAQdlZmZmZjngoMzMzMwsBxyUmZmZmeXA/wNY4Wi5zk+eEwAAAABJRU5ErkJggg==\n",
            "text/plain": [
              "<Figure size 618.375x576 with 1 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "0sjW6mvf6BlK",
        "colab_type": "text"
      },
      "source": [
        "### Getting latent data for test data"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "t0i0d8rjvJRY",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "train_latent_data = np.column_stack((train_means, train_vars))\n",
        "train_latent_df = pd.DataFrame(train_latent_data)  \n",
        "train_labels = np.array(train_labels)\n",
        "\n",
        "# test latent data \n",
        "test_means, test_vars, test_labels = get_latent_data(test_iterator)\n",
        "\n",
        "test_latent_data = np.column_stack((test_means, test_vars))\n",
        "test_latent_df = pd.DataFrame(test_latent_data)  \n",
        "test_labels = np.array(test_labels)\n",
        "\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nxa-HvxSI1j0",
        "colab_type": "code",
        "outputId": "fab7c05e-d556-4936-9e45-5dee20a66150",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 53
        }
      },
      "source": [
        "print('Shape of Training data : ', train_latent_data.shape)\n",
        "print('Shape of Testing Data : ', test_latent_data.shape)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Shape of Training data :  (60000, 20)\n",
            "Shape of Testing Data :  (10000, 20)\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "BrqqNPZCMl2G",
        "colab_type": "text"
      },
      "source": [
        "### Training the SVM classifier on Latent Space"
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "JHee5WMG7HXL",
        "colab_type": "code",
        "outputId": "80eed75d-7c1d-4d00-9cdc-f79f0eddd645",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 146
        }
      },
      "source": [
        "from sklearn.svm import LinearSVC\n",
        "\n",
        "clf = LinearSVC(random_state=0, tol=1e-5)\n",
        "clf.fit(train_latent_df, train_labels)\n",
        "\n",
        "# prediction on test data\n",
        "\n",
        "ypreds = clf.predict(test_latent_df)"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.6/dist-packages/sklearn/svm/_base.py:947: ConvergenceWarning: Liblinear failed to converge, increase the number of iterations.\n",
            "  \"the number of iterations.\", ConvergenceWarning)\n"
          ],
          "name": "stderr"
        },
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "LinearSVC(C=1.0, class_weight=None, dual=True, fit_intercept=True,\n",
              "          intercept_scaling=1, loss='squared_hinge', max_iter=1000,\n",
              "          multi_class='ovr', penalty='l2', random_state=0, tol=1e-05,\n",
              "          verbose=0)"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 30
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "cJlELtMl5ubD",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "from sklearn.metrics import accuracy_score\n",
        "from sklearn.metrics import f1_score\n",
        "from sklearn.metrics import confusion_matrix\n",
        "from sklearn.metrics import recall_score\n",
        "from sklearn.metrics import precision_score\n"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "ud3RMIMFArF7",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def plot_confusion_matrix(cm, title, filepath):\n",
        "\n",
        "    df_cm = pd.DataFrame(cm, index = [i for i in \"0123456789\"],\n",
        "                      columns = [i for i in \"0123456789\"])\n",
        "\n",
        "    plt.figure(figsize = (8,5))\n",
        "    sns.heatmap(df_cm, annot=True, fmt='d')\n",
        "    plt.title(title)\n",
        "    #plt.savefig(filepath)\n",
        "    plt.show()"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "EAxp7VE2FHe7",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "test_acc = accuracy_score(ytrue, ypreds)\n",
        "f_score = f1_score(ytrue, ypreds, average='macro')\n",
        "\n",
        "prec = precision_score(ytrue, ypreds, average='macro')\n",
        "recall = recall_score(ytrue, ypreds, average='macro')\n",
        "\n",
        "cm = confusion_matrix(ytrue, ypreds)"
      ],
      "execution_count": 0,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "6M_qVjvhGKpj",
        "colab_type": "code",
        "outputId": "c3591e2f-9dd6-4a1a-9878-f4d81e8a3fbf",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 90
        }
      },
      "source": [
        "print('Test Accuracy : ', test_acc)\n",
        "print('Test prec : ', prec)\n",
        "print('Test Recall : ', recall)\n",
        "print('Test Data F - Score : ', f_score)\n"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Test Accuracy :  0.9316\n",
            "Test prec :  0.9316184285117484\n",
            "Test Recall :  0.9309966925068466\n",
            "Test Data F - Score :  0.9310271278772506\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "KE172XwoBGxL",
        "colab_type": "code",
        "outputId": "4c2730ea-88fd-4caf-9472-a4fa73696390",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 336
        }
      },
      "source": [
        "plot_confusion_matrix(cm, 'Confusion Matrix ','dummy')"
      ],
      "execution_count": 0,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<Figure size 576x360 with 2 Axes>"
            ]
          },
          "metadata": {
            "tags": [],
            "needs_background": "light"
          }
        }
      ]
    }
  ]
}