From 89ae992b1f306dce7c3966b74913eeb3d45328eb Mon Sep 17 00:00:00 2001 From: sradc Date: Mon, 19 Apr 2021 16:48:23 +0100 Subject: [PATCH] fixed typo when averaging (wasn't slicing) [reran] --- README.ipynb | 2651 +++++++++++++++++----------------- README.md | 72 +- readme_files/readme_14_2.png | Bin 31389 -> 31051 bytes readme_files/readme_6_2.png | Bin 34195 -> 34052 bytes 4 files changed, 1370 insertions(+), 1353 deletions(-) diff --git a/README.ipynb b/README.ipynb index c1aebc8..d0b44fa 100644 --- a/README.ipynb +++ b/README.ipynb @@ -1,1445 +1,1446 @@ { - "cells": [ - { - "cell_type": "markdown", - "metadata": { - "id": "JMfGaQvbowdq" - }, - "source": [ - "# SmallPebble\n", - "\n", - "[![](https://github.com/sradc/smallpebble/workflows/Python%20package/badge.svg)](https://github.com/sradc/smallpebble/commits/) \n", - "\n", - "**Project status: unstable.**\n", - "\n", - "


\n", - "\n", - "SmallPebble is a minimal automatic differentiation and deep learning library written from scratch in [Python](https://www.python.org/), using [NumPy](https://numpy.org/)/[CuPy](https://cupy.dev/).\n", - "\n", - "The implementation is relatively small, and mainly in the file: [smallpebble.py](https://github.com/sradc/SmallPebble/blob/master/smallpebble/smallpebble.py). To help understand it, check out [this](https://sidsite.com/posts/autodiff/) introduction to autodiff, which presents an autodiff framework that works in the same way as SmallPebble (except using scalars instead of NumPy arrays).\n", - "\n", - "SmallPebble's *raison d'etre* is to be a simplified deep learning implementation,\n", - "for those who want to learn what’s under the hood of deep learning frameworks.\n", - "However, because it is written in terms of vectorised NumPy/CuPy operations,\n", - "it performs well enough for non-trivial models to be trained using it.\n", - "\n", - "**Highlights**\n", - "- Relatively simple implementation.\n", - "- Can run on GPU, using CuPy.\n", - "- Various operations, such as matmul, conv2d, maxpool2d.\n", - "- Array broadcasting support.\n", - "- Eager or lazy execution.\n", - "- Powerful API for creating models.\n", - "- It's easy to add new SmallPebble functions.\n", - "\n", - "\n", - "**Notes**\n", - "\n", - "Graphs are built implicitly via Python objects referencing Python objects.\n", - "When `get_gradients` is called, autodiff is carried out on the whole sub-graph. The default array library is NumPy.\n", - "\n", - "---\n", - "\n", - "**Read on to see:**\n", - "- Example models created and trained using SmallPebble.\n", - "- A brief guide to using SmallPebble.\n" - ] - }, - { - "cell_type": "code", - "execution_count": 1, - "metadata": { - "id": "4c6uEwBtowdu" - }, - "outputs": [], - "source": [ - "import matplotlib.pyplot as plt\n", - "import numpy as np\n", - "from tqdm.notebook import tqdm\n", - "import smallpebble as sp\n", - "from smallpebble.misc import load_data" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "G3XjjQWsowdv" - }, - "source": [ - "## Training a neural network to classify handwritten digits (MNIST)" - ] + "nbformat": 4, + "nbformat_minor": 0, + "metadata": { + "kernelspec": { + "name": "python3", + "display_name": "Python 3" }, - { - "cell_type": "code", - "execution_count": 2, - "metadata": { - "id": "314sNND8owdv" - }, - "outputs": [], - "source": [ - "\"Load the dataset, and create a validation set.\"\n", - "\n", - "X_train, y_train, _, _ = load_data('mnist') # load / download from openml.org\n", - "X_train = X_train/255 # normalize\n", - "\n", - "# Seperate out data for validation.\n", - "X = X_train[:50_000, ...]\n", - "y = y_train[:50_000]\n", - "X_eval = X_train[50_000:60_000, ...]\n", - "y_eval = y_train[50_000:60_000]" - ] + "metadata": { + "interpreter": { + "hash": "95af9638f28594ef4f578b58d10dec32dbb5c720841fd1f4cb3c8b71f177fa8e" + } }, - { - "cell_type": "code", - "execution_count": 3, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 306 - }, - "id": "6Iyt15gRsCKx", - "outputId": "bc8be200-7c58-4772-f2bb-36a13c1daf9a" - }, - "outputs": [ - { - "data": { - "image/png": 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\n", 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" - ] - }, - "metadata": { - "tags": [] - }, - "output_type": "display_data" - } - ], - "source": [ - "\"Plot, to check we have the right data.\"\n", - "\n", - "plt.figure(figsize=(5,5))\n", - "for i in range(25):\n", - " plt.subplot(5,5,i+1)\n", - " plt.xticks([])\n", - " plt.yticks([])\n", - " plt.grid(False)\n", - " plt.imshow(X_train[i,:].reshape(28,28), cmap='gray', vmin=0, vmax=1)\n", - "\n", - "plt.show()" - ] + "colab": { + "name": "sp-README-21-04-19.ipynb", + "provenance": [], + "collapsed_sections": [] }, - { - "cell_type": "code", - "execution_count": 4, - "metadata": { - "id": "hWh8ru-Towdv" - }, - "outputs": [], - "source": [ - "\"Create a model, with two fully connected hidden layers.\"\n", - "\n", - "X_in = sp.Placeholder()\n", - "y_true = sp.Placeholder()\n", - "\n", - "h = sp.linearlayer(28*28, 100)(X_in)\n", - "h = sp.Lazy(sp.leaky_relu)(h)\n", - "h = sp.linearlayer(100, 100)(h)\n", - "h = sp.Lazy(sp.leaky_relu)(h)\n", - "h = sp.linearlayer(100, 10)(h)\n", - "y_pred = sp.Lazy(sp.softmax)(h)\n", - "loss = sp.Lazy(sp.cross_entropy)(y_pred, y_true)\n", - "\n", - "learnables = sp.get_learnables(y_pred)\n", - "\n", - "loss_vals = []\n", - "validation_acc = []" - ] + "accelerator": "GPU", + "language_info": { + "name": "python" }, - { - "cell_type": "code", - "execution_count": 5, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 357, - "referenced_widgets": [ - "ae09c87bccfd47a5bfa220a2b19f9ea3", - "6ba1bcfd48ed4938aa3b52390611a205", - "b7dc3d544870413b9d338bc225151a9f", - "3b428fbc59c447cc9a8100e4f68d88bb", - "b4980a9ed12d44f58c561f7d793f97c4", - "a056c01dd5ce434a91c71f8b89ddca06", - "791693b6a2554fd1abac522b4841bee2", - "7f4d12f9fda34516a5713bf62ea7df83" - ] - }, - "id": "QP1W27Ibowdw", - "outputId": "be6fdc37-538a-4f11-fdf8-a5bd58b555d4", - "scrolled": true - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "ae09c87bccfd47a5bfa220a2b19f9ea3", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "HBox(children=(FloatProgress(value=0.0, max=300.0), HTML(value='')))" + "widgets": { + "application/vnd.jupyter.widget-state+json": { + "62433d3ecba94c1b9b38014ba7371d02": { + "model_module": "@jupyter-widgets/controls", + "model_name": "HBoxModel", + "state": { + "_view_name": "HBoxView", + "_dom_classes": [], + "_model_name": "HBoxModel", + "_view_module": "@jupyter-widgets/controls", + "_model_module_version": "1.5.0", + "_view_count": null, + "_view_module_version": "1.5.0", + "box_style": "", + "layout": "IPY_MODEL_c379227f40034343b93b7df6cc3d4104", + "_model_module": "@jupyter-widgets/controls", + "children": [ + "IPY_MODEL_0c9842c4e3aa467ba4e5ef3c30d9b21f", + "IPY_MODEL_2f4aeadf7a4f4ac49570ef3baa17e79a" ] - }, - "metadata": { - "tags": [] - }, - "output_type": "display_data" + } }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Final validation accuracy: 0.935\n" - ] + "c379227f40034343b93b7df6cc3d4104": { + 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"grid_template_areas": null, + "object_position": null, + "object_fit": null, + "grid_auto_columns": null, + "margin": null, + "display": null, + "left": null + } }, - { - "data": { - "image/png": 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accuracy:\n", - " x_eval_batch, y_eval_batch = next(eval_batch)\n", - " X_in.assign_value(sp.Variable(x_eval_batch))\n", - " predictions = y_pred.run()\n", - " predictions = np.argmax(predictions.array, axis=1)\n", - " accuracy = (y_eval_batch == predictions).mean()\n", - " validation_acc.append(accuracy)\n", - "\n", - "# Plot results:\n", - "print(f'Final validation accuracy: {validation_acc[-10].mean()}')\n", - "plt.figure(figsize=(14, 4))\n", - "plt.subplot(1, 2, 1)\n", - "plt.ylabel('Loss')\n", - "plt.xlabel('Iteration')\n", - "plt.plot(loss_vals)\n", - "plt.subplot(1, 2, 2)\n", - "plt.ylabel('Validation accuracy')\n", - "plt.xlabel('Iteration')\n", - "plt.suptitle('Neural network trained on MNIST, using SmallPebble.')\n", - "plt.ylim([0, 1])\n", - "plt.plot(validation_acc)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "s6ySHIwXowdx" - }, - "source": [ - "## Training a convolutional neural network on CIFAR-10, using CuPy\n", - "This was run on 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\n", - "text/plain": [ - "
" - ] - }, - "metadata": { - "tags": [] - }, - "output_type": "display_data" - } - ], - "source": [ - "\"\"\"Plot, to check it's the right data.\n", - "\n", - "(This cell's code is from: https://www.tensorflow.org/tutorials/images/cnn#verify_the_data)\n", - "\"\"\"\n", - "\n", - "class_names = ['airplane', 'automobile', 'bird', 'cat', 'deer',\n", - " 'dog', 'frog', 'horse', 'ship', 'truck']\n", - "\n", - "plt.figure(figsize=(8,8))\n", - "for i in range(25):\n", - " plt.subplot(5,5,i+1)\n", - " plt.xticks([])\n", - " plt.yticks([])\n", - " plt.grid(False)\n", - " plt.imshow(X_train[i,:].reshape(32,32,3))\n", - " plt.xlabel(class_names[y_train[i]])\n", - "\n", - "plt.show()" - ] - }, - { - "cell_type": "code", - "execution_count": 24, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" + "f4fa8217b144495a9ceb1a8f7725dff8": { + "model_module": "@jupyter-widgets/controls", + "model_name": "FloatProgressModel", + "state": { + "_view_name": "ProgressView", + "style": "IPY_MODEL_998a6c092c254a8aad3a54b687385d10", + "_dom_classes": [], + "description": "100%", + "_model_name": "FloatProgressModel", + "bar_style": "danger", + "max": 3000, + "_view_module": "@jupyter-widgets/controls", + "_model_module_version": "1.5.0", + "value": 3000, + "_view_count": null, + "_view_module_version": "1.5.0", + "orientation": "horizontal", + "min": 0, + "description_tooltip": null, + "_model_module": "@jupyter-widgets/controls", + "layout": "IPY_MODEL_907419ddd20e485ba6c2b43525fc4172" + } }, - "id": "OjGy7jAbuvLK", - "outputId": "56258543-a69c-4dce-ec6b-a50a5871ab97" - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "cupy\n" - ] - } - ], - "source": [ - "\"Switch array library to CuPy, so can use GPU.\"\n", - "\n", - "import cupy\n", - "\n", - "sp.use(cupy)\n", - "\n", - "print(sp.array_library.library.__name__) # should be 'cupy'" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "metadata": { - "id": "xz0UTZ2B9-TT" - }, - "outputs": [], - "source": [ - "\"Convert data to CuPy arrays\"\n", - "\n", - "X_train = cupy.array(X_train)\n", - "y_train = cupy.array(y_train)\n", - "\n", - "# Seperate out data for validation as before.\n", - "X = X_train[:45_000, ...]\n", - "y = y_train[:45_000]\n", - "X_eval = X_train[45_000:50_000, ...]\n", - "y_eval = y_train[45_000:50_000]" - ] - }, - { - "cell_type": "code", - "execution_count": 42, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" + "c177064512d64975bf0777880f3f257d": { + "model_module": "@jupyter-widgets/controls", + "model_name": "HTMLModel", + "state": { + "_view_name": "HTMLView", + "style": "IPY_MODEL_c081644bca734e33a61ec03c1e212ee7", + "_dom_classes": [], + "description": "", + "_model_name": "HTMLModel", + "placeholder": "​", + "_view_module": "@jupyter-widgets/controls", + "_model_module_version": "1.5.0", + "value": " 3000/3000 [06:40<00:00, 7.86it/s]", + "_view_count": null, + "_view_module_version": "1.5.0", + "description_tooltip": null, + "_model_module": "@jupyter-widgets/controls", + "layout": "IPY_MODEL_58763c119d764aef8c665457037de232" + } }, - "id": "zFe91pG_owdz", - "outputId": "3fb52cf3-0f63-4674-9199-65b1cb677164" - }, - "outputs": [ - { - "data": { - "text/plain": [ - "(3, 10)" - ] - }, - "execution_count": 42, - "metadata": { - "tags": [] - }, - "output_type": "execute_result" - } - ], - "source": [ - "\"Define a model.\"\n", - "\n", - "X_in = sp.Placeholder()\n", - "y_true = sp.Placeholder()\n", - "\n", - "h = sp.convlayer(height=3, width=3, depth=3, n_kernels=32)(X_in)\n", - "h = sp.Lazy(sp.leaky_relu)(h)\n", - "h = sp.Lazy(lambda a: sp.maxpool2d(a, 2, 2, strides=[2, 2]))(h)\n", - "\n", - "h = sp.convlayer(3, 3, 32, 128, padding='VALID')(h)\n", - "h = sp.Lazy(sp.leaky_relu)(h)\n", - "h = sp.Lazy(lambda a: sp.maxpool2d(a, 2, 2, strides=[2, 2]))(h)\n", - "\n", - "h = sp.convlayer(3, 3, 128, 128, padding='VALID')(h)\n", - "h = sp.Lazy(sp.leaky_relu)(h)\n", - "h = sp.Lazy(lambda a: sp.maxpool2d(a, 2, 2, strides=[2, 2]))(h)\n", - "\n", - "h = sp.Lazy(lambda x: sp.reshape(x, [-1, 3*3*128]))(h)\n", - "h = sp.linearlayer(3*3*128, 10)(h)\n", - "h = sp.Lazy(sp.softmax)(h)\n", - "\n", - "y_pred = h\n", - "loss = sp.Lazy(sp.cross_entropy)(y_pred, y_true)\n", - "\n", - "learnables = sp.get_learnables(y_pred)\n", - "\n", - "loss_vals = []\n", - "validation_acc = []\n", - "\n", - "# Check we get the expected dimensions\n", - "X_in.assign_value(sp.Variable(X[0:3, :].reshape([-1, 32, 32, 3])))\n", - "h.run().shape" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "5duZIDoSowdz" - }, - "source": [ - "Train the model." - ] - }, - { - "cell_type": "code", - "execution_count": 43, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/", - "height": 357, - "referenced_widgets": [ - "6190d906285740878e643c1704f60a10", - "33eb1471ddee414295ebeb1367b74908", - "6f108d15b8254aaa9e8775900a2364d8", - "7097684052054b25b147cec2563eb8b3", - "7c6ea71cbb524c56a6d1df92f117a3ae", - "6d2140f860464d5b9279f6ebfde188bd", - "9625443de3db4810a2b3b2835439d26f", - "6ca4dcfa37974582963d4108b347f0d4" - ] + "998a6c092c254a8aad3a54b687385d10": { + "model_module": "@jupyter-widgets/controls", + "model_name": "ProgressStyleModel", + "state": { + "_view_name": "StyleView", + "_model_name": "ProgressStyleModel", + "description_width": "initial", + "_view_module": "@jupyter-widgets/base", + "_model_module_version": "1.5.0", + "_view_count": null, + "_view_module_version": "1.2.0", + "bar_color": null, + "_model_module": "@jupyter-widgets/controls" + } }, - "id": "i2g7X2vfowdz", - "outputId": "669323a3-f335-4b74-8e82-250307adb136", - "scrolled": false - }, - "outputs": [ - { - "data": { - "application/vnd.jupyter.widget-view+json": { - "model_id": "6190d906285740878e643c1704f60a10", - "version_major": 2, - "version_minor": 0 - }, - "text/plain": [ - "HBox(children=(FloatProgress(value=0.0, max=3000.0), HTML(value='')))" - ] - }, - "metadata": { - "tags": [] - }, - "output_type": "display_data" + "907419ddd20e485ba6c2b43525fc4172": { + "model_module": "@jupyter-widgets/base", + "model_name": "LayoutModel", + "state": { + "_view_name": "LayoutView", + "grid_template_rows": null, + "right": null, + "justify_content": null, + "_view_module": "@jupyter-widgets/base", + "overflow": null, + "_model_module_version": "1.2.0", + "_view_count": null, + "flex_flow": null, + "width": null, + "min_width": null, + "border": null, + "align_items": null, + "bottom": null, + "_model_module": "@jupyter-widgets/base", + "top": null, + "grid_column": null, + "overflow_y": null, + "overflow_x": null, + "grid_auto_flow": null, + "grid_area": null, + "grid_template_columns": null, + "flex": null, + "_model_name": "LayoutModel", + "justify_items": null, + "grid_row": null, + "max_height": null, + "align_content": null, + "visibility": null, + "align_self": null, + "height": null, + "min_height": null, + "padding": null, + "grid_auto_rows": null, + "grid_gap": null, + "max_width": null, + "order": null, + "_view_module_version": "1.2.0", + "grid_template_areas": null, + "object_position": null, + "object_fit": null, + "grid_auto_columns": null, + "margin": null, + "display": null, + "left": null + } }, - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Final validation accuracy: 0.6640625\n" - ] + "c081644bca734e33a61ec03c1e212ee7": { + "model_module": "@jupyter-widgets/controls", + "model_name": "DescriptionStyleModel", + "state": { + "_view_name": "StyleView", + "_model_name": "DescriptionStyleModel", + "description_width": "", + "_view_module": "@jupyter-widgets/base", + "_model_module_version": "1.5.0", + "_view_count": null, + "_view_module_version": "1.2.0", + "_model_module": "@jupyter-widgets/controls" + } }, - { - "data": { - "image/png": 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" - ] - }, - "metadata": { - "needs_background": "light", - "tags": [] - }, - "output_type": "display_data" + "58763c119d764aef8c665457037de232": { + "model_module": "@jupyter-widgets/base", + "model_name": "LayoutModel", + "state": { + "_view_name": "LayoutView", + "grid_template_rows": null, + "right": null, + "justify_content": null, + "_view_module": "@jupyter-widgets/base", + "overflow": null, + "_model_module_version": "1.2.0", + "_view_count": null, + "flex_flow": null, + "width": null, + "min_width": null, + "border": null, + "align_items": null, + "bottom": null, + "_model_module": "@jupyter-widgets/base", + "top": null, + "grid_column": null, + "overflow_y": null, + "overflow_x": null, + "grid_auto_flow": null, + "grid_area": null, + "grid_template_columns": null, + "flex": null, + "_model_name": "LayoutModel", + "justify_items": null, + "grid_row": null, + "max_height": null, + "align_content": null, + "visibility": null, + "align_self": null, + "height": null, + "min_height": null, + "padding": null, + "grid_auto_rows": null, + "grid_gap": null, + "max_width": null, + "order": null, + "_view_module_version": "1.2.0", + "grid_template_areas": null, + "object_position": null, + "object_fit": null, + "grid_auto_columns": null, + "margin": null, + "display": null, + "left": null + } } - ], - "source": [ - "NUM_ITERS = 3000\n", - "BATCH_SIZE = 128\n", - "\n", - "eval_batch = sp.batch(X_eval, y_eval, BATCH_SIZE)\n", - "adam = sp.Adam()\n", - "\n", - "for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM_EPOCHS):\n", - " if i >= NUM_ITERS: break\n", - " \n", - " xbatch_images = xbatch.reshape([-1, 32, 32, 3])\n", - " X_in.assign_value(sp.Variable(xbatch_images))\n", - " y_true.assign_value(ybatch)\n", - " \n", - " loss_val = loss.run()\n", - " if np.isnan(loss_val.array):\n", - " print(\"Aborting, loss is nan.\")\n", - " break\n", - " loss_vals.append(loss_val.array)\n", - " \n", - " # Compute gradients, and carry out learning step.\n", - " gradients = sp.get_gradients(loss_val) \n", - " adam.training_step(learnables, gradients)\n", - " \n", - " # Compute validation accuracy:\n", - " x_eval_batch, y_eval_batch = next(eval_batch)\n", - " X_in.assign_value(sp.Variable(x_eval_batch.reshape([-1, 32, 32, 3])))\n", - " predictions = y_pred.run()\n", - " predictions = np.argmax(predictions.array, axis=1)\n", - " accuracy = (y_eval_batch == predictions).mean()\n", - " validation_acc.append(accuracy)\n", - "\n", - "print(f'Final validation accuracy: {validation_acc[-10].mean()}')\n", - "plt.figure(figsize=(14, 4))\n", - "plt.subplot(1, 2, 1)\n", - "plt.ylabel('Loss')\n", - "plt.xlabel('Iteration')\n", - "plt.plot(loss_vals)\n", - "plt.subplot(1, 2, 2)\n", - "plt.ylabel('Validation accuracy')\n", - "plt.xlabel('Iteration')\n", - "plt.suptitle('CNN trained on CIFAR-10, using SmallPebble.')\n", - "plt.ylim([0, 1])\n", - "plt.plot(validation_acc)\n", - "plt.show()" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "qfxbTF8Kowdz" - }, - "source": [ - "It looks like we could improve our results by training for longer (and of course we could improve our model architecture)." - ] - }, + } + } + }, + "cells": [ { "cell_type": "markdown", "metadata": { - "id": "iYiV20Lvowdz" + "id": "JMfGaQvbowdq" }, "source": [ - "---\n", + "# SmallPebble\n", "\n", - "# Brief guide to using SmallPebble\n", + "[![](https://github.com/sradc/smallpebble/workflows/Python%20package/badge.svg)](https://github.com/sradc/smallpebble/commits/) \n", "\n", - "SmallPebble provides the following building blocks to make models with:\n", + "**Project status: unstable.**\n", "\n", - "- `sp.Variable`\n", - "- Operations, such as `sp.add`, `sp.mul`, etc.\n", - "- `sp.get_gradients`\n", - "- `sp.Lazy`\n", - "- `sp.Placeholder` (this is really just `sp.Lazy` on the identity function)\n", - "- `sp.learnable`\n", - "- `sp.get_learnables`\n", + "


\n", "\n", - "The following examples show how these are used.\n" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "GFJ1RSoyowd1" - }, - "source": [ - "## Switching between NumPy and CuPy\n", + "SmallPebble is a minimal automatic differentiation and deep learning library written from scratch in [Python](https://www.python.org/), using [NumPy](https://numpy.org/)/[CuPy](https://cupy.dev/).\n", "\n", - "We can dynamically switch between NumPy and CuPy. (Assuming you have a CuPy compatible GPU and CuPy set up. Note, CuPy is available on Google Colab, if you change the runtime to GPU.)" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "WmF-zoMDCiFW", - "outputId": "4b97eb17-b8fd-472c-b2b6-c00f45f17393" - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "cupy\n", - "numpy\n" - ] - } - ], - "source": [ - "import cupy\n", - "import numpy\n", - "import smallpebble as sp\n", - " \n", - "# Switch to CuPy\n", - "sp.use(cupy)\n", - "print(sp.array_library.library.__name__) # should be 'cupy'\n", + "The implementation is relatively small, and mainly in the file: [smallpebble.py](https://github.com/sradc/SmallPebble/blob/master/smallpebble/smallpebble.py). To help understand it, check out [this](https://sidsite.com/posts/autodiff/) introduction to autodiff, which presents an autodiff framework that works in the same way as SmallPebble (except using scalars instead of NumPy arrays).\n", "\n", - "# Switch back to NumPy:\n", - "sp.use(numpy)\n", - "print(sp.array_library.library.__name__) # should be 'numpy'" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "wG_NfG5_T5yd" - }, - "source": [ - "## sp.Variable & sp.get_gradients \n", + "SmallPebble's *raison d'etre* is to be a simplified deep learning implementation,\n", + "for those who want to learn what’s under the hood of deep learning frameworks.\n", + "However, because it is written in terms of vectorised NumPy/CuPy operations,\n", + "it performs well enough for non-trivial models to be trained using it.\n", "\n", - "With SmallPebble, you can:\n", + "**Highlights**\n", + "- Relatively simple implementation.\n", + "- Can run on GPU, using CuPy.\n", + "- Various operations, such as matmul, conv2d, maxpool2d.\n", + "- Array broadcasting support.\n", + "- Eager or lazy execution.\n", + "- Powerful API for creating models.\n", + "- It's easy to add new SmallPebble functions.\n", "\n", - "- Wrap NumPy arrays in `sp.Variable`\n", - "- Apply SmallPebble operations (e.g. `sp.matmul`, `sp.add`, etc.)\n", - "- Compute gradients with `sp.get_gradients`" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "iIEkqgiYowdz", - "outputId": "1230cbba-334e-44b6-f5e1-1d60b46b8e17" - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "y.array:\n", - " [[0.83571629 1.04060209]\n", - " [0.83590755 0.76613642]]\n", - "grad_a:\n", - " [[0.29385811 0.41138988]\n", - " [0.28457185 0.00655705]]\n", - "grad_b:\n", - " [[0.15671755 0.67454729]\n", - " [0.16250373 0.46305269]]\n", - "grad_c:\n", - " [2. 2.]\n" - ] - } - ], - "source": [ - "a = sp.Variable(np.random.random([2, 2]))\n", - "b = sp.Variable(np.random.random([2, 2]))\n", - "c = sp.Variable(np.random.random([2]))\n", - "y = sp.mul(a, b) + c\n", - "print('y.array:\\n', y.array)\n", "\n", - "gradients = sp.get_gradients(y)\n", - "grad_a = gradients[a]\n", - "grad_b = gradients[b]\n", - "grad_c = gradients[c]\n", - "print('grad_a:\\n', grad_a)\n", - "print('grad_b:\\n', grad_b)\n", - "print('grad_c:\\n', grad_c)" + "**Notes**\n", + "\n", + "Graphs are built implicitly via Python objects referencing Python objects.\n", + "When `get_gradients` is called, autodiff is carried out on the whole sub-graph. The default array library is NumPy.\n", + "\n", + "---\n", + "\n", + "**Read on to see:**\n", + "- Example models created and trained using SmallPebble.\n", + "- A brief guide to using SmallPebble.\n" ] }, { - "cell_type": "markdown", + "cell_type": "code", "metadata": { - "id": "FpBrmvOAowdz" + "id": "4c6uEwBtowdu" }, "source": [ - "Note that `y` is computed straight away, i.e. the (forward) computation happens immediately.\n", - "\n", - "Also note that `y` is a sp.Variable and we could continue to carry out SmallPebble operations on it." - ] + "import matplotlib.pyplot as plt\n", + "import numpy as np\n", + "from tqdm.notebook import tqdm\n", + "import smallpebble as sp\n", + "from smallpebble.misc import load_data" + ], + "execution_count": null, + "outputs": [] }, { "cell_type": "markdown", "metadata": { - "id": "6CWtG8_rowdz" + "id": "G3XjjQWsowdv" }, "source": [ - "## sp.Lazy & sp.Placeholder\n", - "\n", - "Lazy graphs are constructed using `sp.Lazy` and `sp.Placeholder`. " + "## Training a neural network to classify handwritten digits (MNIST)" ] }, { "cell_type": "code", - "execution_count": 14, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "fgV-Lo4zowd0", - "outputId": "631aaef4-b72b-4963-9d24-99b2b4ca31d2" + "id": "314sNND8owdv" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "3\n" - ] - } - ], "source": [ - "lazy_node = sp.Lazy(lambda a, b: a + b)(1, 2)\n", - "print(lazy_node)\n", - "print(lazy_node.run())" - ] + "\"Load the dataset, and create a validation set.\"\n", + "\n", + "X_train, y_train, _, _ = load_data('mnist') # load / download from openml.org\n", + "X_train = X_train/255 # normalize\n", + "\n", + "# Seperate out data for validation.\n", + "X = X_train[:50_000, ...]\n", + "y = y_train[:50_000]\n", + "X_eval = X_train[50_000:60_000, ...]\n", + "y_eval = y_train[50_000:60_000]" + ], + "execution_count": null, + "outputs": [] }, { "cell_type": "code", - "execution_count": 15, "metadata": { "colab": { - "base_uri": "https://localhost:8080/" + "base_uri": "https://localhost:8080/", + "height": 306 }, - "id": "0Grohlfzowd0", - "outputId": "d7b0e906-26ba-49b6-e0f2-6e2b7e9b086c" + "id": "6Iyt15gRsCKx", + "outputId": "32b1490a-4de9-4567-ce19-e5e863083b5f" }, + "source": [ + "\"Plot, to check we have the right data.\"\n", + "\n", + "plt.figure(figsize=(5,5))\n", + "for i in range(25):\n", + " plt.subplot(5,5,i+1)\n", + " plt.xticks([])\n", + " plt.yticks([])\n", + " plt.grid(False)\n", + " plt.imshow(X_train[i,:].reshape(28,28), cmap='gray', vmin=0, vmax=1)\n", + "\n", + "plt.show()" + ], + "execution_count": null, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "10\n" - ] + "output_type": "display_data", + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "tags": [] + } } - ], - "source": [ - "a = sp.Lazy(lambda a: a)(2)\n", - "y = sp.Lazy(lambda a, b, c: a * b + c)(a, 3, 4)\n", - "print(y)\n", - "print(y.run())" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "zIV7Db6Kowd0" - }, - "source": [ - "Forward computation does not happen immediately - only when .run() is called." ] }, { "cell_type": "code", - "execution_count": 16, "metadata": { - "colab": { - "base_uri": "https://localhost:8080/" - }, - "id": "Lt-dvsHeowd0", - "outputId": "a865e8e3-5104-4568-c215-fc63cd11043a" + "id": "hWh8ru-Towdv" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "result.array:\n", - " [[0.85771129 1.28521573]\n", - " [1.95373653 2.6991665 ]]\n" - ] - } - ], "source": [ - "a = sp.Placeholder()\n", - "b = sp.Variable(np.random.random([2, 2]))\n", - "y = sp.Lazy(sp.matmul)(a, b)\n", + "\"Create a model, with two fully connected hidden layers.\"\n", "\n", - "a.assign_value(sp.Variable(np.array([[1,2], [3,4]])))\n", + "X_in = sp.Placeholder()\n", + "y_true = sp.Placeholder()\n", "\n", - "result = y.run()\n", - "print('result.array:\\n', result.array)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "vAkp8fEIowd0" - }, - "source": [ - "You can use .run() as many times as you like. \n", + "h = sp.linearlayer(28*28, 100)(X_in)\n", + "h = sp.Lazy(sp.leaky_relu)(h)\n", + "h = sp.linearlayer(100, 100)(h)\n", + "h = sp.Lazy(sp.leaky_relu)(h)\n", + "h = sp.linearlayer(100, 10)(h)\n", + "y_pred = sp.Lazy(sp.softmax)(h)\n", + "loss = sp.Lazy(sp.cross_entropy)(y_pred, y_true)\n", "\n", - "Let's change the placeholder value and re-run the graph:" - ] + "learnables = sp.get_learnables(y_pred)\n", + "\n", + "loss_vals = []\n", + "validation_acc = []" + ], + "execution_count": null, + "outputs": [] }, { "cell_type": "code", - "execution_count": 17, "metadata": { + "scrolled": true, "colab": { - "base_uri": "https://localhost:8080/" + "base_uri": "https://localhost:8080/", + "height": 357, + "referenced_widgets": [ + "62433d3ecba94c1b9b38014ba7371d02", + "c379227f40034343b93b7df6cc3d4104", + "0c9842c4e3aa467ba4e5ef3c30d9b21f", + "2f4aeadf7a4f4ac49570ef3baa17e79a", + "32ed8841fef246f790de1834a997a72a", + "75e5364d049b42368d2128fb0fd4af9a", + "7361c0d79c3a4093b157f31867fc4071", + "eac411d54e0a49469ee9aa773824a587" + ] }, - "id": "ZBiC8G4Wowd0", - "outputId": "9cf7c3b3-2eb9-4165-8da4-f8a9a2819154" + "id": "QP1W27Ibowdw", + "outputId": "ee7a9e46-c0ac-407c-da62-6de3b9b48841" }, + "source": [ + "\"Train model, while measuring performance on the validation dataset.\"\n", + "\n", + "NUM_ITERS = 300\n", + "BATCH_SIZE = 200\n", + "\n", + "eval_batch = sp.batch(X_eval, y_eval, BATCH_SIZE)\n", + "adam = sp.Adam() # Adam optimization\n", + "\n", + "for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM_ITERS):\n", + " if i >= NUM_ITERS: break\n", + " \n", + " X_in.assign_value(sp.Variable(xbatch))\n", + " y_true.assign_value(ybatch)\n", + " \n", + " loss_val = loss.run() # run the graph\n", + " if np.isnan(loss_val.array):\n", + " print(\"loss is nan, aborting.\")\n", + " break\n", + " loss_vals.append(loss_val.array)\n", + " \n", + " # Compute gradients, and use to carry out learning step:\n", + " gradients = sp.get_gradients(loss_val)\n", + " adam.training_step(learnables, gradients)\n", + " \n", + " # Compute validation accuracy:\n", + " x_eval_batch, y_eval_batch = next(eval_batch)\n", + " X_in.assign_value(sp.Variable(x_eval_batch))\n", + " predictions = y_pred.run()\n", + " predictions = np.argmax(predictions.array, axis=1)\n", + " accuracy = (y_eval_batch == predictions).mean()\n", + " validation_acc.append(accuracy)\n", + "\n", + "# Plot results:\n", + "print(f'Final validation accuracy: {np.mean(validation_acc[-10:])}')\n", + "plt.figure(figsize=(14, 4))\n", + "plt.subplot(1, 2, 1)\n", + "plt.ylabel('Loss')\n", + "plt.xlabel('Iteration')\n", + "plt.plot(loss_vals)\n", + "plt.subplot(1, 2, 2)\n", + "plt.ylabel('Validation accuracy')\n", + "plt.xlabel('Iteration')\n", + "plt.suptitle('Neural network trained on MNIST, using SmallPebble.')\n", + "plt.ylim([0, 1])\n", + "plt.plot(validation_acc)\n", + "plt.show()" + ], + "execution_count": null, "outputs": [ { - "name": "stdout", + "output_type": "display_data", + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "62433d3ecba94c1b9b38014ba7371d02", + "version_minor": 0, + "version_major": 2 + }, + "text/plain": [ + "HBox(children=(FloatProgress(value=0.0, max=300.0), HTML(value='')))" + ] + }, + "metadata": { + "tags": [] + } + }, + { "output_type": "stream", "text": [ - "result.array:\n", - " [[ 8.57711288 12.85215729]\n", - " [19.53736528 26.99166502]]\n" - ] - } - ], - "source": [ - "a.assign_value(sp.Variable(np.array([[10,20], [30,40]])))\n", - "result = y.run()\n", - "print('result.array:\\n', result.array)" - ] - }, - { - "cell_type": "markdown", - "metadata": { - "id": "HlPYumo3owd0" - }, - "source": [ - "Finally, let's compute gradients:" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": { - "id": "b2c5Hh24owd1" - }, - "outputs": [], - "source": [ - "gradients = sp.get_gradients(result)" + "Final validation accuracy: 0.9400000000000001\n" + ], + "name": "stdout" + }, + { + "output_type": "display_data", + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "tags": [], + "needs_background": "light" + } + } ] }, { "cell_type": "markdown", "metadata": { - "id": "fLLMzJ5uowd1" + "id": "s6ySHIwXowdx" }, "source": [ - "Note that `sp.get_gradients` is called on `result`, \n", - "which is a `sp.Variable`, \n", - "not on `y`, which is a `sp.Lazy` instance." + "## Training a convolutional neural network on CIFAR-10, using CuPy\n", + "This was run on [Google Colab](https://colab.research.google.com/), with a GPU." ] }, { - "cell_type": "markdown", + "cell_type": "code", "metadata": { - "id": "TZG1N_x6owd1" + "id": "uNirV4wHowdx" }, "source": [ - "## sp.learnable & sp.get_learnables\n", - "Use `sp.learnable` to flag parameters as learnable, \n", - "allowing them to be extracted from a lazy graph with `sp.get_learnables`.\n", + "\"Load the CIFAR dataset.\"\n", "\n", - "This enables a workflow of: building a model, while flagging parameters as learnable, and then extracting all the parameters in one go at the end.\n" - ] + "X_train, y_train, _, _ = load_data('cifar') # load/download from openml.org\n", + "X_train = X_train/255 # normalize" + ], + "execution_count": null, + "outputs": [] }, { "cell_type": "code", - "execution_count": 19, "metadata": { "colab": { - "base_uri": "https://localhost:8080/" + "base_uri": "https://localhost:8080/", + "height": 480 }, - "id": "Tf4cNi9Zowd1", - "outputId": "01b99bf0-0ade-49f6-e887-427b14609f81" + "id": "Wnbb7Ge6owdy", + "outputId": "13ea02e1-6bd2-47d7-adab-0e387d0329ff" }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "\n", - "\n" - ] - } - ], "source": [ - "a = sp.Placeholder()\n", - "b = sp.learnable(sp.Variable(np.random.random([2, 1])))\n", - "y = sp.Lazy(sp.matmul)(a, b)\n", - "y = sp.Lazy(sp.add)(y, sp.learnable(sp.Variable(np.array([5]))))\n", + "\"\"\"Plot, to check it's the right data.\n", "\n", - "learnables = sp.get_learnables(y)\n", + "(This cell's code is from: https://www.tensorflow.org/tutorials/images/cnn#verify_the_data)\n", + "\"\"\"\n", "\n", - "for learnable in learnables:\n", - " print(learnable)" - ] - } - ], - "metadata": { - "accelerator": "GPU", - "colab": { - "collapsed_sections": [], - "name": "sp-README-21-04-19.ipynb", - "provenance": [] - }, - "kernelspec": { - "display_name": "Python 3", - "name": "python3" - }, - "language_info": { - "name": "python" - }, - "metadata": { - "interpreter": { - "hash": "95af9638f28594ef4f578b58d10dec32dbb5c720841fd1f4cb3c8b71f177fa8e" - } - }, - "widgets": { - "application/vnd.jupyter.widget-state+json": { - "33eb1471ddee414295ebeb1367b74908": { - "model_module": "@jupyter-widgets/base", - "model_name": "LayoutModel", - "state": { - "_model_module": "@jupyter-widgets/base", - "_model_module_version": "1.2.0", - "_model_name": "LayoutModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "LayoutView", - "align_content": null, 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"grid_template_areas": null, - "grid_template_columns": null, - "grid_template_rows": null, - "height": null, - "justify_content": null, - "justify_items": null, - "left": null, - "margin": null, - "max_height": null, - "max_width": null, - "min_height": null, - "min_width": null, - "object_fit": null, - "object_position": null, - "order": null, - "overflow": null, - "overflow_x": null, - "overflow_y": null, - "padding": null, - "right": null, - "top": null, - "visibility": null, - "width": null + "class_names = ['airplane', 'automobile', 'bird', 'cat', 'deer',\n", + " 'dog', 'frog', 'horse', 'ship', 'truck']\n", + "\n", + "plt.figure(figsize=(8,8))\n", + "for i in range(25):\n", + " plt.subplot(5,5,i+1)\n", + " plt.xticks([])\n", + " plt.yticks([])\n", + " plt.grid(False)\n", + " plt.imshow(X_train[i,:].reshape(32,32,3))\n", + " plt.xlabel(class_names[y_train[i]])\n", + "\n", + "plt.show()" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "display_data", + "data": { 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nHn8/w1mUVI6sTIm6jk50uvl3vnMyPiklhmGYWbLflNe5a2jnrz+CdSejmI7IFJMx7fs+R4gxorSGAvNKOffjc5pIP0qp+VrUPOCZjGOtoW0btNY456iq6jAgAj4EYowM/UjXdfelx4EMi8QJ5UtCkFR0bTEoGqZyiAmSDiFH2UPfo/QuRxLVFaYactSZAkZHjGkxzlC1NVprmuo0OwFRo6IihYDf96QYGHfXRD+i04COQ14+SmavLp9tVu4x+sLQ9XS765xH3W/pdtcZ+isQ4hRPH5mqw9RRxRrMkNYEuhwgvcn83Ntoa0XT1HSDhVHNkZsoRWM1S6tYGdgQiAYeVQatoGbEpkiUSCJiUGiT89HHTtV0j1KYUgcTc5aJ9zCXC8WUERPKdQo5XwoZ3ZjIPNO8DXKA9ROZ/JUkIUkIMWTS0TS/tUIXsCLFcm5G5dy/zr5wQggxEnxgGAd8CDnHaQwPclvu6rAYBrZXnxHGPTevf0XfvaFZnLJYXeCaJetHH2JcczCYv0fRWrNYVhzcUw1YYkwYo+h7RwgDb16/zsTBvs8ktnqDtQ7BARUajU2eRluePz7l+dMNTx6dcH66RkQRUOx2e376i4Fhf00Yt0jYgTKk0BFCRT94un1g9JBw1M2K5y9e4JxhuVpijD24zUpQU1rjKDV2lyMwMcIPAf0hEJLoEYnEYcvQXRKrCqVbjFFo7+nVnmUj2SH4jtvy3uSgcjaH39Rd1fV25HkMoU7R5rdFg98Ucc4+xS2Y9m3FOUWzaVKwJe94MIjqluGcfk7Hz3nOzEqsKoe1lrquy89qLpeZIvCu6xnHkRAi9wse5sNNEWeGZ+UIhjgaI5lM0NFjisYmYxUjKuWHkYglYZWhKtB027Y4ayFpiJroA1pZUggQA8EYTNToqEtZStG50/gphdbZcBtjicEjMaG1IYaAMXsSsTCyUznHyfGSI9N4W+Yo8/i56XP3GXEqdYtkQxl3URMxRuEQLEKlhForaq0wSM7dzPf9GJVhjj7nvzmKqo/m8JzPpkSK0xgxedXMqMgtxreot49xxEeYS74ORzo4X3fWb44qyr90OE4qzs73oea/yXn+p5cDovWN77j1Yr6nkgJ+2OH7LfvtK/rtK5CENW52LLWxiD7A8/N65W0UIL96P+ORgwFd5kkqpWU5xWOtwVidg4ChJ4aQnXByuZVk+iMlWYAiYZTQ1I5lW9OWR0qCj8JgFSkFvB9JxWghoSBQOc8eo5CSQiSn5pbLJd1yiXMun2epWDiOJI/1+OG6DtG73Flrh0WXjeLEAVFaEWMDShGSoEl4W8h39204FWRYaj6RozuSn7x9IUcGc5pkd43m7UWislKVaYSycpkVc3lvSreNc/5c/i1GObK7eWJYm58wRmdmajme0Yaq1GGu12vqpma1WrI5WdO2LU+fPqWua9brDU3TFLZqRYyR/X7PMAz8u3/3//LLX/6a4D39fv9ORfDbSl4wBwUYQkQrhbOZ5WaULhM/51CcrTg/fUxdtaw257SLDVWzYLE6w1iHXazQ1lE1Fa62GGeorUYbRa3BlMoXUZlMPgSIGkytidqgosvlijDnag7w4WQ8K6zNY6S1w489VrucUxgHdts3ORqKEZHM5puW4gxrHq+Qb5D7HOdptK3J55mikGJmoopRWDFUaAwJJQGHsNaKoBVrrekLojJO/krKbFR8zFM4ySGanIvF88/gwxSA5rUhZBZ4OqZBFPa3IpcBKTlEnKmQeFKJNNOU45+g9EyGm6LUKe2qyUztbCQjgTSXbk3lSlJym5ODkmL6vlKcf+ByPNfeVtgAKYyEMLK//orXv/xbhu6KbvcVftiSxh0y3OCaNZIiplpQNStMVWNtjXMtShuMrW8d/3u5kiPYXo7m0Hbbsdt1vHnzhlevXmFUaZyiHGDJdcsmI1wJTAoYydx5UWSI1hhiCuzHnt2+4/XrS7766g27bZdTNWokDR3K1vjR48fEOEbGIWJNxQfPnlE7y5MnT/jqy1fsdh27bZfP9Mj+ATNh9J2s9COHME1WMGXSj8SBMF6j1BLhFDBo3WL0CqNHFP2RE/xueS/DefBYS07nQBiDMnj5fapc6AFuPb6wu4SeW9+hKFBc+ZryXn1kiPN3TOyqt70xmXJfHKLdKby31syGE8CWukfnHOfnZ6w3ax49OuPJ0wtWqxUfffQRi8WC8/NzFoslrtD8vfdcXl6x3W75xc9/yc/jLwghNxO4d4U+TxQhkqAwKbU2hR2Xf1pTUdct52dPadsVm5NzlssTqqqhWayz4rUGpTVV7XBWY62hKvkOV5xf0XlkA6AdRAVYRRCFKh2IZqdYsgo+JogpA1rViKRsLKumEIw8Wu3Y7a5KFF2YuimHrwqdo6fJYZpm/zv0yCHivEcnRSmMtjm/lyjGMyFKY1E4dM5npogVRasVvda0StEqRafU0eLOTmUsDSSmnPvtuTHBwVMO8k4d55HNOs7Fy5zUlxnymctIUsrGc+6+cmCwH5CVozKmcr5REpKywQafU7ZTx4RpqJMg6vsjB/3hyruQrbfHIKVA9HuG3SXXX/6cfvcG73ekNELsIXbYfg26wlZLmvU5rl1S1Uu00mhj0cah1PcLhx/rx0mDpgR937PbdWxvttxcX1O5KpMjbV4DKAtiQDKz2kjMDQ+m8dEKjCZ5YfQj/TBwfb3j6uqGvu+RFDPz3PeosSf4SAiJ4HNpnzGOR+ePMArOTk/ZbDZ4H7iRm3yWRS+8y47M15UvZ3oGKbM925JUDKcn+i5H/aJAWZSuMaYpqnX4zjF8v4hTFYM1G7Tj6OCA0E4G7S6J510Xe1duG1nFZI0nSOMQkcyAU2YbzhHnAS7LBsWU3/Nnrcte1GKxYLlcsmgXPHnyhLZteP7iGScnJ5ycbjg/P6VtGx49uqCqKhaLBVVVz7Wc+/2ey8urDGuMI30/MI5jpvnLN8PQ7yt5/CgNFkqkrWSGTVzVUlc1dd2yWp7Q1C0XT57RNkuWyw1tu8IYh6uaqe1PcSAc1rrMIrYOrQ3WuDyZpu9OCV+UefKROGaII4axRP85djHGobTOLM9SxzodQxuLFaGqF7TLDUprmu4a7w2DJGLI9zqGmGng6HyeU9KvREmT/XxrsfC2SvttZWKzxpBLNiRRIrRcomGnjiUFFHdoahSt0rRKU+lsWI3O3U7U0XGRqdOUHBb4lJtOqTS0mC+5IAjqluHUx62l85NHnzleF0cO7pGR1OU3rTJSkRB0WTeRErVy+5hK5Q5HWulJBd2rs/KHJt+kn6ZxkZKbF0lzqVbwI5Ii4/6aobumu/oSH4YcsaMQZUmi8DGR/IDevUH3HcPYYWw2olW7wVULNufPsa7JeUVjj8zz/Yz5pLsn9MNoA2V9xZSIKddwpigkU+D6BJnerRlHz34YGbuOoe8YbEXfD+x7z24/UO8H9vue65s9222P95EY8+rVxiBGk3T2/aGwvqMweqExmqZtWY4LTk5POD8/o9t38GoygQfn/BAY5b+n3/WEcDKlHDhkQ4onKjEQfZ8JT0mQpBDjSNIUcuNUcvfN8tvlOMtqlmPzPkcGt72ByeN9n5zFXOOZDlHmweM+GNCD7jiaXkfG80D8Aa3zOdRVLnR9+vSCDz/8kEePHvGv/tVfcnKy4eOPf8D5+RntomW5XBRyx6FFX3YENMZorq6u+fTTz/A+0HV7rq9v6PthJj3dl0w1jyKl84tKGBQiueVb265ZrzecbM754IOXNM2CxxfPaOoFla2xtmJaGHlkUs7ZuQpts6F0rkEbTeUajLEgESShQmRMgsRI6kf8fmA/dPRDV8bBobWmbvLnqkpRGVe+RwCNsTXaWFoFxjmqumHod4zDPtcThlzOEoLHaIOqcwmI1hNycewKvY1Q3KdI6QblB08YYzEYBqMMlbJUylCyQxgULQqPYo1mUIZrA66UJekSNUiBSSUKEg8s1fmCoHTiSgXmzhG3sbkr0CH6Zv45M3ePRKMQVX5ygGLzEj0YTk02mlZnw5mBIyklRlPuGZSo3GdUK6zJbdmmet7/OOR4hI86P5GQlB1Iv78mBs9+e4kfe/bb13Q3X+H3W4Z+R4weUQaUJYgm+YAOHePwCSiV17MI2i3Q9YrF6pyPjKVZnlC3G1xxYu93xsvsqE36bGKEhRjwwRfHEaKWeW7mzL6l399wddURtq/pt1cYaq63O5bbFlvXoC1dt+fVq2uurrbs+4D3AkpjnUW0IZoD+zhJxPvIvk9UC8NmvcFp4dmzD7i8vOb65gbh1wcPWd22O5Oq1XpK9UxR5jFhiIKSZUWawoDvb1DKZVQmgaQa0UtiGhh9/J4M5y05+AHfZi5+UwLA2+87sKemzwg5GlK333Z03PzEVFtpbW4ZZa1mc7KmaWuePfuAFy+ec35+ztOnj1mv16xWy7nxcFYgZm6AMDF5j5lcfT+w3+8Zh3FuHfjWyfxOMgNqR+MzXZtBa4tzNVXV0jQLFos1dd1S1w2uqophy52Acr5M5gUjBLQojICxuQVcqXiYLyGzZvNkm5jQXbfn+ua6jHPOrbaLBc45VqtVIdcU5ifTPc71sbmjUUVVtwA418x5OBhn2HLy79M01qoU3as7RfL3DNeKTGzUQxIgG8GJ/DTdiwMp36CotKY2QiWCFUGpXF+ZSz80TDn7Y4j76L4eAdNvSf7KY8M5XbM6gssn7/pQCjO9qNSR2S0O5xSNqtkTP8DCs5aRKRtaOlZNBvyf7X5Kcut3ufVsKu0HE9EPhDAQfc+wuySGkW57ifc9/e6SvrsmjvtM8JkYn5Q2iSnmVIR4EBjHjG5ot0dXO/wY6W7eAArrWlw9Yz/3hqqklKsOZuJYVWG0IcYwd4WLMTc6T6VZzZwyEEUMAe97gs86z3tN1/Vsb/ZYmztVdV3P9fWO7XaP92E20NZakrJgLNaaGSVJAjGp3O+ZnKZzzlDXbn7fYd1PCNShycRbpShwNKHvzP+yhqTcDyl5/CSalCxJ6VKp8e0j/lsZzvkCZuvPEQtJzRfzm+Q078rdHJCCwm6t5tdFhDGHYNz1vQ95TE1VOarKsVovePHyA9arJX/2Z/+Cx08uePH8BR999AMWiwWPHz9GG8N2e5MLfy8HhmFgsVjw4sUL6rq+dS0xRvbdnl/98ld8+ulnvH71mr7rSQJG23ub5NnwaJRKB/dEFApDXS9ompaTzSPOzx9zfv6YJ08/xLmKpmnRhZEWRQilz+nUjzKGkIlCxuKqiuXSY11F7aoZ2oaEJqGIiASGfs92t+XnP/s5P/npz/De0+33KKU4OTmhbhp+9KMf8qMf/TA3cm5qtNFYkxszOJVZydY6SLnVn9GObndDt7vM0KhExnFAIQVGzrC6wWamXCGZToSkb2JV/7YiIgyjn8k7c99fq3FaYVWu2FBJoUSjRdMo4ayuUCZxI4G9RJIyBGVzKUjKjQyUTN1IZAZxJy85FeWRYdx8kYVaVIzwEaozKVF1iF4FciN2EZKKOQ+uhNxkSs0QrVG5DEWTzyclIXhh4tllwCiB5K5J2WFRWK2KAsvIzX2O+R+yZKOXkBQZdm+I457d1St2l18xDjt2V58T/MA47gghN/8IccgkPVehXc3Y9/gQ2O8HdvuBOEaGm4EYEturnmHvUSaidOT88WOMspxdPOXFn/5nNMsN9x1vej/y6Se/Ksx2YblccXZ2xujHbBDjQL/fs7veIssFTdOQCfmaEBX7bsfu6ivi/hLf9yCen/3sU169vmaxWNC2NeMY2G5zpcH1dUcIEWszY1Z0S7JrTL3CGYMmkZJiDIrBJ4ahw4976sqyXrY0dYU1BlGCLvnVHHUqIqn08j6yL1MHECnZzTncZG4YopSQ/D4/wkAMjqAsoyxBrjKP4b4jzomTQMm9ZafhyBOGWx7CuxK4bxOC7uZBJ0/78PqhqbvcOcbhu6fIcFK4zlmq2rFYtJyfn3FysuHlhy949uwDnj9/zkcffkhVVazXawTo+46uCwzDwHa7BZgh2uNzExF8CGy3W26ubxiGgRAiU8Pk7wNMPGabqrkfbZ2JP82CplnStstscIqXFgvpJKaEj4HgI/t9rnF1NsxdnJx1BU7MEC1TW285PGLK1PRdl1l3fT9wU+jXT/UAACAASURBVMZoGEfatuXi4lFp0C+5yFoBpY5RmbLLgQh106K1oa5bgveMQz3X+caQyx7yBJ/ufZlhSg4NsueUwLvRjN9GpjyPzOOsCgt72gWGEjXmaG+OOI2mBuqkcUkISpGUIt2KJY9zkCXdgJ7/nu7v5AzMbNa35oDMEeikMObPzBFnfkznLPN3gJqJCPmnpKnk5hC9q7lWeOqHq2YUwWiOIuA/LvnWeXJ0SXPgTWYbp+gJQ4cfdvTbN3RXXzMOW3aXX2TDGfbEOJLKP2srbFWB0gQRfEj0Y2C36wljYH+9J4yR7ZuOvvMoPaJ0bmjeXb+maWqiH4senGp972fMY0xst9t53RhjGMcFPvhcs5xiLkPxuTZ9Kv9NJeJMMRL8QCrvDxG221y73ve+bK4R6fuxkCUDeYuy7ESLsSTn0HcaHETJzN4Uc7MUa3Lg40oQJHJY+3MJj0x362ipHEea8+0uf+sJOZHc9Wx6SDbeSVtSMpkM+R3yWxjO26CSiLp9Der4fdN7vhmmPfw8Rt7yZDHq8Po31qbpqRRDYazBaMNy1VJXjhcvX/Dhhy94/PiCv/zX/5LNZs3Ll8/YbDYsF0vats29c8ned25wYEu5SUvTNFhrZ6UOuUax7weurq745JNP+dWvf83NzZaYEkbn/Od9eYm5TCCVCaMx1uJMRdsueXT2AcvlmotHzzg/f8xmc0pV1WhtcspChH4Y2PcDu13Hq9ev2e97fv3rT+m6PavlkmXbsl6tePr0KYu2xTlNCktC9KToGf2YI/DRIzFgtbBsG85PT+n7IZNXgLatqWuLMQqRgGBmmHxuC1cgK6UttmpBW5rFBkERU2Qc864s3faKGD0xVFhrsM7NhtRYl6Og8m9mot5bTlmYaAUZ7czRhqiEJJ1z7snMhpNSB7d0CjGGet+jhz2CZhBDFIgjSCys2jIGKWOrJHXb5TxmwMYUQSWcBWsPaYcJ8tJa585QZV/FMU49ZzVJJUQCCX9kI2Vu7o+ALsxhKeGm0pJ3iVAJp/Jcbuoaoy2NsTilUXrE6P3RGf+RypGeeufLKZWuPx3d9Zf4oePNFz+j317S3VzR3VwiySNxz9R6EiU4YzHWEJLm6nrAB/jiqy0324Htrud6u8ekRONHjCQWTrE5MThb45xjc9LSGMGIhyOC4X26KeMw8POf/pK6yd/ph1xrHVOk2+4Y9kPZ8GGPjxU+gRFNFEdKFdY5Fq0DW6PsCq1hGAMxdehuzOUoMTKMuVbT+4GUIhPukcjlVMaABJAgpJAbbQTrCSE3YT8/XRHHx/zy/ITNssWPgXHvc49uQJTCqFi6a+V9QinranIoj0MrFLnWWoFET5Icccawx/gKMQ3gSFITk+O7chK/BVSrZ2t/MGpvOcezvCvqPH7t9t93Iwj1jYZT5sFRhahicC5j4qvVkqap+egHL/nLv/yXPHv2AX/1V/856/WaxaLFudLvNcnRsdPcWi/DnVJ2EDgU94vkbdD2+z3bmy1ffvkVX3z+JbtdVwxv3ivu3kSYyxMUuTVeXbe0zZKTzSPW6xNOTx5xsjlnsVziXJ0jTckTahhLhHh1ySeff87NzZa///t/5Pr6hvPTU043G85OT9EaVqsVZ6crjBL8OOB97hbTD33eCzUFjIa2rtis1zjn8r6dIjRNhXUWbcj7SZJmhttElBElxQCCdQ1KWep2gSB4P9B3S1KMjGPAj0NWXuU+Ga0RbVB6yh1OUcGUr73HIS+NDKa4llS696Tslea2Onp+XStobfaIqy5gfA+iGJMmikKCRZIqJScTCF4gFZEpOGSCYKVs15d3Jsn7G2pi7v+pM5N5gtRDMBgVMpM7xUzy0ZnAEnWCeGjHD5TmGdPmAJI1WJpQoIQib+hb6WywN22FsxUrV9EYi9Z9btf4x2w45c5P9fbLUhwm3+/YvvmMobvm60/+ke3l1wz9nmG/xxhF09h5vFG5y1hd16Qhsd15uj7yyecdry97tt3A9a6nUcITF2kMnKxhUxuaytI2imZdU2lBy3eTU35bGb3n008+Z7NZs1guMpud7FgNY48fRoIfiHHMKJNASIqULCIWayxNY9GuwlaLzCb2kX6MJBlycmfec1bKJtVSmqVkBm9KKncmS8WpDIkYAjEEUhhREjjdLFApcnayYrmo6ZUi9CNCQhfwJqmELo7oVP98QHVKm2g1115MKwzEZ6JeGPIjDoi0QIXgiMnenRZvyXsbTpFDT/9je3hAcFXpn/l2NHDc7eT2J4/+Oo4ymRhgERVuN1KYe8haW0oqcm1iVVV88MFTTk9PePnyBR88e8qjR+fYee/Dg1qcTmUiftR1g1Kaug6l2UFmpB731u26jq+//pqvv/6aN5eXXF1f4yeYFsW0c/p9iIgQhhFrs6Jsmpaz0wsWyxXrzQmr5Ya6XeCqGq3zHqFomfMXPgSGYaTve7rdjm63zY/tlkXlGJxlbGqGfo8zmm67wyhFP+wZisHsx4EYE13J1djKcnp+wtIvWawXiAh1mzcOPz8/o20bqip7s7bsv5oJStmLVyVyEmMy3FxVuKqiqmu8rzHGEU1AJDcGUErjtcfYhLH2VlcQEQ5R1D2JUQqjcl5PC0iIGVURg55hYogklOQ+m8aAA1ZWc1pZtE9sfUAlGEMiSTFgQtnhZFLQecMEI4KWXIpjlC0T0wKa2joqV83t7ow2NLbBWccoI0Mc8s714pEk2LLzxogwpKy8yn+5SwxFqQhZCRFzPtSBdprGVSyrisrWnCxPcLZibSsaa5CkSannfl2V70e+saxkznmpo7xTxiKjL+0l91uGfkvfXXLz5nPGfscwdMTkUZrcOCSXROdDTA1VUsJ3A0Mf2F33dH2k3w95C7cQqFKkcXCyNCyc4tGpYbPQKIloCVTO0qxOadePsnN5dN73tSNNDInLy46EZQwwjokQgOLA5jp0zWK5ZLHc0K5OadpTqmaNq1e5VaA2IJaoLSiD1g0KTco9tLLhT6E4hpPhtHmvId0gdoN2S9CGRE6P+BAIBTY1GlbLBo3w6GzDxfkp25sdw7YrqYoSvKUcaWqyDzg10FKi5uYeh92BZe52Nu3bpIlIGEh+AFEoUyHREeJ3Bz/v3as2d5xQHADa2frkuagzjT6VmqBZlJo33c3HOjaocGxAcz7zwASddiaB7JFrranrGmNzdOiqCmNNbv20WvDnf/FnvHjxnB//+GP+5E9/SNu2NE3Z+5Dc3gnULQOntc65zim3UYx+CJEQ4hzdvHlzyU9+8lN+9tOf88mvP+Xzz78keMllHDMj635EYmLc9bilw1nHyeqUDz/8IYvFiidPn9O2K9brE5pmgbY21wJKbiwQU2IYRnZdx/X1Da9fveLmpvy8vqbSpVm5UeyuNuADb9avGIeBXbdlt+8IMdKPQ86TlrtdLVueb1Zz3lmr7LAYo1m0C9p2gXN27u07tbCLsShqpbHkTXHrpkEpCGPPuFiRYsRVTe5aEwd8DCXvEbMhdlWePyXffYBq72e8FWAVOK2JykBKJO9JVqGiRpuseCMZoUiSS3sq7dBKcdEYIg1fdT1X2x1DFMao8obsxpIPoGaPLaREFMHJ1FxB41SV4Vido/Kmqmnqau57a4xh0Sxw1rGXPSbk+0TMOz+Y0od2J0JMnkDJWRePXyuNkbxVGgJG9WiEReOoW8OqrTldN9S25Wz5AZVtWFtLawzD8Ip9t+c+65R/P3KUC54my/HiLxsUDNtXhKHj5s1n3Lz5jH5/w+WrTwl+ZD90+OiprKFuajQJKwGlpHAKNH030N0MbLuR11/e0PWRm6tE1wkmeNro2TSa5+cV69by4knLydqx33Zsr25o25rNxQsW58+p2zW/Wb3C+4n3kV9/eslpF1mu8i4kdXOVtXksUZ9ozh5dsDh5wsnFS6rmlOXmKa5a424+Qbka0ZEgNUppKneBNjWiq1yzSiKkMadmYibr6DL3UA4xK7StEVsREMYY6MeesRoRiRgjXJyv4WTJD14+4Yc/eMarr15z9eo1SMjLXysIijCnPNRsNCGXXlmZYumIQuW1ocklZRLRjMRhSy7J+QBjWmJsGMaKaXvEb5L3jziZ7DccjObhdVV2pTel32v2rI8mbra+t5ASkdtGTKl01yajdC7ENpXBGsPm5IS6rnBVXUovNNYZlouWzWbFer2kqnNNYYyJfhiwMaHK1j5GK4y+jWNPPRspZInjfGqMuQ3Zbrfj1avXXF5eFVJQnmjHkPJ9SoZqc/mJtRV13VA3Dc7VWOfy/pxHhmSOqNX0mcxIbtuWGCOb9QoFpfxmVQxdJhSFEDMxatdxdXOND4Fu6At5JB9zsViwWCyw2lDVuSFEU+d8ZFVVhdFsZnThmMM1O/jlpubcdDauuWvKhB5YYswdmFJMRB2z01PITjMphkP+7j5EUfKITEQdCitClbzmhFhM/yYnMqHR1FqxtJrOGlbWYFXOMmaSVEnsKLKDJVL6v+bPakmlxjI3OnDaobWl0g6nXWmvmKFag0FPXZZidqF12SrPSGmlJ5SSrQLDSnZqi+s4bYCCK03da5chw7pyVK7G2Rpta7SpEJW7RsWUH3/48ea3S+YOZFcwpVggu5F+94bQ7+h3bxi6S8a+I/o9MXhS8nlnDSWkaLKOKrFLDLl93X7v2W57dnvP2Hv8EFFpcsbyrhuNgdpoapt7HKuUmxC4qsVVC1y9xNVLlLHz2d7vtStEOXzU9GNmpSaV54mU/VoTBm0rjG2w1aJsKVahtMO4GutakgaRgFIG25xgTIPoCowjSUKLpyQfQWSasWX/zRZ0hbEVymhE5chxQsoAbCEVtk3Nerlgv+tyL9153+GpOUcJQoGJMwRlvU4K56iX83FPW42UXLVnIt2JKGIy35x7LPJ++3EqRVImK5iJ5TkfP5+1tg5jHXXbslqvgbJ7SErstjd03S43HS8WfepRmtM+hwSEUuQicJWLwbXRLBYLLi4esVou+fO/+DPOHz3KUJ+riCURbZ3lo49ecrLZoJTw2Wef5eL8usE6x+PHTzIM0TQsF4t85keKGHItYSiFvyGMxBjZ3uzo+4F/+Puf8H//X/8PX3/9isvLa8bRo7Ult8maNl69HxGB6AWtHM42LNo1Z+cXNIsl7WqVIVrnEF2gwFRyi8aglWWzOaGqazbrDaenpwx9zw8++pC+79ksV6wXuZly2+S6yv3oueku+dkvfsEvf/1run7Pq6sroqTcXcgYPvzwJR++eMl6teLZak1dV2w2K+q6KvNi2nlmMppTsf+UbZv7eVBOFl02sa2DZ7k+wVhHDB4/lE2l/UCoKuq2xUFm5Omp1vb+xlsphXMNsCMEUAlUzBGuEY0txkrKVYVCTDBRMErx2GhO2oYzkyO0LkY+2/d0MWHqFl01JY8JPkS+ejPQhxGDwYpGK0WlNEZbFu0SZ9t8L0sTDl2agiuvkSjEfWTceSRG1Jhp+dbkHJAdRnTfY5C8E44CZ3LNXqVyX2K00DQ5kj4/XbBctVjX4OolWi/w5oygHNtui/iBMAbGXv4IU5yH1MyUaw/DjjB0DP0NN5efEYaO669+xthdM/Y7fN+RJBBTzrfL2CMxMEYYouCsYb2oAbjaBoYh8uWXWz779JoQE4OPJGCpDatWUZNolWLVaM4qRaMhXHdst4JZnrN+8gMWFy9ZP/6Y5vQJtmpzGdMUd95T+kfbiubkI4Y4st+F7PD6bChy3xNFH5fgwLQXLE6f4aoNptmgTEuz/oCNynt4juOA1hWr9QucW6BsneFOElHlNIFKxWlTE91GIdqQUAxYIhoxiiEmxpiIZaux2oDViotHG378ow+pneWn/+EXGR0oDrQtdegklXcHksycVeiyR/xkHjO0qwurNrPNFaiEjDe5lCvmaoCYNP3gyJ2Svlnenxw0R2nH4cP8Ym5zZx113bDenIBSjGPe4mv0Hj0MCLF4fNkDmpnw8zN5oI0pzEw3be1VcXq6YrPZ8PLD53zw9Cm2zlBtrpXq0FpxenrCYtEyDnmbL6UNZhxxrmK5WmV2qrXzxJyTQEWmJtl5k+ZcENz3A7vdnjdvrvjssy+4vLxiHH1pipBJL/cdbcLkTWm0ttjSeaeu6pzbtRZlcncZmd5cHJFcx5rh6Zxr1IzjiLWGcRxYtQvaktPVShNCpOsH+mHk6mbLV69es+06vnz9ipgEW1cYY1lvTri4GKmbkMfVWFxV51rXlKBsDj6VPhyGZGKQyiGaK+eaN+HOfTqdq4kxzCSraW9RreOhNV1KpbXWFHXeF1abu+VIocarVBafMNdtqnIlh3iTUr6haLShVobkYNdUNCGyiwETA6a2mMbl8o8kjBq2OsPXZo40wZXfa53nKMpAQUL0tEn6tFl1YSRKTBBlji61ytGmjhFRglF51x4jCSOHHC4arFMYq1jUlmWVaw+1bRBdk3SFiGMICj9E4pjw4y1v+fcrdxzc2/JuWPMIuCqHKOVVfsAPO8b9Nd311/hhy/byc4buiug9cRwzD9Kkgg54Uggkn0g+oSpHanLB/9B7dl3g6rrn1Zs9IqUBiIZlq6icoVGw0IpFpahKTbCEhE8Rs3JUy3Pq5RmuWZeI09y5gvuxnEoZbLXG91vGICRlkGByXW+pRotUYCLatthqiakWKONQxpXm9Bt0jCQd0KaiWlxQVSuUrVA2G05RWb+r4tyW7dbnWxUR4lg2MtB5XUdhLn/RMJMRTzZLLpctlbNYYwgljTfxYaa9MyeDmO3HlBI8jjIPP/NTkrca0yMi2dDnZgyG78pGvJfhtM5x8cFz9ru8O7jERAqZdahLl5rTR4/ZnJzw/MVz/vwv/hzr7NyN4ic/+Uc++fWvuL685PPPPs25w1Bgr8yNR2vBWkVVWZ4+vWCxaFkuW5aLlvV6xfPnT1mvV/zZn7zg4uKCdrWhXa6JSRjHACicy71TP/v0c7784jJ7Gy4roqquGcYR70dyob0pBkTlbhkl2pw6AXk/MgwD//AP/8gnn3zK3/5/f8snn3xG3/copXJjBlVYllMUfl/uIYC2mKqmalpsVWOcQztbIpECdZYaSa10btZecoHGWFKKpYm9JYSAdYYQPE3d0lR5C6AQUq6/vNkR1cgYhW4M7IfAfshjUukKhyIlU6bNpNQNWpmjhvMUeLs4RjJt8TbtxiAkmUozMnxojKOqGiQmVutN7gW8vWYc+lIzlrsWDf1ATImqabCF6XqfSjwlYTfEfN1jyI3dFUQO29AJqpB9NEnZeacRIwodBCSylMRjrektqLZinwziFKIDU+lTUIlF6xitwprc5ckH2O/z2KT9G4Z+i3ZVzgfBrEOtyTvjhH5LHLo8DnFEld1NlBJaM+KWBpQgBSJW6OKQgrWgjcI0NdpqNrZmQUXVnNOePWcUx2u/YAjC5Ri5uekYhx39bst3apV/cinOWVGYKcUMt0bPfvs1we/Zvvmc7vorhn7LzeWXhDAy7LZE73MP2uiRqR1kTFzf7BmGUDrMaBYLS71wCPDFZeD15Z4v3iQ+37m81ZaFymo+eHbGo7MFtfY0Ou/bmvxAiIr12ROa5ZrVyz/h9Md/SbU6o1qs0cYekSgPOfH7EG0qmtMPYd9hfF9SOdkMqMJhqYYd3u9p148QtSLR4DE5ldCe0FaZT+HiVF52htIVoi1SGPSiSvmZMPcwn2mZmdaNrWKOSLUnpJEYDSFqghbEZAetbWvOzk548+aapm3Y9wOxzxZWqVzulr/Hl7jh0D9gqkiQ8r1TxcoBMU1I6BEUftwyDNcM48Do9Xc64+9nOK3j/OIJr/gaHwVRuRE2ShdM3LE5PefJ06f8+E//E/6L//KvqOsarRUpRdbrBU3t+OzTT3n96mtERkIsXkfhJk8kiLp2fPD0nLOzE87PTjg9WbNeL3n+7AnL5YIff/yU87MzVicXrE8fk0QRkyYmod8PjD7w1ZdvuL7ZIwjaKqy1NG1NiB6lhMpZ6qqidnlbsVBaTYUQCCGSUmT0I/v9np/97Of83d/9e/7xP/yELz7/EhHB1bmuaSptmX3ee9PlCmUMpqqwdZ0Np825QGUy1q9MzilrnXuq5haD7kCwKkasqiwxlp8p4lyNc1XOa/ZjzqnY3HJqjEI/RvqZZi5oJyitSKIRlY2mwqAmo6kt1iicLdtr+QlSibfY1YemCocsdy4ByhHrYrkutP6Wvd0SQ+7ko1TuKpQkoW12HHKj6vsa67ywujGy9zFDbVrNefpDU3sK3eZQFqMoOcUoECNtIcl5kxvgD2LwCgJxdiKSEtaNJVYGVzVY17DrA1/5jjFEroZrxqgw1QJTtRkenhSBy/c3DnvS2Oe0RxqK4QxoLVRGWLvc8zenPCjbj4FyAg601VQLizGGpamoqFjVJ2zOXtJFxZubSMBz7SOvuj1917G76f6wyUHFwzhMC1W2ShsI457t1ecM+2suv/wF169+lbe5mzZYn5LmyUPKRJmxH/A+cvmmY78PJO0Q7QgkTlPeXePr68DnXw98fZV4tbdYLWycsFSG1eaEJ09PqXRPbfakfU//2Q6foFqes3r8gpOX/4JHf/qfYqoMk6sJWfgeIntlHPX6A8Tt0eOIdaY0K1Hle4Vq2BF8j60XiFrkCLQwVU29xpklgqJmiiVrRDKjVkpK8SjpNrfyzG0zBV16PRoVcxcrneuWQ8rdiaJRs6HNqaCpHWrmswyjLylJjTEql8CVezdxVJDSg3nGMQsHRFRpJVqMa8iM2uA7Rr/DjyNjUPcL1VZ1zYcf/2BuOjD0A13aoY1hvTmlbhqev3zBhx9+yMuXL3j06Jy6cjkKSYmPP3qJksB6uaDb3rDbdXz95SuGfkBri1ZCXTs264bFsuXpsw84Pzvh7HTD6cmapq5omhprDbvtNrMexaC0xZjq/yfuzZokyZLrzO9uZubu4RGRey3dBJtDcACQGFLwMjLz6/kyMg/EgCQoMhjsja7KWjIzMhbfzO6m86DXzCOLAJpFRBWsJCoqsyLczc3sXlU9evQcfL/BGRUxMNZxcXHB8+fPtP9ZomLcTqvDFCP7/Z7c9wz9gHeOOKUWMGd49sT3777n4WHH119/xdu3b7m/vz9fkKWh3KACUKr2Ux0GDYxOAySzV+YSEGeFGc74Bp8mqGePTP2fPgRsUfhWh+r1mjjvWK16cslcXam1Wt93S3/a+07hYQPkRM2ROB1xthJjj3eC7XuMdQvUbsxM/hLN7hYW7DlwKvHrbJHmQ0etBd8p8SvnhDG6INMUqaXgW6Iz2149YVdZ1VOkaDtBTBujEbIUMoYohrGoxF1q20ad6e9FvzJCNJViBGuFYMAhyIy4eSUhrPFUARsczhtCNeSVIxZN9KZiMB6MF0rV8SJQQo+zDvEFOmkVVcaYymZQ4skQLOtgFihZpSI1mSkOilVCiM0G5bkUSJnx4UgJN5zEcBoLU8qk8Z4y7SjxSInjP1vgPKP+sqwD5t5W+18L8mOgpEmFPKYDh/u50vyWOO44HW+Z4pHcpChFahNcEUotCtfmSs5CKege4y3ed5jQqbG9s8p9qWrA4Iwy+4dgeX4duBg8l1cbNhc9xAkZJyiFfn2Bs4HNm1+w/fxXrJ69xoVBXYYWQFE/zVJ5PlHVWQVOyZJroBiLwZHFo+0d5a+YzhH8GuM8uVrt8wtNLMMg4pek8bE9uqJIcwvlk/7bEjjNgp3rGtC2iCEbIeemWVvPkw/OnaVTfdA5UhElEz1OjoyZA/TsoiLN7adVnAaN6FWomCYRq0wFJCE1UuukrQ3XPW3FeXFxwf/+f/yfrNZ/Suh/zf3dPVMR+q7ns1/+ksvLK/7DH/0Rv//7/yufvXnF//KvfofOe5zRDe7F9YZ/9/v/hr/5m79ls15xc/OR//Kf/wsfb24YhqD6hNs1n715znZ7wb/9w9/j+fNnXF9tudxuFjsYqZV3775DauH1fs80HllvLnn5+he40OEGzYDevH5NzpXTdOLj3Q1SC53Xjf14PHI6HFmv1zrS4kMTXW6DFyLcfPzIn/zJn/D+/Qf++I//mL/8y78mxobd23lgvS4BzLugMPETPeTGGlzvsMFhdLecZ9aXKqyWSm3OL4t0G7Lg/qDm3caomIBWHrX5kwIo9ITxXF9f0g89v/jF5+Sa2e0ODKtBVTtipIrQOajpSBrhtL9DcsehF6SucO6StVMj3llfVc+j2TA1dEHFpGeKDa2P7RHTMaw36qay3jJNE6UUjoc9tRaOuwPG0mZ37UzYe7JDRFTUgQwkZnHuXANRekap7IuybpNAVElY7UuKwVXBFR0HyjWBEcJgCA68Ve1Ya5sJOaAMHSVLiLWcvOfCdcQK9wmmCglLpqoLz2kEgeAy1jmGPrIxhVwKp2nEWHh9vWGz7tj2HVd9h5RCPo4qLpESpcCJwoGkw+pTBaxuHDju9zfs32WihXtXmKRwun1L3H8kng7Ew+6fteJcNux2DrWJk7duuSaJXtn0aXwgHm/Z37/n3du/IE1HTvv35HTkNB45Tcfmu6qJT+crzgilRNI4kjOMUTdz5wd6a+iGgW41sOp1M0+5UArEqeJdz/XFhu2251e/umZ7Efj8F2teXQcO7x7Yv3vAuY6L52/o1pe8+v0/4vm/+kNcvyasLlhk9Z8Qmv3hUSrcHQ3WrjDGUsSSq9fqzSt7e7VSc/sUI+PpANVSi/bPXemwhHN7be4Xmsf3ZuY2LDpZC2Q7M8f15unzn4ruo1MQcrYUL8v9DSGwXq1Yr1YMw4quP1HEMMWiTVBrl2BpzdwNlmVuHJrxu4DDItaoaILVZN4wYUyllgM5q+9n6C5+63X8UYHTOcfz58959uwZd7f31CrcP+wZ+oGrqyuur665vr7i+uqKi82GLgS8s3qhRFivVhjg2bNrXr16jbOOly+eA4J3OlC82ail12o9LCoxSizKGKqyV61p/TUWUpDzHaVmrLilignBMaw6Upm0VQSCWAAAIABJREFUX1YSxlTi1MyfW5UTUwLMYjacUiKnyMP9A+/fv+f9+/c87NSMtZaZsPNYEemcVj217dWnrzdn2I+/6g/+/KnwxA+Vm2aBCoVxZ+hUiVDMFVLQ6rPkzMV6RQqZKVhqqQyd13tqQUTh7FoypSRqzQ2erZ8snpauLuMkn4izN8rdDIVa63GuidCHsAhcqFh91UH1UlSH96zn/HTXm4o12mtX+TnBOUFMpZhKFOFUDbnC2MaUfW3EHlHDa82W9TkMZvb31deyRgXjTdsmjRiq1T2kOFgFi296t75CEkMCkjFNBARCAGuFhLJwc1HhBGOEdedYBcfgDH1j1Vvb+jvWUMSQ0Rm30sy6RUSt40SZ6cdpRzQwhkKkkKajigPkqK4ST48g/uhjfvZLe/YsDUo3DboD4rhnOj4oU/b0QI4ncjxq37y0Af0WrLQAETD6jM0ErCbdzCLrORsXzApWTbZQquCdJXSezeDZrDzr3uFNQYpoRS+qLBZWF3SbS/zqAr/aYF0Ac4YGlxX/EwRQrdbUidXOM0m17QlVr6HgVJzAZHJtPfyqilNVZhjzXPHNcGx99B4LELa88afr9LEzj5kryOUFz5/bGkPwbpFC7XrlbyxCM/Zxjfn4ssmn721mpM4s91UtyBpkUAvUgsFjbfit1/FHBc71asW//8N/Sx86Pv/8C75++w39asN6veY//G9/yIvnz/n93/s3/Mvf+QVDHzDNqLSgcl7D0NH3AWN+h25YsdvtePPmFbe3H/l484672w+NObvBesuH21tu7u+X8Ybryyv+xS9/qa4g168IITAeH/j6u7c8ixOXz18wUOiHoAorK8/l1Yr73Qf+/M//G7uHnZoMG8OrV29489kXTDGxvrhUQQWjg8zffv89X/3dr3n79mv+43/8j9zc3HBzc8c0jSBKjhERaqrM85IzFKqV4I+5qv/4Meul1pyW7FoDVcYYQ86ZWTzdGovIbIA8s87Om8w8ewiNJVgzKSXGcWzkmx1xivRBdDxh5VgPltLIUiLC9dWWq8tLuuAIXjAmE+MRSK1n3Pw45+DZHsiSMymq1mR9tLAAZt9UEEKnsoGbi63+bqlM48g0njgcDpSS6ceICZP2tRf88wmuNZXOTKx9wvaJVbBc9qryIn1idJVU4DbClITDqHB5itof26wuWA0ret9zMfR0FvquEGyls5nB5hZE2xkLCn1pbYt3EAYVKbvCkdH5ySyWUi15O1uV6S8LHUhHRUh1A+i8oLXgpRLSiVoqVpSUFKxRQlM1SDVEqeSjzieXeEJy4SHd8V3KRFPZ+UI2hf3xgSme1D8yPcml/qcdIuQUqSVzOuyJ46lZBwYQNZQueWJ385b97XfEcc/h7jsdcUoTtVashZXvNfChTO0aNREs0SA1KFM5F6xAMBYxlt5Y9ZYVIU2ZMVZV30mVF5eWN696Ljaef3GV6UPG3O/Z3U7UmPC+p99cc/U7v8tw+YLh+hWuW2kSNXsW/4TVpl66SkxHjA1gvSr6uKoBHYsraKJoYUqVY8zamos6I+yMBeuZiX6Yc0BcklhZpOnboyoL9Lr0OwGK/oKXiq/aSlDjhLk3qTwUszY8u7zgi89f45zj7bcfmHLFoUWZPJotNrblIGKW+LuQgmqD8BEKTeCgSU1KmmCacK4jdFc8qVat954XL17w+s29slhT5rvv37NZr3n96hUvX7zg+bNrLrcbHVRti3zerFV+zbK93PK5cVxeXnLYPXB5ucW7Si0j/RBYrQdA2J9GUilLb6aK4fMvIOAJwwWr1cDptGd/PNKvT6Qc8SUQasG62mZBDaVEbj9+4O7uDrXlMoTQc/3sBV03McUIxhK8bmqH/Z53797x3Xff8fbtWz5+/EhOOppiH9Gf54diHvjXPz6dks1yzISaeibWzDKAj78eV5vz5rBAJvJofpJztl5rphR1Mig5UkrCORiarJihLuM5iHCxWbFehZbMqFN6LZmcUWulnJce5yfVcRPOVr3WRw7utM3CWh35cA5bvfp2dj2hUzPu7BKlCrmUs5oThvJbmvg/5jCgVaariBeGAOvBMngDvlKsIeVKLTAmYT9VSiNS1SrEsCaKZW08wQ8YZxCXMLbi2giCbVU90GzSGorQ+qXGGsQYglVTt9wqRBGr4gMyC3PUpQoSoBB04yoJkQK5YIqyFmflIE2oFGYOpm0oWSAJdcpIgjiNHMYT0VSOXpWHYtK1JWKheuSJEpX/keOHvSZD8+7J6taTponxdKQLDmcL1Mx0vCPHI8eHDxzu35PjiTQeNCi2itk1UhtGqEYFPkoVHfGpaIIsFdNkEW1TYXGmmU8glCKUrOujCvTBcrV1XAyWi041f9PpSJqOGFTkw3UD/fYZ/eVzfL/GWq+V7xx1fvLgWSk1MmOrqqSj8pK2KPSaq2CrkKuQS20VIdiK6i439SvhvNfN/70wWR/dNuEcVLXX2e5l06G0C1+j9UEf7VPOGox39F3HxWbNYX3CWUettHGx9qPMLapZIIFPgvqcXM/nUh9VnHauOEvGOIO1/SOC1t9//KjAaQwMveP1y2cEr0ajIQT6vuNX//KXXG4vuNquCK71tuSssYLoGAJGA5Bz6vHXN8KP1MLpdKDrLri6VMHvjx/es9vtle1aCrZkvrm44uLykov1BV1YgR1w/SXVrNgdK2OaePfhHaUIf/vrv+av//aveP/+HW+/fktKiS+//JKryytev37N8+cvGFZqcZVL4ebDR06nE3/+Z3/Gf/2T/8yHmw/sd3vVb2wN64ouJmMtwYdFRtCgD01+wpRceSTnGT8zQ2ola9UJlNbQn63W5upcrXjmilPhU5aGudLs59eRWkCU4eZMZegclp5SAuvBL4FPRO3CuqBjJ67dZ2u1x1RzJI6nZb4KkfNYT0zk1Og0VsWezxuEAZolm3VYJ4R+xdCUjNbri9bb63TwPxXiaVrGQp7q8M7w6qojry+o2TIEx7Z3i35tFRhzIVI5lMztcSIXGHMjRdges7okXFzgn7/Uflm6J5VIrAfVpDWCN6rfKS2xsWaeZRacmdeLiuW5BqsKslh/VVPVn9BolaLpi1W1K9HNDesQV6nWUaxfSBi10twoCoaEjWpxFU8nJFpOceQ0Hpmo7EwmIyTR/FyMA9PzVBX+/9yhJgRvf/Mb9rsd9x9v2D/cs914Xr0cMGTi/ntKPHE87BhPysxOJetuWWeVHFWlykWYYks6i4Pa1ngjT0lRkQvT+mTBOroQKFU4HUbGWOh7x/X1imdbeLEa6YxQ7isRwdiKDR3d+hn9xQtWV6/YvP4lw8U1oV8xk5l+ritac2S8/VuMX2Fs31S7OvXm3VyCD1TXUfDkaSTGHdZ6Stmo89Ns/swZMZqTmzl51+1+DqBmiVbSyEGmCYfUeXDUZOVrSNG40QKa/qProes9b14/x1i4vFyzGkIL3jp+pSpwswyoplelPDoHdNuZLcnMkt2DiKPmQokR40pLqJ44cPbB8+L5NZvNhu1WxcaDd3z28hmrvme7GQj2zHoTOdsZzZRvrYa0V9B3HUPfUaVwGg9cXg1cbtfkFEnHHfuPH4htPIRc+G59yeXhyJdf/A4XFxZsj+u3VDOwP1YMkY8fd5yOI3/yn/8r/+mP/2+m6cTDw0dC8Pzuv/5dXr9+w8uXL3n27JmKv1uFI9+9f8/Nhxv+/M//gj/90z/lcDiw3+9JKWGM9kVVP7foEHkbC1DCi1YBOT8dcUIDp2a58wBxLQUphVK0wZaz9melWeY455rpsFsCpzbKM4/ZrXV2QC9lwfetTicyBEfn+1Ytzt/1js79A9NYacbMtHKoJZKmE2frOaE0iDcn9QPV0aVGfZ8Hk81M7dDqXZzoXGetDNPIar2hlop3HcUUaq7EMTYD6KcLnM4Znl8GnNlgCHRO+4VShXGMlFyZHJwM7LJwc4rkIozVIcYRXEe32rLePsO9/hJHpdxZUjySYsHnvLhFgFY6oMGxpRI45oHxx24qj7ZVI4iVFnDP126eaK0GqjGI0zlTEcheTc1rc6SopqjBthFMqjBl0imRI4xxZJwOSoSqhYxQnUOcxTinQ+7/bIFTr1uME998/TUfP3zg5vvvubu54cWzDjmucCaRDt8h+USqVp09mtqMVjd1mVcUDCkLx1Grb2dsE4YrrWopC5xorWCNwRtL5z1jzIzHuATOy+ueqwt4NoyQM+V+pIjQXV3gVz395XO2b37FcPWSzYsv6NaX+Dlwwk8O0c5HLZHx7jfYboP1Q+MUBCR0DCEq9O96CoEcJ1I84lzXWjuBWSVBZBYrmIPTObleZigFqG3KYOnPtKaxSPO+rRiXsa7do9bWUz/gc+HV9Z5Xr56BNVxu16wGTy7qdWpgkU9V0qP2YWfDlPmQZoIN83cABy1w1hSRXmVZnzRw6ltq+Ry8VVWH7QbvLEPf0XVOG87zxGs77ZntVh65cytskpjGA+Nxh7fC9mLFdrNms94S40ToVjjfEaRialRR3rgnniwf3r8jZ9VZVLQ68/FuR82Vr37zthF7PlCL0HcDX/7il6yGgVevP+P62QuG1QVYTyrC8WFHjIn37z/w7t077u7uGMeJlBLgFJI0c5XUPtaMBhjNUOeH5ylxWhHOprLte23Vdy0VY3RsBvIC4Trn8EH7hTNz9uzz2AJmq1ylzsFQWbDOWqpzylKs2iOoVT6pDM9sXWnXYJawanBsye3n2vmXebxHjXGN0YpzVvngnJAufRHVO1ZoyzuP9yqrOKsT1ZKJZaIUIZenG0ex1rBeeWrWAFNK5ZA1cz2eMrlUTmMhTsKUtFop7f3F6M/HnEmlEqu6MRQfcPSU2pGLw6EQGNKyaWm5dYOo5hBYmJWJ7LKIZ2+T2UpNoS9pm9gsOHG+PwbUv3R+Xhtc6xppqTMwOAveMplCFl1Lpc2oOqv3pJoztG7tT9+H+4cObUlk0jRxeLhjd/uBcX9Lne4pYyAeJ5xVM3SpqJBJ+SHi0pZwVT5AKSwwoTTY1rb7I/UcBNTmDUoJTbdaTZCNFDpTqLbgEWWfikBwGCx+dUnYbBiuXrN5/jn9xTWhX+NCp2jVz3wNpWby8QYTjxjXNX3ogHQ9MhiQATEdpXrymEjjSPEDMZ20J2o9swH7XE3OK7CWugTP2XDCiM7QqfRebdWmTi7MKWQ1CXGZKplaE6Xo/DySW8KdOU0j2Ir3MAyOi03HOM0m1Jpqtt2DBZadt+N2kdtu19brTNBre7hkcj7hamxV7D9+Z3584BSh88ri6/yGi42q7vRdgwgNSuc3hrmfuPiwtbasVKEmrU52t++4v3lH7wtfvnnGy5cvefniM8ZxYr25ph9OeKMjAkGOpMP37NMDf/FnDj9c8uzlG569esO+jrx7d+B0PPL//Kc/5rtvv9HMEeHZqxf8+z/6d2wvt7x+8wUXF1uMDRgbOB5PfPPdt+wPe/7fP///+O6bb/j266+5v38g54K1YRnleNwvhGaubO2iOCRzNvVEh0gjxpxGQjgRx5EUJwyGEtL8JCghSe+Oiqw7VU9yTV1Iz720yi+qpm3znUQ0WzPiCE7HJEqRBpKYudOu5KdWbYr5wRzI/PclEaexJXWKQ85GyyoqoTJ93jRY1qFNFjkHz1nS0fmAr4XQr1itNlCF7faS4Dy3tzccD3tizJzG6clyFe8Mz64HjvuRcYTjmLh/yKRc2R2Tin5Eoz3OY2GadNHWtoqmlDlME6s4cSiF4iz9sMZKIMmELSO2QJ2OIHURRLAy24ppfQlCQv01vQ14p5uBndfyLFo995ektASKZhzeyBJNsF6FWoz2XAU6TbIx3nDZOzqp7JxC0BHI4qjG0XnBIRSpZBENmh5+9t2+HbUUptPI8eGBd1//Hd9//RV1ukXSAxMdh2GF9xa8slRTyuSSz88/YEQdamq1iAR91gut1ZFaIlKwVZPUWjWA1jxhCqRkSMmSk1pSmVLY2sjGVwYx5NiSvtWA8R39iy8Ztq+4/vJ3efOrf4frBobtlYqY2J//QkoeGd//BeI6MF7Vx1ygH1ZchT2s1pQpUJxjGiuHXcGGDWG41vniVDGhLB6ymj/r5yi1jcdJVYRw6VmCk4yXDKItAoDqe7COYhLiE0UiMR2ZbMZwYrJJxwaPR1LSyrQbhGfPBl6/vODh4QSlUKpgCp/yJ+aKU1j6xrUZ0EuzOjBGzT7UvemIRMGVZ4o0/JaH/McHTtMU6W2rDIxWF65pM5pWiSwX1DzKgufBdzmX5LMOi7KnVqxWK3zo8Vn0e+gxJVCLzu6Z1i/NJSMpE1NmmnRTPh2OeqFPR6YpshoC69XAZnPB5faKi+2WYVjjQ6+zVykzTtMCye73e3b7HadxVEUj3ckXWBI0mM3dbc12zt6jT1b6/PCYCT+ifRldzBWx+t/WlHPz3SiRZzHgXrxRz5WntLk3u9R4LP1RJxbmL31zgLNou5G5lll6B8sQtGn3GHUMmckC0s63VtV0FRHt7D+q0OekBGY05ZF7inM4r+IIvss6diCa4SoU/HSXupRCyjr+NDXlpFSEKUMutFEF7XfOn9m0RVGlaj8tJ6Y4YpxjlIRI++VScaUyT82XxnS2VV0ymGdeEZK0Ho+zi/vO7Kf5GM2Zr92sKmSswHJfYKHgM7dPzLKhWaCzltK0jI2zmKwVrq7p1sMuel+XOeGfoeL8+wbQ5xZDLRlKgjrhSBhbcEZ79XVZnuaMZIgKSDyWtJk5C/o1v1d7jtvIQn0MR7bxh/lZhoqzCptnVUCgFkvKBhcMvutwYSCsLuk213SrLX6YK81HUOAnl/JnCKRSqXlUyNU4neGuHnGC5BMUi4oCOMiiwu826YhZa0nZWjUR++FrL/Mo/OA/2p4vyqWQmtpe4dtPaEFVayKmickkqCecSZzGI4fTgVKElNUqz3vLMATGMWqiVGqzL3v0tn/PfjxvN4rYnJm/+v8KVVITQGnMo3/k+HE9ThqWLDQcWvDzEFQbzLHmvLiMmBbk1GRXymzhUvC20HnhcjtA3WL9FusN/eoK119gamDz7A1X2ZD2jnRQ26rVeovvBlbXz/HDllwK333/PfvdjrdffUVOCecdv/jlF7x++YLXr19xsb3g1Zsv1AYrrCh47h7uubm5Zbd74Ne/+Rv2+we+/uo3vPv+Ow4PB7SFaLGmpdjt8+nwvs6AnU5jw9N/8Lw8UQRVU+1BHWB8ABGmVmF13aDv9Ki3UGqlVEeYAqUWOunw+POAsqgze83qaWdNywiNCq2HvsNVT8meWvIC7Rlj8MG12bVz/0EfshnqEj4puJfNvYnl10zKUcXca8bSmMitB7IwNZdeqp6T84EwqOTc9voZ3dBz3O9b9Z2b0fTTXO8pZX7zzQ1393ccDgdScYwpaH8Qp8xUozOU1ge6Va8LUYVfqTVyPNxjJGNqJljDhxoJUrgqJy7qSCeZrUzK1ixZN5SiGbN6fWronKRQEDqf6XzEGoNbElXbArZtXw1uNxCqGms/TuZkdnRpknsqVp5xIlwNAytXeYiBZDIPdiJk7feu1p5qIR6PxBiVGeweqdn85MfjgIaKOcQj5JHrVYEtBBwelaTshxXY2VAZrHF4K6RkmE60vrBFk2H9qnI2njdO10ptPKJUhVPUYOG9wTqUW5BGOmPoLjw5Wb76eOD+fiTmjiSWzWXP9ctfstpe8epXf8jli1+wunxOt9li7Bl6/2cp3aVi4kGZMtZCtoiziImYeItxEZzDOIdNHld7TFVvWGyHtQFLWPrrM9Kl387cltrWpJnjQjnhWqIbxxERg/M9NniwiSJHjuMD3737DYObsOwxJA6HPYfDQduiVSv99crx+WfP8c5TcuV4iuyPO3LW+VRQEpMzc1mmEbM09rOiN7aR/rTAK3lEyHT5SMkRa58ycLagOG+on+LH0kri9rM8GkqtpWVqCakJ06pNZ6HvPcOqoxsCoQ9YvwEXMK4ShjX96gKT95CPhC7gg+p6dn1PGAZ2BzVrvr+/5937d0gpfP7ZG7YXG56/eMFnn33GsFqxWl3gggfrqRXGKfGw2/Pw8MD9/R37/QO73QP7/Z44NS1EziSWuZKe2auC9h95NLw/X6OnWhAz2cfNc6JC6xWqeLtUh5i6kK9qVTJDKQVjM6U6bJ0rz3PFWaW2UQjOahttHvWsPMQCZVirg93O2SbWPku4laWPKSLU3F770XPB3OCfCRpmHqlpTdB2Ip+EvscocHNOcT7QDT0idZHcsw0OfqqSsxbh4TByvx/ZH0aqdCpHZgzWzQiLzu6aJlMoGMRrBaHksMg4GnY7hzeQSyJIRUxCSAym4E3GUiFndY9IAg1qyuhCH1vgzEVHAlQ44XHgVFPeuY/tmi7ITM/XhEYv5jz7WWfPw1Y1GRF657EIfYAuWLwvzSzAEkJArD6DZ+nGnzNwfnooJK17yOAq604r5mAdJjjVWzZniG5+rkUMpYlHSFufzj2unNvz0xISaTS5IjqaoVWsVqxSdXTBOksXPMlI8/st+K4SIvTi8etL+otr1tcv2Tx/QxhW2NA9Qgzmz/TJJ9TT+CmvrwjUBBQQTU6Rpr5RJkz1gI6GmdJjxLfVqepisxm6gTMCome99NFl+SQCdnbtcVhjWj9Sg5KZCfZWNZZTHjkcHkh2xMgeJJ4DpxisOGoVnDdsNgP7/aj3IGmmo/wKzzziZdp6qPPZzOhWtYt6moj6gYpkahElUdbyKSHv7zn+J6Ba3TweZ/nnE5pJC1qa1/ZhToe9OouXiVojzhk675Ca2V5e0vU92QjVwBgNu/c3TFPC+MDm6orN4OHqOSF4Vqs1WMsojvF45Ob2npube0opPH/2HO8dn3/xBZfbLS9evmBzeaUbAI6c4G73kXGM3N3dcn93y8PDLR8/vOew37Hf7RiPJ2puDwqmidibxYlEj5lVJp8ECRUrV8m9/fHHXtn//rDWst6sGVYD/dDjg2+uAxqgipT2QD2uMBqcZe3y3Vg1R/6kMmunvnB/WuCcs3FxOrPqvS6UrtNg1VaMjt6UmTGrep/ZJnLK80OxVMGS87LYDI/OtVZ41OcR3d3beepPG2vx3iM1EPoBBIbVimG1Jqas2rZPFDgFQ5KBwoZqVCwAel3gfnYWsbgq7Zq2rEOlfPS7V23mmEeyCCVFbK0USYxkVlaIvtIZYRsMwTicBdcEa/z8XGEpSMvsG6BVNQgWaQpM6FC+qqtokpOags18aszXG9o8tGiVnjK2GnzVEQzDWQqtiCa6JrfMqkpT5mk/8zMGTmnJlYgwHR/Yvfs1x7sP1PEem4+YUMEE3QCzQn456QjUOCammCjFMCXlWTg/94oLzs1EEX2vKufKpDRNU9sFTK34IDgr9ENgvemXcSwxhlQtx2hZ2YF+s2V99YJnn/0OF9fPWV2+IKw2OOf5FImay4qfOwk5w9EAbcAXaCSyqgQ1IxVLh3dqXt0PFwo3ux7nOmhg5/kjmU8ei9mZZn4bay2meIztMY3IY4PalTk5YaVSYmSX7vFypJQdtUZSTKTUnE/a9EqMqmubUiKlSCkZ51S5a/6IZ6hdkNJmRNs+ByqTKNVgSit6OgfOICkj+Qj2Hw+N/xOB89OKamGStjRjNhktJbeB+MTu4Y6cRqSOUCNdCLBaY4xhe3XJWuAwRY4xMp1OfPv+hpQrNgTW4ZJOruiwj9xNCl+//5796cDNx4988+13bNYbvvjsc9arNZ9/8SWXl5dstxdcXG7b+TpSztx8uOPu/p7DYcd+d8/9/Udubz5w2O857HZMp1PLstTMtLYHynjfoMpH1dOsPtEO5x3DMPzYS/oPHtaqefewGuj7jhCaTRTnKScl+dhW6c1CA7X1ggrVOXVDb/dqVu5YkFSW4nPpi9pWtrhWdVhj6Xo1QVbfTNcIAG1G002UnLE2Yojnza7WJbjOr90emuW5MTJ338y5/yAzEauJv3uPSKXrBwzQDyv61Ypuitozqk9DyNLA2ZMpOhdpda7UWLBBZzCdaE/SOt05jdHNVeV6PGJVmjDFEWplnCYolVgzeymsHeTesGoiE10wuArhUcu3tpuTRdqMrSZqpfW5x1TIVShNOclZ0wQANHAG7xZ5OHl0vXNp3pK5IKngqmVdvG4g2MW1QgMnmHLuAc4VxuIJ+rMcc3tEUYp4vGf//u84PXxEpntsOYHvEKO+mGR18snTiZIzh93E4RARExA7YKwjiMM5gzEVY0trezbVL5nHJIRcdazHdgGk4nzBW6EfPJtN31o3iSKGVA3HZHlme7rNltXlc67f/Au21y9YXT3DD+sfYir/zMcP7+HSy9HINKNRQHAB5zv6YUM/XOBcwNmWBMxTErQKf8G8zfKataFz1jlM6XAu4Yxq3eKCJn7VY2ql5Mj+dI+te8a4oxQVajBGE/WZLV2jMt9TzsQWOL1blH7P/XxjlPkus0xk+9wy64s32B7BEbDeUFOh5qMKU/wjx48OnJ/ojM5/N185UcJNynkR2c0pM8aJNE1Mx3vitGN7saXvBzWUDgPeWMZqoAhiUlNI0Z6DtRBsoDOOWiv740RMid3+yP50pIqwGgaVzGuQZug6+mHA+YBgKLUyTZEYE1NUdZs4jZyOB07HA8fDgePxqALvszTUDD0sSeFZyOGxDiwok9HYpvPYoNynOIwx+ln6nmFYEboe5/wCnc3HwvxrAaSWQjV2URSaYd75Nc1c/c1wbIPhVAx+7lpIE1NwLei1IDL31TBtTGeuTs/wjbSxgVorLrtHovJmgbnPjfyZbDRDycJj9xSZ8Z8GHxrrsD7gg9rYOe+fLHDqfVf4tYpp4zqPQBvT/mXnJ6Slsc0UurZKsFatCpfK2RjSfH0QDkXHPk5S8WLx3hFmT9fWL1Y2q8KERXRWuFTNoJ3QSGKaTVdBR7OswZhCKaJem27eKPTZzbVq1dp+11XBFlVCOsXEMWamlJrQvaFmszz7tql+2Z//BfKjAAAgAElEQVR1hEJTvBxVfSeebinjRyTeY23BhZn8RrtXbfQpFnKulAJl7u/SZCLagL1t0oS6m8mCdiBCqqUplhVSyRiErrUvbLPyQ0qbDa10wbIaHKvesApCZxN1eiCPnhpfICG1Z7dVdp8+UD9r3dlSERpe0s5iPo/mmDkn4cgjPpVZqshPj7aezaPPITSxDoW3W9a+xOfZvmwpI0tGWt99GhOmJE5TWpyRPjVwN6rilllG0YxVRGzZe40hl0pX1CDbT1kRhLnHWS2qCqVoHWgboBZDLRHJI/W3uFz9qMCpMOw/sEm1svhwPLE7HBevyBQn7h72jKc977/5W24/fMOXX/6S62fPcaFntX2GCz0jd+zzDkwhZ6WL98OgguP9mlVYcf9wx9tvfsNpPPHdh3ccxyN96Hj56hXBe1zwOO9ZbzZsr66wVnsVpyny/t0NU5zY7XdM08hud8+H999zd/eR99+/YzweSTG3Aeg5eMw3mtYXbIbM7Rq45tIeQlBrLueejKgCmqWtN1u2V9dcXGzphpUmHM63QGWaEpBWmqVUxFqFS2Xuj+rgOm3Dc01Z49yvsksg9m5WQdLPYI36UVpjNEC1+Uo1rxas0c/rnW9Z3IBU1dGdJq1CcxuTSDnr9WkWYXNFulDyjVGkopF9ZtFnHVp2GCtY1+E8eh3WG7pxIvTDkjD80w+DMR6paqgrRvvyzgHG6zjGnFg5gw167tXQAlMmJ53tjKWhMFbFKIpxRKmcJHOMmZWDdYbihPW6Y70e8FLpqs645TbnGatWNLno7GipQnEJcqUmtUDLUtW1R8CNen/VLq7xEVqykuZgHCs1VVwRxqi93ff7Ax+OI3fTyKlM1IJuMNZQu47QqUpY8I9Nln/qQ8/7eP+O/d03nD78Lfn+r6jTSBcSFkdsJB5TC6Zk7TceIikVxgRT9VSrc3pGVGfVWZqbtyZHosOelKrP3iklxhhV1i+NWGAIijjZYPG9p2YhHxOSi6oWPTe8vLS82CQ2bke8+zUm39H1l1jbE7oB16//gU/5cx6KVunOZRf4clGgmrkHUsimKslWzqMe82sslSafllGaFD/yyV0U5JrrlEGFNKQiRedgJU7UaWIaT5S7IzUdOBwPxBxxNijHwVqC13B1OiVy0r6y4HDesd2q+HsIs0enxqNcKodRzchPp0RK2oaouZ1j0QQ3lURKmRL31HjzW+0hf1zFucBo8uivpPXLzj2tnOvMvSQnNZXOuehAci5Nnd8wK/Kqa7j21zCuQQFaKRnrNKOuRRfDFBmnSWe0cqEPWvF553Vhh6CwgLFUUeJKzoXU5ghz1tmuGKOOrZxGUozklJE6V4vnpvfZruv8aDyuKo2Zm+JNR7RlMk9xGKPVcwid0tu9wqZnyHN+aGdWa7NuXdxJ/vv7Nf+uSlO1/ucyujLLVdEa+o8Vfn44iqDVwBm6V+1ajFpyWGuRR0F6YVqbT3s7SztzWYjn85WlUTe//2za3TRtnXv6IfI5fX6MOphZpWc+a/PJj8/nXNvzX87FyzIaYYxRYYE2S2ZFmKowlUoW2nW1uMbm00H9ucfZRr2saZB6C4q1zWaWMwEC0ax6fo+FyAckETLa6yyl4goqPZeFU06MKRGLwp11Pol6TmyW+/gzHSJVmbTpRD7tKNMeydruUZ8o5SBUqZg20lObU8ksXLN8tUqztsrxTACXRcCkPr6PbS2XUpfbfZa0bGtCtEbrOs9q5el7dYOyBmqaKPFEbVMET5lQ/1MPEUFMG8gQfc4eXyv9oblQEn546o9/XtfunGovG9KCTEpNgAZJpStnJEX0oU1QCzUeqNMRM43UKVFTJsZKSpViS3veBalaeaakcaTKTFyDEDzWGLrOnXvXAqlUxFhl3Fa9hyUXctPJxZjWBlEikTEVpJH2/pHjR1ecuZRz3iGzEs2s6iGkKiTg9v6Bt999D7WyChVvDOvtc4a+59nLV9iwoZiO+0NCTOU0VmoNBL/i2dULHejWATLubm857pVddXN7Q8qJWnU4XCrkmFgPa968+UznQH0gxsRpmjiOWvnUNjM3TUcOhx0fPnzP11/9HafDkek4kVNRp4CFWdccA3yDJ1u2lJKW9TBXarYpZszVqDx6+v5ph/OeZy/esL28ZFitWlCyKrScBXlEmVZFnRmqrSpNN0O1xmp1Z+ZeFmoa3QLP/PDBOS5qImoWaE7hlcebZoNUG8QlMjNxG5zapPNMq7iUVWdZZj7nlfcojn4C1TKfjwZJEWmjLBUfmvh71z9pjxMRpGSsqQTfkguvDMy+85rJFmlIVhvMEdHnUSopNzWhatRFHlofRUXbg1Xj4FIdRSrf7yt7J6xsZesNgxE6azAiS+9mxDACBUPGUi2Y3uLF0ncOMwg5VepxFppoe1LVqpJ2HwVhEu2bTlPidIqQK/aoEobf7o7cj5F7qcQWhi32nPBYo3J+C8viJzgevbbUwjTuyPHE8ebv2H/3F5TjBygT1EKxliwQa1FvxirQemAY20hcGWsrYg219arVIKNZ1KU2KjWzwxs0qSIQOuqYpoIYg996+tDTh4G+H9SsvKqW9OvXL7l6ueZiY+g3Bus6xt2JkiyXn6kv66JszjmoGMwZyvyZ8hEBYhWcNPs8wFajZg/SnKwElN+hVbhpSj+6B4q2CkVokrMLlHsOmhUkqon48T0lHxkP90zHHTVH8rgHKXhU5rPGW2q8w+Zb/OkWqrbjai3kkihZE/GuC5yRZHWDurq+JATH5cWg852rjuAdsxtLSpnd7khKmduHA8dxYr8/cX9/wBqVkDXGkIuhVMOwht6ODVb/h48fXXHqRnzuSc1ftWVoc7Z6HCfef7jFILy6XtMHR9+vCENgWF1gnKdimWKhtE1HxGCtZ+hX6oJRRkrNnMaRu/tbjqcTp/G4POjWziog2oO5uLhgGAaMseRSGafE4Xg6Zz+gw+nTyPFw4OH+jjhGcirUIlg/15r6gBgjre+neIXqwZ5Hyc9V09mtpMyGnU9wWGtZrTd0/UDXDa3fpW9da5P2Wm7NXHV+WmlK1SFt/aG5gqZ5X2rfaoacl2q6/WnWfVqqyk/o+/OYSYNi2oD848rkPGf4uFr5dIzJzHdmThHn6pk5oz2/ztJja9Xm/PWUbh0iFYvKSlqnakLWGXwTz5faKpQZ0ZImH1lLU6GplGooVavL+TMoK7XB/kZJN4ek1nSnJMSsIiIVMA2yzqU0L079nWKcSoU1qN45UVKRqZioaXMtGhxKEzBvHwoBRqkkEU6xcIgJSRU5JUouPEyRfUpMRhSeO0sJa3E1r/lH/37SY0k45yqgktOo/c3jPWn/AYk7TGlkKWOp1qhPa2mBs7EnMWap1K1RyUBmXY+2emd0QEQlEAWhtL1/DhNKpFLTY50J9Y1j4DUQo2zjzWbNyl/SBcGFirGWHDOYpPyD5ZrJ8owJrcKBR0FzvsZzKHr6aKqfnaXaxCjBcG5BVZHzSBM0OchZCfl8hssfWtkpc/k57we1IDWS4wNp2nHafeCw+0hJI+n4ALXQWw3eNe2ocYere3wcMZKWsbkUMzFmrLWk+ClXYui9jjP2ge3lmhAc61VP16mpAWJIMeOMJaZErgVjlY1rrSIxKhNr8FVNEEIAbzNP6o5SRZhS1j6ZNYuKh2bdbeOoSqYoKbF/uNNKp0b6EHh2teLy4oJRHDcPB4yxTMVRxTBOiSlm4lQ4nSZl4x7uiXHk/u6W3e7AOJ44Ho6I1GWu8PWrV7x5/Rmr9ZrN5hJrLbv9sVWlmiDVkplOR6bpxPffvOXmwzs+vPuew/5Azbrhz8IOoHN6M5QpbTGf7bxmKFGH+s0MXMicaT2d5J61lmG9Vo9K5zBGMPUMt356zFhi2/F++DMtWM3ztVpdNYJDLa2ymBeE/n6VR3A0tGpVcUtFG3SR16K4ZDUKLeo10iBpnVXVH+/xIbREtVWejwbBz1DRo5EmaKSnc3LW1iWztNYMyT3ZNXcGGyyumra49PPXtikvpJymwFSlNlnBetb+FcGUs5qTfg7VRjWi/pgWEGsoxnPMldvTyGgF4zVhS3iqtURnSE6JGVlffSG8ZGMoVtm1OTiKFZJoazKhX7UIKekanWolV+FwSuwPEcmVMiZqEY5VjbEzaAXfKn2cXgTh3Mv9KcujWnWkJE1H9jdfEU/3pMMNpo7UNDGNUe2uqiVXS4mVMukatqhTkG1krZUFF4TiHNn71l9vSlo5kxqEqrOFWo1rsMw6qwnqBuQsq/XAZrPCUhn3e0ocm9QmWJmwciK4NWG1xXcr1lcv8f0a16nT03S4ZXp4Ry2JfHoAqfh+iws9fnVFt3l+bo38hIfB4fy1kmBqpjavV2shRR0VtJKxUvR+2w1SJoVaS0GacfScNC7rUUyDNyt52jMe3hHHHe+//lOO+w+MuxvGwy2UCOmEMcIqWFWnkrioQAWJmHnOE6XmmUZSnA05nLMt6FlCsPjW13SumV57p8pQ1eA6g7+6oJSK946LccJaw+F4ahCvvlZvAlhH368Z1qvf2pL4cVCtwJgywenJz84apVamqA3YOXDmGNnd3SkzLWW6LtCvV2y7C0YR8sMOEcjZauAcE9OUKbmSYiHGxMeb95xORw77A8fjqVWKR6Di/YALgdevX/L7f/AHYBTCjCmxf/eBh92O1WrFsFpRcuZ03HE47Pnum6/49u3X3N/dcdwfMBi8CY+qSsHimhiAbdUUCwy7iEWLLGbSP8T1n+qw1rHarHHOt16jLNZSs+zdJzngHDStOXvS/eBYhCmqVkoGzcQNigQbo5u0sXZ5j8fuJVjNlKWeXds1qOiGb01LINq7WetwruK99qC1MGhjDkumOgcYOQfPtiLrjGg01ZuZAa/3ZB6XeKILbjRwOq9QqIFlfKcWrWhUfUSacL1CfTnPfqntROosbtBgbM6bC5xdTcT1VOs45MLt8cToDNLpeEn1DpynBod0CptlmdmxrY9nz6IJubOU3LQUrMKNUSDXzKF5ycai5KL9KbM7RmqupFF7+6mquHtp984IKsHnHcWq4L+YGer86Q5Vt5qI447dzW+Ydh+ohw/YciLFkXiK5AqJoAnDVMlTafZYCrup+w6sjNAbQayjho4qcJy07xWzOmvMOGkViLm2Wc4MqPKMCx1dcKzXK9abNVZGpt2OkrVSFwxeJgwO77eE1TX9+prtZ/+a0K9w3ZqaM/F4S9x/T50OxLtvkZrprz7Dr65YPfsFYXXVfK/kJ6k0l8N4XHhGLntyUV1pizKMY5x0rTIBUZn57gopE8yB02kCKJyDZq1z9CwYCnnas7v9htP+hq/+6k94+PiWdPxIOt7hKHiTcBY2q57g2xyzVcSlhMbwnxEeUWUs61xzo3KEpmLWBcEHwXuLd6pq5YMlBK/tiqLtrn6zAqBbdZxiJNfCzd09IkJnlTzX9TqF0fcr1k8fOOUTM+e5PK+iBr/zmEecIlIj60Gh2GncM42WDx88paTGlFWWmvODsg5zZjaanaZISnEhAE3TxOF4QGqh7wPOO168eMZms2KzWSvEUIWcq6pIGKNwShWmKTKeTtze3nLY79g97FROLSbmsYpPCUDmzPSUeRhdls3P/KAhcdbh/TFX8n/sMIbF/NsYfVjNwlibq7ofvPHfu7E9IgiZ9sIyO3IAsnQeF5KQoS4EKyNGIZ2qgVrdBM4B7Axcn0HeM7Q7V8HzGAvLiI806PiHwgyGls3OGrez68I8m1q0Lyett/yEuvpofFTbLdOIPBjtAxlDC5xnQ3FBF7yIxVidky2AE9cycq0Oe2/ovf5s51Q+bwiBYB3BVnBCMcLUlIAyjxKDoqhGaRBfafOY7dY1XoGQDZqUVmHKOlqSYuGYlG2aktLzYyrNFUR7pxUoRrN7awzBGExwhL4Hr+S98pjc9ZP0OBtoXwslR3I8MR1uGfcfqfs75LgjHtXooIrF+A5rwJva/H/BNH9SJb0BzuCtztaK1YQtWYV1M2cFq1LMo+vKfEXaepA2YpWpNRLzRC4npGRKbGIf9oitleQ7jA9AJZ3uoUZKfMAaSMf3xN23SImU6dCe+7KgOz9tHf/pZRYMzgfdw0tBctJrUUakJHwY6X2kmhXBFLxTOJeWHMqcMM89l1lqr0xIHplOt+xvv+F0uCGPd0jaY8qousIoKUgEpKoS0CyDWFGlrMctHWctPjhC17Feb3RSwDfdZpOB1MQuIiVbutDhjNcxrSKKlrSxrGmcOJwUKej6gAEGP6No2q7SR7vy38+6fnr86MA5TQkVQZ7JIp5cE6djJMbIfveR03EHacfr5x37Q+avf/0t+8PId9++xfqO7cWaV6+eMQwDr1+9YRgGnbvKwjSOPOx2pJQ4jSMxJu7u73n//h2bzZrP3rxke7HmD/7t7/Hi+XOM8W02s3A8qSWNNZbVMHAaJ3a7A/d3H/mbv/xLdrt7vv7NV3z8+B5vvRpRw9xWWcY85j6AVhZqk7WInNPmNR8HI34YNJ7oMJbgm/2QsZrxtWBVGiw4k5GWPuIPgrpw7j/b9jBoxVkXQWOZm/9zwfqIsWpty+JFwFic137XDJ0ijwK4aQK4TZpM11WzODMOY/3Z6X4JmueaWau7M0O4lqoGsylrhh8jJSXKFMnTRE1Jd/8nE0BQ5ukpR47xpKzVqqM6s6blAsUbAavoio5ogLfgDS0i6TW1RpOSVWcZgkJL66GxgYPHWMuQJkyeyFW4K4UKHHCkatUvs859I73nszXcLPyeK4xUMsKuZKZYOI2Rw34ip8rhoNVljaIznLki2VDEEpkhWD2c1/O0vSdcbpDg2EWtroxzWO9+msDZErpSEun4wLj7wP33f8Xh4zfU3Q31uKPERDxGsJ6wdbo2nBAGFS9INem9cq1v1WuVMh+lEYiSFB1nkErOwmk8j1sIYEzGWHXw6J2yxXM56D5z2JGPO4yoypMxBj9FrDNMh1t4+J7V9gW+c4TQk48fqdOBvP+W9PAVNnT0l29ww4bh2ZfYEBq6o//8HPISYg3Dao23a6bxxGH3oII18SPFCpuLE9fbyK46cvkc2ycc6ocsVtXIBE1E5n0DIMY78uEDt+/+mq/+4v8iHu+Y7v8OE3eEmuh8opZMThNiDKVYjAk4pwIiVSpTzGAgeHXj2azXrNdrVqsVr16/wHuvwRdhGveMxx0pZm4PR4Xoq6eure5pUhTpctpy+3hzz/uPdxSEq+0F3lu26x5rDbv9iXFMYAqV/Fur/h8tgIA87jtpBpujuknEqEOrtWhmETw4K+Q4Mp4OCIlqVEB8NQRKLvz/7L3ZkiRJlp73HV1scfdYMnKpvZeq7tkx4HCGhEB4xRfgFZ+DV7zAJR8FfAk+A4R3FFAgI5zBzHRPL1WVWZkZi7vbogsvjqqZR2Z1F7I7qkcKKBXx9IwIX8zU1PRs//n/4WzAiFnowKZpYhwG5qD6jSmvYBxnDZtNx2azYdPrZE5TKqQLsfC46jGlwjShtEzaoxPmqL2OKSNWexPrhiSw9L+lco6nUOw12qRYnjXau8fY+ICbisDKHyuV2WUt1K8k3nkxnG9drsW4saR59TLWum3tS9XILQulqVzKz0mdJElrJJhPW0bq573pOLz9LCKn4ML75/pGvnX9nhW4UOuKNUI2JaXz9Y3Zv8MoaacUNQ0rWTk7zWKkitEn14y41klcqbkYNZ6SRWvRaMQiQO8NrVcd29YrYUZ2hqw6fEoBVtolYoZjyswkLVjW3pZ0Qq6fclmvEBKMQb31MQTGmBhDZIqJOWmKdqnLxrxKQoHW/U4SF8ZarHcY57CKlMCEyHpCDzPV98aa4NHncq3jPBHmgTTNpGkmBpVxE12IqvAiCuQiQaC28Bf0OLkAGWsJphBLkLGiAhVJvchCmFMMp0mYfL9sEENgnjIhKK2khg1miXRzYjF71jVM+9ck3xDvviJNd8TDK+JwA2lTUprV2a0orPzmdHx7o5YkrClUorqOrIlYk2h8YNMHphBxYwJTylNQ2jJzKbOUPFMGSKQ4EeYDcd6Tplty2ONMwDoFHEk2BDGaCdcLvWRulpR5+Y5Usls1q3mvFUhDmyVNnGIqXREQpsjsVVWWHBBY9vxxnDgeR4yz2MbirKFtFSszjuocOruC+H7beGeSd28dKWp973a/56tXN4R54nh3RwozbTPRNjCOEZGBnPYc7l5w9/qGaXaEYDlsNhxv9/R9x3iY2G42JdoR9vsDL756RQLa/gxrPZePLtnuPFdXV/zRTz6la1uM8dzcDByHgWEYSxrJElPi+vU1x+PINIVSNxWePv2As90Fx/0d3nmFqxurkP+jIm+dc1hjmWZlsjgtWaZYyNRLXtCIFDKAyjCzXuCHGiKGxndrepWgTC+FsUTBSPeNdmVSSSVii6aAn6ymH7JRBYF72dFy/Av6tqasTMZk0Y2hRI8Luwg6N8sefFKzTEmU5SZR2G6EhKpWJGqkWz6i3oglF75KkAViCoQ0EeOgILQ0knOgaSxsO2r34kP1yKWcmYbANMzMw4Q1Du9OCNUFJGtys/GGrrV4ZzjfORpn6FtL5yvaslyTCrAqIKza/hCTor4jkKcIk4Kt5lnn7m6OzFE1DmMqjfqlQV+JzjVTkJNeqxqYTnNWxpwIMRpigtkoqwpWPXWLpmNjzszVKJcTtG2D71uMt/htD0awMWGK5muO6Zt3ld9hLHeQMRjfYnwLtgPTk2UkEzHO4c+6ciEsKQnGBKxJhJjIOejmHmNx+nxhMFPwYsqZNEdMylw2lkcby+0QSGFiCpn9BHMEK0V7FJiM3vsvv7rmYBNeIl7JLqkFihBKJkCORDMw3O2Jh2ucNdg8YtA12/QX+P6c3aMPcd0Zbb/FObNoQn4rGfA3hkjG+hnXOJyFTgSRlr5NPH0i7LaRH3wy8/6zwK+uhddfZKLNZArrVMpFETAX8GCGnBAi8+Elx+ufY8YvebadoMtsnj7CmYtSE545HAdefvVauyaS6vQ610BpfdKsakE5p8ThOBDmmWEcMc6UiFPnexoOjIeD3hfzgBHhrtmTYkIkYYxiKyQre9zLr655/uVL+m3L7ryndS1X5y1t49k1lnHsVFknm3WP+w3jnSNOI4Y5atvF4TAWwzkTjntyCrhzsA1FlkXrAvN4YDzuGQbLNClUO0cY+o5N1zMNI9YpMmq/P3B9/QoRi/UbrGvpNj1b43j8+JJn7z3BOc/+ZmYcAsNx5DAcMNbSNC0xJo7DwH5/IIRMmHVxb7dneO/Z7s4Zx0HvPSCEmXmatM2m1hPjql9I8axqhEYlciweEAjZrJHpQzaJi4gSnOsPRbC6kr1Vq5XvvV5q8bAYpJSSplbyGkGfNHucPOUlkqupUj2LqoaeEaObkPZNnp5j9epLvTOXDGr5udZDdS5LpHNSo1sjjXpAp9FwJGVVh9eUsnqFNJ4QW7YhPZjhJEOcNT2cQsQ49W5Lhr5EFyVysZnOC40XznpL21h2vaNvlWlpobQvnGVhmoklM3IMKksXovY9xzkRi8GbJlEAz6j6g0pmrROYiuEMYSrtT3NBtWtFLmcpdJXqRIpYYjYkKS1JpiB+i+eec8YUZqdc0LPSNZi+K155o+e9qOasvLUPOk4vnxhN6Vu/iM0jHvCI7TH+TN+SJkpVFiOqtGSkNhYWEpKo2YiUtK0h50yOulpbJ7SdJadIY4vGbVZACSKQlGc1lOzTMY5Emem9YBvthY5lvcbSTB8JRCJpPCLjNc5A24CzYM8usdsdrt3QdGe4/gzrmkLy8mZi8Nu0oBljYxGwNjgEsqPtEptNYLeFiwvDoyvhNoH7KhdhiWoslWjiPihP6W7ifGQeriHu2fqI9XC562m8LJk/b4Xjfs80CWEsaPQl4qSotZS9NifmWQ0uAof9EefWnvN5HJnHWbNQIWINjOOkwCKbMVb3v9F4YkwcDgOH/YCx0G88kj1969j0Hgt0jSMEmOZvnsV3MpwxRL56+ZKXL19xd3fH85ev+dkvvyDnzKaxOCsMR8N2I7x48Tn/+LOfcXN9y5fPX3Fzfcc4wjyqyOtwPOIbTwwDXddqkC7qOY5ToOl63v/4h5xfXrDderZbT9s2jFNkmnMBOCTl34zKRfvy5StCiNxeH5imwOXlYx49eoI14B2Mw5Hr118xzxPTODCOR42eS73PFH6p5WIuG/7XRzW6QdVFnt/oifz9h4jgfLN8d7Rq3IHVeL7x+no81diXHxbDmQop/FJqPEG4khNJSn+ooEwspgAubEISmBxWRZWvud1N2ahCDOU5LWoTlS8yFJqrUzWd1VDq3medR0oayRpDCkFbLUJAksWYmZg90+weznCiYITGeVLTYK3FuRXlJwKqsaHEjClmIpHj/kgYYTpo32eNutUZL9D92mNZULgxZ+6mmTlFTUGGXMG4xJQ5DqlIikEMa0IcUCIIh9ZfTVyUS0BI2VBbgcBgYwYJpZ+3iGkb3TQBWtQVnHNhy7HCLOCMYJwq/TjrsWb6Vnlqa/xmjMM3G7rtFU8++Qu2lx+SDgfyOIJ4smmJ08DdF/9AGO7I8a5o/Oq1W2rmmSXdO8fMNJV+StErmItYu6nRt4DERA4K7opZmIChzEWzO8M3BttC2wjEQBwPkJKCUEoeU9GhFus7rHdsHj2m227YXj5j9+RDfLdj8+QTbNNj+3NM02P9bgEq/gESteQopKCJayPaX9+1gaaBpplx7oA1ipKvpbJaMjE5lZKBrm1yIjIqm9O8x8Q9jZlpdg0mgzOz0trFiRRmrGS2XYu3jjEciTGQYmSep1IO0YuXS6uQoIZ7nmeGYcA6W+4+CFMgTNrXa8oeMM6TRtVOcE7ILjM7JcxRpSWljfTO4q2hMZnWZHzvyK0lJ0OM33wN3slwhhh4/vw5//RP/8QXX3zB589f8p//+Vc46/jgvcds+pbbO8u2t/zqV7/kP/3tP7C/2/PFly84HgamITGPCUIr7I0AACAASURBVGs9zl9jneX25iu8d6Q4EVPA+4Zuu+Ps/JJ+03L1+BHPnj7i8eNzxnHk+vVrYlCSX3U0NO21Pxz49a9/rXyDQT39jz76AZ999imNd/Sd53g88Mtf/Jz9/o6b1685Hg5KkRajGk4RwJJKHa1GQEsa8TRSq4vwpF6krRfvXjb+TUNEaHy71Phiikuk8GZQq9GQhkWL/3YSweluXtoYSk2mUmXlIjmWkDX9SgYpZBciyjRS2h+kpHbvRday3vYpKcI655IiSyd15+LoVOdkrZfWm1OP3jqvKgrOk11DCgGb1YCa3GBtIDMyh+bBDKcATgyt94i0Skdo1/qKmiKFWBlRBZo5Jg5x1J9TIKdAiDDOqj2oS0kQLIItEZUl5czdsGcKQR2XQmCdkr5vHELpi4aY6jEo4rnv1ahjs25kIuTCdJIXw4DW7VICq72a2QVyNZxFlEA1RSHNsyLbnWEWlU2zrnAwO1+Ac99qowQA1nqUZcrz7Ed/xTwPSMn7pxJRj7cvSeMNw+vAfLgjxAmwWPGr3cmUlHgkhMw4ae7AeocYR8ra62cQ2lLrNFEJD2KsJQZtAfLOcn5xRd9vsB10HcRxTxqOBeWtrVLWgRXBGY/1O1zXs3v2U3ZXz9g9+Zjz9z/FNh1+90gj6uJ8WqdSW9/+7Oq85CBkozSn1jXFcM60baRpBpwz6igbZQZTGtGEoe6TRvePqMjgHPbkNMJ0i423dHbi8qxFkjAOIyFM5DCRoxrO3aZjmiO3h4GZTIqBeZpKhq0I21fcRY6aGBc4Ho8K/MIiGFKYiXNEJCkyHZQju3RuNF47KxqvKF4j1XB6GmtprKE1ic4mmqbBG4u6xt8c/LzTLj/Pgc+//ILPP/81X3z+OS9v7jge9jjn2B86YpqJ0XA4Gq73E3NsiAQwLcZmkJGMpt2UV9kyDhCCJUUNuUUoWndFRNlKIVjIhJBLI7mKKMeYGI4Dt3d3HA4HxnEipcx2c07jW87Od0qeXZpiQ/Bstlt2Z+eMw6jI0VB5De833p+ss5PnNzboNcOwIETzEo09zFiRsgokWFJsxt6LhleGnlJ/ranFe4e7KrOvzctrCnfl98zLuSVTGYFi8dpStdLrZ9cTLmm8VMAUmlYMC39xTGta9a02FEC5WkvEWRibcorKEiOG5GY9FhMUtCQrccIDTTbGGiSUeTRSUkNVq1TIxREIAEk3SosthCClhTMJIRfkIbVlxWNEUbRiLZISYqeCJC4pXaSsb0AMMWo61yiweykPqKC7vbfONMA9bU4vAIuIng+ZZS+qbDpy4goKS6O5dYouDyFgoixC5bVkwAM5Km9NfzkWzXBYfLfFOL8gp2MMME3ajuAsYi3ZeAJe08nWKSyorPscDCkUcYMMYLBNU3o+lUsZMVhjsKJrNoyRkA0hacTdbnratuXx+59w9eiSyxYuWwjDHce2I84jU0EdWwfWCb7t2V4+pek27J79kO3lU7rLp/jNBcY1GK8SZ/XyiVKW/UFGzpkwD8xorlnBVhZntfVPAVgCWaMvBU1lCANJjogNiHH6+wCkgMRbSCOEIzbPmCrHnhNziISgJYo5qJOhmSnNENjarVBSBTml5TkXqhRFJJXrn5V4hiykOKvebYE4WwPBlQyZySSbF2cdFDHetM0iVuCsLRqkWg+VbIp4xcnG/hvGOxnOu/0d/+H//g/803/+e55//muiWKLxygjDiGt8mWgl4h3SI4LZYvuEN0em8II8Hohp1n4dYJoLH2ZBV4m5oms9fd/gGsG6zDjNvL4+FrSjU2Ha8cg8Tzx/8RVffP6Ftq8cjjRNw09/8iHPnj7jgw8/4PGTS10wMQKJ9957f0FZvXr9UlOKJU3lvm5DqBvG1y5CVi9xqZP/5tf/LkONX0m7GYt3XlVfknLp1tqkKYwamlZUI2tLrc2USBIKaAi5F/GlQjl22p+19n0WVpZQDSjrmlrs5akxrp+ZFgcn5zXKBO4Rs6elrSYVMuemGCwVzs5Jvdw4zxBVNHsYImlORKm36MPsOkaEtnXMUZgjeG/p+k7ZSsRDhv3dkXEcF4NnxZBaVdyIhQwkiSE6ZUkKKBCqbVps02hfmrOkFLR1ZR4wxpVUcHGMoGxgmXHU9pKcFR1ojGFzvqFtGgW4OaOOZTFulYQkJu1jCyEQskAoihFlKSTKRpW1iV/5XYWm8fRdT86Z41EjqnEYmOdZaQe/ZXWUWm4w0rC7eFrKCwqCmo/XcP05yQVc57B9Rxi3DGS8FdpOZQjb2uc3RPIU8dnQK1wc33glAS+RDC7R+JYQZ6bjkf3NxIxnxrO7OOP993/ExeUlf/lv/y0ff/IRG2/oG2Ha33Dz639kHo/c3bximgatVRqh257z+KNPafodl+/9gP7sEcZ6jC1cq6a2hb3RPvYHiOhTDBxuv2K2G6xtsK7FtwPzFDk+OtLYQJgsee5Jc0OcIaSZdPeK7CwZVUdKUeXbJEVsvMbkETc/x3OLyQMxa2p2fxwYx1FxMEUmzBmnPLHOkBuHQovUc69GLqeZTFIVIqt9tNOohDVxUic+Be3pNkZoG6syemJIWUtuKjqRCGECga5vuciW3caz27T0rVG8xhwQjArmWAqn9G/fxd+txhkDL19+xfX1a25ubzC+xXY7xAjTNBJzIERTmGEs2XRgDdZ35JSKfqItPXqhTFBAwc1SPGqhbVvatimGQDdXlYPJBdGbtG1lHBiOR46Ho3IsGov3DdvthrPzM/q+x3tLJeR2RXLs/Pyc7W5L23XK/mOs5tTKpvKW/VxSnjpWY3ayzHNhV3lAb3zhfl2+t9BPlQhTU6fqka2bmSzHeGrl8mI4dcNMp0ZuiT7XSLTif6REKKRcgo1qUN+OvtNSq4T7Ci33z6oiFnPSxa1G1iyRnYow2yJDph5pLuAtSUmbmqXIIH1Nrff3mHA9tjXPvXBjUuezRHL6EgGj/ZBkKWQCiSQWjBrOQqUE1iHOlXSKskAZazHJlb7DAioqm6opvWcJpdhLmmvCFMNrvS3N4EbFwI1oSl9QzzVlxGStY9lCnhFlQfnmzInWYr2mshxDZUaq6U4VSTCnr37wkbkPPFrWdGG5SnEmhSMpjnoUBV2bC8mBiguUVgtTGISiUWR4Ks6k1Q02lbWua01K9OMUiWk7xHb02zPOLq44f/SIi6snXFw9pXOlrajpiOOBeTiSnMcNRwW2FMPZXz6j6ba0uyuazTmne0Vlr71vJh+QxeO3jgxpJomKRGfUYE8ul5Y9lcYLQZmoUtAS0TweyWGv840lx6xp0hwgHsh5wKURk7UVMZWaaIwqs1cxDraSxIuSgTgjhLK+l+xervuMZr5qJiLHqE5fikVTtrJ3iYobZCXBMSbpZ8eMMXocVW/Ye6/dE9ZiRcraKkQqpgQh1R79lvFOhnM4Hvn7v/2P3N0eGIaJ3nV0Xad0TcMtDJncnJFdj222NP2VMlE4IU4HusYwbRrNTY8DKUXCdEfKga7f0rY9zz74mJ/+0Z+zPbtgs71AxBUZpIk4B4b9kWkc+MUvfsbd7TU3Nzfc3NxwdXXFn/zpH3N+fs5Pf/Ipj588pvEeCDhj8JuGvnP86Z/+lB/98GPOLy+w7YavXrzgMAQOhz0mqQTQUiOqBqAuODjpJWJJr+lfcwGAxLcN7+86TuqWknPpudKalFhN9Ugt1IshL2oWJa2IRhlEyETkxI+qdUfymr5dvpRal5MT0EJtsKhtMCfHWCJRjZrKkqqp71IPTQUMJCfGIYRwb4OuKOKVj9KQRFGfxmZNc2VR5XgbSTYQxa2SWr/vdIumiHOOhDApn8NY5rSAfKpqg/bwqbcc0GespoyM1cgsU8oLOeFacD6Tc2BSsUtc22B86SXOVYpPPWhV+XHYw4T4iZzUYRQRfO9x3i22XIzgrCVjML5qwuranOcAVoF9g3cq+Rc1dU7OxFDYYOpuBmqIU1K5vcpnTFnjwDd547/LqNum1gxnUpgZ9q+J88jt6+cc716ThmvC7efEaWDavySnAXEG2281fduo4fSFAzVmJeSf5kiagtrZStdmM87CJBEzGxrb8MkPP+HR1HD25EN2Tz/g4vKSH332I7bbLR9/8hHn52eld1houg2+35JS4GocNI0oxTh7T7c5VwWiti9nWOdwWW1vOXx/CP4gYzK77SqgMU6ZYZ8Zx8yL80gYMxc9+AgvXux5/eUrjmHmLv9/BHYY165ZIaOI5g13OCYa9wprD+Q4M84TMQTGCFM0pGTL+pFiDIXGWVUCKm2XqRhXWKs/6scWxrQ4IwKNA3EwjYE4B0XCjuoIDEPAeVfQso6ucxpAOUfbNnjv6BrtpbYmMw4zOYBtLXhBGouynTyg4QzzxPMvfkXKpbgORVw0MY2jgmpsD06wrsH1Z5AiNuzJ3uLSkdYE4jQSrCHFmZEDMQrbvmG72/Ho8pKnTz+g3+5omq6kBdYC8nA8cjwe+erFV7x+9VKjzmHg8dVj3n/vPR49esTTp0+4vLwohAhhYcEXcbTNU1LK3B1Hnr++JYuj6f+BaU4wVTTHes6nRrMCcJY2lLRGcoKUnrEH9hxrxFluSjEaNSzUZ29d4GLMF0Lr4uHGpXq5pFLTSVSobzVLpLrU3YqcmCyG8+1IsxpPU1KNK7IXsPdTuSAL8ljEFIO5qqi4kgpcVRBApNRwjcXYBMaudc/C4vRQwxTJpNWga2YkRXUCYm1/ESgsn8Ss/a3qs2RtrWoK5V4RCrAejK+1+Um/y1lMdsQYylpSqrcsBt96mqYhJFW6TylrL6WIIgvtyjEjqPHM5AXXoIZd0bNzLPUrBJlV11aI2pucaxU233OsqDiC4tzcH9/O5q5rUQ1nmAfG/TXzcODm+S+4ffUFTLew/1LZZ+JcogSj7DvWIIWIwjijPLM245wivEmxED1o8cIZQ+sSJhmC13v60dUj+rzj6Q9+zNMffMbl5Tk/+vEntG3LdrvFNysLEU2H3+x07lIlJan3XqH907M6WZ1rpHl/xS6byLc+jIGuSRynUAQKAsdhQnJmv1eDcHfjuPGGu+uJ492Rwww303PmfIf1Hc61OK/6o1YSrdljZAY5ImYm57moWyViAbfp5N9fs9YI2Wo/sS2ZsAgLGYpUo4kGDpmgMqzeaKQ6a3ugkhtoABGTYCcF7gkKHIqxwTmjEpHG01iNdA3qQErKzDbijHIULKnH3zLemQCh8Z5u+4imPdOajbXEOTLe3RHCiI0GM0dcBOt6JCdkOkKY8NaSug3S9XB+ATmS5gsgcPXkPS4un3J+9R7b80e4tiVnQ5i1V3MaJg77Ay+/fMEwDNze3DCNE48uH3Fxec6HH3zAxx99yNnZGdtNr+TBVmHn1mgtyGhIAWQ22w1nF5fc3u1puw3jMDGNB6V3S/nknO+nbhdDkzUqq/NSnx+6/iOmks9zoqZcotDyUHu0RpiVT1VT/LoQlKbqTUOri1klSDUNrHkRYanAGHPPkOXlfSdeYU0vnjB7rClf3XRTSYmARpr1ucqxpZSW8xHR1BqiEUgMoThB8R5P60MPEVHgQNPQNA2IEEIsZ6wna1ydr4KQFSGJIj5NUnhOTAEJ1VFR0oHsBHFGUbfzBBmcUQm8SvV2WibIivLCOkvTelJUoIVQhcfX64BQiPoFV+rc1WmSpOnJjEa8i3g8Rvty40qgT7le86zUlblc5OooWutKA/rD7/C5kEMM+1fsX/6KeTxw++LXTMOBu1fPOdy+xsQRFyaEjDMGLITSLy4JGLNqhgYhihCPE3GYYYq4Q2nOi47kDLENhFbBKjaD8S0//PjHmO17PHr/Yy7f+5i+V5Yy79yaZTpdL/XfMt81BXB/fmqisb766+JKOfn32x0CtK5UDwQMDiOWxiUVwxgzz19p6vP5bWI4TszRkOc7lImnkgtYbPZYEuQD5FmVTwoXcHWkvWsBR5hH1YcV3dMkJ6xVgzoHZQTT1k1N9YnoHlsus0b6YrFGOOsb2sZysYUUtTXx+uao9f1sSYAziTjPhAnmMWAQui7ibaKxQuMEJ5rSrQhzRAUuUs7fuI+/u+FsGh4/ecbF1ftM08TxeCSmgePtDdNxj58Svh9p5oh1LZaMG/dIDIhzSKMGt9n0haR5xJrMBx/9kKfvfYhpttjNE7II4zQxj4G7m1tub264fn3NL372c6ZxXEgLnjz5lD//8z/j6dOn/PjHP6LvO1UDN1Iat/0J0lRTWiKGs7Mdl1ePudsf6DZnHIeJ4eYl0xgWxxG+hs2jbC5r+nI1mvXmerA6ZzFYujPmtdZWDbSUiFAKK1A58FjqkaEAoupx60cWlKg1C3LV2Iocrd8FpzR+C/F7mcfK8lH5e9/U3DwFBy2SYEvbT61LrMChU6Tt6WcAS9QTYyxebFzqIXVjf6jcuKokNLRtyzR3hKhE6epvaQ3SFWFzqCAE5UmtToJk5TeOcVKv2uk8Za99gznMhGnQVHhBeFY0bKLUMuvOagTXODqU/IJRN39jV8dJJ45lXXjvMdZqeSMUUg9ncaI9ntpmoNJdJlbDmZT4odSNNB29RtbGKhuS9r/5tyfuAYaCwGaON8/56p//E+Pxlusvf6nsMPsD0zDQGGHjdN02vWIgsqgcVYyK3sxkVXMBwn5PPAwwJ5qhJPRHUR3PTST0iSweKzt82/OjP/ljzj/4CZvLJ2wuHrOUtoFVAu/+KO7UPav39pYr957/EAbyNw0j0Dld68GK6iQ3HiOavj0cIr+O8NW1cJgiw0E5lFO4haxtV8ZE7VXNGnFKuiPLDGmAGJCUlfBQDE2jZASkxBT0XtJ9RqNGJX8orFhJCSoy4IrSkkmCM4pe91Zp8i53G7Z9Q9s4usZxHCY+f/6KcQrsh8gYEjlE4hQJNjENHQbYdpHWJRqnADIrSuNqhcICVzl4v5nk450Mp/OeJ++9z+MnTzm7uOLm5ob93Z1ubAV2bKYRMZZgHXH/Sj2sMChVmfGIU4JrbIMYwfsW7wyuPUP8BmxDzMpJOY4j8zxzd3fH9evX3N3eMg5aG93tdmrEHz/m6vEV5+fneO8XNZGFlL2u6TcWtnOWrvW0TYNvfDG2b94cJVo72cgzIHVvq/vWCaCi/vyQYzEQUltStM/OZINCtmuq0yzHe++EF7uyGiYjVlOfRdBaF/SJ4V/ScxU4tNZoatx5P+Kun214u55TP6dEYYuxTCe/01dp5MliQBaASnnohq6sIkoYn976pt95iChM3RWx4pwRQgkFS2RRZlYFACI1rlxMeanl5hrgo3NMNqpyksxCihBjoc3L+aSmrIY5lprmaZp0SYGnXHiHy/dJRcmqs2izqJMxaz9tmBTtG4tmbo3a85sp2BOnR1HbBskaxWKUbrPxzcPM9RsjpVBUUQbm4ZYw7InzTAoawZiiVLPIt6VAFoMQsUYJvZPyJ9UcH8Zm5UkVVqlZJ4gF5wXrBMSSjFtBI84te4iOr19b1QTm8sNvu+O/TRTy7zL0/tZ7R0oLmO4fHsSpgk6AEGsZJGGNtoJZM2Gl9FHGoBgLOwIBctRaJCwqKpX6cykLlQhdSVbK//WglsfiBy4PfY1FcCL4ojDUN5bdpsE7YZp6pjnSjYlxzsxTYB5mmlaJDqxR6TFvBV84pY0o/7SIilLEGAkizCZ8o3fzToZzuzvj3/xP/zO7s8f0/Rn/8Pd/xy9//jMOd3uOx4FpGEkx4Q53uNtrhpuv8MZirTZS8+gR0p5r75XbIL5hc/mYvu3wZxckf0YiKyghzLx+8YLheORXv/wlX3z+OfM0czwc6Lqen/zlT3j//ff4oz/6KT/96U+06Nu1BXXoVnSklLRhjbwERDJd67m82HF7seP8bMs8Htk3jqM1JYL5TZtxLtJD9bqvCNAaST3YqMCdeioldSdJcDEqD23UBYpo7UZfq8stFaaeJf0qgjFFDNZ7XGltUb1PlnNOKWj/bWkFgCLRQ4kKWaPrtQ6pN5+1lphQBNyyCVdUZnlejEUhj87F+GTIodyqJ6i5Kjk3TSMpBgUJEJbHQxlOawybzZZ+2DPNM4xjaQXJ1OxCpvSpxsQcZjKqZXi6eeYIadbN17UdzlgkGeJsiHMkFbajIagag3MFHSvabywC0xQJYSgsKbIgQHPWTEJOsbRnqREMSSWquj7hvGOeA9M4E0JkOI4nxBMs66ISv5PWzSqnzBznJTtjjKHd9PimwVmLt99CO0rOhPHIONwy3L7g8NUvmSelU4shY5KlocHkSA4TyWTiNIPNWBLGRSIJUxD6OE25uW3CtiBJMFHn0TirerU+Ix6ydCA73GaL85oBOHWQ/mXjw4cfOaOtXEGpAsUYGqsOl3OqQznFQJwjIQmQMGam8wcwI64JODdoy+EBksl0fQCrTqYhqtMX9Hkao0pOlvS/rQ7+SZZKNUij0kGWMpkxolQESbAJnAitERoLW284ay2PzjueXJ2RUuKDxxtCyhxmYY7C3e2R69d7lJtXEbXb1rLtLN5kGluSOllFD+Zp0oe1TNM3KwC9W8TpHI+untB15zRNj/fN4p3q5qfN0pIiMWdiyYUn35GcgyKcDJAxZOMwrsf4HkxLwhFSYC5AoOPxyLDfcygP3TxUqPT8/Iyrq0ecn5+x2WwKG0pFlcpSG6xfeJoBQxQ92XpP4x3eu5MUnF7I/F/EZf01SZmT6PT3HVrzyss5ndY1xSiDzQLbXnwzSvpSipNQP2tN79bIcHmY6tOdfJaUn+8Be5aTXGqY9W+n3JX3azy1Jnz6+rVW/CbxRCaVdHjp1Uo10izGohDc16qg8IARZ42al6i9nr7OrUaFauRrxAmQF65ROZn6grAUizWuGCW0GFlBW1lroMYYrUcX71tEVIO0tDjZwuy0BLVLW9Za841RDWcI5XmOhLA+UjqJNHOtJbGsl7rEaj/vqRqFK7VNZy1ucbIedqgeZCCFmTSPpHk6OUZZ5mYtBiuRuwJAMlkSRtKaCTLq5hgRJOUSVaFUhVojKrpgmlLU2nCCHDSaTStKtq6Ne8crb/72u2Jg8xIN5gRIosL/arYjZSXeqAUpkYzYiBiwEjAyQWGlylDuR70WZYEWpzetazStWag3YGhLEGJEC05wUtc0srSteGvwVoUVqspQ1ygpu7WK7fDBMCVBUlJO9KzqLtZIeZ9GrbZo51aug1qaCMD99r6vH+9kOJum45MffcbNzZHDQZXYjfW4pqM7u8C2DfN4ZJxHTJhwUZump2bGOY87brFdjzMtbTLkaBmChWCREbKNDMOB69sXjMcDn//8Zxxub7m5ueF42PPo0RWfffYZFxcX/PGf/JRnz55xdnbGOI7F8K29n6cnrv2VZXMoxeC+b3h0uePmesduu+Gw36jMGDUFqRtM/ZhqlBfjIJWGrYgM16jqgYErKeeSipUlmo4xaXoKIadIXFKn2nxZa6G14E1N3YqUtGzN5ddG4rzUHqphqKNuHPq8+uE5C6GgPFNm2bQwUhQ7ao8oJUorBrNQyym9XPGAT4BDlG9Zhc1Doe8r/YQkXdhGofXG5Aeb8xgj19c3XN/ccnN7p1J1oRoRTU+FQp4RS0uHMdA2rkg0WeXVTRC91gY3Zxu898zzpEhQQVtVlGJIjaBJyuRTekJFVNRaN5R4oqKq8zeNc0nzrg6hwpdhPM6MR5XXC5UOLhYEeEEG66cVAEcR8E1mdWhUXFhUr7aQkJ9SIz68kagLo0jHFcMuMUAq6VandIcWj6mUFzlhxWJIpXyh6zqbqmwdVTNVUjGwYJxKChqvj/oa24ykwz8zvx6R+RF5fITxG1z/GLEO4xqkaMuujtofQj3zYUdKMAyBkLQ/2KRAzpNqrVpb6CAjOatDZxttDzNODSgyITlQZTAs4MXgC0qVrOWBw3EghMThEJhDWpjgFJKg2SYlDAl4J+y6AoAzyjvceYczhr7z9F1D4y1nG0/jLU+vera9Z9d7moLat2jPc9OosEErHZ1bHXQxsNv2tI1X+sBSTM2l7hZK6SSlogn6DePdI87HTzkMXzLfDIVD02Gsx3c9WGGOE3HOTDFxzBFXNnGXIy5M2HmmDQmbDCYZ5iTYaJgCmClxHCZurm8YDntevnjB3c010zQxzzONd3z00YdcXV3x3nvv8fjJYy1yl6LzGgWdRF6wkJbrD/rrxjs2fUffd7RtS9P4r0XO3QfJVDSjpu7eIlX/uujs9xzrJxVwTtngKvVeWkJKXQBL7Lm43cVrXtIiCgTKAjEl9dZZVdfrPOp3S0kBv31UdQ9dapWiXp455aBlPbSTEmB5VDL0k7ThybzVVpBUbq5TXU71CKvhXILi33uklDgeB4bjyPE4UEu9GnwrEjUt0Z7qACp6UOuAqvBjFWFrVRi9UnzFHJWMvGQLtF5XUtblM8lKF1dnv1wBUinQmRJ5hhAIc1qumSKjCyBm0hTZAsxKuZBxl4j3DcS4mBpvQE3vG6PrwTq7IHjVKXtg8NtbQ885L4ukpO9s0YtE6Q0FQWIsbVlQWYRzmYO0ZI6K45jQ5nYBsfFEi1IQk8EmrJ3J8yviMRNkhjxj23PEbzG0iPUnN2MFj+RFC/Y7E2/mzDxpNThl0QyPqL6oIvFludesmCJyUJoRRPuQc1Z9zcIjhBWPFdHsT1ZwnO7ZiXGaCSHTNCrZCDUjp+WznFXZxjWWGBQMJGS6RqPLbe/ZblraxnGxa/Hestu0bDqnvZhK4UV1653RDIKihdvVcAJd62mcchTnWEtEZY8vQUBMatC/abyT4cxACIm7/ZFX17fc7o+MIanxcwqtT33S1NQ8E8aBiOa7JWWa44hvBqQJnBtXYN4gkjgebjnsI/u71zz//AvG4cBxfyBOM0+urrh4dMlHH33EZ599yvn5GbvdFmvtsnEJFViypkqFsjFkFvb8amectfRtw7bvubxUqbG2bRFr4YTE4Osjdo1avfdLWk1VR7SX8yFHrVfCGp3VTbFGaqmEdffE91Y47AAAIABJREFUX0uaXIx6yaYYzBqNLsZNUFkeUaLwxTF4Y77uOwj3HYWljJqr1uYqtqzGr4hDF4aOe2napQ66RuuKuA3qkRZQ0NoGpOk1saj8lLEPZjlTShwOR4ZhYJ4mWPpSzRptnR5HXh2ImvY0Sgqk9WgL1iaMVTYTY5N66MmgZFVmzRaUFqJQNuXa/uO9K2TVCu7RVLVeI2PcWqf2DRlUTD5qS8mc1HOuxtiI1v4oGRkjKuZeOWrFmBJJ1/cV1HCYC5jI/xexqrzzEKVadM0G327x7QZyYj5ck+eJHC1RFKAkVkotbIKcMKnk20qtClHtGvWoLOBKykN7+pgDOWSQBms84hrc5hLTbHBtj/ENOU3E4RU5DpAjxrW47RNss0Fsg3HNG+nG74rZrEMzECmnojssmBSVaclY5ZeOkZyV0BKEdJzINSorUnRIxnvDrt2B8WXhq4MWgzqXZCnZjdO9RJ+tEcQJrbU0TsFGYdTXbrse7x27bc/ZrsdZQ986nBX6vqVpLNbVT04ls6VGW8tSmdZX1SfdF52sXGMVmCBWr6JiMwpAKNp7WbevG+9mODPMIXJ9s+fLF694dbPnMCVSFLzvMU2LtZ7QbZmPB4Z4rcQF85GcZ/rDkcbs8X3AuwZvmxK+R25vX3N3e83t9Wt+/YufE6aROO6RHPnw/ff587/4c97/8AP+8i//gq7rFk9v2bROUK3qWtcWizJBZbOhoBG9t+yM5+Jsy5Mnj4kx0vedomOLIvyyzL7mvlBSBdXTm6dZ04nycGnD9bvXlpdqOCsysj4qZVSqLD1Jja2qNdRIda3/6mtWLbyKmE12Na41bXsvWkWN4z0+WtZzDiEj2tu/GtWlLaWm4e63qlTjvxKJ6+eF2rdZjCclstVJUYdAjPJ/pvQwcx5T4vZWBQOG46BN3l2rN1o+nat6nAmtWaLOWanTSBFYMAasTxgbsC5iYi5BkIowx1AauDOF1LowP4ooM5BRdZzttieEwPFwWKKenDPOWfq+w1pH220AOBwH5hA4AmEOJWVfNgeBVK+tkaJhq0h037Y455mmmXEc9frM2vozjqO2qDTaXvbwKFHB+R4RS9Of0Wx3CDNjuiPNd6TckLMjOwutpmpJE7nISWVQhK0xS0SvmRW/1JZzDpASOcxAKGQaDU46uvNnajj7M8T35PlAGF+DWML+S8S2tPHHuP4S1z1CTFNq2dVB/y4ZzlImqfuGZAixkN7r8xwiIUWM+PI6OB61bDFPE2EKWJvxTaZtPVc7R3bqeOcidhDmrHJ4GZZ2NWq6V82dt4AIZxvP+aYhxUCc9HVnuy1t03B+tuX8bFsyC8pn3bWtAkBRwGHOyu+ScybmAtgTFZoHUbYxgEIyoq2JWrKqrXi1pDSHwDRP3ziL78hVG3l9fcvN3Z67w5EhBLLxaHollMZ09dCt9fi2U6HdgqY01uOsX3g5BZhnlYE5Hu7Y391y2N8yHg+QI7vdlrZxPHnyhGfPnnF5+YimtJzUXj5zAuaoNG1mQWwV0gPA1tYJWD0gtC1lt91w2G3pe1VCmCcYw3zvdlguOiuwpqaVTiOlhzWcKxhIE1InaWMqoKe6cWtUyBsAl994Wy9Rkx5zpb1T9GaZu6rPWYjZ0z3DV0FhpVgp3Cv6AyfOTH5rft6MOk+fQyigoJwWwyj6BSyIPOO0VGAeZs41YlQwjPeepvG0bavryTjNqJSNJCZLsDpXbmmQL6QDiPa5lZpnrU03JdqOUiTWGoM1tU0klVT7CsypbRH3gVzKuQxyr4VC5Zi0zzTlrFqitrIX6efaUqs09T6xBu+bcnzlvnKJGAqzk61ap/p5vrRqfBtmQgrXrGs2dGePscYwbS6wooLHcc6YrL2nQkbSXBzk0r8sJW2aRHdRU3jcpMgFugbBY/wGY8F3G3zbYTePMH6L8T2mOcc0G7JtMa4vgX1W9ZIcyXFU0NDpivkOBp01+tPkUgG6SS4ZjbxINSYJpKg1+zCXVqYQtA1FKOUKe1ISyEpN+QZyW1vLzAL2cVZVSASHSbBpHX3nyFFUc1ig7xS42XiDqyVrKoit7m2lHFUiSmWZVWfP1texXppEKYuIKQoopY3sZPswRlvSHjTiPBwH/p//9+/4x1/8is9fvFR+wO4MwkQYZih1BysG32/YbHakGLi9e00Mge3ukn53Qd9vscaSc+L165eEEPjqy1/x+sWXjIc9t69esOl7fvqv/4wP3n+P/+6v/nv+4l/9Bc45fKuMLlIiAOfcApGvhrN60aaku0wuTPlapdLJzEBOdG3DDz7+kF3f8XfvP+PVy+fcvH7FeLxbDDOsF0kliTxGzBIx3O8xfDjDqZFiIXOQknJOuXSWKIjkHgrUVsNZVFIKebgsKdiT+uUJGGNNr5aCfyUdNwabauSuzkZMqkiQay0gr32ZtZexpsjv7SVvOBc1PVsb1+fSdL88BwW4UD7VGFP4WWvfqcU4sP7hWoDEGNq2A0l0XUPbtWx3fUn3V4iOGsiUIiHM5Vxq647C+K1x9G2PtZbWN1hjaa0n95otUJQr9K2KWx8OB47HQZ2EUmvpGqU1887rOUttGzJsd5p+VIajFmstTdOVjERJ0ee8RmNlY6mG2Hm3lBlq3b7OoLOCyQlrHdt+gzGWaZq0rhqVBPyhUuP3514FIDZXH/DM/jXz/hWNGObblxy+/AXj6xdICEgoBO+F5i6Zlmi83izZak9rmkAyVibEzFjX0eweYZqe7ukn2M0Oa1usaxDnMe0W8R3N1WfY7hJQZzGFA2H8SoUociCMrzF+R0HDQXXkvkNDjWZhyjGi93OaIUm5/4U5aqtKzoGUtNYfKqdxbWHKAlkIYghTZPaRtmAnUlRqyhAiYQ7EnOiaQlzhLdvO4yxsjLaGnG0851t10nLSlpjWN1jrChI2LTuwiCwIaTDkbEgiC89zLGh8Y1SasiJncyrazSEWMQCHyAmhu6hRdlYJIb5pvJPhTDFxe3fgMEyMcyAmlIQzZ2VRSVqDJ4NYi/MNMVqc70BmZRIqRidnJURXkoOR4XBgOO4J0wA5Ya3h4uKcx0+e8OjqERcXFyh6taQVy4q1lRBcVvi8qemoUsfR7aNEX7kmVvTmd8ay7Xum3Zbdbstut2Majgv4ZgEC1Bukgm0o1Ex8G5FmHXLv+ZRZZxlvfa2cpJbfjDgzi4NVoz1Oo764CEm/+Z31/6f1yLVemU4+q/CplkO7f6xvp29PH1pfi8v/YypXWSqaufZ/uZJqcYjxD7aRiwht22lE4h1d37DbbrRuXuakcsCmylSTEtM8qSGNhhhnjS59U6I0lRIr96YaThNJWUVSUmLpx8wpE03UFG3T4pxdIkEA7/xCByaiP3vfqHal15t9ngvzwpIar64HyipkNMps2mbZMPTS6GuN6H3snGO7VRzBPDWEGJhP0rgPPUS9RJzvaLcXynCzu8LkTLh5RXI31Jzc4vTpkZcPWHsDqb8XdTiMdbhmg223+LMnuO0lxjS6eRoDziGuw/gdptlRcRMxeFIeyHGCOCoWYMmVU+zmd8xylvF1Tm2KicyqK1vxE7pXp1LPz8ub18hyLRflfIqDYMUDUKjtSsTprSJnG5PpW0fbOHRz0k6FKp9ozaqvWitNS7R872xK9MkblWdB66ylDp5yLsHHiSMvuagGaT3Wvun0f814N8OJMGdLs7nk3PQMx4HD3Z44Dcx4RT+OEykkmkbYiAdpaLYNDWB9R6TlMESeP39Ozonj3SvCNHJ7/RXHu2vOznb8+Id/ytXVFf/qX/8lH3/8MU+fPS0bj5Izn2Qn8c5qKwoV7qwSQTUVvHhYBXdV2yvqZt91Lc+ePma33fA3f/PXvP/Be/zd3/4t/5HEOBy5u35NSql8jycmKVR2xUmAb2UjqZ9b9SqNWdMftdUghLA81g2joDZRjzDbTEpmOdZFTqz2Rua1vlhTr6mWBCpLT41oRVtNcqqqKumeAVZAkPJRJlMj4XoyFaMRl6hymiZijMxzuBdprkZSa5nWurLhqwCwLaAgHwy+ebgof7vZ8jd//T+S0kRKAd84uq65ZzhNQSrXiDvFxDAOxBA5HPeM4xHfeDabVlOhZQNYW1U04swZUtTayjCMjMNYZJh0bVUSD432WeqgCPdSw0CJRj0ZGIe5OB8rqKp+Zq3n9JsN2+12SQfXa71kAOaAtbb0R9sFlDTPM9M4kcn8e/7PB5nzZZR1Yn1Ha57g2zPMT1vieGBz9THjy18Q9q+YXv6zqivNAzlHNZgYNXzNpda+vUOs0Rq/Bddu6c6fYrszNh/+GW57VbIwqoSTYtGJbLcYWzmIVX7MOFcshN4rxm8rxPRbqPV++6NmSFINcJYUPgsH9NK5KijqOGvfu/5O91YtV6gRncPMNBlmk4k2k3PEWSCLcsdmQ9s6urahbbSXsrVw3nt6L2w6x6atYt6F97oEJ9awsMCZUsawpSSkTqHuM9mYUst0y+vnGDEoEnuFBQkxK8hJDLiSScuF/lN8q6ot33Bp3x1Vmw2u3dDbDVnuGAqdV8ARkiXMQpo0neiL1qDvtqXHSkgYxjmRbm9IMTDcviJMA8f9DdN4xF9d8NEnH/H06VN+8MMf8NFHH9O2bYleVpDLyj1rFmJrA0uNzpyc+dpAvf7OGE1JNb7h/Pycruv49LMfc3F5zng88M8/+0f2t4bD7TUppiJA7Mghk8Iqx1UN8/JdD3wzrdHgGzXBuKaIa22yfr/kchwSS5oTKPJc2v+XF1LtyuyzGmnISZS+TApC+WuixuJ+nhxTBSil5c9L0/ryXpbUbDWc1fBPU1gb+aGkw0tK1vjCztQq96rxutG5hHPT0pv4+462bfn0x59R0YTWmaKqs6brdS2ZJWqOMXI4HgkhcHt7w+GwxzlL22kqtBq5qgGYc1VYgZxVOWWe5sVxCPF+D1kFI8FKol9BadXQgWCKnNs0hXtgqZxXlCzlntntdpxfXCzHJaLEJfkkejDG0He9Zl5K1DHPM9P0zcCJ33WIgFiPcQ20O1x3QU4qEzWd7Rhf/ppDGIjzwDzckdJcYVqI67HdTnEU3QZjHcYrT6/vd7QXz3DdGe2TT/G7x+v8xIkw3WkZxCnzGEbFmkWckrPAmqmB04TMdzLiXJHZAuQFPFYjRfNmClpQNLNUvVxDCJk0qQh6iJE5FC3mKLCI0gs2q16s4gacEhCYrOjY1rFtFMTT+kJAI04PreIANRGxkCOoAUUd9hJdJjT1nGu0WPYmTT2XZEQ5FX2PppsFtQECykiWogIkSScX++vHO/Zxeh4/eUZ4eccwj6RkiDGTs+CaXpFMTYdJkaZI8WgayWHELEXnGGfmaSCGSW+AeeR819M9PuejT37AT/7oT7i6uuLq6jHb7WbZdBbSAWH5WZklzGLAlgm6B0YpaoOnhtdoLRZJmJjAGIZh4vbujv1+z/F4ZJo17WZEBVC9L1F11tqe5LdLyA9pOOtmVVNztRYYQuB4PDAH/X8MgZqi1dqm1/PLGee0X0r7NVmRrUuz+aqvuSgEZq1hqEcX79nK1YicpnnL58S4QNXzMg2646QTwzrPajhDUNmhlBV8o+w5uiSta4qx9DinVGjWqsGoHLu17vtQwznP06fPilOh/X7OnTLHrPXkmoZKKdJ1ajgFZQUyphLoy9LSkZNKoYHgrBYVc1WSVrgr2WS81ZRrTZHX6ySixPxGDL7x2NI2MEtYIk4QrMxLbVhLgbFwGpdsiwh9u+F8d45zbjGOa1tT6XszhQChtuIUJyEsCOeHHSJLRq+sroKOxeK3V3r+fod1G1IYmcdbUpzJcSKnGdOeYTfPMNZjm17Xk1MAlPEdvj/D+A7j2pM0KyAW6zrIGWNdiTZrEe3kXhYWlpl8/y/fqaF1PBa+5NqrnTJK+p+VtCRlzYakpG+y3i3tS9Y6pkn5yY1kUohKqdcYYjZkyXivNXXfODJC16rR9Baa8midofUOb632eIoCfE4Cz3LXlWAh17JZxkjNhFlM3Yu0DwwLaz+mLqbiJ2jat7auaPxpKJzz5bqqffomh+gdmYMaPvzoE+7GX3N9+1L7q4JKKjX9GdJt6ZuWzqmR6Xr14LzVSR+mgWkaOe6v2d+9Ik5Hpv01hJGPP/gxH3/yCT/89Cf81f/wbzg/P+P995+x3XQlmkknhnP15NfS49tGs/YjVQMrIriSahBr8cYiMWJjQuaZ/eHAq5evub654W6/J4WZpmkRgabtcK5hDkCe1vTgG/XNhzac0zQu5zPPM+M4EELgbn+3RGsxxGUj0IikxRhL0ybAF9abt+uL93oj6/FDSU0VtF2sbRL6erEOYxR1Vuicl4g1h0AOsdSi1QjXuulC9pySsu+c1FIFqxudVIOhdThrXZGyajRFZDRtWhVjTCGbXniIf8/RNA2ffPRD7QXL6myowyEnBvpE0kt0Xo7DkTAHBEfO2ldaU+wVMkWSUte0eK/nUTHwJlssrpQj1DhXB1FrTFXBXp1FVUDRNqhpmrWtxLcgMNmpcNnmJSI2DMrEU+6d8805Tx49oW1azs/OF9mxe2uAk1Muab1v11qUjMnyDIgFa2kuP6Q5f4/0ZCJ9+KfkOBOGa3KcSPOePB+x3Tnu7IMSsfalXclQVU0Wgg+jW141ghpBbZaj+K2nKfeevpNDgMYJqRjO6pSnnAlS7nl0S1ByK83e+aZkD5sG5z2H48A4joikQkCTmFpDSBreda3OfWVc6ltL64TWZTqbaZ1GnJvOL+jzasrI9R6vJbVCwxmLiIYpCOpa0xYWIJxdrrkSgZxmCjS4UkNc+AYVD0Np+6UYzjc6Kr5uvJPhhBKxneQq8nJTlc2sRgQVmXli7HTTK3HzyaZ9ujFYa3F+bewW0Yl8M+lcL/hvWsb3615v3A6/wbhVr2YFvbB8x6kH8o3+9gMbz/VcTlOjJ4+T1XEaZb9p1N/+vLe+bTH8em2WN7F+wcncligh5/vzXd+6ggROj/fNa3N6dU69/FPIedn05DTiXcfDpcvqWrVU2sXik7P+s6bEATBqDJNJSytUymmNoE6ONufT86p/yfd+t5QVao2+uN+nwLBTJPU9VDUFJaskrstx1jae0/dX0fFaf11GPjms05/vT9O3Mu45nfX/uUTKVpH0xnqyCMY1JAGTJnIOxWD6QlDg1UDqgnljfZz8dHpuy/yfvvKtfNJDneq/+Finup53Xq57jeqWqBzeWHt1nerfTn3v6hCflo4WwQ1OPq8+TgKeZdndC/RLzPlbshxy7/l08b7bkNMT+oZrLe8CrBCR58DPfqej+m9v/DDn/PT3+YDv5/udxvfz/Ycdv/d8w/dz/o7j+zX+hx2/cb7fyXB+P74f34/vx/fj+/Hf+vju0ft/P74f34/vx/fj+/EvOL43nN+P78f34/vx/fh+vMP4ThlOEfknEXnyNb//X0Tk3/1LHNN/7UNE/g8R+d//pY/jv4YhIv+XiFy+43v+vYj8r9/WMf23OETkf/v/2Xv3WN+S7K7vs6pq79/vd865t2/39PSMZ8ZkzNNgwLxMAgoRRCSKIAijiGASkRBQwkMyECkoRERJFCElEZEQiQEDiXg6EkkUIgcESHGEAyR+gAMYjDGaGfd4enq6+3bfe885v8feu6pW/lir9t7n3n6N7+np9rir9evfub/Xrr2qaj2+6yUi/0REvuP9nstX4xCReyLyu2/pt36liPyV2/it2xxfdlTtB3Go6ncC3/l+z+PD8eF4u6Gqv+bx18TDYbW1qPlwfCXG7wZ+tap+ob0gIkmt8sWH4+nHPYzGf3z94lcTjT+wFqeInIvIXxWRfyAi/0hEfpO/9a0i8gMi8oMi8vX+2d8qIt/mf/9ZEfl2Efm7IvIjIvKvv2838RN0iMgfdNr9beBn+Wu/QES+R0T+oYj8ZRF51l//Jn/t74vIHxaRf/S+Tv4DMkTkfxeRvyci/1hE/gN/7UdF5HkR+bSI/FMR+fPAPwK+VkSuReSP+Oe/S0SeiOYTkf9MRL7fz8OfcqGLiPxNEflvROT7fN1+hb8efU2+39fod3wlafBBHCLy7cBPBf6aiDwSkb8gIn8H+Au+Lv+X0+q7ROSn+Hd+mu/9HxSRPyQi1+/rTXzwx38N/DTnCd8vIn9LRL4T+CGn8cwjROQ/EpH/wv/+6SLyfzrP/wER+WnrH3Ve8/89/vr7MT6wghP414Avquo3qurPBf66v35fVX8R8CeAt4IQPw38UuDXAt8uItv3erJfLUNEfjHwLcAvAH4N8E3+1p8H/mNV/fnADwL/ub/+Z4Dfoaq/AHjn1uk/ecZvU9VfDPwS4PeIyEcee/9nAH9cVb9BVV8EzoG/q6rfAHw3C33X49tU9Zv8POyAtVKYVPWXAr9v9d3fDjxS1W/C1vHfF5Gvu60b/Ik4VPV3Al8EfhXwR4Cfg1mfvxn474E/53v8O4D/zr/2R4E/qqo/D/jCk7/64Xhs/AHgM84Tfj/wi4Dfq6o/8x2+9x3AH1PVbwR+OfBye0NEfjnw7cCvV9XPvDfTfvfjgyw4fxD4V1yT/hWq+shf/9/8+e9hAvLNxv+sqlVV/xnwWeDr39upflWNXwH8ZVU9qOolBoGfA/dU9bv9M38O+JfcX3dHVf9ff/1/+spP9wM7fo+I/APge4CvxQTleryoqt+z+ncF/pL//ReBf/FNfvNXicj3isgPAv8y8A2r997sXPyrwL8jIn8f+F7gI28yj5/s4ztV9eh//zKWPfwXWNbglwH/i//94R7/8sf3qern3u4DInIH+KSq/mUAVT2p6sHf/tnAnwJ+nap+/r2d6rsbH1gfp6r+iIj8Iszq+UMi8l3+1uDPhbee/+PJqR8mq344vmJDRH4l8KuBX6aqBxH5m8DjqMf+HX7mxp511OSPA79EVX/M4a31b77ZuRDgW1X1b3y59/CTaLzTOnw4nn6saZy5abC9GzTwZf/cL8TQgvd9fGAtThH5BHBQ1b8I/GHM3H+34zeKSHAs/KcC//S9mONX6fi/gW8WkZ1rgb8O2/gPmu8M+C3Ad6vqQ+BKRP55f/1bvvLT/UCOZ4AHLjS/HvgX3sV3AtCiZ/8t4G8/9n5jMPdF5GL12bcbfwP4XSLSAYjIzxSR83fxvZ+s4/9h2cP/NvC3/O/vAf4N//vDPf7O4wq48xbvvQK8ICIfEZEN7m5Q1SvgCyLyzQAishGRVkT4IeZ2+69cKX3fxwfW4gR+HvCHRaQCE/C7gP/1XX7388D3AXeB36mqp/dmil99Q1V/QET+EvAPgFeB7/e3/l3MX3yGwd//nr/+24E/7ev03cAjPhx/HfidIvJPMKXte97h82DKyS8Vkf8Uo/tvWr+pqg9F5E9jwURfYlmXtxv/Awbb/oAHEr0GfPO7vYmfhONbgT8jIr8fo1Xb478P+Isi8gextf1wj7/NUNXXReTveBDQEROW7b1JRP5LjD+/BPzw6qu/BfiT/v4E/MbV917xQM+/JiK/TVW/9ytxL281vupK7onInwX+iqq+WyH74XiKISIXqnrtf/8B4GtU9fe+z9P6CTdE5FpVL97veXw4nhyuLB5VVUXkW4DfrKq//v2e14fj/RsfZIvzw/ETY/xaEflPsL30IvBb39/pfDg+HLc+fjHwbW61PwR+2/s8nw/H+zy+6izOD8eH48Px4fhwfDjey/FlWZzPP/+8fvrTn36PpvLuxpv1l3yz12HdQw5+PL30WiPgdVPsWq0Z843PtX6Yq/51n/nMZ+8/bQug3fkzeve5j7/pe96/lRSFECAGIcXWT86mk4s1lK7et9V6ZL7NBd+URHLzr1VfvXUrw9bKrtG7teCTwBP99lr/vlytga76nAGC31gXIQTr2B7WPSXfIkD6h37oHz81vZ+7d1c/9TUvzP1Ea60Ub/hdvKG3zUOs52yISBD6vieEQIyREAKlFHLOaK3kkq2JtPdHFe/xaTSo843PvQlb/9e32K7r/qalFNuT3tNW57643Njz0nqYrn5UWt/VdS/XGxda/Xv9W/7S53/si09Nb4DNdqdnF3ep2pqbK0sRJXnsqm1q6vvYe87C0jNWl3u60Zx73oSrV1c/u5yLm/vxyau3T/HEB9Y9KufWjo99OIgQU7L+w75/2pxVK7mUVSPX1kc1IMCj1x48Nc3v3XtGP/6xj1FqQWullOo8DtvrqPO5QqmZPE0+t6Ud9OMdL+XGPvP7XvPlVV/asGrInmIkBCGXTM6FEIVuk5AgdJtAiNKWmJwrwyFTijKOE6VU7ysrN/bn46P1GRUxfiIi1qy7OL2ntu+WexBvfj6O41vS+8sSnJ/+9Kf5/u9/NzEJ73K0e9X1TT/JGNsi1FrJUwaU6pJgFmgKtbbGw7aBu66j760hdtus8lYc6U2umXPm6uqKcZp49ZVXuLy8ZBgGDoeDbwhnqqporUhwgSHwG37Dv/nUPe/uPvdxvuU//BOrUy3zvW06SBGeu5u4e5Y43wY+cpEIItQa0AqvXQ48uJ4Ys3IYlFJhKlDVO63PzXt1aZos1jTWe60Tgm2idl/BmyBHgeSCrEtKDEqKkZQiKcJZr8QAXReI0b4fg1KrMI6BUuH1Q+YwVUqGKZvw33aRFIWPPiPc2QnbPnG+6RCBGNrhq4gzuOqk+YXf+HOemt6f+poX+D/+zH/LmJWpVI7DyOX+yJQzl1d7plyQbovEnm6zY3t+l+12x6e+9lOcn59z584FZ2c79vs99+/fZxgGHrxxn3EYSGUk1Qy1IDVTa2Ecj9RaiAF/BPremr930ZiqqikXjYHUWjkMg83p8orLq0umnDmejtSqSAzQmseHYM3kU2fMNySkNZWPcWncDta8HTtDtTUcd7qoBJDgjMqaXv/ub/2Dt9LT8eziLr/q1/9mTuOeaRqoNZPLAAhBgz1LQgizcKmq5JJNiS0ZLcVeL9OsUNRaZyXDmKbLoVQh6KzZ2R4ypaj4edaqaKnGnt415qStAAAgAElEQVRK0xRxtmVaogjEGIjRGjenzs5NyQWtCipIFfpNz3PPPUfXddy5c4fNZkspmSlnpmnk0dVDcs64xkjqOrpNj4jwV7/tLz01zT/+8Y/zP/7JP8bl5UMO+z37w5GHjy6ZcuH6MDDmzKOrN7g+XHJ19YBX73+BkjPZhWsIEZHge9FoE3xvdDGSYjQ+nQtVK2XK1KokCSSJ7LqeZy/u0Hcdzz17l+2m4/6DN3j94Ruc3d3ywtc9x/a84+OfPufimcQ4Vqax8uD+kX/6D1/n6vLES59/jcuHe/q+Z+O0CSHclJ2usYSgpL4SgrA76+j6xOk4cdgPDKeR+/cvmcYMmoBIih1dt0EEXvzRz78lvT+gPk47uKWYVnQ6DZyGgdNx4OGDR+RcGMaJUgvTNDH54uRa5xbiInB2tuP8fMfubMcLH/0Ifd9xttvSdeltBajOjEpnE2lWaGduwsJc5vbn/HgM23cYawFnf3ZReOY8sumEZ7aB817YdYE+JWIQ+i4iLlq6KByGSpDCVJTrUdGyWH/2056V5KajoEQXpsGZg960Me0pmIYWohKCZfCPpTJVmEpjWIqIsOkCuy4QgtAlISr0MTBlISZc8ApnG6GLwsUucbELpghoAZW5MXuguib5Vvbnj28Y8xSKKkWhVHXrsTCOI1MuBAWJhalMHIcjXddT8pHNZstHnn+ee/eepeRMzQVRJUoiSSEGdcVYnMyCxGSKUFAk4Nw9rJiyNvWAUirDaJr5o8trTuPIMEyMIyiRrjsHlEqx7zxmcYoI4hq3xEAIwWjnymZtVlxQW0gxBcvWeRGcX47y+e5orpSaqTVT6kQpEzmPdllxJk1FJM5nsimtohVZW5ymZaC1urBarJ6qgNg+lSYchUXxZVEiqBUtfuDrghCsYSVpMIuIWUYiZs0GQVQIRKOhKCrVFJJSIAunYaBopR83SAxu9WVKLbY/okv6IIQYCCnOVt3tEN1oVGvh8RLJwkLjxRITVGVWriQwKxeGoRT7TFayVFQNqRFVAkIKwr2LOzxzccGu3/DcxV36LnHnfEeXImUaOJ32bPqeqJFQI4kNkQ3D/ooHD/a88dqeV19+g8N+RAtstztSim69ruYvtvdDEFMcBVIXEIFcKvU0Mvo5qgopJectAdSsXInvzFU+EIJT5EnFzjRIg6KOxyPX1weuLq95+eVXGceJ/fHENGXGcWScJmpVprzeBMKduxfcvXvBvWfusN1uONtt6btEl6ILjSc34w3IdyUkmQ/soo37y+/xkJt/CsQonG8Duz5wvhG2ETZRSCGQUuB8mwhRyKWYEAyF06SErBxzpZGpCR9TNJrQXEC5IGpQCFCruC3vN77weGfIxmNKNTqNDfJyoXy+ASHQJdh2dv0YAlF0tkZThG1vMO2uD2z7aAynGqRZ/BxXlCCNMd6EIJ92KELjuXZtY3g5Z/KUCQiiSp1GJoUQAuN4ous6w8OrEoIdaBQCgSiRIAUJcdaETQmKi9B0OiLBGLrPxmx/pWhhGEemKXO933M4Do6yGLSUus4/N1K9jrb6Ooqvb1gLz7DAoKqmmddqjI5g9x+kIRPBLdU3PzNPTXM1walaTICWyQgSFfH9s9p9dmda58NnzJ5FsLrwXK+qqjFUrUBYznBVdYvTKe3CF9/HOFR/gy+48hCcJqYhMn+vCdYF9rNr5FqQEhjzhApMJRNznt0/RdXOFSY0ZUYNbjfdvt33k/e1+oyu7YB5Q7rQXfFBXZSKpuQ1wSxASoEogYuzM56/d4+zzYbn7tylS4ndpiPFwOX1lm3X0cdE0EDQSNCOSM80wNXDE5cPjzx8cMXpmEmxd/eIWfc27Jw0nhSiEGMwN1ay+ZVSyLWQsykyqkqMwQWnPewsvrMF9L4ITnWfTK3KOI7UWk0LmDI5Z07DSC6Fw/5AnjJX13v2+yOHw5HXXnvDoamRqVTyNJHz5Jp7BAR1YXB1HHnj0Z6LN644jZWz3YaPffQ5Li52XJzvuHv3nBACKaU38YM2K3JlZjbhMls6jver2W8z3H6LowmuZgm2eeaCQYrJLLRScegKcilEFYM+e1MSsluBXVcMrq3tnNt3zdpaGGYQSEHokzh8a480w4pC39lnUzDhN2RlyNV+s7jYdGgwRshVocDBa9xUdT+mb/boDLtUOAzV/zbY1H7LaBHF6JCi0MfVWj3lUG1+4Uou5m/KOTNOE4fDkWEckTggMRJTIm02oMo0HCnTyGuvvsL++pq+27A7OweFcRiopUIZoEygBa3u/8wDWgvJ17Cqw6FhxYuLwZHDMHJ9fc04ZYZxIpdKShuDlUKzIJ14Vecz1hi7rDZnE6KKIGICqdKEpytU7cPaFJOVgnXLw5SvdryaCGuGr/rc1V06pmXPJ9AZuawY+goKWgmGakpXtr1TxSFq/4wDVX7Py+MJ9Kl9QBoC4jMJQiUgYr63mWWEQBQxWNPdILmYZTmMI+LrplUNWXFcOcaIRCGmSIjx9hhLg7JLIbth0v5tFuWCrqFiikZzxde2BKZkadWb7LERUc0ijUHoYkefInfPznjumWfYdh13z3bEGOiTIUqbLrHtOlJKRImICsf9RAVef/WKL730gMuHR07HiWko0CdibFB8Q1VMYYnzjdZZ+dVsEzQFZZm3SKDrOnchGU8MMRi932G8b4KzZGNKl48uGceRy8s9+/2Bw2Hg9QeXjMPIGw8ecjoNs9AcxonL6wOlVE6TOYq1FrQWupTY7naEEKiSUN+sVWG76fnc519ht93wdf/cx3nu3h0+9ckX+PRP+Th933F+fmZQ0JMzffIlP+Xt4Cpqi3a7YIpdCvMnNoUviHl6BGGYbMNuEqQkxGoCEyrjpHOw0MV5YrMJbDeBUpTTGMhFmQpkfwyTBRGdJihVSNGEWJ8C57tocK3fXB+ELhpcvO2CaWhOi6tT5eoEpcAw+ec78/uMRRmKMtXlPVXTGPskbDqcqVRyVa4OhcOpMhXl5LBvkuZLMuvsrFPubsKtGZyqMObClAu5VKZcGKeJ0zBweXnJ8XhExRSz84tz7vXPQRWOw4lalDfu3ydPhfPzOzz//AvEaD4TEaHmgZpHtBbzxVFpXGnTJ/rO/MOEQFATcjEoU57I08D+cOT1B28wTZlpEkq1oKTzi3s0+LBqRYcCRQ2Gq7pYmk88giubzviquvDEv+copTQrWGb/6O0ORYJdN0Sfx9x5yuMVUII7D2YL1Dm26Epo1jrDtTcRIuf66BwHoaKzZd8QaW3WYzUhKVXdsNUbAtT8puLWoUDFXQoOxSDOhIUQTOiVUkGyuTOmiVIraRjsOyLLORK3krpETKaghe722LTFbkxM2YyU+VGq7Z+6UhAqaGnbVGZrHmyPVIdu1+4rJxJSAYRN6jnb9HzkmWf4xAsfpY+B85TcBWTIwflmw/l2S+gTnSSkBK4ejFxfjbz0o2/wmR/5Iqdj5vpytLlIBwTz6bsSHaIHJcbgikudjbOaa5uWyX+HrkSEzWZjCnouhrjESEzvrKjcyorMEXrvgFs2SGIaJ47HI+M4cf/+G5xOJx49uubq+sDxOPDg0TXTOPHw4SXDMDIMA+M4MU6ZaZooRcm5GCxYiwVciJCnCQmBIhV1wlY/PFfXe8Zp4sGDS7RWttsNF+c7drsNMSa6Ls1RkWsIY9ZG/T4fp6fgSvljr93KcMhn+X2dNdziFmRZ+MSKzu6fdDguBqFPgRp0fn8qJuByVbpkv5eSkosJzSAm9M42jfHafLogdNIsTvt9O2tKCmalovb92fU7GwJOU2fefQymlSbYJGM8w2T0jtEsZhVh07RJWejSTITmarqNUUrh4aNLsgeXHE4n9ocDx+ORw2HP8XiafU/9pveAKSGGgGBBDCVnpnHgsL+2QygRRMjjkTyN1JLdh6cIBmdtNolNH+lSYtz2xBjY9hZUVaaRPA2GwuRCKYqERAyBlDpS6mZLRrSYVV7a3mGG951aj/kplzdFasNP5vPceNvi+35vLE7zYepiaQdmYWe2ZbU9o29ybRecxhlZuOOy6Vhbnvp2gjP4/TeLawYq7doNlpyFaFOexX6PEqihIiG4hakzI2+wa0OrKjpHbUvwQKgmQMWQmrD6zq3SewXTLkpBMxsb2uHXvUHGZkk/GXl8w2R3+gmQgu3rvuvZbTb0MbDrDOGrJaNa56AiVRiHCSYoWSlB2V+fGI4T02jm7g24fh5L3MBqFnOA2Bwo5u+u+eX8vRQJ6gFe70JR+YpanMfjidPxxMMHj/jCSy+zv97zuc9+nsurax48vOTR5Z5cCqfRgn3GYaDWan7JLmEwbHD5Ef2A2cavVRlOJxQhIxRdNOtxGNgfrgkh8OjRFdtNzwuf/xKf+ewXeP75e3zjz/0Z3LlzxrP37rLbLTWHTWh6ePzMtNfMw0Etvd0glfWQ6AfXr4cYkHWYlFjgLCvb6rCWQ5m5VGqFLtlG6KKwSd1yTyveAgbXVnXLU007rrXSdcLZzqCm6Kkhsjoc1bXxccoUv96uhzHDOEFBmVyDzS6ogwhdZ3P66N3ExTaYwI1CLsrVYEwneaCTGQFNibF5Xp8yp7HafXW3Jzj3hwPf9/d+wKIEgzBNE8dh4HQ68fIXX+Z0OtFtNqSuI4ZI+uQn6VKH9L4P6hU1T4ynPS9fX7kLYnE7HI5H8jRxOh1A1f0/wm7Xsd109H3PnYszui5y986OTZcc1i0ehm9BMmfn53T9lvPzu5yf38ECbCq1Zobx0nfKwvSDM+51pG2M7tZwC66UilSDrB5njOo4qlmvt13eWqk1I6LEaOhJSrbOVSzQyWDVQpBAqAblzVKv+RVnx7RZMTT4dmUFWQCQ/aZ9XRfB6TRqm6kJT9FmkvsmcyvUfq+YW6iYYKdWRC3idOozsUb6GN2KSXSbhlLhkcEFKZlI9EAWh2aDkPrOMgFiIMSwXP9pqa1L1PHyKHOErGBpMjElgkfP6mOw7KynzMJyrdHK/GZQ4WyzNZj27l0++uyzbLrInV0PqgwnOw8Pz3acbzdcn068+vKrDDnzaDhymiYePLji0cMTEEixRyTM7itzAQVHoZY0OAW0VEu50co0WUSwhHCDfy0Bc4HttiO6tdlt3jfBqTNThkXDGYaRw+HI5dU1b7z+gKurPa+8ep9Hj65McF7tKVXJxT5vGolyttsCGyNa6tAbgsQFmSqlpaio+etCCASxsPvsEWsoHFI3a9OqcHV9IMbAxcU527X29dh4u637ZHbT7YxFi/LfF3uuprY2VGm5shi950AHh5ViDL6t9fELuI8L+s4sT/PtQeqEXe+RsGGt7bnVOnkshJivrPlFS3B/rz7J15oVLW6x7npxWNmE61QNhkzJgi+iQAo6C00T8IEpKBZ8KITb4SnknLl//3U7QDGSi/k3h2Fgv98zDAObWunc9ynInL8JGGIhQq6Z0+lIKYXD4Wguiatr9vsD4zhyPFo6U5/M4t7terabns2mY5oGUxI1s+k7s0otogXVZJZ4SnRdR9f1xJSM/ZfC2lpse0eapciiXc8Wp7+n2jT2Bn3JstWA5oCUdt5uh9zzMMVUZ8ZnAlqp7uvU+dn2/izUV0LxhrPNrR1da4c3PrpYm4guclFWAUizAbYox+vfaRZni1FTUfNXFrM4tVZq8NMmS5DPGsmqaoJrDv5pELrYvgoxrPJobo3cb2Ft3kxJC2763iDrWmg6ddb/V2ai+hpYrmYXE33Xsek7Nn1iu9kAitaMpbOZxYkqp+PAcRy4vN5znEYO+4Fpqo6whDlmYhmrKPXlBuf0xFotB9uUIP8sj58RNzAcHu/eT4uz1uJRrxOvv/6Q4/HE5z//El/60qtcXV7z6quvMQwjDx9dM44jQy4WdCGKBI/Mih2K0vUGSSmPmd80PLARJFBR8jgw5WJWS+wM+nBaTeNAmUbu18L+cOTR1RUpBZ65e8HP/Yafzic+/jybbc/ZduNRjjf3rT3fEFXzuE3YsP1eaA7GGwJK6IKSgrBLwjYafBoUj4i3+dUKWStFWoStB57QIs58C4kQRdhu7Fq1Wi5oo5sxhxnvmwkiUQlV6FIk1ABSiKGSooX45yJcDyYQBUi+24Zsvs7X95njZMLzojfibTu7ToyKSJ0LIDibQtVgpLsbsVQXKrc1TqcTP/wj/8wTs4Pn/wZyLuz3e0opxNiRkqK5UqZKDUrfRWII7DYbtBRSDNQyMk2VUyjAxDSe2B/2nE4Djy4fobWSPBp500f6zg7s2ZlFfl9d3mW37bk4O+P8bEeXNuzOzkipY7c9Y7Pd0fU9MUWH/ExwPpFKsLY2bzDl6H7O5ts3f+viu18xRGmBRHKr+xtwpXZCpPjmVYJbnDiiQROczTxUQMMKNllcE1qbsulw7FpIsJYCN55YSYN5rNirWV8zxGsAshb7TaOJwawhmaJeaoW6nBlxBatqtTxNoNSCVDFYNJgyGZKfyxhm/nOb6viNwhktmteDZpp/di1YmqBseHYzDxZrniZtjU/4e6jRKIVggjHYfcUQiMlSSDbbLSklttsNfW+I2PXVNfvTwP40cJoKpQh9vyWIWYNBWqERuRFVWx0U1OIoRbXgJ63adErzh7Pw6VYQIUQhJhPMEgwBeSdF5T0QnEbNUirjOHE8nnjllftcXl7xwz/8GT73uc9zPB559OhydqY3xEVCBKnEdiBiY7gGd1hqQHbBCbpe5Oaz0WIJu9Pki7fS3lBKnsiqDOPoVsCRFCLPPHPBCy88x52LM0SE87Ptm/o0Z5m53s2y/uM2t/kCCyt4gQUhBks/6YL5Bjv3LbrSbFYDmNbr3y/FHF8xhqXahsMerbhB3zXHukF4tSi55a5oo3GbmjPRoA6XGAMxJVmZtDJmuB5trVqSf1WDcqnK5VE5ZbhbhSRCioHzTSTOiNkqUrmZsAh9EKhCrpWh3B7Nx3Hix77wkvk5QqDvO3a7HarKZAmT1E1BS0tTqWitRDGNue86dLtBqIxDAAJBLMIiZ/PVH48Hrq6uqbVYoJcYTJ2iHdztpqfvEmUaOdttqM8pXeqJEbpuQ9/39JsNfb8hpTRbK+KL36Jp5/0zCzxZctuCzILUChqIBxNBDXipAfu++qPCeyM4sWAgETVOIG7gqqy59vxQ3BfbKiU1SwkP0PF9uBia7XtL9OyN47vaOqKPGXez1QkNrQriisTKFFvgYJkFdK1qwUXtt8VyMpuwXVucatqgnW/P3ZxhY5lF1a3RvFUG0rpcf45PWfMyV1K0Kc7u47EZrS3wtYrRFBv7bAyBFE2xDL4Hgwu+XpWSIl3fW2AcyuF4ZH84cRwrY1GQSIxexCa2CP11wYOGEFg8S611pmuZkUufm6NvjVetcz5tXuJn6J2V8VsRnOugoHEcyVPm4aMrXv7Sa+z3R1588SWurva8+urr7K/3jFOeq5MEx9JD2+BeDQTV9Z5etCMvgafqCdxN23FrijDHb4BrHopdxxjBGp4o5HHg4aNHTNPI5370C4zDwCc/8QIxLadvhgfaCX2bsV7L2xgG77iGJF6hJ1jloM6jX8XxojrvfVMSgPm7BrMx07Udlur+THFmYNVq7DDVakFYbR6N4ZoSwux7tCIHM4sgRRPoQeB8E0hBSB79W9WqBBkr8AT2KuRqx3GasjHvpg3KEgAkHrzRML3FirgdWrfzXj06U7Wb/YEXd54hxsTZ7ozNZsNms2UcTuZTOduBrjRqP+SpBvouoVrYbXvOdj1o4bTbWDL8Y4IzRqsc1CXz6XddR9+Z7zN1HTEZ7UNoCItZY1UzeRqZshUFqdWFz0K4xx7RSgaK+TtRs95bVKuiK+Yo846a3SK3OpSsheiLWL2IgNbmf/WklJW0u8EZtFl9OvumbR0rU84G9yoejcmcMrGII69B1Y73zFxhlsDieEc7X/4bGpnfB7F4hNCUiyU+opVWbEvRpI+pAct/gnhgI4iW1b5uftbboPZiga9zOZsgb/t/XX2p0ctnvtJnXL2yzbF8YGXLtEf1YjVoJYhV8gnLL9Kl5HENdt5iCARVJESveNX2dFO2qmcoLTNbgrdc0LPiUw2B8UjLFv8SXH7YPec5p/em9HlyPJXgXAtM22PK8XBkf73nR198ib/7A/+Yq6s9n//CKxz2R8bhxDSebKJiFmZKvQlPLKm95EweV0Tw9SklU0plmianQYtQs8OsweAUAboAGqFSmfJETEKShEgw5ycKatG4w7Hw8ssjKUWmceCfPXPBz/95P5Pzsw19n9h5lOMSE7Fore/1MDjBt5dCDJUuWqGA3Rb6CF2q87YuNaBBiC2FRRcNPUqLgLWgCUucFw8MMA0rtqg//57lUGajaWdaX+/P4uulKBqMIiIQSnCo2PJDQ4hMJdB3gb4PVPVAoapcHSaG0Rj9mKGIEnRyv6bVgg1BZou2RfpJc4bpzT14G6MqFliglX6zIcaO7dkZX/PJr2V7dkYXkwdcBY77PbVM3L1zTpdMQaCL1BK9elPlbNeTIgx3ttSa2XSC5tEQAJ96iyAOQYjJoO/tbmuPM6t81fcbkvtgQmy5noqqpbcMw9FSV1pY/Vy0IDrziYifAaNrctirA8TLMFZEKipzBqXv9SVn8Va1Quw0TXVEW76jqEW3ipj5W2GGZdeIjlavv+wzdMtGMX9VVQsqKpRl7mq/1YTjsua6EqqsBNwyxxmGbL7egEXSKg3hRDqQBNJyi1UtXa642yPg/MoEuycAUakUMawxuLtJFUKtrtzo7VFdmYOBbgpNnSHbnIunZ1RDn2barymyvNZ83/MFXHEAcytFEcvPPx4ZAxyP6r79rfk2BTabno0riGkqpAo1ONGCI1rBlPhm+DTja34NVnMVBK8q5MoI826W2QhoCEwpmVqn2Wp9TwXnTMZG/Fo5Hk9cX++5vLzm8tEVV/ujlQbzEkci0YW+SfybcEQ7m09CpLN10ejir81nSW+KtBYwZNpmoZSMSJghijlXC0VLQcSifmMMXF5alO9uu3GGtlhu7zjeDN79cQ9XCprVKG2jLtt4SZhfLLOm9rUDEZwH2ffaBtP58NS2+zwv6oYG6qXJmnAtpRLDY2W6hJuHa54TbAl0KdC54FS1XNFSoeRKALrYUjO8mLonuweFqGHWEPHgFfu35aVmj3C8PZLLvDdT6thst2x3Z+zOL9juzjxv2Kz0cRoIAT90HUvR9tVedvGzIAYmGKMsSfJmqZq1EqMnYYus1nRldc/rW1G1HOZaG/RWbtJi/oI/mtIxlypqFqRr3y6fxLXzG0F48w3dsuDUhX/MmEUQpLqAaQKP9jnxMnvt04ufcXateCWN4NCT6wGAB5JpowOPmVDt+swR6ip4YJAxa1PNg691tGsHo82SOjIzKEfQquUZNnrK2oaDGd3Eq2KxponO63F7NJ/NMpqlZnNtPMHP/XzMF/v85nNTMla09H3dalU0WtpHjB5THsliAWAlRkqerHwiSnSUqf3kfHnaJXVeLkVvHv0bbGAdrjnjCrRJy3KY3Mo23tICit5p3JrgHIaT+4he5qUvfIkf+7GXefHFLzBOhSIdqd9BvwNhzmUTBAkJsCi0okvSdmNg9vuWLC5ATJbvMxUjmqgSpFKrULJ7gZs1pGZ1llwYLwc7dCHOGkcUc8gnX+yr6z2nYeCzn/0xqMqzz97hZ/+sT7Pb9VZuTVpuU9twjQDzWt0yW8EOY4OMxQMJVCnFDpgEoesDXbBydq0Lh6qSJ3OQW66hbZYUrX5jLlYvVpVZcFZtGl2dD20rMD56GbSSKnnMBitu4izYzWqxCkVWm9bee2ZjEGMKgRTDbPFUhauLyDBkhmniNI7UUjmNVlUnBAtm6rvIpjPNMDljKo5YDJNyGB87PE9NcKFLPSkGnn32WT71tT+F3fkFL3zya+k3W1579RUePXiDUCdCHthtt9y7d9cVDguwqbXM61BKJucJLROBTB+VO+cb95G6ZeH7UEQJCYdtBRFP2qd61KZbmTVTisFLOWe3NEfryDJzu7A8xAormOXZgoSWtQCzdCXUObXCdNInLU5Zm2K3MpRcM6IRCI6y2N6JpSJeAaYxzVrdUtc6s3BfNkIKNJeNAlkt1aPWSvDqMdHhOXGEqkF0TfFXFIlC6DzAwm93bZ0Fj96f7a61PtEmVewM5WFCSyVtEiF6s4IYZrdI+4pVGbb7Eq/YE9VyWy0X+JaorVZCsvFUq+trlmbJFijUKriVUg0yry26dhGaFlhoSmxMzIU0jOcKNRoqFL3xw6YLnHWB03Di0cPXqbVwHU1ADuNEnUakDPQxsEmJMDZevuwTq62rSyrBTG4vNMGTZBK9+VoDCEIIpgTVpZGC4srDTT3qTcetCc6crTjBfn/g4cPLOfw+V6XbdhbFF8J8+ObWXBIsT8x+CFBakvAMAdSFOc4HV2xjzm2a0NXiNijGDh7VhIgqhNg7/BnNCQ/z9XK2hbm63vP6Gw8RlNPpRIyyzJeVkrp+XuuQtyU9V1bm6gWg1di01yy9w7W/FR0tuk9n6LRZpyCWszfTza3QVhVkFpw3IRDVFpjR7j0s85opg1ucBoFserM2ozTBF0iu/GiJJFGEQp5gEhwuqhhy1ULFW8Sw/TtjZaXHbI/blJtgwQspRfrNhrPzc3bn52x3Z6R+g2KVX6SMxGkgBiHniZIzLflPVz3c5rqpzqhCMMGowe7B0AQP3JFWRWcRTjOKMu91F6VaHFo0RtgKdjcNe16XeVMslvQ6D7kpqMEklvmV6vKd2Rxqv/Ee1E1d8qWbcmBMV2SxFRZf9vK8RA5DS2fBLSCBmykg/rEQxeFPj1otUD36tbX4kiAWmOgCVkWtYp82/3/jQY2Mbt20vYs0CeIWJ2hdKpPNyNFyYG/Yz00oV62ou59uc5PfrKi00HI+96vH8p2F1zVbbinWYDRrSnZ7naagBJmDGkWrZTaUiexIQfEgO7TOLouZNPMM2xxm6by8t+KR8ti3VuIV4e8AACAASURBVFuXBlA2i39dGrHlpJv12a741uPpBadrMIf9kePxyBtvXPLq/Qc8fHRlmoRC6guteDXiYQB+BxoTEuK8dbQWVEdbEBe2FhXlMIkkVC0wpipQRq8BqkzNf+mwSajVF7PSQqsE7+MWLSe0RVOtTfecrbD8/tBxeXlFKdPMwOoN2ORNiHuLJmcQ2HZCLtaxozE9FWXUQClwGA0CTAGmZN/pkmlVXi6WUpUxZ69PalVncjEI19JGyg34pgXlwEpwN6bVmKlArcH9nokQIj0tl2vZsLUURrdkLQglkKzqMrlkghj02ye71pgipVgt3qq2bJN1mXIwV+ZqSVNRi9C91aFstlsuzs649+xzfPSFjxFi4urqilwe8cWXXuJLX3yJXRLubCKqheF0pO8SzUk2jgPjNDB51R+rdpVXieYLwwLmVARpTEiaZVC9YMIJVGb/fs5Wxs/OivmPqrcqw62AObCqKVazVbt+uLXrnC6skANjVB5+5P+21mTvXMfzyxnCUoO4CcIQggU4SUBC8ejUJ+FZDV7aTaHgRdT9npsVh2AWpJXnn1MZ5oPaDHOdVQtIS6BPSGFmtPMO8TMibtpm7+KUp2ku7ya1rYOiNRC76MqPkKLn3jY8cj5jnnMoFnsQVJFY6cvjCvTTDJ33YoOSW41fU9jUAnNcyV0KoDvC18jm/niRhlaI5W1X2zcSLXKx+U6tGlZHnjr6lBi1cDxckb38YK3KMBwtfiBFUqyEUuZCFbPkVrjZhtL3g9O26YqLobXEiQQP/BFk9t82RqV1rTS8MxWfUnD69qyF09Fqypp/8Iqr6wNTziiCluKe8eBMdXVXMaEh0bod3PB1uOAMruUpAQlWAMF8HXY41J26xa3CZkXaIfJgercCxFsUSQhI6mgun5Z4jQilFE7jwPF0ZL/fgxa6TWfh5G9CVH3s71szOMXquCqW3940VBWryFNEOWUlerRtLu50ZymYDkKphTHnRYOOi12SS2GYsgvOJUjIIC2LEL1xl1KBgoTFL5BiJHXdXKFGVW3ttTUAd9+BW1ddNJ9yi6SOQemSMbMUPT2pmv8yF4FqVeRGd023YvSWb/r4CjzlUKXvN5ydX3DnzjPce/Y5Sq08+NJr7A8H7r/6Kq+8/DJ3zjbEZy+IMTCNA3mypG4E8jT6YzLG4BZpbUyq0VPaOjP7ipqvrkGHecqMw0gMkWnKgDHVUmT2SZWVxQmLq6OhDGtf6TqBfC1Eo+9txSDCptSbOwQvyB9vXXDaPMJj/14Qizl/eEaWXGzKYpmJmEumanFrzwWxqAvFJjgNzg1O37besy7Y6GaosSHcKbjV9NgcQyCEZNMaDCbHA7O8TZApjs7FLb/QrhNXHXDW5TpNWTE+VSdTGGJkLv5/G6MpZNrq+s6WpVpqkiMebZ80mPxGhobTKkbjJzH5djOHMKph5t0tliKI0HdekzlGchaG4cTpdHR4VJnGyYqhpEgM2dYfXYqnrHXOGze1rOOyt/07YiiD3XvzTTMXtGfeBu9eaMItRNVW71d4Op04Hk7m6KVaZKQfxpIHVCckdBC7pV5nsKg+iRbhajcaWh8YqgtHx1/Mag1W5pzqScizxhaWdAW3jiT2xNAZzt3b52K3RWIipo4Ye5urjkBFS6FMlWkaGYeRYRg5HgeDewS6zhzZLV3mcSxhrnn5NERdjS7Cx+5F9qfKcVSv6rNEtKmYT/FUoNOZVzq8abi/qJC9ua46ZywWUcMckl5Xm8a10Co6W+cGDthVe5FZM21Mt/phrIIxiLpE6E25UEud+1uKCJOY4Gw1cXO12N9CYNKOrKYYTFW9fqh14MwamhrkTEdvhsI/5WiJ67kU78AzcHV1zZgz9+/f5/p6z/X1tQnFURiHgaFLnE5HrzZih3GaJobTiZytc0/zofmyudYupOSW3syoKkg1a78JzmJh/DEmxnGYK82krptLoZVq/Wm1qnXjXKvb81hZWfMNrz/mlp5bHk3BF/F1m+cut0XuG3SfcyB18ae1/Wp7teWTYJumRbWC9c7USi6mHLaOLtVLZQpL8e82d/Vcv7rilEaHVRAJVoSjBU4tObP2+4LPtUGdDtWirZDhmmZyw1I1Yb+6kkuHUv3VKUOupKRMN2q0Pi2xuSEg9Ma/b3KuFQhH4xcL/ZiNl4ZqBLB1CXV2D005Wzu8nK07Uuw4u3OXtN0y5InQb+eyd3HIHPsTh9PEdX2d8fpg/K5Wj+dYerK2ObQ5t6Cs5vpYYOa2H+yzc0N0gzRWdNC53+iy7956PJ3g9NDlYRitG/3lFeMwEKiWMrFJVnl/vGaqFQk9hOQMISMh0AMhdRDiLBxJWwSrrEExiNaicSMakp+lJrwEQrTD4dRsmzduNnRpCyESuo3lrrngtAVXKCN1uETLxDgO5HHkdBSuUyTG4PVzvU3ApiOPI3k8GRuKcdEERWiIwm2hKttO+NmfTNx/NHF5gOtBebD3erIuTE6qTFnpY2PbBqN0sRVJ8EIBuaOUyvFkVZUa44BWDm+Vx+VBWkZOz+Zb5QWaj7IVT7DashkLRMqeZtF8BeM4WaPearCwbVCDFLs+utaakNCRNTLUyFjgqDCqRfbVmZ5r61fdl3V71qaic1u77jTw6OqKV159jeMw8NnPfobLyyuOlw8ZTkc6Modk4v7y8tENiy/niWkaKKUwDKcZSp0tS2emXdfTai7bYa9eDIDZ4pzGiWM40er3ppTIebIODj5asRGA1PWEuDrWN/w/65t1Gs6WqFUSqiwWJ9riBqq7CmQOaLk9mjMrA81/ftPXVmeLaIY1BUjiwra6xVLnMojiFTSq6wqW+2oJ9szVcspcwWeWrishQYuQdmvdqpCJp/KYwtMCtHADwgLB8gL5hpVShN2X0JovC1krLcRJPXF/8sLnOk5oLoTY0XXl9pgKS55yu9cbqX9wY5/Oln5TZKz641zSDrA93NALBYJQPNL4OAykAIdxYiiV0G949mOfIJdM7TfsTke6vqfb9Bynyvk+c3048Wj6YYZ6n2EYqcOEFXUJs2Cbn3XhU/Nazs9NAIpvnzArObVCi0kQcb+mtnoB78xTng6qnWWGkLpE33dcXJxx75m7xCCet2ntYXI1KEWL0MLoQT28X+bfuxEmDEuHd3gTot2sYbn+oLomRMtbayXGpGEk1Q+dP3R5rsUSgKcpczieAMwHp5WcJ6rDnqHN1ZnJGnK5jSFiHUG6aDmbaRUA1HLOFA+BUqvoaUiRwxuNIQANkineZ3JdMaQ6kyzzvxukuNxJYsllDSvIb83k26OhvrV6m7BcHWLVGaUQAcme8qCGHhT3jzRaNgvhCZbh5k8rP3jbo5TCOGWOxxOPrq4YTgOHw4HTyerOtpJizcrI3rXH9nWlVPv3OpEcvKgDgpXGWluaDVoy7j2DKEDVOpdIa4x+mkaqxkaIOTIUhJB0jsJ+d2MlWEUWus8Qit7afn7zsWLK2pIG1pV5Flq3Oa75Id7lpMF1jWfI/L5bh+7XbJGzdfWbMx+jxTroYqniBq4wp0kE3/OyQmjssbqtsMRNWIDR2opuAnnOGzDERg31Uq1osUeVagX4b8/gfIyHtldXvGWe2wLz31yvtiwNIfBnX7s1TYvXis3V2gWmFOg3W0Kt7C7uEroN/XbDZruhy0rdZOLmyNnFBTuvXS7DNP+g0LblylrX5Z8zRMvik12E69Kjs7rF2QTnGnXTd3F+nkpwWoRkYrfb8YlPfJxxHPnoC89zOp144/59vvDii1xdXvKZH/phrh5dcj2OHHIG6txXkukIJaExoa71Bu/kITe0zrqqPWnMbenBZ4xaS541CmCpLk4lOGMpw8mhxWIWbS1QTqCFOg1oyeQpMhwDWgqf/Rxs+o6PPXvG3fOeLgpdCoQU6XY7E8gpIbHVPrlNzVAZT1ZV5WwDQ7FAphvpgr7bK1gnEpT9yYq0sxFCHxinwuk0MeXC1eHENGXyXJLKDuYM26qaAMAgw9ZqbbfZ0kn09e6ttmpvCcaTW5XtMNaKFzZQDn7d1sdS1fvjoXQVYg4gGYIaNI8VsKCL9BpmCNf8ERbEVAn22RA8Reh26C0uzA7HE8chc7U/8urrD8g58/DhA6ZpYhOgT9FSRgJQK4fDNbVmSpkswlWrV6zy0H8M/tx2PUtFE0Ek0aJGbTE9IAOdFZeSC6dqEG30JrunodXqXHxflq9rLZGs6LyuGLONOQBvZpywME2Zn5dow7YvLE3BhMDtilFVK64fQjJ3QlXvs2vdXqyyVV6qW7kV2JqWqAXIM/s9WaypIMlrvwZSFw0hmwq5ZEotFC0OMXqSswfrxLBEg0Yxl2fvBRYa5FeqUkcrFFBOI2WY0GJt3SQEYuoMEekTpGjnc5qsqEE0hAwvHVdKIU9Wm1KzpWOpdaa39oH1FqFaGm3L7Bs3xU4IKc5nPsa4VKnyx+yfd+FTcqGGSpw8sMgzJGqd1T9yqQy5cBwL12PmfHPGvWdfIKSOs499iopwdn7G7vyMqVSujxOX19e8vh9J23O++NIX2V8fgJuAgPH8BSVbmy1t/6pbkNnTFO1+ldanswWJPnFK3sUWfzrBieH+KUXOz8/YbjecnW0ppbBJwni4pI/wch8ZgteiLO53aB3d50KCPnkPWW4EEpbOGg2bNoPRb37GGHSOjJppO3+xIn4dzaPDKg1WLFAnwCNvq87vj+PI1dWeU0qcp0qsPdtNIm470IT2vSdoayujSovaupWh3gAXC6BpZehEILi/QcGLcDfL0/ygASWnlqdmmydn892N3qg5l+qMqqygWkUxRSUGocOuVZs2L/JEyHgtlivbXijVatyWWhlzYWzvheD09SCu5q+dcyAXa6tz2NCDE+2woiBK9ntvtS9vcwgWpVrUAqqOJ6vyczweqbXQb5JVumoWBXht5PGGP9P708z7sTEjE47NWgyzlaVqPSldblK94o36gc85mIBxpmd+7KUzi7ly4ttoy4vQFFbC8+2IcQPBWVmGtzlWv7vW+Be4dnl25kA7Ze2kqyybxF5b6uvNCfjBKvTM/si1JS2Lv1684EnwuICIydMo64A7XazD0qxDi1K9EcG8qjmrMCsftfnsXIA2FEZrRXIxY8CVfsWsztujNwsN1lAnzAiazGiSzJYxPGYSuIIcUGoNRvNmrS9wgKNfSq5We3ZLIHZbUr8h9T3EyMWdC87vXDCVQneaiNsdd+89y50Hj9jcf33xWepy7bXy19akzfPxlJqGruW8oD8mOJfbeTL46u35ylNCtR6RJ8Jmu3WYaoPWynG/Z7fdMWwPbLvANkEiIzVbFG3qCDHR786JqSd29rAqP5NfwDZdqd6wuRpUqlXRPEHbbFosSMkLuzccU8qI5D2EQEnuZ8iTbcxsyd4N9lFY4M1c0WEipUpMFvF7Gjp61xB32xby3hLFF1I/ruU/zagKx6lymCx69jC6l0+gevRpK2wQvK2XAif1AhFDZijF/GSHgZwL1wfzcbb5LkxEvY/nYs6qAlKIooxyRPPAPo4k3dNvtijPggROx3H+TQRyrhyOE1OuXB8HhrwoRzEI274jhsBZ6tj0bmXN+bnSKAnYgZtqtvQTtdJwXWOkOkK+3XwUs2hdAZmyWRJa0ZJpsI6l/CTOz87oe2uX1Pk+0Vq8kkq7HxNU3aYn9b3XvrW+gjF0tGpWBiFWqk7OlOqs2Wu1RgctclndEmzRsI3uC6y2siJdsVsgOp2FZ9v8TWkKyI39MBfNnhlPNn//bQ6f48zgMMbeFL6bhchdGQHmVAJ1dUu8aIEyBw3FIESxAimihlv0KZCI1OR0CFYhSkJgs7GejF0HfT+zfgwdAKEYL6qKTJU6jmguUDOiHtQVrPC+RFOummWkpVjkbygmY2KgZ0vqEhRDYaQqUgAVS2dxppTzO3freLdDYXZFrR9IwNS5tl9cOZ0jvXGI1OF7l1pVLX0vuLXeDCIRc491my3ddkMJkeNUqPsT9bUHxK5HdheQej4Sz6jnvSmrAiVtufv8R/nYOPH6Gw+IKVltZ0fG5jTp6r7Kdm+6CMP1vp0Ng7rEdeB2m3ok9uwWWikKbzeeEqpd4J2+7+fJqyq73Rnb7ZZt37PpAn2CJBmpzv3DBomJtDmj22zZbLZ0fU+ZBobjpatAFjCUVQjVIB2DNIrlbuZs0bi12MacxvlwiYAUkGwE0egaasmgFbIi2QRlpUNFKKGnhojmSmWiq0rfTYgqwzhxSoG+T1QVD25vK7aiydMQ9LGhKKdcuT4ph8miT61GbEDFItFSK2c1F1lXBi9LVsbMacpMw8RwGMm5cDhaY+Xkhcjna6l6EE+drT5jsFa7dGJCMxw4EnJkc3ZB7M+REDmcJu+iYodtnArXexPQl4fB0l2cSH2XLBG6S3QRtn246VuTSIvQE2AqlSFnigon7Sgq4MFLhh4c3t5q+jJH8xUrMOXCaRgQzL/sUe2ImCDbbb1bSdeRUqKWTA3hJsPxwJ9u03sXiI6+3yES6dJmFpxWYLqQ83BTWy62LlaBJSGumLQ9HuOy41riPyyqxwJvLVSahWizPtq/ZW2Hra29RXNv1aVuc7QCJFXNyqra4LTqvr+176n93e7Tc/S87qhtweZTthzngCJaEKCPgjqkqKjRtbc85N3Zjq6LbPtgLfa0oq6oj2Om5GLuo6zIlNFxNLeDF+wPsqRhWEwFLjg9bqJOFBFLz/DIaFIydLklJ1cPsPFuJFqVrPldMfN3Nxx6n4VnXfx9M2q2XptlLz/xSwbmuaunyQJFJHrbwkjqN3SbDVUix1wZTiOHNx4hqSdcCKErhDvKtnaoBjKVEnvu3HuWqRQuXnzRA+GsslFLXVnXqV3ms/hs233dbAxyEzERXdwkC1Lw1ve7HrfTVqxdpe3odtCaBSdW4T64Bmgdjzti15tGsjmj327pNxtq15G8Us9ULdldc7H0BgT1XmNid24Cwx/Rc7Za2xjrOmFWThejfTabFjsJTNj3o1i+6XVVhhoJoUOkd2Fk92Yd2+v8kFBXC8W822Se3NMP1Zaq0ejMnHITvBJN1EpE6WJg23tRdLGiyJQExdu0lUpK1fMvyyyYspe5K9VyL3OpSzNhDxOvWjkOe6RO5D0co7K7c4+a7hBSzzBMRhMPniirnM1t35FSnDdmioE+dSQvwjCMefFOeBK5wty/7zSOHE4nply5GjxCN09oLeTxxHg88MQJehqa04oCRGIwuNqYcbPiFog4rLorgDHvGJPntpm/KHXmK9pst/SbHgmRmHqCBFLaEEL0BgYR8zcbkwgO8RWH2O2atilEzfKJqwPeYrmaAFq7wVeikBacMlt2zZWhYe4MsYboZFUNaZoywzDcqqIyK0w0Ra3dSDtbsmIrCzzUDGuRFczWFHkVVzANEk3BSkCGIKSdWe1ZTxQdZssoxMjZmXWlseYJmCUojW6V4P5TxSK9u2isJ0YPfItAagiKz726sHV0DBGqZjRG6lTQWNGiBF14qCpzYQcrmSU3GP5TDV2CY2oLhqyKBIs0FpYI4Vbi7kZgFs7TsUmacmACvoEsMUa22601r97t2Oy2hNRbbEKFaSxoydQwoV1kdyycnbyms8JUQWMidL1lQMy+fH1y7+l6XzdUpd2jrhCJttv8Xp4gjCy/Nytpbz1utR+nHVrD+w0O8I4dqYduQ4pHtrFa9Md2S+zPOLtzj357zm63Y7vZghYoA6VU3rg2a6XqkXE6oSSQzuFhXHBa7ptGnVvypmDaphUXtxY1274jooSpIrVymgrHsdKJcidaRZaX9sKjCSScIySaXamY37D564ZxQkXYVCUEXYSm3h5MC+apGUqlsDCyueB8GUGVrgx0TNzZbHnhmTukFNj0iRDgeg+HU2DqK13qnDGZxV1ypuTM/jhydRyZpsLxZNZo8wlZUnyEOnF6/UuU0xWaB3QaOX/2Y3ysnJM2OxeUrr1HFxjJgoqeubPx1wMxeK6jWzLjWBiGbC2UKEzjyOXDN6glW6eEFLna73n46CHH05HX7r9iVXlOR3IeOR2OXF9d3RpTafBP7CMhWRP1nM1v2CyWFlFsrcPc3yt2OFOy0pIxJrq+I6bI2dkZqUvsdls2201D30CErtsgIcy+UVS9lZKw2WyJKTKOo7VaK5k8DNSSOVEp2TTjsGImTRC2ggWOHTis5hYdZoFZ6osVx3DvNXNcZPj/iXu3JkmSI0vvs6u7R0RmVnVX49IYcnZXdv7/f6DwhRRZipAUCh/2YQYzGADddclbRLi7XfmgZh5R1dUABggsXZCo6qqozAhzc1PVo+cc7cOVxT6us4eX+cynx8e/iK7/F1+qVYtXiMmmqaud39DfA9JeoQuThKyk5MZIExKR00iKnTFkBqN404Liw90B5yxremFNr0I+q2LscLgb8d6hsrjWlFjJUbyCdU3N+1bMQYyuFKtISrFm0c8WqyjWXghHFWoSwk/JuZEXFVlntNEk5zHtdQZJnEoul32wHS31ayf9X3VJUCmtb543hj21QoygNCEGYhADj1IStV58Y1Vnhl+FsNpIe0aBUhrvB+4fHhiGgYe337CbRty0IylLzDCfAkllzvNA0pVyCNSHjNWVyUJJmmIHzDChvUdbI0G8IyLbVmnBtLDBsl9OfembTHFhVnP1Pb48O2pt1f+fuW4+yLpuNyURYyI2mK2gRW9pjOD/1jWSRR97ZNHGNlPhTFW5G3BwZXJxyYa1alMLerbalwecMWhdpS/Upo87LaCO0QVds9C8dcXpymDl31stfULdHEPElLxVG/Vihtwzki/1RD2XuSU5qNvM1avKhlqoWVh8MZ2oeSGZTM1Ns9oebmcU3soIsOSasXRttWbJlB6MWwVl27BvbWTuo212ejVX6T3USkkCiZer3qJqgaM7iMkZ1uQ6VWD0XDVoeUhDDJuEQrw9RScbwsrzpw/knPDeYY3ldD7x/PrCssy8PD8SwkJcV1KKLPPC+Xi8aTa+faarr6++tB3uHfaScVyIVthotLGbH6qw9wzOuS1wKtXt3DS6aEppdoRaqljnxakqN80h6FbFilNT1z50+U9pb7oUOXS3Ndn25RcknC/+W4LDl5XmZWFqu18hhNutd1vpTf7CBWq7PvL6en8BIl44BRc8eutBa4R7YZFnYPAG5wyDbyPfGhs+FwhJKhqr5d/ITWo5fMpbtdjBMqOhGknK0Qobxd1MprV3FWeDWumHveyX7dwuVeQmzWKvC/h7xVmvIQTgpzZzf+31RWDZ9sqG+1z92YWAA9fVfX9tY7K1/zbGYo1remPXrDXF3SumzBICCUtAk5SWM0VplgRzFMmft4YqJc525n1+59veuD6Da59o8uUeubxf1SvO1vOXpb5m4F4nbn9+FW8eONd1ZZ1nnp+e+PHHH3l+eeVphdcyklzG7Cx2usPdvUVbj9JWMnBtwY2kEDitgRgrz6eZZV3JMZJzxFDwDlTVGOVQWbKDmuVg0W2BxsFuLEZjLboWhhrRNePCjCknvNaMg8Zow84PFBRTzCyq4vee4WEvgbkd7CUpksqUbLfMvjSGqDIS3Tu8dqtjpaJIxYqQu/XKjNLksDA/fyAuJ8L73xOfP/DuV7/E1n9inCbePNzjvZce4kETYsUb2cAlC9P2JdAIPZXdZCnFcL8XGNyZnnAYBu/JKfA+PTM7QzpCLiv3o+Xd/Q437jaITwaStyDsxBru48cfOZ9PQttvPcPHpydiiizrTEpRDjoN67Lw4ccfSDFsfQZZZ/m353kWlnE7kDrJ4WYLrmTNVavKjJIsWu63vKQ0VySBLReBWEtBW8u02zNMI9Y5/DiCgiUkiIlpt2NwA9oarJcAusTQxqiJhs85z8PhTvaRFCLieVsCRil20wBFkJMUDafzmdPxLOT0NncTNVIxKJMxOQvho2Z00cIHaIxpISIVVFaoorE4ZJi13WwPOzqQ2wSWZVk4HV8vBIvbLft2fUZgUqqZLvPZmShJWtdRN4RWF9ByvwarsFozOc1oPftx5Ns3e6w1jIOYbkxqpCrNsmZeXgO1KnSpkAppqcRzJS6J09NCLRnvJS5ap/GDowBDccRcCLpSV0W2jmSdhM2WIcUgTl0Xw5FL1ZNCFKTCOdzgyChi64fWKkPelbkxc7wikqlctl+vkxJ1FUBrI7sJ41v+VHxsu7e4/ButZND0fnfHbtrh/Mhu2qG15nQ+c57PnOYzw6NH+R368A6sIvsd1d7xkkbMK9xNlmnvUNoRtSWhSFWet1wvA6Zzk9KVrZCpV1ppva3XhYNzPe6tQ75X0G7tCeg1Ce1PX7cJnFfZbU6JGALrKqLxeV5YsyJUQ9Ue7SraDTg/oIwD1fxf22T6giZkCKkSYiaESC2JmrNYtGmB/Y0RDV9BU5slldbNE7H31drAXlMzJid0AUvElCjVr5KhxNZqStVYWzGp4J1hHMTSLK2x1++UfKE2X+CkerXYV5ZcN7pK767pVssqRaaSwkyYj5yfPjJ/+IFxcMznE1BJuwmjZQ6mt82I2khfJgFZSXDoA3xta747Y9AKvLUyM9IYvPPkqHn1A8nJ0PGkFc5oBmdwzoqxRZucokCqfa3ItRCWE+fjEyFEwhqZl5kfPnwghMC8nIgpCPtRa5Zl5sMPfyTGwPZQtr+rFULIV6jDZ/Ss21zbwSz/ccl3r15SO0lGKjBFJRojbjtbtW4u4++aZ2+t4vVqjcV7L1B1juSyhSi0lr1rtCHV3OQ30v4wTfZFFe10pxPGKG2DqmWySi4FcwVZbdpc1Qk3PesWU/dcMlpXMVSozZtF9Z5Q/x5yyOZ0MXb4e6z7dhj/pLq8qmvUdaXZA2c/9OvWR5e+phaiz2iZRtsYs83EwBqxAK2Ks46UIoQ6SqUkgWhjKIQlUUvGaoNxqrUh+qxSCbbOGWwWU/NqRWIk9IiyWQNeIMZ+YCsJXilTjdmenT5NRyD30uwP1U/W429Z6mvyVa86ye2gQwAAIABJREFUO/v7y9duFTNqW3OtOgIm78m0pN47xzCMWOc3mVSIQbgLKbOuK2YC75OgTBiU9oRiOAdwTpOVExgcLQ5p9Vom16HmS9C8Po/7de3BLO9bX/2+94vr9lxe/v3Fy/bPXTerOEvTl72+vPL08SM//vieP/7xPac5sGZFMSPODVhd0G7CuOEKupWAU2olxsTpfGwY+0LNARnWm8hVRkoZVXFaNWigQJsKYtqUE9P1U0DJqRFJRAqTY8Xm0mRHYiS+1EoCYW0aBX6HHfdNpyWs3ZwCNVXW2XA6eYbocc7jcmHQGtVm7N3yUoBviYK47ojshnAkPH9gfXkinh4p4YX1+J7nH/6FeDhwtzMYfWDVnlItIWROc7hstCKH9G5y1GrZZ49WMI2dmJWkeU8l18CaFj69PPL06SNjnRkGCOXM+x9/S9WWD4+fOM8z3ahfHjc5aD9++MD5fCKlQopii3aa56ajDZSaMFr60CJQBoWhj4mS/X6Z+dl/3SDI2y75NixAXdHZS9MDy0PbWXoFZTTaGdzgMNZiGgFFm2uZiJP1KJn5fMIJZNJ+WNPzSZOGmjIpRIpOxJLJLWAJCUkILFQwTgYdWDdg3SDPTWl4bTcFKVkY5BRqUlStqFWg4dKIZeL7LBl5LRLYhcUr1XxYg5CTwsWk/rIzb3S1/ild97pVxJdAeX31/7ocjteJTsUqxeQc3mkOo2U/aJxV1LxQesuoJY7aViywd4PkIbVCTuSyourKaAvDmwGq6KhVWyvVbCCNkq6wNXozRVHOyutqIzgavRkItG8g34MeqEUG5LRBV1i1HN61kRhL+mny9jcuuMifrlin0sJpz5u+jAHbputc3e/LhNb2cfSFz1CqWGzO68rjy5ME5yjyP2MtxhrM9IBdPGZ6YD9WnPXo6NBBnp+XRaEKPL4snJ5OnM4rMWZylMKlZtFj5itZlFLCx5Czv1si9q0j693ffQ+cm+vc1SHSpXj1L4DFbxQ4G6STM8fjKx8/fuTD+4/8+P4jSyisZk8xHjtapsEKLKu9VJltY9FguZgi5/NpG8lUWuCszdcxS2KA8kqIKDj0Nq7qaoJBrc3OTw7wFBKURE0Fl8GQsVqmTLzkSgRWLMUIZGyHPSVHcpgpqZBXIXCs1jAPg5g8jCO1VOzgsNX1e3OzS6keOKuwa0si5QXCifjykfX5E+n8SA2vhKPi9YOmhAfCL7/BD4qqCrmOLGviPDf9a9sw2mim0UkvCDno7/cjzhmW5ciynAgpc1wTMc48vTzz/tMnvjnAsIdQZj68/x0hZf77b/+Zj09Pbb0F3olxpeTM8fVEWAO1qOZ1obb5q1qL6F9rkVq0DmnLENmC5+WWXvez+aI3cZvrWu91fbDULdYVcmmzB41GWYPzDus6ytHM63sS11ywas0sy5mc3eYuQ0MiVa2otm4pRZRSrRoVjd1lfqQI5o31VDTGeazzMtaqa59rQTXDDyGjGMgRmQzRIJvGoFXtsLsETkvWBZPkc8dVSHoy4eXiMHPzbOXKCuszqKyhCp89Upf4swVN+e+KrhmLZnSKcbDsJ8thbCYDeW3+JtIENU2+4pSWVk2upBTIOaHLjK5nrDPsphGFIoVESYXSnHHkRkBV4gftrEE7g3IXK8RaFKttN7kZMUBnbV/gXF3BNf9srRWl7S95XjPdtP42a41wDpp2uDRXNsVFr/mZ5d5nYfOz27AxzK0R/WstEEJiWWeeT4+S5McEpW6BU00rOh5we/juXWU3OXS0qGjRwfCyalSGp+PK8eXcAqesvfSERd2QU3N9atCstbYRGs1VoOymCJ/vItljn+/jjtCIoX/9s+fKTXucCja9mW0m6cZ0RqLC2gE/DAjfzYLWKCsUfRkrsxJTaFXi9TR75EDQTWKiEcs3IwQhXbsGZ6MSCGyc02XauVKgDdlMoDSxZflROebqSMpSlPRclfEo44TK7jxVK9Ho1bzJQb66jTvSpG5zsCiqVOhV5m1WBVkZzOh5ePsWbzRPywvh9MR5jeSPz0xLxhz+nf3Tkd3dW8bdPZ1jWJX0NUsplCCavBQjYT6jgN0k0PV8fmVZTqRcWWJmWVaeHj9wPr3gMZhqcYNh50SGEpaFMM985vfbbNJkg5pNvtHS1LZbMgJGK3KuMrNvGFGqDYcuSQg41K2YFdLElWvMDc/wjUZTLzqwzyRH2+uAptXTxohVWbNjq7WSq/jVGi1QttYaZ2yDwhUpBDEAN4bWyBV7tRhZzuc28k5aEc5YeZiV2vq7KWdSKSht8MOEyRmUpaIw2l72pixYW7PS/XRodLNNN4jS1CKtDqXL1pJI6VKZXMgxmq9v/r960bf31/5Dgjpq2yaXgxypzOlTSXrwrJvsxGqZ5+itEVRKdb9naUPYNlbMWBmLVZXFVk+tsK6ZrAs6V0zNOK3ZezljlqJIVbHETFqlWle+WYMWabHW2vY4HXhpcK6SweVVN4C3ySu06oRFIYVVI2ztojVFqa2v/hXk+m9a8Nq+ad3kGtCrsV5tftUIoO0n2pxWYVyXdsbKPaxkQpQEpJYiPfZO4GpnAcpTty9HwVKqFsbtmqgx8Px85PXTE6fjmRiTGE2k3o9Vrco0W7XrnNsCqVId/btAzNfXdaehV6B94pN8zPJn2203CpyXvoP3nt1uxzRNeO/JNRCCGBUM/oHD4Z5UFCFDVQbj96Ata1g4L68s5yM5zuSUxMpqq5IKRilGK16xu9ExOLM91FvU6gcClRxXchLZhuhXLMF82/plkXUN5KpZ9UBBo92Eth7t92g/oarDkqk5SM9JZazRV/Nn1ecPNXJw3opVq1Rl1PFiqF41qjqiOzD85//CPJ+J8xOPn37g+XXm5f0jxjp++8MLw7TjV//wn/n2l99zd9jz3bt3VAVzjMQYOR6PnM8nXl8e+f2//ws5RYyWjurpJH8n8ljVYMajMFmPe16mHfu7wi/9gVwyp9dXjk+Pl8+v1NbjU9WIh+om4G9sUsSZp4+lSzFhjefh4Q3GGJ6enkizeEuKwBpyvuoTbWt0k6XerkvQ7N6WF3hSbb0dxI/Ueax3Yh/mZChhKhkSxKCoznK4mxi8x2mL04YYI+fTCQUM0yS9oJggJUKMLMcT2hge3r7BDwNucGA0KSbm05mcS5OnFLQdONyP5FIYQtzWvsOAtfvlaoUqStoigoVfGIuqmcOb1GZtSiClrXctldzuk0CWfbLlzVacknLrsV36qX3UlHAXtPgEdBZqr0yR/akVwp7VhsEa9oNjNzhGW/CqMDjDfvIiIXJdeyvJtVYDbrqjlspsouxFV0lTxBvFYVBQNM9ZiyPXaWV+mtHO4g97gTZTxeT2XjASPkptRinNT1k3ZyMu9Y9Vwn6X9+1a/1TIhznIGpeqPjePv8mSX5ioPRHVSjWJlbkET1SXyNPnhNYiyKBSimIUKitiCYAiJjFyzyWSckBR8dpiGn+lokE5qtlTzYGi92S9JzEQikXFzOPLTJqP/O53f+DTv/0rH378wHI8t7OkxZnGMPdO+ALXgbNXitd9zw7d9j9Tqm7oyXWALEWh1EV686eu21WcLYAYfak4nTWkJEJyStNrtZE60jw3TeBqm8VZbCOYCnWDb7bhI8L2NqrNcdxwheYXe93/2N7UVht2ZL4gBKRIJdDnQMpNNdpspuEbq61lvMJ0lBtmGvnjWm5wTYu/WRVUhRhCm46g+ydSBeMMLluMc2jnqCkTQkKlyuvxxBoyu/tX/PSKAva7HZXK6XhkjYHXlxdOx1deXp54fn4S1rISBvEyzyxtKowUAoUYVkrJBBsxJuFCatWrMF47O69ydW+49CQ3GEWrjThQWyDUqlMtVKuu5OAuuW7TFXqye2l+tWzxZmlKW/Kr9P6rcM0VSaEhbZuTyWcJVPse13If3RCRknODD5uHbyunaxZLSV0uU1V0bYGqXv+s7sbaiQ/Sn9wMAq7f6zVxotQ2QFkels3vValmmt8Wt1UUJbdEIqU2X7VcaQtvefUecu34e6uy6vYw97WV16htr9ErOyXVplFGmN3q0kNUyFlk9JVpefs5mm3YlEwfMj0ACgRraPsgF2qUqkcXMRVxSlOUxtDkKF0eV8WXtuarxbrqx6rt3l0+v6q1D2VpZ4lUTqZB9Ddf8a+0OS6etJ8XA/0W9d9st2WriGU3XghH2+5kGxWpNUrJ+EBjR4wdBdnTFqUEealVhlmnsLKcZ+bzibiudPvJ7vEspE/huPSe5mXw9k9h1uvgqFTzCtb6J6/5nFT0p6+bBU6tRMM07XfknHh4uOftmzuGeaEcAzFXnHOgHQppBGltcMOENpbn12eOr6+s60KI4gxjKBhT8VrjjcNbxWHQGC2crDUKIUlMrwXCVUjTXisFxlON2MjFkIX40SZurNmxVrtBZrqxUJ0FlWbCy0e0qjglzEnRfk0c7g+8efsN1jmm/b6RQpz0jraNd5srl8Lz6SxTW1LAWoVzUgGGdSanwHA38ubXv6Z8+sSn4yspRx6fXqjqzJo0Hz8+s9uN/O7tPaVknp4/sq4LL0+PvL68kHMkhBkFTF5E/c54ds6Ldd4cZLhz6JMUAjlpKprp6USplRAKuUjvJzfzZBVbz6q0YKoN4zghE3WaOw6mzS+UHptCE5ZA1JrzeeV8XilVfi6w6Xa7vZroI/XPL+BfcfUem1KX6rlfgqpKj6UTrmKuKG2xLrObRsbme6q6nqQ7mDRySS2ZFFeo4IxG5UxNSfrYObLMZ5TSuMGTYsSOI24YhBDRqpjmYdNIPPEqqVBbqigDz4u0NClt8kcjONXLwORaVWuhGbkPtZsOSOLShwDkUgkhXpiYN7zUZS4YG8uzIKYQ+QJtSjBv2VNp82CNQWMwyrIbRrzT6KIoMck6q8BoD9xNYsSRssD/1lphL4fKcnyl1oK3Ge01VQ+UeEeJivgaiWvh5Q+vnF5XijLcGYP3Aw/3byhaM6dnQbeqJ1VHSpn5vEpCGTI1SRjRVvqtW4BsyUGJmbgIqkWV++e9wxnLME7sDncopfh/+W+3We8vAoNqwf5a43v9dz2Qfu2+i3Qob8WCKBsMhl3rgbYX2gOYPfbwC/bf/iPu8A3jw1vc4YDdeeygqTFyfv7I8vqBj3/4V97/7p8Jz5+gZrQyWCvV5eA9xmhxeXLCjeif6Ut7vS+D4XVw/RobF7hCmX7+ukHgbFlqy1CstQzDwDAMjIOn5IJ3olVT+ir7KGJ6YKxFGSvZRq84s7D+lBFDAmcUgwVnFd7KIqTSNX7CAjS6UpS+3CiQ3o22lJJJrSrIRVFQpGpItL5980eVfkgV9m2YhUouCJxUuk1KME4jxjqsd63Pda0T4maRs9TKsgbSKsHTOYUvGnH+WQRetQa/2+FOJ7Fky5VljZSaMeZFHIHOA2ucKSXx+Pgj6zLz/PTI6/OzyHt6NZQtzmjsZLC2+UbmbjUojLacCtFkkQqtscFSAimVjpKXq+q/7RGBa+02TQcgm9Iqy7JljDmL2bVYzYnesPe6L05OV9Xp3yEb71n1l4ET2pnetZwpo5SMbasoylDbc3D59PWL7wtNd1yF8V1AmJUtYuWUBPKN4WIWbmT4u1SILfihWhDvVU37qR2qasxPqWYQQX/7t7mIhWWLT+2SvmIn5W7jvWqv+KW3euug2ZbpUtFcQ209CbsqcYp8EJnKUZGxYlUSd2cdVkvyQK4UMrkKq9M1V6uaM5mKUQZnLIUo/te1MNiK09JCqtoRa2FdMmlJhNNCOK7YcWQYHaM17IaRojRen7HtNKlVTCtqKmKp15KPbeIIWw5zQQQ6wnAFqRgtPfNhHDnsD5tK4DaLfXX9zO382n2+PAsdmbi8tr9ewKZmdgOofhgYB3ZE+z1+d4+b7rB+wHhhpGstFWtcz4T5xHJ6ZT6+UMPSkL/OmDVYZ3EN1exnydee1+tg+WUAvRgnlKsepwTN/0EV5+dv1FqLHzzTbuJw/wB2wEVLDhm0JxeNMuJhqLTAoyBVojOGag3eOcAw6IRRhZ2rTE6OIZn7qFhTIRWEQUhpjkNSKYive2VNlVAAZSSjqe0DV3C5MOaWqtdFVj4oUkBGIxSPspLlWK3ZDSPOWnaHA8MklaYfhw026HBc15bd4jqfXvlv/9v/Qg4rJUX8ILMw5WCQ8UPhfCYtK2OFf/rNP7DGxO8fz8wh46xC1YjG4FWhGsWbw540ekbruNvfbQ8vIKPLqGg7kJRFG8X9ToTHRgtpZ3+4Y3+422DyElMzNxB4xijwg+fN/QGlFfMsfSPpe+9apuioVYTTMSacHxmm0sbT7UXPOO6JMYphtr6QAWSPuTYv0GCMAwX/9//1f95kzbtRONCE1J9npcL8Lixr4nQOJA9uEOKaDNyRZ8C5QZiWHV5qgU0jkGIthbwGCmFDKjQV78Sb0zuHd23CRhF40hgLulKLVH7SkZZ2gVFNBtGbEt30XCtqIwxtILRSoMtl4PMWtHoPSf5P7B3lndcK1jrG8bYVvryd3m5piTXiK5ljliO6Me+7y45WCofDKs2oLaM27LRjsjJAoMSFSKKkFZNX5nri2T5Kxdkg3tVlrPPMp5VP758pJbMbKtZACoG0RvKcWR8DOWTCa0Sthbv7kbfffYubduzu7ohVMZgXTJHg7Y3GVk00llgroUhFialt3jBsGuRmVRdLZE1LUw0IOjDtdgx+wDvxfL2lNhy2NKslLXWD5EsVydilv/91+PLiNiTyFrFwrE17bIWPgeoiT/z0Bn/4FdPb79l/82vs7gG/32NGh7FgVGINrzz+8K/MTz8ST0+oNMv84/0erS3ajjLNprf7Lrt1a6ldv7/r4HhdRX5ZgfbfX/dC/9x1c+cgaw3VO8Zpx/7+DcXM+LMiqQTaU6rCaAmcfQPVUjY2HNWSvYeaGXXB6srOVXZO7PfWINn+EiqxgG3m7ooqwv6eZSsIuRJre9CcbaSe1k8q3VM3k1ZxB4lrIZdKLQOVCV0ddmfwRjFNI+M4stsfGHe7NjJnkEVvAt2NLHqj63w68n/87//rRpQaBs9hv2uNfLnpe22ZtOHt/YHvf/MblhhZyw88n2fRbdaIrhanC1orhr30OvfTnhCFbCF95UpsVngF0Y0aq7gzYnQ+7Uastdy//Za7N98wzwsfPnxqwvhCThVjZPNNo+eXv3iLMYZPj2fOc2S3m7bA2SfpKGUwIUp/gz7XVQgzb94a+XvrcK4RAHxjqHrf+ht2k3vc4upEFD7LXlsFROv3NbbgGlrgzDDtC0bXnssABufHxuQUCHT7GUoM7EsppGUV5qG1GGfRFbxz6BY4nbUSSGpFITrBWis1thFViLRH1sm3g0T2dw+a3UOyv/9aK7XZVdZWuV2s1y7vcTsw5eNARRxu/HCz9d4uLcS3Stl6e7UWUhKSFqagTMMalLBUvXI4ZdiZFjiNZzIWpQpxTcQcyCFgYuAcFc9RAmdxwua3vmI8HI9nPvz4TMmZ0ctZEubEes6UJRE/zZAqgxLN550f+fW7b9DDhDncsebKoC2miqxLG42pmmANphaOpbYhFRVtxIdYm57ECOkxlohKkjwUrVDKMB323B3uMBhM/TugKlfnlPSKKyknKOqzwNlj0deg2s4HKCW3lkrZTDtUcWyWYGim6YHxzfcSON9+j50O6N0ONViMyRiVyeuRpx/+jfnpB+L5CZUWBufYTztQlmpG5CltRqRXwa9f23xa2AJm/yzX1WVPwvvrf45Y9HPX7b1q6d6qBswAugjdmDbvr7HMrBXbsbAszW1oIceVuMwsr49QC2YoVA0JTdJCV16TTExJgsYIBNhvbodp2AQYVApGaUYt8/JklDBkhHiSqM1coLYA2GawtGTJtAzHOYcfBkx78LjObuCzjXir5LAWkXp004IG0Mnh0ZyEkrEsSpNqoupKzJnTfGYNYYMv1gCnc6te2nsTy6rWfzTy/YwWR5s+6tCQ8dVgNAyDlwO+jUsSA/MJYy3v3r1jbEHRGs1uN3J//4DRGtTEPhSmaWTaTQ3qbEYOrJRSMdbgnBdT6Ic3TdMpAaebpssYJhnZ5L28F2Er2putN6oRmxCeRydwbAUZyOFWS6v+eoWkthmeufV5c5I9mAuo0nRjWmOsY9rtyDmzqoWS0kXW4hTO7uQzDiPGWnKVtkSmEEvZyFK50uzx5Gtwg8geum5HsaECXT9YGlS79bHawbehDrVD1PKhuxxC08XlFuv8TZPD/h7l/bT+a25jr5qeVDUdq2liewmYI15ZJqUZGzO1H5lGaxSyJk5rHIr1uKBQRKVEgWNXlPXMy8r5VTTHyRQ0lbAk4ppRoWBSxVTFfvAM1nK/P3B/d0dShlMIIk9JEXLE6sroRSaXy8AaNS+vlmVt/dkiJKDSE/yO2xol1nrGCNnPiCG9NpocEuu8bBD2bZa8S080qkOTXyK4PwPV/qmA0veW7L+ehRnQFu0m3O4BOx0ww4gZxH5SGQU5EMNMOL2wHp+IpxcshdFZBucEoVJGvlCCjNTyGTGz/bDtLLiGX/8c4edLePcvIQj9XQJnQVP0QHEPZOdI6kSsBY1k0MY6xnEi58zL4yfm84nz6zPr6ZnTyyOffv8vUhk+7BgGh0oHat0TMxzXdkDJoEMJwlrL3D3TwnaR1N+rjNcFZyp3FqxSDEqo62utLBSWWmQCSSmiHS0ZjWcwMBiZquKHgd3+wO5wwHjfZu3J+9jGTfGz7YK/+iq5ML++bNKBZSm8vuTm9yyb3TYWqtEK99s20qhZGfbnYQ2W83JqJhFmEwwbq7e+rVaa0Q0YLcxXtMaQcSrK892ExcbLlBXvHO+++45a4d13v5SZkc3g3BrFNDR4DU+ppvW9R5Zl5v37H1mWhZeXEzFG/DByONxxONzxj//4nxiGUfpsdesKbkQgrRR+8DL/svxlsMpfeinAKbb1Vo2tx3VvpP2/9x5tHcpY2e9VkbIiJjCxMq9ZjDaMTCHxDtCaYTdxd39HSZmXxxfCErb7OUwj99+8QWtNbJKY87ISYyCWzDlEgYqzBLX9/sB+d4+3jv10kMB5ZUF2sSprdI/OSqEflL1VcfUr1xCYuuotST9Za3O7zLBd1ShqkrVNubCGSEmFdRW3K9eswZyz7HYjo3G882+ZlMengssFayuuTfEQFMLwMO45aM36/MrLv/2BFBMv60rMmahEu10r5KwkaWj2cDkmcsxM2vLOTYzO8su7tzwcdnz/q1/zD9//hqfTzB/+7Y+8nGfW0yslzkz2wLuHgVRhf/CsMXE+HYmrTHmKIbZnS5y7jJNhCnrQ6EEGle/u32CdY/SSlJ5fjjz+4X2T3N3gUt3P9fIlBjRfhzn70/UlDPrZa7enol5cqWoBY1BqQOsRd/cd+3f/E+PDLxnu30rwHC3KKZbHV9anP/L647/x8vt/Jp4eGVVhf9jjrMM7T6mahG1bVSYJqS3R/RJ6vbzHnPNn/cvrqvKi+/ycMPQl4/Zr180D55Z1V4XMXDdo4zC2CNTjpBks7g5lqz5KTuQUyTGQ1hkoxGDRqpLGjOhfFblVtD1TbQlbG1YrrinkJDT0ktElyxigoja2rUYYELX0waiXhE6pNjm+VU8b5bl9dceXvtGEt7B1j2579fOrbc7STZfV5QW1jVZTtPmi2uAHhdZm20S5yLQaraQB36sqlAUSKcnrsxZMTkg4AiNpJRV4AZQqlBhIqOb20w5apTBdWL6Zsxd0UbC56Mg6qVbhdBF+RxNNd9zRuhlniONDZ/h3bah4EffAKQnPLZdeq4uESelundd71xeyTw8mSrdqonbj/9ImmlR0Y9SWRp6qiJbSDQPFFqwPm0tMqWCcZ2jm2HUNpFxAC4FIGMvlwqxtMIcxRqYMWdHLdVmQSEdEdrENn+7Mub6mKNgmdujtIejQctdRylDixmK+peH41VW5Oqy7i0sP4bonh31vGLx1eO1wZBwZrWTuJYA1FqUrox84OI9eIidlyDVBEn/Ybt8p99bKHsqgSsshihgqeKMZ2tDy3TQKo9NKH7rDfx2hslrhjDw9uWWt3slUltQt4jopiNZq1s39xojUTaR8FpQgMznnNt7rdmLOL8kyfW9/DUpQXILmT5PUev2qz/60F51KWTGTsQN2mDB+bJWmbqhZpaZAmk/k+UReZ2pYUbW2CUubC0aTMArfoVKaUUN/fz1wXj7j1z7rl2vQf/8lu/Z/KFRbK4SYOS2R05I4rZVQDQ9v33F4KDI9YpwoVRFzJRVx46kkYjiznF+YTy+cjkdolmB+8GR7Txm8wL/eoQCvAprCXhf2OlNSJJ1OwppbZkpOjFozNFcObR1VKc4SYjnGzDElQsmckzTp/eAZrGJ/2PNwf8cwjBzu7nBtirloTrsX4lWN2fvkN760MRzevmE5nwkhyOw+M2w/Erq2kw1mVEo1foUYjvdpBt3RJIRVCAmpYJqcJ6YVqjz8WrERSyTQSZ/DNKNktWlxmzfn1gtT299rJRZkEuzEGcq5ljmWQgoruRScCxwOGu8DlBfiGnj8ZPB+5HB4wzDIRJFhnLBWqg1jDM6Kw1E/VG623krhrWnVeoPOrJCPaqvSuhTGeosfRVQfc2rwrUBJuSqsTaQMxkk7wBeFx+D9jt3bd1AVWd8R1igThULA391x/+2v5VB+eaaGQA2VpAKhZtbQ9JTNb1U4QzKGSWRWWnqwuUuHGmmjJLp2U21VZ0v22oFee4nf9xCXwNkhsb/LJoc26FkqvZKknDZK43eTsGVHh2njwCbrZOLJNDDZARsiJjR2d8oYq3k43DMMnv/5u2/5/u0bnn/4kSlnlvPM9P6RZV5ZYmWNIpNybpB7L4o6SozUFBit4+24YxwGfvP9L7i/v8ftdhznyBozzjpGn7nfjWgKd4Nl0pViNH6yTNnw7TcHqqo8PZ8JSUJ175jYtpfHcWR/OGCtY/AepTXLeSaGyNrOtFtBtaolW/0r9wpxWfxkAAAgAElEQVTrKoD+R/SMF33thj039D+jsNjhDjvdM969Y3z4Dnd4QA1WxjbWiM6Z/PQjx9/9d5b3v0OdnlDLEVSkUok5EZJY4Rnr23OpUNgLGbN9Mum3XoqYHgB7P/NannJJBDXXicE10/ZPXf/hwHm9lpfv3f+wadxiJqRCyKKbHKYJpRTT7sAwTqwhERp5pad3JSepNmOQiQ+1sK6RgmZIFZ/bgW0kcBoSloLTFU8ml0gJ0jOq85kaI6plb0YbyJWKJqJJVTHnwilncs1ikK0qo5Hs0Ld+mx+8uLc4j+6TyPsmu/rMdILFT9blb7u01vhpJMaAikEqwWvLs86KpNkA9H6WAqVr0x5fDj4ht+QmbTBic5UC5/nULNVEsyrBUXj+ffKEabZv8r1btd+NlXX/u7YplfhXKqVwTiQ71lpcc0cx+uJVO3iFMQVVV0quLPMLOS9M44gaPMYMDF6Qiv1ukh5Xg5tzSsQb8yZMd6zRlyknqGbkoMT1SGm9VQZKXSCgmBImJoyxRGluknK9MG4Rhqsb94DCBwU2kpRFVYMZdvjpTmC8ZUUXQJutf5p6hQ2IWXtvjciXqlKVlh44swTMUhLQ+079nrZN2o0rutn31aHZ7fVU6Y0jqaz/HuBK7Q5g3QZOK3xjTztvsU4kUrYlws5ZvLWYUtC1kHIiJZHeDE6qwzcPb3j33XeYnHl5+4C3ViQlRWFqRufc+sMOozWTk4HrNa7UZBis5WEcGYeBu8Oew/2BZB0hZVKWxNRZ+ffZOwZrsBowyDD0IkS5/W5kngOdsN0hRtOY4s44Bj+0fr6cLzlF1lmC59Y3vMXVKrTuf9yT7f7sbmB9f9b/Ili+FxHXyZUkaMZ4rJuwfsKOO4wfhCVtQFPQJVGWE+HlE+n0DGFBpQC6UJXIj8SO06BN63erCwLSvzrLt1ZxG/taxXkdJP+UROX/B3JQ3SzBUsqbPGQcByFTKE0IMioshkDJEe89ion93RvCumL8RNWeSmWYdljr2N/ds9tNMmanLlAyan5GpcASF0KYoVRUEoi2xojKhVUlEgjW7mUaS3EDxRhimxyvq8Jl2SS1VFJqzNraRPvThB8G7CAjtVSDQPve+OLj3/RyfuBX3/9XfuS3Ivfo8HL/YVufSogfkulVgZtouL0WrWHRMni6TwBo4NgW3MQpSXo9m65T0bgv1/6V8t4kKOsGbeuLHEf30UtyODgPxlScrXgnhuXWNRP3BgkabTHatmHPCWs006DYTZbDYeT+4dBGQkkVXHIgp7q911utu1LSP5V73Hq9Sihmua19bqSEXDKpypqqZlsW1oAzJ6ZpIseEtZZ5nnHOMi8Tr8eRN3NhHN9ijCUlITxoo7DOUPGczuLR/PJy4jyfeX555vn5k/jTNsgupDaPMGuWJeP9wP3dW4F4S4CSEXPwZh+mOguxbnC5ojeQGyGoBaza2hCVruy8XH0c1a0vVcFqIyN5jWUcRrRSDM61EVZi8K1axW+tYjd6DuOI8RqTDCFUOAn98PR6JCwrx4c3LG8jxnl+8Ztfk+aV+/GecF55eT5zfJ2bj7AY749OYzSQAioHBud5uLvHOoceHEstPL8eeXp+QlnLbn/PsKtUpViWM27n8Qg71hqN0ZXd6Fij53R2DF7Yzappv/f7PeM44McBZywVWM5nMdhfFkgJq8AMA7c8XJS6JNO9z0kLlPKCL19Pq+S+dvWAefF6RetG5tYM04Fh/4ZhusONO7T3oAUXNyVgy4pZj+jzE5yfyeejaOgblFuUoWqDKa3qNJezZmuh9HdyFfCuA9/WVrmqOrd1+CIx6BXnn7tu3uNMzfotNfhTKc04ihbpvBSWFjhTXCgly+xMo9jfvyHlynB4g7v7llor1g8orRmsYjAKnVbsfKSmQHx9JC8z8/GF5fiK04bJygOnWyW25kTMmWIsacxgLWbffCObvZapPdOSoNEp8AWFMpZxt2MYRlSXBii99cDY2uL9vza06yaX8yPf/8M/sZxOnI+vlCx2VJeHqH5GoKlI0BRkR6ylSssac4da1WUD0cyMvXNto4m5gmnm2EoL268HzssDVbegqpToEoVEopokRX6vNQwDGAveFrwFY8AP/SFQTYPosNrLe84JbRTTqNjvLHd3I9+8vQMgJ0EilhBIMQmrtEGpt7i0VvhhQGtBF2q9mGzUkoR93RMXDSqpxq9povwGW03TJN67zQzEGsPrcWKcRpZFcTic8H5k8LumT9PYKmbXx1Mi58jT84l5fuXp6Ymnp8eW/Yt59dxGLS1zQj+dGccdKdIMrxNKdfZ1RinEUUuBVgXdqk29BU4lveSrIrR+0eOpDf4qzYD91peqcrgZ1RjstqEV7QBe15kYg5iV6IqpsJsGDvsJmwwmW+ZzIa6GnDKnlyOgOP3iO5YQcd7zq3/4DTVm4uFEniMf3z/y+OFZ0KtmnOKsyFF0DugcGcaR+zdvUcZw1JaFyofXV/796ZnDwwP/6b/+Eucc1mhx8tKJrMTAAqMxVPajJ+bMcXQMXoKj8CUsh92O3X6PtgZjLTFF5tNJPJxjhtwg6/F2EqCWF7XgcyEIXU6Uz197/Wz9fCXWA1EvKuSssNYwTndM+7cMu3vctAPnxRFfVUxacXnFrK+o0yOcnijnIzmsZCus9Wos2Iotop6oRV9Y9+oCx/6parFLTnTrS38ZMP+U5vPnrr8icF6fUl9b7iomlyWLHRiaNURygfMcOS+JnBscW6Q3WYtURc57UEpssWpBk1ElY9YEVdx80usjJQaW52fyMhOWmbCsFOvxuoK+TBXIxlCMRlmH30nw06NDWdPCTO5ouGTgV7R77z3eudYL0HKYfJmd9CqP+tka3A5VURhrZWSV86RagfVyF7byr//4i3Nr3zxFlkSmM4AcqBVQiY0yjmxk8b1rf7ZBNe1B67AvDepppB+tLuQR8RKW15nmSOS9wlrR6A7NIcSaHsTlPWslGlCltLDtjGccRryXoNPXQvxYFc5LcLPWyZ65VeRUMqqu3+dKl+xUIYZVGbDbk5RtSHQn5LR3EkNkWRdsErJVNjJurNTCcTjy9PTMMCzsdgVn3eYDm1JgDWdSijw+fmKeXzkdXwnr3OBh1wKcJC4pRvJamzvXIGzMUSoyazobtiUzcAmoCJEOpRrKABsauC3lla5Nckp01ZetdqNLgehVJUvZZrPK4d7bBPLsKSolJZkis5zxGnYWBgfDYLjbT6QUeXkROcvpdObjxydGo7j3Mu9SeYdWhun+nlLbQPCGwlgjiYXKDpUiyjlWZHLPh+ORU8p8OJ54Os4EZRnfP+KcZZ1fyXHFeIXxIpHTRTUf3AbJaiEbVhDNbnMyEt1wvfh0t2lOnddpUFtCdrM179Dsl3IO1c/Bn79bSvFFYFL9f/Kl+wgA1Z51Gd4uiZG0PUr7OaYkTA7YHHA5YHIUtKT3GOs1bHz5OVtr7OptXGbnli04XstRPvvsV79eV6Bfq1Z/7rp5xSlSkETNKzmeSUXx9KJBO55fzpxOC0ZlnEpUxNS6tKHA+/t7UliwplBTpJ6fIa3U4zPl+MJ6PnP88J4YIq/HIzHE7UHfjROj21MQq7iiKniPGj1+9Ny/fcDYiwZzDSvz2pruLbUSz1rLOE7c392x2+8YB4/zjlhEN9pWlosODi59Tqn0blVxKiUM0mHcM+3uWIB1OTXKtPwQ3fqN/f3Uy9vZGuWlVZCXvwRVAiqx6SMv0bdSlSQK0veQzM5ZacpbrVtlqRh8k7ZsA5yFGUtj+op0xGGNuEENrhkftPfZ+63WFrxD/D8ffoVzE/cP3zJOD/hhbKe2wjghB/jJtEpZAuytFlwrzTCOrYclkH1qkzqkElVtIr2IxdcQmnFEav05IdjkJFWjMYbdNOGs5Tx7jHXM80oqlWEYefftO8Zx2oga67rw8vJCCAvvf/gd5/MrEIGAtY5pt5ceDwqrFa/HEy/PC8Z6Xp+OOO/47pffsDtM7HcTwzBJ8mKlohIavwRPar7kTRtqew2X9CwctskYvTVww0trzW7abbOeBPRTksS19+u1oCI5JtIys8TI44cfCNPA9989MB727MaBd3ffsi6RMP/AKcz88ffveX58aTKSbxid5830wHDn+eb+Hd8lRY5BCDglUwlQ2xzTlFhz4eOaOK+B/+e3/86Pz8+cU+WcKvbjkX/9eMQaw2AKRlXevtnz7Td32MEwTlrc0LA4bRmcZRydJGdODDy8k1FzSwjM60LOkhSUWvBIL9dUhf0LBiv/5VeHaC9fpgX02toenw3d/rJv+bXCqfXCdW32jq0t4KxmHAamccfoBrz2FKPJWmFqxaUZv74yhSP7cCTEMypGakpkYykKnGpkJi0KCqXYsrze+5WkM332a3+mftoH/Tx4fgnf/iX9TfhrAuef+Z6SKdJ6KEWGm8ZEVZUQAiEGrMqgIlCIsfmqtn9LTtQU5CucIazk84l8PpLOZ9bzSdhmy0KMqdGatYyzaTe1GC0CdmdR3qKdbZT9ziRRVwfE5fdGy2xFax3ee5HOdC/aBoPWHnw6rLVhXH1TbSfM3371no5zuGEgxuUChfz0pfKZ65+6RZfKuL9v2XvSO9xecvWAyFl6FZC5kgmoPj2mCvTTK1Mu7F6pPBs0dHUoC7TZiDZG3IFcY9B6t8O1w2WbrVeaMxNXxIauQbtZxXmx2dtmcba16DB3t0mr5fOB17WZj6v2IOcsEpCSszhaaYHwYgzM85lSMud5otaMtTIEe1kWzudX1nXlPJ9Y5jPaZEwz7yg5icwIK2vZoOOcImGV1kcIARcs2TtKEY9grUzLFxXiLFRQtUmP2m0vPdumXrbxVQZetwTzdsst36rtC90dkoR3cJ0MdbZ2VaLzrFpMB1JSoArWaSwwVItGMXhHWBMKJd7KqbCmDCqz5ExVmUEJPEotKGehqI19nIsmK8VaKq9r4LSsPM0zj6eZUBRrllFiEZGRTBacgXH0pFhQpsioWSNPim571jbij732t273MLWA2acyid+O2hi4N1ty1SvOy68/ua5h+i//MXV73+2Ub7dK/eSVGySs2KpvqhjYUMUTXOeIzlGqz+uB5u279K3Qv9dPYFb4rNK8rjivSUFfBsQvWbb/0evmFefgLXd7z260OF1JsfD68krIENZFmLNpYQ5Hakmk9UTJEZ0iJkfW84nXx/eUEEivL9QYKEugtKB7PJ9kWkeWaSemWCqaWOGkkCznYY8bhMLe3WZSyaTQbMoqxFwpGKqu0A7i/cM94zjy7btv+e7dO4ZxYH/Yo42hLIEchQwiZ0u9MmWuyIGkt6Byi0uqKss333yHs47HD38kzGeB6NJ8MSS+IC1y+LffbJlV7+kqxWVcW9MnAiVdMjHVIzAyBzDXRM7Su1aoNqFFYNkYmwazQYLOapyTQ9o6qUyLEce2VMU2cKvulWG//4bB79ntHzjcfYP3Iw8P79oUhAGlLLVU1nmRANs8O7MWdvE6w/FGa92vAoQYmZeA1qZpjpvWsmTO88IaZCr9vCztsJdqaXBOWNxGbw+7apC2c8IOVSpzPn1imQ3L/HRhjVpLDJHj8UROkfn0QopB/IatHDZRL2hjGMY91mrybkBVTUqFZV3IaeXjj5WXZ8/5/p6wRKZpZHj3LcZ4pt0gsGhLard92/ayGOp/uQm5FBYdhbgpcChXn71rGoSo0VgnHrsWOXjXCqmem+l3RunCbud4+80Oh2JEkUKhZscyZ4wdMNaTa+QYZp7nM//6wyM5F+79nju/x4C0eGohpDOlJF6PZ47Hmdfzwr9/fOK8Bn738YnXeaEWQ63NBOJ1RSnwpmBVJabK4EZ2e8WwV8JMzxpVNN46djtBR6z1sjGaM9gyz5yPJ1Bg3NWAa/pTersqX+DUSxLboU+g9bBbL7uznK+AtUuAlAy951JXymdBv6p4VKkKpBXSjE2RIReihpiaHv30Qj1/xC6vTHnhVIJIjZu4u/b2UGsHucZ+Nk0SWGqf2nSx1et2gTnnz3qb8v5bgXRls/dzLNubs2r/3C20VjN4i7PdCk9kJXOo1LxSc6CEhXhuZJf5hZojOszouLKcjpzf/5EcAvH1SG0uIjVXQknMMQiDtN0k1XDwDEQFGGHc2f2INdJfExlGMzKuUjPlIpAkdNmG2JxNux27/Y79fofzHuebdqixUq9Bi8uuki/pHd0QqqV5v047lFIs8wlrB/kcqU3K6PCI7lv3egO079MCJ9B6FP3wa5nYReEgP3Uz9q5bJdJZdRWFUpWi6ja9wmphy+KbYb/psyfVJi/ojFS5b1KKOrdjnB7Y7b/h7u4XOD+w28sg62b+JGzSFD/b1KX9mrMYO9zyqnRmeMQ5sFrgtYJ83hgjyyKBc1mk32xNS1acvVTCW+CU+6DbXlSqCAscWFd5jXMW6ywpJebzIvZvYZXRespQlaaoTE4Rek9YS1JVRiXP17ySS+V8PmHWFasNg/doNLXILETvdozjsO3ZBphTKU1Pfekt9c2irg9YJX3m2151g96kIS+oidKNaavF6csoJb1iaOb0Agd6rxknh1eaCUV28PaNJ0yg7Yg2ntNy4vg8s66R949PLOvKN1NgnhLeavaDQ1FZ40oqkcfTmceXI8/HmX/58JE5RD6dFpaYUU3+UlFkREPsVMKoypvDHcscMcZTYquwivSRjdYyAktpqXSRwc85S38zhtAcvSQ5bFb3W2C7ZbLSE+wvwautKuskuCvU4fqFqr8jJX+/vbeWZEmi2WGLDCUKV6WP2CuIfjis1HVGpxVXElZmC16KgS6ta38mkG0f+iBDPb70ot3kdu2zKKV+Qgi67n9+vi7qq7//2nXTilMpsEY2iLcabxVOZer6Sl4iNZ6paSaeTyxPH6kpkM+v1BjxNaNLgXmG44rKGVtko+lBzLJLLRxKJtfKHAOxFMw4oIeB3d2et798g/OeYfJYq8BYqpG8TTkrQaWdC05ztZAVaw3vfvEL7h/ueffdtzy8eSN2WNbwORP7Klh+BtNe1uBWV60y2LWiUcbjxwP7+28I65kYZmqWgFK5QLQCL/apBr2SvDrAVZeZtANeXiF/1w585wzOCgxlXWOvIZmldUqqIAXWNNi2bW5njQQBa5h2HmsMu90e5xzjdGCa7jHa4vweYxz7/4+9d4+1Ldvzuj6/McZ8rLUf55yqugX3dtN9bUgAEVE0QiNEIJiYiBhjiKDxgTGhI8FXlPiHUUnwD+MDEaL9hzGYpokK+gdqUIMEoyCQpnm1aRta09Ddt7l1q+495+y915qPMcbPP35jzDnXPvvU49aqW11190jt2uvstdacY4455u/9+373z2jbC2MSaY2rE4zXc46RFDPjPDEMgxXilIe55jFSzsT44RjbP+x6x5SYUzTAaxFzq6Eg9ijHYbDcZjKvXWQNXVfh4r1jX3pOLy/21u+JMcnknIhxAnQppHL7nsb3eJS+DWhyTDmRou3XPFurUPZWMJdjQl0kBMd+39A0ZgBakZGimkjzgduXoGni5dUF87xnv98jtVDDmydd9eCDirMUg9X0hCwoLmdZ7rLmkKaI07WQpnEO43W0Uqzq6YbWcXm9o209T59dcnnRcbHv6FtPUCFkQDKaZmM0mRJZRg7jkWGMjFNinJVhUn7q9l1+cvpbeC/0ne1xLXUXN7dHbm8HpqykfYP0nhAgzJF0TMzHGYe1sVgo1uMkk0QYAMmZF8OAi567YWKIE3PMiyESpPYTJpwqPkZkGBFvRAfey1rZTkXPOd94SEZVeD3NRvyQcy6h45PI7evuImuKyiJ6KQsugY5HON7ixgNhGgyWch4gHrl7/h7z3bsMh1timok5LS6Ic5bjqYpyDdNakZzz3iKH82luc5teSCmdKMzaknI/nLsdS5XxuT3OD1q84B3alGS4FwbJ6PiSdDigw0t0umW+ueH4zjvkaSLf3sI845wBFeg0m+JUaJwV83RdT9v2Fr5wQsyZd+9uOMYJd7XDXe25eHLBG198k6YJlifNmeQCSVpwAWlMMIuYe2XKIVDzdE0IvP3FL/LGG89469kTnr35jKX1IaWy2bZK0yDp1ms/qzwBzMubpwlVh/M9XX/F9bMvcDy85OWLd8iTlmpJWTf4koysm8jiKXXTNGFlTA/hoWZi6LtA21oI8eKit886o84KvrCglGNSogp2740fr2kaLi8vCCFwcfmEtu15+vSLvPHGd9I0Oy4v38L7BudanDMy63meSSkyHAdSqi1NM4dh4Pburnhjd6SUOByOC6nyAmV2hqFQGuln5mhoNOrM8x5nCwEdjxPTNGPGhtsYDrIYLiEELi/3NE2wyIUPDIfBSLqnkcPxBlDa1gAVWq/QeII42pKblJiJGq1gJBb+zpBJCDnN5CQ0TU+z64gx0wRv8zscbS2nO27GO9I8cLG/YJpG3njrC4gPNN2Ort8t+XOLGm5CtdvQnFRPpK7SeXe5ZiUO0cAMvCfgaH018gpYg2G30XSepr2g7xqevXnF1b7j6tIUp8/QRDXkwDgR55lhHhkiDClyHCPjnDhOynFS/tbPfJWvvfMO4iG0IF5o+oB4YRwi4xBpdj0Xb75hArwTmjmSuGM6jjQusPOG8VzzfUmEoxrGtD8OOCfcTgNjmpg1rj3OzpV8X8RpJswzcjjiQiC0PUGhCSVyw6vC/ZMaiwdXc4XpVQQd2fxefNGlWNL+nbPBo0pS8nCH+g433BGmAVDmnMjzHXffeJfx9quMhxvmFElFcVIM+1qt70RKz3iRW41V1Fd+2K3ihNVzvl8MVPs5K37tfcV5Pyf6fuObUJwPHbA0RudcuBkj0zRzHCeOw8jd3R23N3fk4wvyeEO8u2M8HCFGmqh4dQQ8jQTUCbvGHmDnG0QcTWhpvVVkWlIt01/uEe1ori8ITyy82nS7gmFqc/Shh7DDyj1LyFUs1OWckVY7tzKJX15dcXl5Sdf3CxaqyAbSTWsjwiZ5voSN1rVZCm0+5lBVpmkmqSz4pL7pCE1P0/bEOKPJmt0fCqkse1mxxv2SnxJZe5akWnesoAeqmZg8TcyoFuvXs7SNhLCGTmrORAT6vqFperxraZprmqaha01xBr9HaFB1jOOMSCYn8ySNtHompmTeZbJe35QiwzQxjhMpRat0LdWuuWIMI+dyOMvqyRqiLEIwF+vVBEmh7ZJVYdaqv77v2fctFxc79vsLQjAUqtqsnVIRRskUgnfWA2jUY8VKjskKj4rVX0NfFcPXPm83VbOFbzVnhIRIJni76SZoPG1rXEBZIzHNzHHCNw2tYJXTtfndepaQuru3EpKSZ/uEBLhQrlHcKfiGlPYIKT3KTgvajpEa+JKeyJqtoyobetPN4Y6bm4GXh8jtMTFp5pASMSWOw8g0z8w5E6uxt++M7m7X4IKQZSTqRLvvuXx6Za0jY8sUE3dZkDHRuoarZl9aZ8w47S96aDzJwZBmyHCcR6aiOCMJL0oiWqhTFQ80ztNXVhTnLYeHs1ahcy+5nPx6ZejWcjr52+YQJQdoskVLnn8TqUBQdZYSShGXRlyc8HGEFBnHI3G8hZvn+NuX5HEoCQNAXKkLsN62RXGWeWRdsYzrs/FQO8lDYAgPKcSqbLfh3Q8zvkmPsxx8qcxUciyoJscjw+HAy5e3fPXrN3z9+Qu+8tNf4cWLF8y37zIfnuOmiD+MtAhfaHb0rmPnevrQsXOwL+DhvjJylJ8oyuAz3gtvXj8ld46LZ9dcPLsyIOFmB+JRvwMJ9JfX9JfXtjBqyq111uQcpwNpPNC0DU+ur+m6ji9+xxd59vSavvX0XSDOM8dp2HhVp6g7K4qKLr8raNU5Rs6Jm9tbokqp1lf6y6e40HBx9Rbed9zdfJ3hOJyEdKQwx9ielkVJAkwF7aaGbO3zAKvHaawpFiaxghbrC7SezQpuYN6KcUd2BB94680LLnZv0YQdl7sv0LYdV5fWUtI2HTn1zHPmxfP3iDHy4sVzhuG4bNiUsnmSagobzFgoduTi+aQspEIiVSmzzjFMgJvg8j6Q1SrBs1puMxWFZp/VEgFxhv7SBN568w2ePTWUq2fPri0sVJ6LA0fmofTqxYz3jl23o+9LwU42oubqSU/DbJ5L6ccMoaHvers3ThDNxHlgmgbK8iBA12a6FmOj6fcGUelmUh44Djfc3DUQHL27RDyoM2zeJR8ha2xuMcUWlJa6SGdb8pKzdARnEaCmEUIryIJbJIVGLdGUQqq2DbTB03gD7IhzhKxMUbkdjvyNn/kK737tBT/9zgveee/Gmui7jopLK84xxEgKjv5yz7PveJu2a+gve0LwfOMbL3Bff8n1syd81y/4bkLbMMeJlBLv/eQ7vNc0dK7hrf4JjQ/4tsGFkuPvjcD6MN2ScuJwvGOep5KwNMWvLuFF6FygxXHZdvjLa3C+pCw8mZIPFLbJzk90rMpj/Ztyz3uDxYCqStbVQjMtpUxZSNnhE/jpSBMc7fCc7vgN9HDH19/5KtNwQ/vVH8cd3qGLB1qFKGJgEOqMXm3TRy8iC9xkTAlKtf19r3El4OZBxXm/UCjGuMjH7e8PGt9EO8qa11sSyaoFH9Nc5hgjc0xMMTHNiXGamMaRcRiZjwMhZtqYDM3Gm8AXlUUvLewMVZiXTII4tfaTRvD7HtkFdleX7K+uUQlk6QoP6A51Dc3ukm5/VcJNxiDSuIRHcZKY81R4IHv6vjN82rZd8ntSWgrqZT+ETKFFIZ+s9Ye0Wj7MUluuwRRIvfHeNzRtb72CxxYRUyInKltrq8mrP6DGqnJytlWRpqw4l63NJ+miOBd0IGdMDm22fIxZhI6cjYgcGpQGJZCzJydhlkxmIsXI4XgkxsjNzUuOx8Ny/pwz0xzJqjgpAh0pRVws65zz+nCfaalPV6LgYS7cljXvp6VdonqApam9bRratqHvO3b9jr7v6doOxBhriGnF+S0FNr4AGoTSDC8VsmyNrhBvQroAACAASURBVG8+v/lZhESZV9biITuTr1aWSNMEuq4BF6w6ESWmmWmeiAWUvvbT2tGqMGQTUVky4EvBxv2CkvMu/OnPCqm7PnfLutR5q25yccZZepwn7saBm8OB57e3uNDgsnHI7kobShYxj6YJNF1L07c0XYdvPKFtcY0pxKbvDN0sOauq3vV0XUvvW/q+pfGB0Le44IkeYhA0JaZoocc5R+ZsjXLOSQHRKNXwWGGikSIEkAIS4JxVoKt+cmvN6aHvKxldN8bpZzbCbrkfG29zyZWWXKfkVLzOGRcndBqIx1vm4RYd7nDDAceML98T58wTL32Y25DqKn/Xeb7SnvKAp1nzmQ/J7tehDp01VKs5E8fjYoVQNXTOzNNocFe3dxwOB47jTCykPzE75uyIWYgqiHg0WNN9UkeMys105EW+I+bEUKoHvTMaqdDtLfZ/0dM+uybsWq6/4226yz3dk7fort9EXUNuLgBXfAHY7Tp2u86KVXYdDiUen5PngfGQGTXRdh27i0v6rjPPqG0Jpf8wlaqughOD6lpptlhiZZPV/VRfn2OIGHKQF/Nv6jlD2/LsrS9Zu0Kzo+0vmMeB492NMWIsuYmSrC9mq0XmSqK8CNu641V1zRNEyzWY0E5UpVrLwr13dF3LtfeIq4U/PaHtiDlzHAbefe9dO9c7P7OEWUzOm2epWTmOwwKd54Nx7cVk527bHu8bqsmtUNg+IKdKBZdP2BA+7lCFFJXgGna9FHzYoshxprBDuQchGJtO2/LWW2/S9z1Prq+42O9NsHZ7ALx4UojsLvbM8wj0CJd477i6vqBtK9yh4lNGvCHHtH2LUcBRwroFwDrlotSdkVg3YdknSzWiwO7ikouLa1QKjyGuPJcRnGd/cUXTdKX1xy+Gb85WZCRifc0i1lZRC4M2GYkzrbmBSSQCuRTYRId5nBoRMinbdSdVJs34nJmPExGY52wA+qpMKHdkblLiZUzcZjhkhytpII+RTOOh2XdcdsLuak+z6/FNMHL7lIiAhkBEGCar4m+80HijF3tyfUnrDNw9OI/rvaGRBSEHIc+Z4zgza2SWTHIWjvXeW4+qCqpiub6CEd22OzOAQoMizHEkxmRUev681kottro/lp7ke2HLBz0xqUbVKmUWpZatiyGjBpM6QxheEO7eRW5eMH39pxmHG+LNe8j4wvhYg5GMN32HR9hfXhK6vuT4LUqm1CL9ojQL2YIWRbtVlA85OdW7FDF87mUtNte/jc693/iIHqeS4rQUQVRGg5wS0ziSYmScRoZxYoqJZPj3ZDUmB/uxIAze4uDVmxong+Gb0szdZMq5KYqzyZlGhI5Aswu4y47d0yfsr68IV18gXL0NvkXbS1OaOYFmutbTdp6ua7i+vsChDDIyDwmNDalZG++btis9eB7nalHCWvBhHlyuDsHihCy3Udc1OqcX5Et1GSKL0vE+sL94Qs6JeRrJOXPkxry3xQI3xVlzdYv3UBPgUjEq7UKshysuAPe6XNRp6LmGcZFAypabDq2RVHtv+eVpjqR8i6oyzwURpfRW2VzMQ46lStaHhqbpUMzbtYfSE5oSpyoPgEExlmupc87pbIK8KmXnPKFEOcglD+K1wBbayZqmsR7JruPpk2t2ux373a5ELRrD0KVEOkrRT9e3peXA1rDfWeXtUuXnsnnXqhhA+5oekGK8ZbXiC8FS903hiW1Kj6sWUP6+6+l3OzKCy/b8DdNEzBOXRysgEnFoTra3CvdjLQ6p+UVXMHtV1/7gcw4ziEr/INbmlB2l5cQQjlSLnEFIcyaKkOZECpYzTtmo2yYxQMpBlSErU8ZACtTa71UMtcZ5q5/o8LR9h2saJDgy9TygzpEF5pgQ72h8KGmJQN93hIKr651DGgdNMTCCKcaJxKyRJFawhLPeZScCyWRKyiZDgxj8nrmfzuQjq7H5ibmdsj3P9qfcm41nd1+Rnirf0/DP1it0KeKTw80DbrpDhhvS4TlxuCWPB2Qa8K2RPGQRfGjw4ui6jqbvmCbZQPBtIyTVkPcnFbJ1ng+RVt8vHtqOVz3uM3qcMUaev/euLZiwJGnN47QcwN3dwOE4MYyzkU+rgA843+JCh296A8dX86ISDRFHEiU6JSY1ZnaAxqh2Lt5+i6s332L/5JI3vuvn0vQ97fWb0O/Q0JNUFqtHSGgerWjGObLzJJlJo/XiDccD8/GOlDKhsT7NroRpQwhFUETm2SrzctpgJ5Y7pkVzLqX7Zf8sSetzbnS1gpEKNp5y3UDWf9n2l1zh6HeX7C8ubK7JwNApM0kpk6Lh/y6VaGltHJ7n+ST8CfcN0vWanIMQBJHMHAeQyMsX32Aa7uiKBya1cEMgJ2vBWIpucFb0RcX+FSRDjHkxSBBDm4q5CuqK/FGKxko1a4WCO+eo54ESog4e1dMSdREKTVogeFeK4SZQy4m2bVtK4V3pnxX63b4Uvei6tgIxWeg5F4YVcQZQYMQmZX3Q4gGuzeDOCf1+x9XFJSEEdjvzWKZoYPRNt8P5UJCDGiOY14jOxnt5e3ND2844CXgfGIah7IO8NI9f7PeFlaY5gS8763rnzDSMOK9kbWhxuD5QpQMkpnkmjjONc2Qf8AjznIghMRcKwygwO+v1bPZ7+utIc5PwtxHftoTeIk/trqVtzYtz3oGD27tbW9fWsJRTVnBGPn1ze0szeObWcqrD4WDFPkmZ0gHnHL27IEiL+hYNLWSP7xqyk4LCmEAKnIFWeEyx3GzKVr0tGfGeIN62/D0M4XOuu8jDXaGL0qkACHqaK9y+tjBtjciVKcMSCTKDTO35jw4d78iHbyDjS7o8kJmQNiCuN9o9EWIpVqusS9u0SB2uFuOV/ViB26vHeT+0u51zVabViN/mPOt7217P9xsfTXHOM++98zNGu+TcEtrWbHx4OWduDpHDkDgcZ6aoJvxcgzQtvu0hTXgFVROcUVqcCLNTYlDr83HJQNV3e1zT0n7nz+WN7/55XF5f8faXvohvWma/I0mDho6kglMItYwkjZAm8lw82twwNwCZ4e6G4e6GpmktNNv39Dvj3Gta6w9K82wADPNsSivlFWhlozS1FOzUnVOV23llixLnaKwtqhXS03AlRej21+z3T7CesAmDU5sRzYsCmOeJ4Xgs7RSWXxzHkWkcmaapYK6uhQGnRUOweqssDChIYp6PpOT4RhoJ3srEmxo6rJBiJVAcQkvbWIFGaDIivvRjSemRtJBwQWEgj9FYFJZQ8xIotHL+muQ/51KjS/9avV5jYoAQNjkVrLS9bS1CUUEYptEAEbquI8ZICJ79fm+/Ly64vNwXa9ielcPhUMLjdd9U5ocSis4JqwyxfLMPBRCgKM79/oKnz57StR1X11eIOG4OB8Y5mgJ2Dc55XNNbaDAeScma7V++eEnbjlZ85zw3Nwb1VxVn27ag9jvndulFPb/iVMbDAZWZKXl2riVob5XvGFbtMA0Mh4HWB7Tp8MA8RmYXGKfEMCWid8ydI3pPe3XFfvZ0LyLNywlXFGfTBLrLjrb1dH1L2zYcjge+9t7XyJrZX+wJTVPy+p4YMy+ev8Q74dg6goN8nMnzRJpnxrsDIsLTLtOHPUEcvukRPL43+sKUQPOMRVl83WZmxM6ZPM1EhCQeHxQX2sKFuwmCntU4rAnkV+/j4qnlmpY69TJPPbWqKk3HW2xEF+VJjkaynmbDQBhuyLfvIcc7unxAGZEuQLcjpshUoSl9VZwl4lEUJdRqawOJqPnPOqeHFOdpXnR9fiu6EFA4deUjhWnhIyrOnBOHuzvE+aXEvoYyzYNRpjEzz5aXQARxlmxv2h4XdySNiCohlzyba5CSfxMvSDYiYPGO3fUVoe24fPqEi+sr2t0OLdVVMY2G3JES+IiLwRAqBJzGEiRWUEdKM+PhFjST47yI4mWBTzBPLTRQi5xWgl/zdGqwzoxCLV7BGqpYQ5znGBaapVicsnFmTxFdTk9ZN35KEc2JaRoZBguZjsNgG3WczKveXKMdl2WDWjRm03xdFKfzlQ/P5qg5k4pXhNh9VTWL0ELN9vAbCbLl0cRVXlFXjnJqBSsUUAetF7xc7xJA3oRuzjW0hEarlb82T69uolBz2gXwfZM7ERFLOUwTKflSzOULW4mUY1c2FCVGu8c5W2i20vHFeSLnROMdTTBhEArkWCjr35ZitrZr6foeEWGIyXo9N+mR2h0VQkOHK/3L5WpjRJ3tlQWuLBrxdfWiq5VuC3TeFRcglKrebFqm9AgLQQL4TNt3qAphIXIvaYucidH4f+ckHNPM8TgXgzeap0eFRMwokZR84TL1qBajyBupOyrWKqRS8rsUJbcWheEd0gYURYJ5h+rMCUiqkIwgICc9/UGJmnEKmuzG1BYnJx71mxVZPM3TNMu51vtB22erJHn4Np+GPtd5rSmrDZA6GANPeZYMOH9Eozk15Jnia69pPMrkHlR46/OYNSP5NCy7VZbbH/uunFzD/XDu9nMf1jD8yB7n3/rKT6+KUyx3ALVYBobkmZJjGDGl2bRcXD/DNx1x15LGS8gZSREvQvABh8PNMz4mGpRelaYJfPE73uLiYsfbX/wCb/2ct8xTGiZyGhiH0R5m30BojU/PmSdw/eyZCRIcqGM+jtx97SVosvySE7wYLqZ3zqoanV921DzPHA93xNKTSrLy8SYEVDMurxV+y42ghir0bHozZ2UcxgXtRVz1cmuC37ySVBhpUpqNN3I6oCkyDseiNI+8fPmClBLjNJYewVSU8gqrZ6lU82yCr7ylroRY7QqNBaWyKphyzZrI0XKOkgyQ3BWLcL/bEQqJecxFcJCWkC+yrjtSC5bWsaorXSiLaqFKKkr7XGP7MFUrtlqwFVVp82lTMsXIqgUH3nvmeS45ROHmxsJ/TdPQNAbyYeFfZRjiAv4Q41yg/kxhHo9HUoxcX1/y5OqSi8uW3f6JMWo0toevrp9w9eQJXd/z5OkTs6Yl4IaR4zAzHkfE2XqLc1zs9xYmdwHxBhQ/jQMKRpowjczzzDiOhKnBOylIUM2SS4opnjU87kS4CC1TnpinCBoMtL1xdI0Vxu32V+QIaZiZ7o7gHFNUhjFydxjxN4FDmvlGHBiGmRfPX3B3OzKPR0SnQh3myNEZgMUsKBdWy6DK5f7C0iApkeeE9y1NaFAymiacGjB703oIDbpT/DQTa867a8khELOSjyPzlBgPMzEm5mMkVTxVjcY9Gk1T6DjDnJDG0XrzSKuyLG3xOC259jMXB93XD9UBqrnE+rf741R5loI/1GSRmvJEDZbQqUNzb5GyeUCPL9DhDh1fkHNkcpHEJhdZPE5EiDnBPK8erlSZJ8SYiKyGXEUI2nqbNSK1DTNvezZjjIuXujV674d5Xzc+oseZGcdxdaXFbQSdnWjODVE9OVtuSpzDh4bQdJB6nBYQ0jwbKkZRWOIc4rM1BAu0baC/2LO73NH2LT44coIUraUhTkdyjKY4k7EaIIoGj847aDzqDCo5xZl5PFoift8XobEybDjnVraCsmhWKJFOPU4HORvav6LkxekSKDB3VaGeZRRB7t32Jm7i9loqTW1hSlgkEqeJnGbGaWQaB8ZxYBxHUjIhnQtA/modyrIxrXBIFqXp/KowBCn1C3Ly8KlSqurKnJFNO6AsXoLNvkYp7L31p+ZyljNtrrjk/6qvvwkhn9v/2VqclXJp+1Bu13+rsh+qQqxhofVZEXLJedoey0uYNiVdSOBTigyDRQP6Pi6Ypgaq7K2dxQvOB6Q2iZfnyBXgA4iliMg8s2JyWHiresspMZcFTGlevM0l9DyNS9GQc768P591zUWE1geyS+RCRVcwvm3vOStAIziiCmmcjSkGiFmJybz0ORpoxjwZ0pImawHxBae5ltzkDCRZcvygBOetKCnlhYXHlSr2hcmjyIuKCZ01Q3AFJ9qhTkr0IdnPnKyAac6k2XpSo4oZ3cmYliiepy3EBpm2psB0LdQ7Z4C8NviJnB53NRxX+fLgKI9hlYs1yFbnTJHFSz+R5fPM60wRqoGvmVhhQevppIan74VNN4xTeVvbcBI+5kTxrdGitefz/Yp/ts/+WXOcOSuHw3HxdmqP5Xo2iLRWWj4HHB1elCY05FbxktEmFNqc4u3EyJwVabJ1/wXoWwPOvvBH2jhw/NoN0ze+YlW747hQOqlaTsCHjlh49Jx3EEfafkfT9YRuR04z0zQY6FC4pOt3dPtLdvtr+l3P/vKSrgklZ2VCvgqRVBrYyXmlPis0W75smrwwBVQq4/MNzRgaU1ZSNvSThYYoZ+bxQJpHUpqJ85GcIvNwR07RyHFLOfc0TxvrqpADswn5FmVZlWMNiFYs1jqqwWH7wf5mYS0LSda2CFOuznJtsgp3cZ4m9MVgCuRc8xSpCElDDqnKRov5rWphTSjFSd4qFL1rzrbWljfcLQ9fBR5wbqs4Xx3bz9eihW3xgtQYtkhpw5mLpazmYYjHFwaUpCMxw5wyc0zcHgaywhST7duu5fpqT9cGDsNMezcyzdkgzkS4OUxMU2QYZ+ZYKlLHkj++OZpVX3pkpYSRwcjjczKPco6ReYJpGpZwpd3vlS7tXKPxgZ/z7C1yn8itQpdMqMbE6IxAvG8vacPOuGlDh6RMHEeGGBnmRDfZ8+E1EIA+NNDCG08yfWO8jsmVZ9UisqWgcS50X4Z7GnMsBfmJJBNKIktESu9yaBqrLXCOGSV6Z7Ko5JOnYeYwjIzHiefvviTOCZ0impTWe9pgtGdBxbgrsxaSCk8TWsS5BeikFuullGE+H5GBiBVFVYCTqkxqZ8Q4R+Y4r4Zg3bv39Uz5t9b0kWwUPgVnuJzLeV9A6zOkmXG4Y0gzt6LMWKi8CX5R5k4oYfuN4VCqu0uYbzl/nX+VSduCn6oc679ru91D3uh2fc7ucaoq07xC0C0WyzaGLKCS0QRCYwtWQKU9HXiPoHix6i3LvaXSO6l0LVzvILhM5yZ8SkxDJM7mAS5sGAW70IcO/EQFz5bSKD6Pphy7bBVeKc32He8s59p1tLsd3a4AHzQBHwr9FmtPUy5FT1J8JUtYF/+yXHb1QMsifZQl/RBrztL2k8p15JQYjwM5RcbjLfN0JMaRaTTFOQ23pA3o8UMWmTluq9e4KM7iSVbLcZvFuB9lWC1Cj4hHXMC5qjgrPm79sc84F3DeilbAIhM1V+g0o64wzFAr5tJiyaYKpVgfiAdCux9nOGf9qWskwi/FA2uxE1TjaBsWqr9PQ7tryKjCBMYcmYsgXMNQxbOPCS0oUalUUI/TXASH5/ZwJKZsc/S+gItELA0+AMIwmoc6z+alWni1tvNUNJpyT1xl6mDJHeeyzyyUfFyEavUAPmzxxIcd3jmeXFzCBchOOOodd/oCTUpM1sErXggFzKGhgTla8V4yrOI5WguJdWxa60gOGe17Gh+IOTHmufSBliy2GuG4hICXBsWoyySXxJNGk2OS0LJezgdro/OCRE8WKe0zDhVPTBPDcWI4jNzdHEhTRGJhL2oaXGcsL64CvCgL96groPsbB82Usigaz2usuHo9Nf2gK95rjPMJRu2Ja1QdyKJPtbrCek/sCWZwyzYEajlPM4om4jwxApMYHV81toO4JeWlxUhTpVDJlWf9njwDThTnttrWionC8rlaTftBivGDxhlA3uXebwWMZT6gJAdt21glrgakFEFILm0KmtAsBCYCM40m3DiiJKZs1aFzsiIAKMSmWKMwYoubmS01XePgOaFpJqeZFGfEOZreWCpCt8OFFsUzxUyI1oeavTDPioou1bSmfNKSR1uUZ0FdqXm/rTl2Tn9T1bA3a0Y/xolxLFiuR1OSKRprPZrXIogTpSds3YbVw2RRnq9O/H6OQJbXIiv1jy/Vf85XBZxJOS4E1VrEkbWTSBHamZytNQYPTgJsgp5ViXqheLGGL6wKksp1FbLpGiI+1/De8/Tpk0Xhe1+qXKUi9qwYnVWxCyypi1cUKBUI3649KxYyL57bfRBtKblQccJO97Qxrvlm7xjnGUQYprKnm5mmmfHeCo0QIaY1AiiFwNpT8/AZKRVmVRhpATuoYeoKqK2qJdyupCJYnXOGuHPGoarM40i/b2nEk8UzEUjkEqLOjMOE6IDPFpHACbSNFep0Pa7b0Yi1QM1N5HibUTzqJvAOr4qnJaniUiIWgm+waM4xDmhWplI3oVrKBwXE2/rMg3mnBEG9Yx4SOQk5OYY7a3e7vT1w9+KOaZiIx5EUM41VcOARQunjFLEQr/MWEBbni/Ip4CBqMolsbSpnjtOWFqWaZ7F0T40mxFhoubKuZO26ATeoYdx6sFU8rE+iqkVWawSLmqd1KCuM5gIok/VUjKrdl3IoVCm99bXe4jWXViI9TdMs3uU2+lM904cqhd+voOih8U0ozipodRHNi69OdXEzjkyQjHph1/eETCnIUePhnEfIkd4nyEJIAyENSBrg8ALNiWNpk0jZEIac9/iCNekLXF/OEUN4rnk5zFpMYpZNnKxB/+LaPM3+At/2ZDzjlAghlT7HxKSRqJlxtB7OlGKxtpeKHFOarB4orFbXAnR8po2eVZniWDwEYRxHjne35lUeD+QU8S7jJCNFebLZDGzyGJU/r96uqjiXu3qS2zsNd5xaZ7YWFu4Ja+4HQbEHXp3DaVuPhhU9lGOREDcWj2fj8S7XbAVE9biuRAnMY9owvmCeQdZ8NrkSmsAX3n6rWORW4BTC2kIAlKZ1LUqm5PrvlcAvwNTlGPXrWeHu7o7jaPjHsTBC1JSHOKHtW0I2RCBjLLHrdd4zjJN5nH1PVsG5pvwIx1ByqeWe2PMQimIvayxpyama0gZSNmO0eB9W81dK+6k5+9N87jmH9XEeuciBvfNAw0TLpJHjdCRpxumRNEEbWvbNzhRN35nxutsjuwsaH2iblnmOHO6iGerBl8pXu7Ck4KaZOVkvq5ELROI4mYc71wrzIjyd4BoH2TPcTeSI5We8Y54TefbkrNzdTKAztze33Dx/SZoj490RstI0ndHz4WikOfHAHJTIjGEVW4uKYTVXLx/yWWWKICsilN2Bojgtt732rus9BbpWokL1OsvETrzNIhXFfqR42HY2U54JM8aMKFvBl0qoYhQppjjrOYFSwOlOnq2tbKpGa20fg9W7rP351Qvd8vjej8Z92PGRFacUV3rVmQ8oTyhVrhnF0QaHZFlaRMwaztan54pgSNlyWdkS9LpBsLFQXcYQ982c1rrwlH1V8lHiPd43RYDIEqc3qDi/9KCK81atWsvOsRg4pSx/sbIWU8iKU/Tkajcmkqyvz0SOArC0KYAVNNQZIWw8r7xhbd/wU276V7Zb4uT1ZrPcL8dePZFqoZUrvBfmWMvTWbz+WkBU51cVnsPg4mQBIq1ruxztZN1X80yWh91Or+W/87WkOBG6rjtRZJUtvg5fLeAa7oSiqEz5LAqzepzer8IEU5a7/c6gBp1RHFUPXnNFR9Li+dQ1sJBm03iCD4Vmr6NpWkJol3ma4RjM0he3asyyQM6ZoK/sK1oiGaZcN4q/zLcWiqQUzx6i3Q4RFhCJWWaSFC7IfBq2rAK8bh2rr1FiziAZl8y4SqoGnZDtPcvd+xOnZst4k0pRUJnNZi9vjKPSQWAhxMJZmco6ZkWzkOdU4dHMsBcrPArOemV9rVCv4UWx/nOkEKVrBR9Iy/MsOEop+nnXvFzf2pqxhuIXhWWC98RD245XIj4Wv91+YlGX1aPeFh0JUiAlNxWtRcrW+aztKLI6Bcv5V2/xPrB7/c59g3breb5OUb7qLLw6PpriFEF8a8LrNYqzljMHr1w0iU7Bh5aojpxmNKnlDfIImlCs3WOaDcFGUyIX1JQsDTgt1FnlhqaEiEE5GXKMJ6kzCLSrJwX31OjICMGKIZxBnjUFCs1A0nc0/d64/Ao91t3hwHg8kIYDKdc+sIoiU261qO1jgSrU8mKRn3d3mwU6baov07LhfRPsYY2RXGi5pmlES35qSVqdqPr111Z73s8PrKP2HlbDZQPusGysNYxTexbX34L1zqU1BOvCooysSAzLJWkxTRSLZmgiqyt2lXm0XtxS2JG19ICdsVjFe8+Tp08WhVwuz+ZaLry2ZpilfVpRXquy16ZtU6bLbxH6XU/Xd6SUGMZxKbZZzLK6rK6YE7VQisLN6IS+6QjeFxqz3cJdWPPUFI+GagCcxNLkRHjd3w/bvGxlnqn39xMZxag9Hg4cx1umkBjamSSgvoTnskAyZTdreQbUcmjDHPHDhHOJxlue7jDNDHPkME0ch8GKvNrWPJmS553nyDhOaEHVQlkoy+owb6XBB0/jW7xvyYWrdZ4j89FaiNJkijSOE27OuCw0TYtD2LU9TQi0XVeA/2WRnQFHae0nZlOYc8kxRrXKd0ENB+Ssa84aXlVdiTmmmVh4Z1ci6+q9rHv8FaWyBNrMSakGgKorBXym9HLccHyqFQWJUKAL/bp/1Yqian90lTFNYzUzNV3wkIKrCrR6n/dl0v3CvfuRteqRnldxmlm9Lr7NsLwonqjmJQ8ZnIJataxoKZCQDJIsdk82EAFnLBL1/uTq50OBZSvN8sXbxNVyf5aYgIXFGqvqLDdBZbXwtq0nluj3KwJ/Ibheerkqasbiz5wGpbfUS4sEqlbZJ6A8F/DlDaKNc0IuRQa5epx6aqFtBfE9fbh85qSqdvOhbdzf/r3Eo5foTNXPFCNCTo5bvF3NhgJVLc7N+pzYe+UY9hRWy3Xr6a6eqS5fOO9qi0hBylm9ZItqSPnPHkYDiHYs4A26PqxQelzveRe4ArJRQ7TJclfxgcKPRXlJMWZKrsjkkhhuqkiJsIQFlkxq/K/Opcy5Ks6lurcuJ9t/apnmpsDJr9GY5V6fedS9bOTJM4lM8plcXZVyw40ezzzPOl8p4ftpjjin5CzWTpPzyY+KVbEuezCvMIfmLa5rdj8C46SunyyGXfU2tbSW5JTI96kVSAAAIABJREFUUSFlK/bBvHuHEAq/pnd+zXfbrbFcI6UgqQruRenYHhT94ArPj7P2VSlVGZNKmHZRmMuHq2Gri/d3cqzXnWPz3mKAbYxRV9d443HWz9Z2oW0usr53+pl1PJSzfCh/ed9J2CrO83ucCCrNtqWmCNF1ebKrsSzwJe/W5lsCkJjJOmMVa5OppRBQAlOzQ5qE4sgSsUIGO1QSsXbXDDnHYvWUsurg8I0RPWshfKZwJjpX+jV9IITWQltNQ2hbYx2pyjOE0lB+zb7vOLxUboYbCw0Ub9fCuwb2cFoUdC+ke8Y9Xh9SE8QGvqBYOHbOgGQSiZPioEKqu6iZxVO+dyerYN14GJszb5TV5gHDWlNqOLbmLWpZez3H0u8rQte1BBcsz1NwUZumLX2H3laz4HcqteKwqkddrtmmtTyC9SoKmtN5hvOBi+tnhvozG17xNA+opkI+LVxePeH6yROcs8hGDWWupfsVEetUSWmJL47jyJwSEmfG6TWlTUWACpRih7asuYMSYow5cTccOQ7Dch+XsYmGVJF/un5stupqWYkUDN6mpWkCF5cXBZO3wfuw/fTZhveeq6dXHKdbxqgg0SrZxTwLdcWxL/2vBvVpHmPOiXmceeFAnC/3QxdwlCllYvFe5mEyTyYWpZmAbH68c6WyuKZ3KuQcYhXLoszTXGoOzNuM0cKyBvVpXqSBJljhTyjGfNu0BfSiRCqqB0YlTwQlk6IukavshJxKNYEq95/Oj73mG+NI1SA552nkeDwyjBMlzLE4J9vwfd3jq1Fuzsz2PUeJCOiKNbv+rZLB56WIcAtcsCquU9i/h0KxFWf71MBfld7Dsq1GEoxVpXqXFTXLwEgi51WcImTnX/lzBevWuqAAknDOkr6BVIo+ZpRIJpGJqAjZ2WZzvsH5zvIGpdJy9elsS2XNC0qESMIr4OwG5VIJZ8qzhFe1NC7XHsNCX+VDKM3VUm6ckaXu+h3aNsThBpGSrihMKypscpfVC93k4nRj+ZxNutgm8G6ldQLIZAtlYZtxVeLl5LJVmrB5Yf/aKLmHPM3V01ubiO/7didyeikQWtei3qe2DSBalH+5Bz5YT6cU5g22xteJjQpUT7tYUboqGwtlules3292OGdg+coBmJhTWsirUzJOTR8advsLfGhpur48dBuEk8W7q+vJIghqxXN9aF9npy9hL2R5yKsQqA97Kq1S277KJUrywHrUvbuxh069/7IPmqah73varqXf73BqhUmhsericytO5xy7/Y6ZkVlnIFHzWEuOU+21hZ4dWRNxthDrkGZStmIg12x6etUAEjJSPMPCrJPEjptMdSnbRvlafWknrfcuZyWmZLB5Zc1zykghXPD1PjqPBEsvNNRilca8zQ0KFTUcrPb8anEMFNboDJufzXP4cceSr63sSKpLkdQ0GVSkc2GprLbvnMoMsAgApdr9RNRwGsxYvfZ6I8vNVMOhVbd6nOuxT1ufHvIAl+eg7P/7vZkPeZXbNahIWJXYoIarqwI9s8eJeQn1oK/G2hZfQUpy3DklBAujqGSysybkpKkoO6Mdw3nUBWNrdwHNhYsQcDkb+bQqzheaps6YU0Lb0bQtoekQWS0XxTgK1yKKajVba4BgIAAVds87h4QAanis9emynGEt2dfl5quW4glWZP3F1TvTcIVex8IniZQmUiztKNPajpJLQZBzgqo7qXx7aJyEcx8Id9Tinu3Gc24FUbb3/CJoVsNh9UqdC+X7ATQgYrll6/M0i3ZR0uXBsgeUEmkoUFoF9QXEyM7hxOo9ZxjLOUfX75aHRwrLvJY1EWdN8F3XGRpW11oI05VWm5P1LYK34mhqPUcBgygG3RpGchsBVftGHX2/o+93y3s554UtR1VhE+k9NYJWaSZbQ0RXQaSse2EbnqUYwjEaKEXW1Yh9JXTxsddc2O92JBdxrUfSwBwhaSZpcbsq1n15LGvOU7Ox6sS5EAJUhp3S3jDPlo+0Sy9B61yYdZIW+b2uV8qlJ1vXZ8dkRYFVzI5YoCo1W3zEbmxejdi8apITj6sUCOGkEDSwFECKilWOiyLBGaoQGZL93Xt/tnXfhj3rs2+wjyXCMk34oIUi0J5pKGmYxdbbKFG9X3NthoqXggAFGzVRjqWnf3toTu8XLq3vbT3Orayqv7f5zu3P9jxzgfWb53lRxB8G5OOjASAghngvLDvrFRu0rPBScYjSuHKxGTR70lxJXCGl0t/jAvjWyuNdazQ75dn3iJWg2wnNk+n3BcqvhF6bxsI4zixJQQhNS9/1dF1vRNhNa+cqlXlBxCrevPXKOW8Pg3fOAIrVyrS1ep0b70bVKvqqAl3l5vkEi/OO3X7P8XBrIaLpwHB4blBphYez1IKY5bshc90K7+0dXF5Vr+Pe5qxJ9SWhXkMdslajOXeKkmN9mRs70wnBt2UzdwgBJw2+/q3Aw6maZWeK1h7GWmW3ADA7UG8hYccGL1bkRPCfZb2dZ3dxWQRuxHlPbTGrFnrbtuz2e1xo8K15nFKs1zqXbU5akxTl6W1vlUru7POmX7Sy3cuiWGthw36/N8qwMlIyaLlUqh9xeb2ZslYznyrjU2u8ghygq3BZ7nco3gYwx4gCXZeplOLn8nyWNfeey+sr3Ozp0h4/3jEfYIqRaTgaUpbHQrYAbrFp0QhxNBCIql+1RImyGsBBTAmHcWEKBhy/kJJriXQUQZOyoYBZxqNItiIr0hQt4lbC6GbvSflcMQCXYE3RvM4K2oIr6DlFAWZfC4RKF0FBK5MsCAmXc5E/trdCcz50LGDdm2p9o9M8M04TwzAwDCNNqzRB13YRFn15TzkVA1bq3iqOg7OGPe82OUxWT3PzTfv/Rlluc61b8PZX56/FS54WD7L+3kLsvVKZW8ZWcVYFvPDRnltxrpfKoiBPwmrL87smkW3O62dr5aG5FWy+v/n7K+G6V5P2W+FgNrWsd7cebnPMD3zcT0/3wAWXkMkrb9wLIXCf5+PjjZM9c88yW4Jt76M7RDae5zaGwgcrHbn/+l645kEhun3Qtvf25PXpdF6ZWD1O9SwVRO6v8+v+8TFGFQwPPKzLtqqCY7MnX/d7uxeL9j19f7OP6wfvF2s9VLDy6txO79RJERCn37VcbHn9Svj9w+3bsyvP4s07da9d/3WrPnzuJbypa89hDWgsT4rUf1cN98oOX/bSPcm2+R4nn1tusb72iKfXIjxwCbL8XYRKw3pyX8+95uulVPd6DU2jp97e8iy/zxTkZK+/uvc+cDofJIte2Q8f/NCvOugUp/Z1x3moAOm18/koFruIfA34Gx/6C9/e47tV9Qsf5wCP6/2RxuN6f2vHx15veFzzjzge9/i3drx2vT+S4nwcj+NxPI7H8Ti+3ce5K50fx+N4HI/jcTyOz/V4VJyP43E8jsfxOB7HRxg/qxWniHxZRH7kgb//FyLyt3+I7/9zIvIHPpnZfXsMEfkJEXnrgb//JhH5Nz+NOX27DxH5tSLyqz7teXxWh4j8SyLyoyLyg5/2XL4dxudRjp+BVuxbP1T1X3jo7yLi1QBmH8cnPFT1jwF/7NOex7fp+LXALfBnPuV5fFbHvwj8BlX9qfoHEQmqej7G6MfxgeOzLMd/VnucZQQR+cFiIf5REdmLyJ8Skb8XQERuReQ/EpG/DHyviPw2EflrIvLngb//0536Z2uIyIWI/E8i8pdF5EdE5J8ob/1OEflhEfmrIvKLymcXK1BE/qCIfL+I/FBZ+9/4qV3EZ3iIyD8jIn+lrP8PiMg/IiJ/TkT+ooj8CRH5OSLyZeD7gH9VRP6SiPyaT3fWn60hIt8PfA/wx0XkRVnnPw38QPGM/mS5B/+biHxX+c7PF5E/W/b/7xGR20/1Ij6b43Mlxz8LivMXAv+Zqv5i4CVmLW7HBfDnVPWXAf8v8Luxhf7VwAeGAR7HyfiHgK+o6i9T1b8D+J/L399V1V8O/OfAv/6a734Z+PuAfxj4fhHpP+nJfp6GiPwS4N8Cfn3Zy/8y8H8Cv1JV/27gvwZ+l6r+BPD9wO9V1b9LVf+PT2vOn8Whqt8HfAX4dcDvxWTEb1DV3wr8fuC/UtW/E/hB4D8tX/t9wO9T1V8K/NSrR30cH2J8ruT4Z0Fx/qSq/uny+g9hC7kdCfjvyutfAfwpVf2aqk7Af/MtmuPnZfxV4B8UkX9fRH6Nqr4of//vy++/gCnIh8Z/q6pZVf868P8Bv+iTnernbvx64I+o6rsAqvp14DuB/0VE/irwbwC/5FOc3+d1/DFVPZbX3wv84fL6B1hlzfcCf6S8/sM8jm9mfK7k+GdBcd5vNL3/7+Fnezz8szJU9a8BvxxToL9HRP7t8tZYfidenxf/oPv0OD76+P3AHyiezm8HHr3484+7T3sC3ybjcyXHPwuK87tE5HvL638SC1+9bvw54B8QkTdFpAF+8yc+u8/REJEvAQdV/UPAf4Ap0Q87frOIOBH5+VgO6cc+iTl+jsefxNbwTQAReQN4Avx0ef+f3Xz2Brj61k7v22L8GeC3lNf/FFDD4H8W+MfL699y/0uP40ONz5Uc/ywozh8DfoeI/CjwDMuzPThU9WeAfxf4v4A/Dfzot2KCn6PxS4E/LyJ/Cfh3gN/zEb77N4E/D/xx4PtUdfgE5ve5Har6fwP/HvC/lwKJ/xjby39ERP4C8O7m4/8D8I89FgedffxO4LeJyF8B/mkszwzwrwD/Wvn7LwBevOb7j+P143Mlxx8h9x7Hxx4i8geB/1FV/+inPZfH8TjOPURkDxxVVUXktwC/VVX/0U97Xo/j0xufyT7Ox/E4Hsfj+BaOvwf4AyIiwHPgn/+U5/M4PuXx6HE+jsfxOB7H43gcH2F8JI/z6Ztv6pe+8+etnJqsHHWi9/jS3vdIJxTgD7O26Wv+fvKNj6r0T1ki753utWfZMvht6eGXdShkwFR+UIEf+Ut/8d2PSwEU2k7bfl/IYMF7R+P8hlcQhnEshMOVDBUqMa+4QmZM5cur5MaF8NXbsSppuHMYsWBWtDDZq7PvuUI+nWIixUROmTQbgbUmO7d33j4HZDX2+LydkxPECc5X3kV7K8dEThGykudcOIA9iEcciC9fd3ZH0jyTYzrhDZyG48de76eXV/qlN94y8tuFhX77G7SQ8aZCBp1VmeJMViV4u/6u67m8uMJ5T2g7nHeFovAep2G5hzklck7G8elk3aWyec3Kk1jnJIUfdTnkK7yzK+/nyb/X059OZPN72etseAo3D8mP/PiPfez1Bnjrrbf0y1/+8sc9zKc2PgQr5MOf0Qfevf9BoTINA/DDP/zDH3vNr5881bff/uLpaRZ+3g/+/glP58Ida5PVe/tl5ffcnqwe6Jub/wMzYnk+Pu6h733xb/7NH3/ten8kxfml7/x5/OD/+idwocH5gKJkst3cbLdYKTymG+LXkxtSCInFbQiPt9ddFKYoeAW30QfwEKHpA1f8wFhv8uvVsUq5DSp1mggZBZIoWUDHmTyMpgDa1nbNOMEcCV1H2O8QhO958/Jjc961/Z5f/Ct+HfvO0wXHk/2et6+vcSLkLKSU+Os/8Tf4qa9+lSyZ6BI4kF0A7+h2PU3X4sXTSIMTT+sv8L7h+tlTLp5ckX0mNRPiM/t9IoRMPsyk40z2nrntEO/pd9f40PD8ay95/u4LjrdHnv/Me8QpooeERuXy8glXl0/IOTHGI4nMSCZKhr6FXUfoA5fP9vjG4QUcyvj8Jcf3nhOPM4d3DmhU2uYZIezxe2guBd8IFxcNjsw3vvIOh+cv0XkmjxOq8BP/z1/+2Ov9pTe/wA/8rt/N8eaG6XgkzTPTeCSlyDDZ7zgOpGnibjry3t0Nx2nkJ7/+DsM88uzqGdf7a/627/mF/Kpf+eu4fPKUN7/7u+gvL8nBkYNfDBqAnIx0+fblSw63NwTv6drWiJ19QMThxeELk32eJ1vb4Y4YZ5rgaIIZIcEV0utiwIr3iPNmKPkAuGoZofU5tVmYQk4JqsGQEpozKc3knIlzJKcMWa0hCfie3/irz8Lp+OUvf5kf+qEf+qa++77RshN9ZMJVHhCy6APSQx6SKHLyStmQHm9Ouf1e/Ywu/zqdd1qMs/VYUmzwKosaZ8ayALu+/9hr/vbbX+Q//E/+y0VuOudwzi1GYVV2q2FW9mouuyWvRpsvBrB3HhEhpkRKiZQy82x7Zxrj8t0T0fuAkbAlEf+mx717cvrWlqRaH9w/2z/9jt/+m1673h9JcYoITWjwoX1FcbrsbBNuFkdP9+fyamsAv6LGNorSld+yfaMe6L4CvH+u+ozUY6ya9/2vsXzXlWsxj0lBE6KZ4/CS23e+hm8Cl8+e4r3n+Pwl893AxZOn9P0F4s5TrCwiNG1LPZxmJaVUDBNFcyKngTQfmHLiGCfwjlZ7XDDBq0ATWnzbIs4RmkDjG7x4XHYkTUwpgyQkD3if0GGGcUZDQEXR5BlzRsQzHY/keYQ4g4IXR3PR4fH03R7ftXgSjQpZEzoe0JRtDR04sT2jWZnmCU2JeByYppk0zcQ4QwTpwAeHEhlixKmQJSIKxzExRZAoSHaLkfOxx0aBoBnVtAgKVKszTlSICFEc0XtoW/Omdzvkck+43NFd7Wkve5quwbcevLOfNVhjAgjTZ7JxHRUlzjOqSpwm5nHCoXgg58Td4QXzNJJzJOeZJgR2fW8CMNtBQtPSth0hNFxcXptwg2VP5MWX8Zi1KuCy3RtARciacQhO1PacUB6MM633t3gopx75qvBODXxVJS8CeCt3SuRJ9UQpbn/nqiiL45CrYkTJ5Ts5Zft3yuQSrVpkZTZPLc4zKWUu9j1Pri5xHyC3PvQaqDJNcSMGM86Zt2h7/VRxWpTqdG2qcE3J3vc+ISKkcj05Z1LKJWplo3qlD457AZHzXOkHDxF5xcsW0Q/leX80xYngXcC7UEJ368Zym86Wk/M+ZEW83wJtokuvqh+999FXj6APnG+RSe9zR2TzA0VXljeU4vlm29B3L57TtC37yx1OG6bbA8cXt7Rtj1N5cF7fzBARfPA4sbCnPXQJnOBIoAlNE5om4jxzHAbzNBpHyEpqAuIdTgJZBO8c3nsLKYozZwOI2RTnyIx3MzJFmCKiGRoHLpFjtAd6nNEY0ZRMYYnQtR2tb/FNiwt27MaZ4jzGI3PKtnhivk7WjGSYpok4TeRxIs9xCQOTbN1dEKIoc5oRFZJmBGWKmRTBZcFnxzkluYVo872waF73sZoxlRSyCFkEbRpwAl2LdC2+7wi7lqZv8Y3HBW8hbyebTWYGpBSrTqTsm7LfUoqklDne3XG8u8OL0AaH5szd7Q3jeGSajkzjkbZpuL6+xjlvOl+Fruvp+x1917Pf7e0c6haBeeo/LRMxISpKFsGlRBZO5maf+9mhOU3wfZi5rFd7/9O6UYawVX4bb3HjoWyVYd5+vvyur+uxUs7L8TKmnFJM9l7x7Je5mH2OqjIOA3GOaL5ivzOj6ByjnhfW6Fv5p81HX1Ucr4vSpVTvQUnPFCOzKs/Fi37o+3UbnVtL1shi+ef90PLWILDXD0/sg/bVR6uqFQtd2o+rW26dr24m/XBaZRkfas0e/EB1SV+z8vYUvPr97Qo9cFw70mu0LorkhNeIm47I3QvyIBzciPOe8XYizZGsE3hB/Pk8Th8CkiMuW07PNqSQxLwfv7ugf/IGGiPTOCHe0V3tCU0g9IHQBZqmpd23BAn44vWJ5tWzSuZRZCeIc/gU8CqgAcktqBBTtpDLDJJMaQVx4IRdv6NrexJCUhMRIhmVjGuE/5+5N++O40iyfH/mS0RkJgAuUklVXd3TM2e2877/h5nz3js93VNLlyRSJAFkZiy+2PxhHpkJEBTJKtSMXAdCErl5eES4mV27di3iqY5mfAvp/QKilJShFCQVnHjUKcEHmj22m1iwPKcDHwxCDz6gIeJx+Pp8d94JNqt6kee0n6rNk0YpAsUJxTuKOoo4sgjHnGA88uF44O64R6NnUxNOCxVHPWGAFsHWlquM0bPZ2uYYg21C4hylFKYRcklklJRtLqkmqij3xz3v3r0hxsjduMc5j4jBsjF25tB0PftppIsdL168ZDNscT7ifaTN5PKCewhdnix7c060Ptjofw1j3ZTXXJqu/7XIqZ4hKtoLL0DTFhVW28dqsYirtvNtRqC9fs1tt+ugNqNor2+GsdYT/FrMgwExZyWXQi6ZWgrLvFBV8c1hqu16K0VZ5mRr3LbWTd9R+YK98guHqpJyvsidr/faev23VWlRg6wQ3On1+hGat0Kxl7Bzrbpe5p8ejw/qkdFrM26f/ek3XyI4j4/1o3ddOFtPGfRfNPYX4yvLURSx7RFZb6YWtsjlaq6PHiWP20dwilOfWtR1b5GLPzzxsIU759+nO/6CyLB+b4uMPx8Jnh2B0/eJ5UZcTlAX3HSHfPiJUhMf3hXUgcQbCAO1fgNRwD9TxOmE0HX4xQw3DaoVEbIY3BauX3IVNvhSqUsGJwy7AR8cPlZcULoYGIaOgBCTELTgNEPOaK3U1XDiwHl89XjtkOqROqAoaVrM8M0gCXwVYotcr6+v2G6vuB9n7sYJJxV1BaQSBod0gVSwvMeUmccDWivOtxycOLwEnBNqtDVFLLusokgwODNEi3xKjBAVL4VAeNYAyLzl8sBY2qZm+ZsMZBGyc2TvyOrJ3pGq426e2afMi/sP/HT3jsUrN/l7AgOqDtRdbMJnAlU3BPohIiKGBKji40Iphft7WPJMqZmUJvOSXQVXeXv3M//zD/+C957Nbod3nhA3OBfwzuNdoIsdN1fXDMPAf/5P/5lvX39L32/YhmY466PNRoQTLts2fU4eunz0+l/dUChqUGiulawNlHa2rqWWBpG3fUHVYEVtudyLaMmiQyPeaS0o5+ugVGVJ+QTNngxnMdLY0lIZXYx470nLYlFkzhz2B1SVzbChi5GUM8uSSClzf3+glspus6WPHdvtwLqdPcvyqLIs6WH8cRoPMDee/NYn84JPdGP7HLT8ycjp8RNy8fcvH78UMf4SUvE5g7mOr67jFOTE5lv/YvZLVoe1TYAHXsmD0PyRE/jx5E9x7C+u2+OgVts8FGzDPb3xy+BTufyRNXg1uK7OE3UeKccjZTyiWtAOizCj5QmcALpSL55nnJmTZ8/ajs9yVS5EQi+EUgmugICLAfGCRMEFxUdP6DwBwavgDO3FoTgxgoAKxBCMuZshoOB880QFihqMlPVEHhFd52eRyQpjoWokJYHYRyIelkKeMqAWydVqYaS78Fab580pqFG8E1wMBC8MQzR3LS6od7jaHLfnhHvOyZyHEN2a93KCuIB3SpCe4MTygSg5J1QT94c9P7//mayVm/fvWGoxy+9cW6PGCG4RTvAB7z3eOUKLBNOyUEpmXmZSWcg5Mc0TqtWIdVKZ08JSMk4rOo04HxgkEKIDHM4JWQv78ciSEx/ub/EhcHOldLE3Briu6Ei71/Spm/N8M3/S4f2/PdYIUys5J0otFK3kk5FssGTOzWGxUauSG0RZs7Gkc04nI2rnVBvPQFmWhWWZKVVJuaCKpVOcsKTEsixGikkJBHabLV3XMY0j4+FASpnD4YBWJThH9M5IaNNESpllmqi1shs2+BBOEO3fa8lVebiXP/j9+MXrc49n8/hvn47kzq/4+DVfcxuLrBjhl4VEDxK1fNpAnqHcXx5fneN04nF4PN6II6wEh9U4NXjt6Q/ghMN95ps+O5cTGrt+2fk9Rp552mO6LJt5bOBEP4YJpGRqWjj++78zvnvL/o//i/Ev/44Ez+Y3L3GuowsdfhjovEdqtgTYMw1txBHfbqCcs23AzlGdI253bHceV5WSG7lDFkQKfqjETun7jt3VBl+h22d8Urwonkp0Qu8jLsDLFxvjuUwZmQpZlbG0KGyq1KVQpkQaZ2rVle9DbZFwyoUpJWJUYoAQPTcvbxiGyNt3d0xvPpyOSTE40jtPLZBzoSyZNC1oVeKmgAj9pmPzekvfOV5e9Xjgp6lytxTLNab6fLuKXpKDzsay1EoqhVwKbtvT9RGoqLsmjCN6+56lHLk/HDiOI6lkcs5cX9/wp5/fcPPihZX+OE+thZQWg4BrMThus2Wz2dL3PddXNzgnVnJTCofjnuPxwLzM3N7dUqpF8qC8Pdxy1ExNlTwdcC7wm990bIee4Wpgd3XDNI786YcfqKVwNx+42l3xH3//H/iv/+m/EkOkjxtEPJdpFicOFaP9Ke70XPPY+DVaTlUl50wuibv9e1KaLQ/N6gAbpGqkqkIpSilmNKdlAaBzASfC3f6Ou/0dJRfmZUYQdpstMQbev3vHu3c/N0RC8d7xzeuXbDYbbt+/593bd3bNaMV7x+9++ztubq65e/+Bd2/fklLibn9AxBH/y39l23UsxwO3796RcmY8jiCO77//Da9+84rt1fZ5HUPbxblk1J0MxYkBBnr5pWvA84l9fYVznwzi5BP5wk8e05ce7FOw7uWcHkaVKwL6udzll+bNvz7iXIkMj/BoJ6vZlE/bxU+G5zz4rCf/cnp4uRiXc1jDW7UI6RGE+8CP1jWqvAiD1S6V09tELKoqGUomHQ7Mtx9Y9nvyOOH7iKhans05gnM4wZiunz7Ev2pcrvfK8NQW5YkPeB9xVfGuIhSqZpCKCw4fFR8dIXp8Be8LvipO14hzJQ0JXecZejFyTm71maUgVVvEqWiu1OZpCxfO0gU5ooJFnF7ohsiwHYj7o1nZlSTT4DNxHko5RZu1lpZOUkRsY+r6SN95dlsznH0XiMGRfaW0SPfZxkWe5vS45cEqjb4fLVccPYRiUX6pypIz0zJzf9jz5t1bxmXi5s1rpmVGvMc5Ry6FZZlahG2R5253xWa3Y9NvyDmfDKfWyrxMzPPMNE8cxoNBjUYzYVxmsppBn5eEc4WlZjotqBN8F2AR5pLIKXG7v2NJC69fvmSaR6pWgu/xTk7aeb8lAAAgAElEQVTejJzS81a2co7A7W/rc7+G8VGuUiu1VFKaWZaJUpXSIlH7Xc1pKYWUKzmbQzTOZhxL1xOc43g4cH93Z+s6TwgOUaXvOvb7e25v35821xA8u01HcDAdDxzv76haKaqEEEjTSBk60jyyjEeWJbGMR8R5I9hhiFYpqdUzF5xTQvB0fYdvOe9fThb+NaPtmg+QQ3ngQF1ChhaZ/tIGft73z0zkh/nCz8Gnf904Jwkff8/5M9cUnPzi93xpfhP+KqhWcSinajBp5ShtE7X6o0cL9Blo9vFTp5zo6WMuT9jDD/kIEubCQW7rdYZcH0Kx68VxClj14jln0d14+47leODHf/sX3v/hD9TjnpIXhiGw2W7otltDu9LMcrjn/u2bZytHQYQQAr4UXDX/v1YTK4gO8MKxzqQ8k7WSagGn9EPBe2VzFRg2znKRQZGiiDOj6ikELYgLaPS4KHSdI3ZQF6X6gtSKK4maK17bhl0SaVlwzhNjj/MBEMv1iKLO4MzgzCBrKeS0kLSQPLAN9FevEISgHqeO5X4i3x6t+N9Z7ny9dkPwbIbIbtvz/Xcvic6xvFtghj1H5n16voCTFTI2KNmMeGmkoEKlQgDXNUEDB3jXNmzLiyqw5Mzd8Z65JsIf/xebt28Ag3RzWhino92kYuc0dn0rO/LE0Nlc8nIi4gi0vFluhBfLwU3zyDSPlFpZUsGJkZWG4QPTdxPihBgj//3/+e+oKm9+/JHb+1v+9MOfEM3cXL3kP//zf2MYNngigqfmc7lQzebQaD1HE3/9Bvf3HEopiXk6kvLCPI/My8j79x+4u70nl8wyzzjnuLm5IXaR/f7I8TiZI5MTzjm+ffUa6Xt0OcI84kol5oz3jm0UhsGTXwwINw3JN5b6yxc3bLcD0XuudlcG1ZaMc45X33zLbrej6zfcvHxNLoVxmhERvvnue7bXV3RDz4uXL8g5czyMqCrXN1dGilshxmdd9zNqsO6Jn1tfudxoHz330Z58ftfFaz597Vz+/fLxL9fpntfk4h0fz/FJhHM17KsR+Pod5K+IOC0SMGOzZiLVSkdOa/sxnHO5Bo8P4wHh9YEFXT/mUwt+fuqpt62/LdH/8I2XtvwczOrp306AmpkPd4x3t7z/4S/89Kc/EFGGBlH3Q8+wGVgq5JLJ08jx7sPz1XECrkUqrkXHVSteBd+MOylTcrbIg4wDQnDEKGwGYbMNOHHtnFXEVUQKTgueioiiweOjECP4qBCMfCJkKAmpiqMaj7oUSkpIEPzgzSOWNfeqJ8d1nbM2gkXRSvGKxMBwvbXjWkAKlFyR+9FuGofB6e1EOC90XWS76Xj18po+BN7f3DPeLqQxm6P2bM74ufzkxKZdmbUtzhMPGuTkeak/syK17UK5Zg7zyFIyvPmJEOLJcVuWmeO4t1ylbyUpzsQKLKfWiuLTAlrpYqSLEXGuOSkr+YXTetdaSbkiIqRcCSESu8jNixtevXrFP/7zP+Gc4/2HdxzeHnn7/g11Gfn29W/4/e/+kdgFBIejwVSr49Bq8bReQjbPuuDPMGwupRaWNJHSwpJmlmXm9v07fvzhR5ZlZjzsiTEi//RP7HY77j/ccnt7R6mFVDMxBG42HZ1XNM3IsuBUCbXiHfQBhk4ouw6RLVWFWq0s72q3ZRh6hm7g5vqFRao5AXB9fUPX92x3V0CDi5OVdvWbAR8iu6sdwXlKLhwOB2op+O0W8fKpre8ZxoXx5DNf88nc2/o5X/Btn4g6P2U0v+ADP/7bU/P8pXnLwxetTP4vGX8Fq3Y1LPrgXlr/fkqDPPADHiDmTx6LXBzIgwj7a9ZyfVubWC3V8n6q5GKft0azTqCKeVKh5Wddi3Q89pNKJo9HluOBeRqZpgmip+sCWZVp3FPJLMWTq6OPHeue+ixDzhJ54gSngsdq7dY1d14JGJm3d4IL0PVCiM7YraWQtaCaDc7VagxVHEP1lCZt53CIC0ir4ytiOcYoBUeliEec0Hcdw3YghI5hs8H7QPDhJAvoxLb0lJWqguwrITiWaTnlRMWtRLJmlLziBsuZhzFCVVwwRqeoncecK9OUKQGWYtBbaWSQZ2N6tu+yHFghl2rMzFqtBAVjBus0MtfCIWf2xyO1FpwIMQS6riNED20dU7bSg7UW0jlhGAaUStF0ypWZSo/l6SzqzaBKUG+OX8n23cpJ6k98U31Zp69yUmy5/fCBv8TI8XCg73tiDKhWrq6uCCJMy8T+uOenNz9yPB55efUN235n91wzljWvdX1nN1PadfmrGBen3eDOTKn5AkaNbIaBGDzRG3qzGXq7hoeOee5PEpAhBq6utgzDQC3lVA40z9bDfZwTS6n44Lm+ekVVIRdbh1KVcZop7ToV5whdj4iwlEIap5ZuMcacEwEn5Fqp2UhIxZmDObfzN9SCb6zrtab0+dftMmK5eE4evfCrT/dqiM5R7emZL4g6v3oonAkqDz/no3V7EDl/Yk3ldKV/cnwlOYgG0T40lCtqtc7pAVQKlo+7mO5HU7o4WU9HnJ964/ntD/7RfspSmZeEVshFHyAeZiSrwYnR451JSHkRAkpQmPPCfH/LdPuew90dh/0ead5l0sL93Tvi6JmzJxfhph/YCidJtecYzjnLBbZShYAagxdAlBihj4AXajTDudl5QhCcVuoyk6syp4JXoScQvKPHcYUnOY8jgHi820EIVE+T70v0FCoF9YJH2W431M4TQ892uLZIST1VzSh4b1HbOFk0Ox0qTiujGDPR0E1BPCSy5WOjEq4jrhM0dZAhdh7vW5SdCmnK3O0Xgi8c58JcIdW1lu55ssraDFjOmVTsZymFTCU7IatwnCfmPHKYJ94f98yzMV6Dd/R9hwRnjoEXqihTmnB5ITpzMHyw0hFVZVoO5JKZl4WUFkqprVTgzMwO1RHUk1NmGo1xmYvBx7GLhBhxzuNjBBGW2dqg/rDM/Pz2DdfX19zv79hsNrx+9ZJvf/MN4/09h9tbSq38y7/9/2yHK/7LP/83wmuPqOCqRZ4llbbxuItb72M06dcwaq0seTYWbLXKx2Houbm5wYRCdvjgeXF9Tdf35qBUpes7rq93hBAYttvT75tvCtM8c/vh1gg9H/Ysc+K3v/ue337/O6oqUyrknLm/e888H8mlkkqlHwa+vTFC2N39PdM0g/OI98QQuNrtrESlZGpKODF0JpfCcbT8dxh6Yt/BqpX8bPJYnxpPQHf/h8bfDP83g6mn//+tn/X58fVtxS4M06e++NKgPj4h0j5DTh/28WQ/PffHz+jJ2bjE7Fd4qbSIUxUrpbj4TqWCNN3F4JrDYpCz2IcgtSClGHmlmKpNLpWs4KuypETVypILpbhTjaXIM+U4eThn4wNZ3aO2eTrvCA5qMKjVBZOqc14aqWcVoHechd7P0WsVcyLsK6w8QcSbVqqriPM4D76YVx9CoBPFNy1VQc45MD0jC6lkVrK4U8XERVaI3w7GOTGGsHfgTVBeRE6s2zPM3mDSFh344I2q792DEqjnWO1T/WYjeBS0/YYiprKUqCddzqqVEDyqkZzs9Q+ZhCdtmlMKwCTOHsFUnJ1SXU92e9c5W3H+nNVJtd82b/S8bZg6jDLNE3d3d6Rloe8ioMzzxJwWRBzHcQQVDsc922FH9IHedXbPXNzs6/X20AX+lYyLPWktBVmW+VQbKaJ4Z9c1YgyNtZzE+UKxrYBS7NzlxhAvtRqpq5VOKc5EClI+1XGuajsiQqmVeVlwPhjrXJS0JKZpsvsoeGoORiR0ruXQa0MjXHOKMnBBeDsFIc9vOJ9OnT6OVD4F+z01n89Eck+94wmo9kuO9SNFIM6m8xe//+J9Tz06lf19xlH5OsOpghZHfTQ3YYU9QTxW2/jE2+XiRH1sAs8PTuysJ+zq41OzHt+aQ9Kq5KVQsjLPiWk0qrlfjZlWRBWVAhQkBrreEcQRMWF5qRlSRpaZriS6kqjLwjLNuK7DpcIkUPZH63yRPVocmzlbhxD/PG1OVZWUElIqUisSHF0X7CalUquYItAmsPhK7Iqp73RY/jObek9AkOjwCj4rUq2TSWyqO7lmtIIUheLwvqMftjiJ+CRoLqgspFwQ6QiYI1JSpWglJbPPWu27Uincj0egsusiXfBm+ARwauWbXohDj0RITKSlgFfLDxczWlqMELPkxECk3/UMXcf1ix1lUZbjiPOX0MvfPnLJLCUz58RUMsdaySijKBkYi5XcLNmg1Og9L15eUxVu7+/haFHklBZEIHQO74Tohd4qUszR0fNu78DSBWpOhKKomFKzCwG8N8WkLrY1NgjPB4vKVZVcZhSrMTUDYd7pcTzyb//2r3jv+OnNj2w2A0Hset/0A048QzfgnePDh595/eIbfvft70yIAdPW1XZ9OMzZ+lUNvdzcHTlX3r55x/7+nrv7Ow6HA/3Qc3Pzgk48myZEcXs/8pcff2YYBqYEMUY2V5UQI4fDnsPhYBrAW1Ph6rYKPnM/LRz/9OdmoDMiws3VhmG74zC+48P7W9KcuNld25q+ecvt7R0+enwMCMLbNnXX0jCNwI2Pgc3VFTFGk6VstaOq9Vmd8XV8WaD3Nef7Y2PzsRG8CKmeJO38ddeX+ZXy1W9/TGT9wqrQrzOcClYqUB96o2BRAmpRgVm8s4l7ANHqxbFdWMsn/YSTdWwL/TjXcvkSOLFoazlHm6XU5um392jTTW0Rp2jFi54EAQSsjq9kk7rTYgXmTT0mFxNF1wxTAl8rkrGWWPVhR4HnGKZ9edZ9dK5tZg2+cc7hQkBDJUcBUZxvUU8LcUxH2ONUzQhLi94Aj+U9a1OzMS/U4X3A+Urw3qT9nKd6CGKRYaFSlrWMRKmlRek05yVnlEqN4RQxyaMf55xFvc4k606r1mqpztqgRobx3spqQvTEaGIN4s4dQf7WsTJqaz1Hm5n1t+U4i+pJVk3aXGOwYwzBn8S417ynNIfBO84dTFjvBT3Bsk6MkW4CN00D9xxSgjTG8bo3SIPsndXRroxewZ+9SbH62nGa12Vlngf62LHpegDGeQKF/XGPQ6wkppgD6FcI7JTnXNsu/N8dH0urXTyusMyJaZqZZvsR58nGd6Oq/Sx5XRfHNCXTXe0SQWGcZo7HkaGResSJ3Q+BJkSxnAynd47rqw0hGLs8Z6vhLTmD8yxzc7iLJxTLv+Zs8Jdvylmqdp+HriP0A+Lc+b4/HdhzruDn4fZf3MP043c/mOdpc9ZHf/zYMK7R4scf1J77ipKWX7Kbv/i+y4hTWrT/mfX+yohTySlTsmIZrwYdidCFYHnC1gbJ7vX1YNumdJrcOWuyMvZysRqmE5YnIE1+xjeIDuApx+t0etYdaf1RI8dY5Ua1npatBMCYp5EQHZ1vf2+ydppnNM3UacSlBZcXappJaWG+u+PdNLPZ9PxjeIUfOrbdQBd6Ns6jhwkN6auW9dPLbV0yQi64UqnenZ2SdQ9rRl1bdKmi1NoUhBrhx9Ek7SqIW8xIOoFgJKFr8VTvOJZMXgTRclrDusKtTghW+WmbuAiL2k5UkkFbqSZyXag123eJ0Imjd44+OrR3SNe6cdSKq9aOri6F5ThT5mxtygr022C9LGOA6KlOWdIRkcS8HFnSSNVM8G7tdPUso6IGFXszkolCEQxFESH6DsHjFiGXpRW7l8aWXFjmmSUvLPNi8OAwEJxYl4vtFbkWppIoJbNMI/M8W264GUZpMN+YTNZNVE4wuLZ6y1VHleYAFYV8IX25llM5J9SCEWZqZX/YM8+zwe0hstts2W62FFW248GO7/49XdfT9wOvbl4RfbDri+YwVPcrMJ3noRfbnnOOrou8fv2KYdPT9R1d7Km1cv/h1iLILqCbHtHC0Ee8gzQdKYujlgXnPSktkDOu6+ha6yxHQXSh80rvPbU6Om+8iO3W2PUvX72w/GSMuOjN2dvsiNn0ho9poVYlJaUqiFjjg9P8l4X98p4QAqV6xjGjNfL6xTdPdbz4q8e5K8jT1uFTkeDp/0/kR85O79k46kfPXoY78ujRxUs+YTw/PexT/lajub722es4V8KArXptm6pFc04FdQ7xVkJxCaCdhJJPQx4QiLRtvjlfaB6KNNFqZ9hW27w/VYO7RjW60k3X8KnVoXgxxmdwinfQBUffByv8dyCi1CWjJUOa0XmCZUZKMvWgbC2vjvPCfT1wfbXl+29uGCIMsWM3bBmcR6cZ9f5rlvUX1ztny6P4k4amHdt6famadFtlNZ5NYFqUGKyxspOAk2gsNzGjqN5Qguigd44qjrkWclIrRWlroq2riXeCxad2Zk+XqkLJhZSyleSUTKE0uy5EcXTOylZcH6heSG3e0tqM1FTI80KZCzllqHbuQ9fhojPRfIGUJ4REypNBk5qfHaqtivVddZZ+SBRT0PEBnBBFTDVLC9PiYCXrlELOiZQWUkrkJaHB7gPvhM3Qc3O9Y1pmlv0CtZLmmXma6FeSj4DzjoKiJVlk0jKfa3SJCKWsil12NiprVw7wLWViDGdjL68s4TqOzM7qGb3z5Jx5/eo1OMdxGfHBE453hBjZbXZcX18ZeY61byRoqV8EZf2fGA86ebSceQiem5sb+mFojoTjsD/w9sMbgve8eLHFe0NH+mg6x2meECAv8wnRAXBaie7ScBoJLHqTooxecN7T9x3d0HFdr/DODCbOypRcN+A3jmXcM00TpShzM5wtc2/TB1QLej9bd6E4UIqw217/Xap/PlVV9LTRkI/+//F4gP09fN2T1vHxo1+a6+eM5193PX5KOOVLjOdXGs5KWka0mAyXQmtX5emClSRYYV3D7RukWE60dlM8aQhii1YyWpRltg1nrVcTcfhWv4YGRK2n4ZqrXI/rxKdsXpD1LTRvPDqluIpXbcLm2iLLld0ZTmo/aGUZj5RlpswjZTwy7++Y9ncsx3u0JpyrOPtovBc2vcmbxT4QegeuktOElGd0D3UVjy6UIizLYqQYH1pZikWAKs7gPVEzTCgUrCfmGjWqGTPnLdGm3uGcZxM6ijiiChkTM6ildS5ZsfkVYqW1p6Ld/Ao4h3iPl0DnIUggOo/38Opqx26IdFc9/U3PQuVDmUlVjUxTKjVXk9zLxRomq0V3p/OjUEplmhZqEOZ5ZpkXci42n2fK/2hbt4IaAYhKoaIibc29lck4MYGMulBqwaVEKYXrnZVzzMuMO1pkVnJmxrRnV8Zn8J4aPEPXoVrpYyTGeMp1Faf0URGx3qslZ+u0JmtpgolRWDNhM/Zg5yc4R/AO793JcK5Qq8gZGsvVlIfevn/HZhy52l5xdWUN2zOFMU+8ef+Wzkc2caBzHa46fHWf2G7+/uPpbhecnMk1DyRe8EGIXaQfOkBRfY33jqurnUWHL5UuWucfoRmMC7RLBYZhIHbGVr66uqLrO4J3hGY4a9VWotUTnKeLHTqYeH+uhUUz9/sDb9/vmcYDh+M9pShpWVuNXRzEem9VS5OM48y8M+fpgYPwNw85GaLnFbM4f9ZHWUI5P/N5I3ee10cEoL9hzp8yvI+N55cSlL7KcNZamQ53aALNUJ2jiCfGjqHf4J1gXSDMcJa26VsX8IrWRK3W51E0o6WSjhM1F+ZpYZkTPgS6YYPznjBsLH/Xd0gXIXhwXWv8yynfs24cZrMVnOKddZHwruBqIdbJjMAaQQHBd3aT5EotmePte6b9nnLck/a3LMc99z//wHjYU/IR7ytejCDRRc/N9ZaXN1cM247YOXCJZbw7W/VnGPXCcM5LxZdEiJ5tv8O70EpVPEGE4C336LAcSSqFXJPxRKpBh8Mw4L2HGKjB40PHi2FDUcd+aqSqklnqjOSElARVERxOLCepOESqpYJVGtXe1iS6RoDplBgcv399xYtNz/XrHTff3nA/j/zL2x85Lgu3RyMFpaXljeZCTgmnpofchQ4nxWoYl8x+vyc4OOwPHI8zKaUGGz/bcpNVWbQwUZjJLGREPNsuEGKk7ztCFxnmSOgsp3WcTIGmix0vX7zkMB7p3r8n54XjYc88HTluN8zDACIMMRAErrdbumAlCsGHluuyusCqniUXjtPEcZ6M5VsNkTnX8RpUWJsHIyLEGBp79jKSqadNx3lnzPCSWXLmcBzp+55vfvMN34RvyL4ysTBOM+/e/4xX4R+/+z2vr19bTWntfiXx5sOxHidoa4AeGLY9KpWr6y3ffvMS54TtdkOIgRfXL9DmoK1C6saS1kfIlR3tZjOA6kmQ5HKUlosPLrDpN6Sc2U8HllL46c3P/Osff2CaJo7jgVqMvGg58nU/MojAuUAMG2LsePXyBZvthnlOJzThWdZJ1u3pMor7EoP2ELD9xe/4gmc+bQA//Q1f3n/1y8ZTEeffBapF1TQ0k6JZqc63Hzl1zNAqVvpRLb9YSiWNY2tSPFHyAnVtwFxMMDwX0pxIS8aHSFlmXPDEvOBDpKaO2kV88JTU2i95LNJa87grmUSVMi/UkinjTBknXM1QZrtQvYKD2HcWaaJoS+Yv45H5eCAf9qT9nmXas0yj1cZVEw6IPrDtLafhQzTNSWm3gJpz8aw7OVwcI6y5Y4PbWq6irrGSOQ6qBqOvPQRFLSO9Aq1gTkaWlWBkLnZwnuiVRdsFqmsxxPkGs1ZbcmrQe/KcmwbtiTEbHV10dDESYzDjEBw+uwtdY05w/9opRaS1GqN5fWsxfisXkAoNIGibyfMZztOReoeow0tkcBtc8Gx3W0KIhGi1mEqhKx3e2/kvtRJiR5cyCBzGI8sijMeDrVG1tTJ/z86fRZ5mNE9RjNpSdlFBHKlkQrY62fVcrN04YrD2YY6Kri3AdJVlXMUzwPsAlFPqQ5wiagZ3TiZZuD8cudvvLa/qPFKUMi44hGmeWPoZpCNIfJ7F/hvHww30IhWk2mQSi61RDIZwYcID4tbN13ESF2mIhfPnHJ62TbrWlXRlRjbnQqlL650aQTiVJWmxazPXfCIqlmLpB0NUTI3JGlSb0TQFKQfeNYeo4pz19TypUennI6CvGR8bIDn9/fI1H6/1lxnYz73sgWH66LXnePWpOfxSD83Lz//c3x48+xhZfm6otpbMdPcBTZZPEx+QGKi5p2wGck24GpAukOeZ+bAnLwt3P79lmWaO9++YjnfkeWQ+3qGlUJdGyGkXmg+RuBlwIbC9uSF2HRKClXiI5VFZ4UbncA1q0WrworUHSmgp+FLxxYTPgybEQdh2uBh4/d13dNG0VJfxSFoW3v7x37h/9458vCftb8nLxOH2LcsyU/NMFx0vXn3D7rt/pB8G3PaG2UdyFSTB4FvZyDP55Gv+dz3NvhXZxxjY9D0hBuaSSceJVAtjzRSU2SlVwHeeEB3RCxsfGpPWNoOpGiN2aOIB3jmuNpGgjuUwc7ck07O12glrJ6bKvGSOc2XOlTEXI6Z4bx1aBcQpvgtsb7b0nWe47uj7AEFZ8pGlTCQSmUISJQlojITNBvzKZjZDnqaEuop0lapCmoI1xK4Bu8EqIvOzbirFC77r6Z1nN/T89mpDCJHd7gbvA/M8kVJinkfiYEbEdx3iHMuSSSnz/sN78IHj8cB4PFgOVI3h6pwjBBPc2A4DfRdbAbxrOWs7sm7YUirsxpHjZqKUTM4LCAxD31icdtw5J456NOm9aSZNMyFG078Vx831CxRjc1ZVJFjEuywLh+OBcR75H//f/8uf//LvvH71iu+++57oPFvf0fnA4HvKnHmxeUF/3T8bNP63jI82wubE5VI4Ho8sy0LXRa6udqdGBrVW9vfW2stQsQbLOSsN6fre0JhWyrOKTagqFCPh/fjmDT+++YnNdsNvv/8tMQTr2Vkq87wwjgshejZXm1ODBGuo4HDSoZgTX1tj61ILEjv80OHU4ZuoR9VC0dxSLZVnZQfxNPP/c8biF5+9ND5fajSffO3X752PP/NT+8EvGc+P7fczQrWqSl5mSBVyRULGSUSdUNNMdUL1ShUlzxPpeGCZJsbbD8zjkf2HNxzv35OmI+P9e2PRZnOzpW0eLgbisMHHAHkidh34YGxDtY5dKtYVRMSdC/mrdRjQasQKaiUoRAVHxUtGHHR5g+8iy/UVZZmpLdJM88x4f8fx7gP5uCcfbslpZh6PpGzSaN4Jm03Pq1cvLf8aOkqjjktRQuvq8ZwRZ/OzzGtuUcrpxzmWbBFzLdn6EKIUB9UJ3mGasgqxlUJUtai0qJLU8nhKI9k6T0fTmG2ezKn8FW25xsKSMqk0YQCFKhZ1nSRmncPHgI8BFzwSTEUnlWSbhdYmmb52UlnzroIEkGoKCFoKtajJ4GVHLY1lWgURD2v89pwRpxMkenwQht2Gq5cvCLFjt7nGOc/h4BinCaXSlwWcsNntcN6fDOeSE8MwkEtuzbptgrXWVq5lM/ftOZMrbIZzJQNhUeYa+ZcaSMmug81mQwzh1Gg7iVj/Tgqp9Zt03qPV6mK7rjWtVkN5fEMHssuUWsk58/72A+M0kavVMvaxQ4ctOXQcxyPHMLDxG06axL+S8dh4Gg8jscwzIXiCN+Wt4D05t3KyZaFWsco0sWtbWp7eQIz1fLVenVVPiNp+v+ft27dcXV2bDm3s0BZBHo8Th8NIP3T0m+507gz1sY17FQyhWmOAUouVj6mcGNSGPKyckOePOG08fd+cW4w9BWU+jEjPuWVO87z8jMt8oSFMl+9/+Hnr6z6axyf+/dT4VOnK47KWj2X4nrLfzxhxGlQ743KGUhE8uIWqM9OHQgqB3Iqy58Oe/bufyfPM/ue3pGlivv/Acryn5oTMR0NN1Ziy2kgunoB3FV8D4SiEbNX8Io6UC8tkvSDLJVSHtBxQ61BRcisUN8MJFUcznDc7Qt+heYayUEthHo/kZeb9D39i//49khckmZdfSqFWJfY9Gx/Y7K7YXO1Mag6HVqHWjGohdrVBYc/jHTpnAue9gy54NkPHbrchBE90HkFIc+J4PDLlxGGZrWRh00Fw1CkXdawAACAASURBVADVKTlUFgBxlGB1kwUlVMcohblUolaEhMPR1cIGKy3qvG3Qd6NJjh1nZVqUjEOl1a7VbA2DBZxrzOvJEbKQitJ5RXxGQmIshZ/mmblU9mNlnis5JXITpvBrDqb9TsvMdHsg9g7xAyE4avZcQm3PtY8779i9uKLbCKUTQt8R+h7nPLkqUouh4k19JlfbCnKx/qalalOUKRynmWlO4AO+66HVw5INZ65VmeeFUit919H3rZF1IwmNyYhSmz4ydBZdqlptaNf3Jq7fNq5cMtN0Y9HWPDXjqc0wyKkhuaxi/00SMHhvLFBRxnFhnhI5V+ZpYeg6vr15yabv2cqAy9BLT7mx+sRfw3hY7ga1FMbjyL/+y//kw/v33Fxfs9tdEbuO7dWWkgs//PgT4/HIPGeWJZ8cPeeEzcYk91aiUC2VpSksXd9c03Udb396y9u//MR9f8t0HAkxEJpA/jgtHMeZm5srrq63qEDNiZJmcmOe17wgdcRrZhetbjc5JTXjuhKTSrXeoqa9W4078qxrB78cGvLQEOpqID8enybecCZePfo2yy9//DmrVvOqudz3PX3ff8XxPMwHX5KKPoJvP3E8f4dylEpNM1Iy0vQgyQ4twpyOprcoSnAw3t1x9+ZH8jwzffhAXmbm4548jaiafikYA1PaRlRFjBjiFacePwu+LKwl43mayXd78xpn85ZXD72qNjFzE8hWNcMZEEuIkYwBd7giDJ2JG2CC3mkaDVJ+8wPH21uCKLFBNaVUKhBjh0Zh2G4ZNhsUx7RYrV3OhVptPkbWeb6LPMZA54SuFobNwHa7af0zVwQgMR0nprQwThN4oXOC04AGUN+iSwzmTmvBNUJQZfKFpVZQK33wKkRVhhYFBe/I1doyHQ4TYxbmJFQXoIutVVYi1SasUE3ntswgWThMM14KVWcqEwnYO6GoMM6QFzk5OtLyexf9dMlp4TDfEReH77LlS8sGT8faD/S5fHHnHcPVlu4qUAdvDpA3B6WUFvk1Z60irc7SyCE0o1kUUqlMc2JeEjiPjx0ia1G7Re1ajSVcSiH40Ig+nr7rUGAuE1IrXWfdUZyY+pCINH3alTUrra1YItfK3eHAtCwGG05zi2JN7csMZzVkxxkb3jtPFZtLzoVpWri/37MZBsq8sBs2vOpv6F3kxeYFpeRfGTlo3SwNCp+miT//4Y/88MMPvLh+wc3VDcN2w8tvXpFL4c9//jP7/Z7DYeJ4nE4wrnOezTA0w2mb5yry7kPgd7//PbvrKz78/J4PP/2MBM+Huzuc92xiR/SBcUqM08KyvOY//Md/wIdghjOv+scFyoLohNPMJkZi8IztGlqF9hTrgJNrbsHA3y/C/1KYc6UvPzY2vzS10yc/lfN84iK6LL+bpomcTZnpc4ZzPQSbYottL6PdR8ZzdQTWaT3I9n4hfPVVhtM7x+56S2zK/dK6cQjgscixpAnNCTSZ4IAXo3E7gWr1fVoLJSczckXN6Ggj18SIq8UgLaF10rB+nz4IwWMbmBSg2nvAdDRbY2CtmbMYvSBNGcj4J8UaU08jh9sPaK3kZaLkZILLxhk1IXKxzilOhLi9gthz8+1vePX6NYoj5aYyk63o/+rqJTfXN88m8r4y4GIXGKQjRt8IINaFwWTbTNUkImzEgRN8q3+kESGqwnpkuekjORVcgVKFrKZqE1sEt3GeWQKlJuZxIjXNT7uJrZWSikPLSpxo6+vl1KzaorG13nCtAxQTE1gj8mw1qDQ9BiMWuaaGZD/SSiBC5429HANubG2wvJwUd55jVFXGZeLD25GDLuZgVAVx2Ao7cjGG+DgdudvfIk7YHa/wIZBSIaXCzz+/4/2HW+Z5ZhxnSs2UDTgfmvyedTwRFyilshkG+r5HnMnt2XltQLbouab2lAZYRQ7MuUGECLha6fvBmoOrkIueenWWWg1GTslEP5wJG5gRtbpOU/8SSq4sc+J+fzBx+Xkm5RV9qe3ee77xOcOgDx7oxXv0lNustfVLFeiHgc1mYznN/Z5SC93QWfmIGsHPg+lQizRCX6E4h5TSus7Y5to5a1QvWqEUNn3H61cvqahdyw1qF7HacOkifQhn3kVtqYZi3ILoheurnugi1zvL/3+YAunQdh4xNGW99mojlZUHfRH/5hX/oledorj1/Mhjxuv5X58+h0+nruTR+1dH5XA4kFI6/Q4hmFA/KxT/MZz7S9mxNVh+/NvmcE4vPZzbU9jtw/FVhjPEwHfffcvgKlHs5hZpggiNRXv385HDcQ9lxjvFBU9/fQVVGbrIMg3ktLBMR1uodnMupZBKpRt6XG/F5uqbxqoYg7Sqo4smZkDK5pGpwbalNrq+qknktc3ciamydN5bvq5mSGoNquejwWbZcqIsM4FKdIEYLJoS5yEEXv7+P7B99Yqr17/h5W9/byetlQFUzaCVGDd0/fUXey1fNJxat4a+p2uQszYxaRPydnTdhijCxlv7kdrb+xYyqRayExK+RR7BYPGqSK2kCAu2ptfR0zuHLhG39NyNibfv7piXxerKUkZ9hw+9weXJyEjemqtYn8pgyMFSClrUGNQrm1SNrbhqr7JkSNXanTXBdq/OSBKdx8VA0ECokX4XuX69o+8j+b1QD0KJjVTzTJ0jai2833/gf/z5X/nj259IS2IerSB927Xyn1aOYG257nHec/PyBbGL5FwpRXn77h1/+OO/k4sJ9omD11c3+NgxdB03VzsEYW7SbTEEYvSUmlnSbEZAi71XKs7bhq+1mDoDAXDWHs4bWW6FeJ2P1pPTH0E805w4jvcsKXE8jIzTzGYbca5HSyGIAxfR4PBiZU9pMQWneRzpY+SfvvkHvr15zZyWU77/OceaS5NHW/L6/1O9cMOXtDFnVVf2qbVvK82Zv3l5QymZd2/f8f7nd2y3W+tj65x1+Ok7ZhF8ziiGyFTEupU4hw8B39jOfdcZHKsVcuL19TU3fc84T7x5/74hBubEda4jdMLV0JsD0tConPKpKcBmcPzjb16wG4RvXw3sdpE//FQY/5TJ1bNoRCSg1VGzMclzrSchl+cev8wgvQjlHv7l/G9ZYVf92Hjq+oIn3njxaSuzeVkSb9++ZZomPnx4zzzPdF3H99//ts21nOa8zvs890/vuU8az4t3PYg4vxBP+bq2YiLE6InOEQUgt04iao01WuuoVfbLiTPGGg5xxpgNoaC1nMLlWi03WZs3u3YM0LXo/qL3pH2mKbqsN9EqOdeSHO0Oa/9uYYwVijuT7QvW3gcRM/ZNls8S+OfOEyIYaSUEJEb67YbN1TWb3Y5+GOykrWUgajdxCK1g+hnBLOcsEhMnreNLbrq5FvmgjVjlTTBCm+iDOj2LF7QoU+WiuEQb6aARIApCcXbzGrliIS2pESqqQY5BKGIi4iKr5u862g3YInQvrlWprbUjgl0ka05KTRm+mk5rCN6EKaoJLKw3q4gjhGjXToyEEKlO2zUgp3zUcwyLJCeO48jheKSkTJ4T3gWqL6b5K02KL5keqqEujhACOZugw+FwYEkLuRSQihMxyL/lR0PscCKtxKZeqB+d/fBTxKFWyqKYoyNizcHVmfydunM00B4Y2chZIb135ZTqqHWtC7Yo6FTb2WB50/y3+lxpJ6q4c7F+bdfdc0O1Z8js4x12LcdYySorIWqZp5MiknUlmVunEVPy2vYDY98zd53B3d4bUauhQctmQ9kuFjmqWqQaQkuDGKkt+MCm6/EhMMTOCFni0Bjx3jOOk6l6ddG6FKkj4NgMg8kdtqmvEP2KzgRvqkMxCF2ALjr6LiDFkYtriIycj3vdY59rvR9FbQ+M56cSfzyEMc/veWh2HhjPT9q0p3Fb1cqyLK2zzcKymMCIfffjuTw+psffoZi3uT7mFPya8Xwc817O5vNX+FcbzmGIdC0HKLnilkTDP6jR0XUmxE2J1H5oovBGTgjFmGOlmLxeSolpHtsC1cYGrNQUwZs8XgxyNs5NmB3RRtduuYNkTMJaVmXV1gA2eMR5fOjZXG9NXGFr9XiltY2qtbBgHmypJi/WeoshwRF3G/ww8PK33/PqH37PsLliu1ujyvrgjDkXcL77NG7wlUOc0A0BlcKSZlIameeDeZ+r0Lh0ptLTReJuRxWYdCGr9d/0KtQQ0GAtlVCQqkiuSKkUmTnc3ZOdJ+HxwA9vfubNu3ekoozFWiptrl/gQuQ4K+MEIgVX7EZJJVGKFZ4HHxEf2HQDijId9+RME0/w5FI4TBO5mqMEyrDtubkeoEDaWz0c1ZMSuGFgt/EM28imf0mMgcSRkhaoHif+bDz+xrEsiT/+8c+8e3/LOE70oePFzQuGrue333xH3/XMyWDrt+8Kb9+YCMO7n382dmsp5FqZc2acZiOsNUNzGEcO00TXD2yvrHOGuLFpPy9G6KmKqkcrpNRExMU1taqz4UQFHwo5VEJZDafBe7nBsh5h0/eglicvjWEL0pqCL6iqQb3e4Xw+KUtptY3GOW/XtPMmBVgyx+Me/9zkoOZXCTT0YN2Q10jUfuecmZaFaZ7481/+nePRGO+lZDZ94OXVQET47YvXvA4bvrt+yfgPs5VvDRtLA8SIOGH87sB8OJoz6c1RC6FBtM0ndM4gbSshst+Wf3LkJfH7199QqxJiaAQjIwaq95Q+cpyTpUmaw+IAp4rLMy4JkhRSYNsNfP/tFcfs+GnvKeoM6apiPwYs/V3GxxHnI0d0fawP/30ymi2neCb7nOHTh298ajzcJ1PK3N/fMo5HpulIzsmaiq+cESmGSrXI5mQWVj3ny+MCHjr2l3O/OKy/Ms/zlYbTcpZeZE1lnUg+pv3dNDXFGKHOB2OWiWlCOh8gGLFBW6RZWhnFavC0htbGKONaBEtrWXXyHNprrW+iEXNMmWilb9cLb8NOqI+BGCN93xO7jlxyy9tA8c4ySu5MUUcahBACPnZ02y2b62u6ONB1XVuRNqcVcnAecc/TUuy03sGE3UvNULLp52o930cu4LwxmUOMVBRXShNZt+4vIo3oIq3mdY2u1XKMaUmIZFCHVOV+f+DD7T3qPNV3uOAYYk/sB5aSEZcNanWmRqBtY/BqkIt3nhhM6izhKNpy1OIoWqnJCtS1nU/vHcPQUZOiIdu+VaWBBt5QjhgJvqke6YwF263I/5noQaVWDocjy5JMZ9Q5hmHDth94cXPN0PUcp4lpXuhiRFsx+2G/J+V0MpzWu7MR1nJBUFLOLK2OMoSId57gU0MRXDOa67VkOqelmBRhbsfomuEsoTS8pcERgBXTWwRbG9s3eI9v0LJzK6y1fraRweyepdWSgkUNsEoZnpjLmJRcSgv1OQ3nZd4SThvxgxe0cG3ttTnNM+9ub7nf78nJmle/ut7xYhNxKuy6gb4KXdexKxnvHV20Wlvf2/6zDR1ps2kpodA6oJiAR82KZsv/Rmm62+3eIXgIHu0yOxegqpVduRYpekdCudeMSDpFnOvWJRgXwwAbM47Bw2YTqYvDTUKp7nQeTv7D35EgZKv8ELm4/P/54WWkSjsafRTJcWFEP4nRXozLKLacIk1jFJf/zdt7dVlyJVl635HuflWIzMiEaFS1mhlyuIb8A+T/f+MDudjkqmpRXSjozFBXuDiKD3bc780EUF1AxYxjBSIyxL0uj5lt27b3xTMxv3dZUMi81C0/9T7z8czJ10fHM9/n6uPv/2XbLxxH4QxvlkKZAmWc5iFAoVGHQBxH4pRENL2oasOkUMgspKIsQTOlSMqxwksixK6UEEpSDFJZ1Iy7JJlXzEmUfuIFYWGZO5SQith8JVJicQvBKGzjcE2DThZd4U7jjDyUgyGFiVRl1HSBDhY4TlsDGmKa6qWcMfd6KYyouLzUprWmaT3p1HMaJnQcMWlCl4JVlVOqhc2aUqTvexlHMQqjHa3WOG0JWjHVy2fr49sZRacKXiniKF6OscolJmWw3RplHLpdgzYk5SRuZ5mlnVOGXGAYxBi5IVMM+EbTrWUmbpyk0W81OCP9mlSKaBxbEdm31lZkqjKUQwUWZpJEKpAd3m1xzgI9MZ6qjRu8FFZrjeHu+hXXn74lNZrtesPtzQ3eOa5WK5wxdcxkYrVZsz+eOPUnGu+YplGSgpIZYmQ/jDJAr2RxCePE/cMD1hieT+L1GHNknooU1q0EvhAT+/2Rw+mE0wqnwTvLphNGdS6gdSSVvqLdAr2iFG1TmaFGjJNnYXiUqpWjJZMYpyiBwTpmzdtSaktDSxCVzLwwjQOnw5699jy6FeaFxq3mrRSqdVxmVugpuRDDWNsRQIGH/YGv3r/jab/n//n973h8fq6M7MhvPnnD2+sNHoUNGRMkkfPFoJMSSz2d0bqgTEFnhcdCAhVq71RKbonTGXSF2SmFPEn1gzWCZCmx2AOFPk6o6l6UjCJrhXIKHRKkWRmrQuKASjL37Qo0gKfgiBhVNafRCyRdSpYC4kXP+E9dBD54jJZ/flxxfrSpubf10z/96LO80Adorppt6yQpOvVHTifx8pVfkHggRgMyLTEMfeWzaLlntcU3XfWQPb/jT+3y5Xoh7/0/oOKEIky0Wt3lKaCmIMyS5KS6DEGE0qdEjknmHCuj0pQq76aoVaIEzZwrkw1Vb5KMKomchMqtEMmsnGvQTDLjJKV87YeeUzOogT0nEa3ORQyeldZY73Ctx+SMiTKjaLxbhtNjsJwOB07jiNOGBkShqAp8QyGlUM9GrL2XelGKQVXx7ZfYlFI0nac/7pnGEyZN+DRhqNDnDBcDKSemYUAZg29btBVHEiwYMpmwPAxKKVZKs9IKlxJxmkhZwmqpgdM1K7RvcesdBc1xTISQCQnph86qKxSGYeQ09BSjxLDXOIyxiNLQxPHU4ww4K0EkAUWpRb7O1IUISpVmLFglwYQ5cBaHs1sa56Dck6JknIt/3gtsVhte727ZffGW9d01292OuzevpWcrOpL0w8Q4BbS1fPv9e47HA4bCOAxi60bm2A8yPJ8zSWuBs6eJx8dHmsaz709456m2qUjlJ3ZrORdiLBwOJ572e3RO6JJYdS3+VlfLKUBphnGirwSjECJaa25ublh1Ha7xQrCqjE+llDxjVQhgmhLGgHM1UJoic9XLmIs8cwqYxpHT6chBW55s8+KBUwh2qeosC6KVc2Ice6mMM1AUD0+P/PvXX3H/9MQ//eu/cP/4iC4ZjZAV49/9LV4bXCgQCk4pcr2HqEmWslLBuiJ2EDoVzCgch6hy7Z2f0RmUCCBMhx6q402Rmxm36WT/TxMMgWIU2WmK1ajOoUI+C2lTUTgUKmd0AlvAF4UjY1UUIRdlyKqQSHXdLP/dXVB/liD0MWRbfuL7fFxtXsZR9eNf/omQNgfOGAKn/kQ/HPHOYYyst4IeFiCRcuTUH5imAZnlEK1063zlCvzMLl8Wz0vwrONsv2L5+GVQLXPFnik5CeVELQAEIE4O0zgQx8h0CgLduY3oZOZMQchBqbLMZiKQVE/y0BqjRVUFaRhTWPqR4kWYl7+b/y2bBM4Z9lVqhqjmy5cXIg8gC3auNaJSGOukKnMe6xshozhh2OlZSzIzA+sX78UZFuYn2GW/cpsrsFRp6QZh+SrAViJDhMreVGgvC6N3DmMtxdSecCksz3BNMrz3rJzDxIhLSQbifYfWFjMm3JREh9hYYpaB7BCzCIQvrE85B7rCXJDJKRCmgcNhL5VWnMgloa2laWXiu636rme1AxjHQBoFmixJgRXCymKdVSRA55QIQZxGVK4EshdaVhQKWxTheGKvC6EfGIce5wybtZgVG+vpNg276xvevH3L/nnF6XAQAk9JlJIINtO5RuaNK8Soqz3VNAXe3d/LSERdEzrf0PgGbQyuaShKsd5sxZWlGql3bcNqs8EYw1RRlpgTUwjMs52mkt5SzqK/PMI4CUkpLaQ7SZ+0lrGHECIoRa7ONDMDWiOXxwDkJLZ6YWKchpqwvcwWYuCH+x+IOZGKmCg4rckpMfTCvJdeluLpuGcokaASyhtMa+usNthG6PZF18DlLKVarJ1RSEkepA9ZoFgh0ylZoIuq3Ig6V76wBEtB0aKDpRhNNhplDbkR/IaVr68rwhIYRbZadGuRBGpeMWIpTDExahHaz8UwjiPPz5lD1EyDJxQrZMkiyFxII+WFR4Dgw4A5E7N+zrZRTuD5kzCbhdU89JLgiL+xSEgaay/+5BKO/Qm4t4jqW4yBaRwWL1sJnNJwzjnQDyemaeSHH77jcHhGKYvC0K3WaGXwvsF7X7WZy8V7XBxCjVezcErh1ymP/eKGnFGgc4Iqa6fEMRelBJqbhoHj8xOxnxj2R6z17G5d9ZeLpByIKTBNEyFMi9oPSmAlY0UizHkLWhajlDMllVphBjnJKRDjJHHgAv+u6SWQRTfVauldkIFUYd4JYyVLyaWQo/T2LKCTI+VClzK2bfFdh+9ajDPnjGYWaKZCbRdvX4p+KW5QnSuciCERc5HesrFYo+m6DqMNj8eJwzDgO7GpctaxnSXZciCXgMtVgDpnQpBEZNN0vFqtIQQoBaMNm9vXuKZlCDBE6MfI+/1ADJFx6ulHIbGEGCsgnigqYa1AYqokprFnihPHaSRTOA0HEgHXNGyvNuIsst6gtIgjhBgJw4nD85EcCtOUIYm5uNYGpQuoTIqZp6dnjNbCWp0GTMr42XfsBTYNdEnx+O07jl9PRF2YdKFdd/zmH/6WzXbH51/8ltu7t0TlmLLm4f6ew36PQpPjRIlVr7lTxJQ46JMskNX/9Hg68bt//mcUSsZwUPzmb77g888+w2pL6xxtSnxSMv04iDh/KXjvuNqsKaXw/uGBvh8YQ+TQ9zS+4eZ2hzUWtGFKmZxG8jgwhsAwiZqQzKAK08QaMXg+nsbKH5D0N8W0sNedBqcLpECcBgZj2JtqH/hC2zAO/NPv/knGyUrBKS2+tjkzjb1ouipFAvYlsS8TvYnorafR4oHbKEO321CsIWsNnVs8XOeyQ88VZyXyZGMoPs88oLq2SyKWBTcStyUtQdVsW0zKZxKTUSQnC7RuLCpKYDPM4gWBKSnGkhhiQIyKLUOC/TCQU+ZVdExZ8fQc+erLib5YDmpLMZ7pakssmSmNnKY9Nr8sIWsOYGdBgPqDP3tpzylqzplQ+5HffPsNQz9wfXPNriosrdz6HJw+gGYvv67lTI5M08AwnDjs9/RDj3Ma5wyUjCISw8Dj4zuOxz3/9P/+X3z//XfiM6wtN9e3kDObzZabm1tWq/UH+/zx+50J6OpXJ92/gskyD7VLP0DVeYkyZy65kGNc+pPn+bO8sGnnxm+aCT/1dZVStUlvKhxUluoy57m6nMkCZfnbpb9Z4b5ztqEq003VviksjiGUqsk6F+zIcZAX3UptTO3DnfVG5zvh5+HBv6Qh/hefalI6z6oVPVe3ClVnCguhSr2d3RRmuKuyRVApo4NUHEySwauYhV1bKnty1r+1Al/JuAnLEHcp58/LYH6F84zVmGLEXaLiSrn6rjqtUdbijcVbeY/GikB/MFHIMZUResm6v3yO5+sqC7/AeB/C8y+zKUAXKCGRwsRYIsci1e1hf0ApzTiIfJpSmtVqzTROrDcbpmEkDD1JaVISHdpcr8X8H6oSbEZZZHUSGC5UmTGUiFkorWnahqLEOlyXLC4zvqkjFxcoiTFYZ2kaIU6FIL3/osQmWUhAF42MZbxDL2SikjPq4llSzORRUdVR9TkUYXKRZXypLaXI8+FxcduxaAZlIGfiVPvE2pCVoleF0SRC7Q0zi6No9eNHTn30pZL2gEyyzU5K8/fnM3TxuSJIM+JFPd/1u4Ig5rPSD6qewfkmjhnpa+TKUpZRu6gTo05YlZhiJqTCGCLDMDGURNSeYhHDipyJcaIfTlj7coHz4yfmZ6Haj4KprPvndXBWa+r7nuPxiPMOa0Xco+tWqJ+drz6vkbJM5YXvEqvS0mxuIaRvvYw5Uh1lcr0HZIY31BEWJybyUZBOpfW5y/oTx7cgtvOh/oKl5BcHThG5k5zMGo2xLWhNdr7aihVyCMSxZzrtSdYx9TtKjhz2T9Ir2T8xDEdiCNLfVGLZpTU4Z1itZvaksPhSTORKBsqz8LGaH3SBoc4L7HwGitDQO2HBGiUMYJUShCCQZ2WWCmu3kOKsyAPKWIz3rDYbms26+h7Gyoyp0MvM2FrK/1lu72UCZ5orgrEKBaiEJYHXYDzaObIOBAIpRMJ+T+s9r9pGTLyPB+LpKJJf00hKmXEQf79TLpxSpvWW9Upm1WZC1vFw5GHfM0yZ/SkJRBtjPdYiA/katBNRhWJaumRRlZWorcU1LaAoaQU50TbiaSnzboIbK2PxyqJjIlpRJsomLgt8SgGRogNUZJpOKFXIZUIbYQzPQ9EvshVQMeFCog2Zceg5Hh7ovSOHTLteEfrM8bHH+Yab3Q0r3zH9z/+N/f6Z+x++5+nhnsenJw79CCnX9TOjjTAvc00eS86UKPftMI2M04S2lm7Vyf1kDCEGcozkFGicY7NeixPHu3tCzHSrNavNltVqxZu3n1BK4V//7Q883D9gvcU1TtjOVuOUrazZLIS5mBaxAyHgSO1llMIq6feu25bGWaxRlByJaaSfDPqF7m+AYTrx+z/8n0tClidIPaiiFjlOujXKN4wGDrYwRZGXDGHCFo1Bk8aJEqNY08WICqmObUmAzVaeyxwrL6GuVef8W3po8ll+V+WCWkSx6zNeA6PAvoKyRS2GBSoXdMqoKeCej/hTj9v3uBAZQqKfElFPfOOPdK7QbVck43n3OPH+fs+YFIfSo6xnvNkSNy3399/x+38V8/r/YducUFwEyrlQmM9EySx6y19//RXv379nu92w2ay5e/OG9WYl0wflp9bDWdd6tmqb6E8HTqcD/enAOI7kvEPT0jaW7a7F+8I4rWka+OLzT1h3IjgSQ8b7hsP+gWk8UUrmdNrQth3dSqreOWguI0XMwBb83QAAIABJREFUa3ZZjujHndc/v/0yrdrlBBY5c5VsgNaU2nsDwb5zSpURW4hxQhnDOI30/YlxFAq5GPPm5UCkV1Ztl4zMni3ZSGXQLo4B896U2efwknl2vjDyWpq5EytX/MLQsRRmnYCcSh1UVwI/GyNkIuekL5LL8nfLSa5pi1qoFEsn+K/eSoEQpGJUqQjRqWZZKBl9KcpIGpMLaZqk0sxZWIQhUsaRHIJ8TpnYVzLJeiB0I372dbSyCOQslPD+dGKMEKZCSOVcldS2jzZgrBxnUywpS9BURqqmtmnkps0WVTLOSLxXWtcRJo3Xcs4mbTHKCglL5UVC7+zQIhVFykHY1bXindGPl6PqS1JksjjdMEXiaaBME3v7yNAPPN080rVbdlfXXF3dYrTh9tUr2rYVRnkI9OMkz8WFVRhQk6p8IcUmQX8e4qeAreNaTS4Ya0lhIgaFcw5XNW9RQrhrnKv6xWs2280yitKPI02dQy6KD6qyudLKFaWYK04ZnpV+tTKi1OWsxc+i54hYSUzxxVoRcuyRx/33ck1LIfSF6ZBRxdDYDqMtOmZUl5gM9K4Q5sqk9gFzKZRYSYvI/a9yhphE0tFU+UmKVIBFxrBKyrVynK++yHiCri48BTXFGkvP/U6qDKPSAu0WW8hagmZJGYYJfRjQpxE9Rfl+iIRhoujAqURygdNU6AOcxsQwBKZYmHJEWyFY5hQYhhMPT5VU+VLbxzDtj3+BGZO+dD25+OnyrZxFJu/5+YkYxW6vbdtq8SgmED8CA2qFv7SQcybWHnqsz5AkJ6KM1XgLOLq2gZK42m0pWUT6xyGglJExqZzp+xPSw9f4pl0C549F3n+MDP6kc8rPbL+44iwZVKo3oFII9K4oWqTctPMY36DNScrpWOj7E1NM7Pd7nvcHwthLw7xAsQ60or2+ZXd9RdM0lHZNKIXjfk8IYfHCyykTJ3lgxNZKmu1xGeg5XwylICaxWUKpChtn4jRVCLQwDiLZN0ZZcE5TIEQhKeRccMXQrLa0mw3GeBb1mwpDznAO8zydDK3+0lP6Z052Icck0Gk5w5aqIIlJTGAtpuuo8kLoxuPbhqZtyK2nBM8UA8PxRIhRSDi58PxoBT6/veb13WuwjikbUoLjkNgfR2JRpCKEE+e02JPVdojSYOW5EKk9Sk16hKXpXSPpRBHGolEZo2Z4TchBFkXQCuM8drUmTonjaMipULBLkE5VESZHCZriYyiKT1JBvEzgnBcEqzSttqyt57rp0M6y3l7h2g5fNOE4cEiP5FCr3ZRpfMPruzvWmzXr6yuKtRxPR/jqTxyPR6nGjUIrYYInEkHnmhiKl2PTxGVfUoyEMDEOA9M4kNqWVbcio3C+qRm1fHjf1DZIEoKRb6rZtSZlESqPKRLGUYJ7LISpLAIUIogkkKyzhtZZusZzdbWj9Z7Ge7CGbBRxvvdfaDM2sbt7XhDONCXCNkL22LSCbDnGQP98ZCRxKkH0d8dB9t95tNGomKEf5TgejqghUKKQGHGG3FVhkpkTMSVKEBFxlKkPVzW2R8YUSszkMdSbos6zLgevxDdWsUhOzvfrB7BvzjKXPo3k/ohuDevdNV1n6XZ3+PUW7TIhvCfEvNiXlTCSw8jUR47P04vpX/9l24/faw6gZ9Rakrmmbbm6uiKEkefnJ96//55cEm8/uWO93nB785qmafk4/qrlNQvjNHDYP9MfD3Kvx0jjHdvNmtevrvn88zfknHj79poYAr/54jNOp57j8cRhf2IYJh4enogxo7UQq+YxRVHQMh8E0BkhlB7nr0MIf3ngrDCHyrmOmiD4vjEUjJiyOi+2W0kMXofTEWUD+8OB5/2BnEKdOwOsRVlLd33D1SefihSZMcQQ2I/3DP1JGH4I8y9OYlIdqhNFzIVYK9MZtrN14DumTIiSIacgrN5oJ0RHMpLLQC6FkDOpwClIz6EoYee1xeC7De16h7WemoLBJVg1B1NVZ4Lyhw3wv2orAqnpSmlfemUFcswkJWbipjW1x6IwTYOrouG5aSij43iE8XRkmiLDJIHzSRWmMOEaD7YB6wljZoqF45B4Po6gDcoLBG2drAwzEi0C/nKstsKAzkkfUyuNrQiEqnZhUqmnegplX62CiMwoNsoQTMIOmhAKU9bEusjlyuArFXFIqSpF5SQWdy+4FQpWabQybKwn+A7deK4217iuwxRNPA5Mp5Gnx2esc1zfXNM0nm71Bm01m/trsrU87/fs+5MgMpVyr9FV41cLDFsE5ZimaYHDUaKSM00TwzBwOh6lbXYlpZFznq7rWHUr1us1SutFLEECp8c66e2XVBbz7TiNwo6dMmGa5wsrglBHUKwVh5au7UQ1qfGYusAVTQ2cL7eIa5fY3j2LfGARKDWOI6QVnCAHy+O7wPPzyBgnDmGo/eAqprOy6FYJRNpPqKzQD0fUSbxHyZncWHJMIgdZn58yBmmBaI2e54hNOesvFEUJidLLBHS2ppoYSEUukkDyXBqn0EZRnKb4M/ImiFiSWdMwkocTynesdm/YbFd0uzua9RZt94QgiU+JogqWp5ESRqYejvtfx/z8c9uPyEF/0e/Ox3UOnG3TcHV1RYyB77//lj/96Y9A5rPPPuFqd8V6vZFi6OMXVQqqF/A0DhyPe06noyREJdM2Ejhfvbrms0/fSEJuhJMyjaLT/fjwzP39I4+PT/z+d//K6dSzP/SMU1wkXOdAqWdlpzloyk588O8PWMb/QTL+iwUQBNIU6EGjKFZSCdEvVTjf0q7WhNNBtFPrgDYzrbxmc6kIdNWuNrimYffqjts3nywHGoMQiIb+JFXmFCRbLoqiq4B4rfTEDUIyO+rlKMBUCn0QHVbnErYoSpTGvMCydZykJqJKi4SbbTpc17G+lsXSNs3iOHHZRVYXj8g5rM2/8zKbqcPo83iAM1qcZirknKsgAUBWSirwlAlZGIPKmGUY3hRxe8gFXNNgnCcXxfOhR9vIYShMsdCPiYxhNhdXWuDz2alGPgq2EoRc1af1WgsZCIWeF9s6NjTj4Uqx+JU6JADPbBRrNMk3RFM4hlLh6URIApcpO5fdc6JCRRte7nzPl6/UNgBFAul2s6HbbrHbHbZbM4bAcRhQCob+xDQZrK/m3She3byibVqeP/2MzWpDSoKUDONAs28IMXA8WWKMGC2knjAFxmFcRrGcsQQjYuNKKRkdQYhH3jdVTUkSmlKJW9Y6mqYl51BdbQIpykKioEKwplYAhVRPnlYimTW3SqwVwpg2pl6/Qlaa9MIruMD/YVnLtFH4xpEnwxASYQhM/cTYB8YwMQw9gm4YtFYU31QVM4Wy8oyW1klymUQDuzQOWs+ZwMOSHKN1laNUfFB8FFA+o5wR2NBI8CpaichILiSb5HMM0q+2Ldp6WefWjWDAdUxL+Bsa7y1d29A0jhQTp1PPOIZZRfO8zR2IItrN/33qzTNcefnV0sf8yefqAuJUMtbUdR2bzQbfNCit6sjID0zTxOu7T7DW4ayv4iVnab653ygznNMCvxckgJl5BLAKvAyj8F2envaM48i7H+75/rt3HA5H3r17J/6qWloa0tpwHwTMv1QUXg7tz//8FwfOHAt5mKDvUW0hOY821TLJGNa7K+LrN6gYOKy+lWHrLJJxqQDKkkiMUeFaz9Xdp2yur/ntf/lf+Nt//M/Ss0yCeV+//YShP/F4f8/TwwNjPzA9PFFiJCtHjiIyb2v1Uapzg5AvEjHC8TjQeEtUGmczjZqwUZFDIIdpISQpozHtDuNadq/fcP32c1bbDZtXr/FtU5MGwf5V7aaexc4+En17obtcKSUVnJYRF280rRePTJ0TJULMiqlUxRGtMblwChE7S+x5h20dTddgvKPVFpTGNi3WNYRi+OO39xQ0z70iJAgpEHEYpZcecdc6Yc8qGTjXpVS/FfBGYZV8OFXnsurM7RRD7d/VlUBrrKsQl3S2aLRipRRJWzZXK2JSvO8HjlPgkCPjOKKsomlEGk2kDR2JSAjpgyHzv/6kU1l7iZISKia8sfzN559zdXdH9+o1zW7H/cMDX/7pS4Zh4P7dO8I00XYdTePZ7K74n/7hPxNT5O76luPpSN/3jOPA4Xjgh/c/MIwj7x/ECUIBp+MJqw1PD4845/GNxzUdJRVKEk3Z46GX+8DJ2FHTeBrvZJZuDOSYWbUrFJrHpwee9g+kGAijsFOtVmjvcE7TNLqiLbFKwknfv/GOVdPQNg3WS3IVUyTmLNKpL1pvgqSsJ9ARSsK6DY29ZTw63h8n+ufM0/2B/UNPP448H44opRbvzOIb7HqF0QbdVqTrVYGx8iJiQnmHXrcSOKtgfg6JEpMEzzlwznPFZbYkZIkgIpMn50CMphNjmEghMH77RDr0tM0tq3ZHbqGsPeXUUFoNOWAdrDcN223Lzc2GbtUwHAaOjweeng5MU5HAWXuphdoWKxpT/ItXnOetBsJaxZf/8PqqD7421vHq9SvaruHLP/0B7x2H44F/+qf/m+32is3mihAitze3NM21/FUNYM7ZerrTok87TQNKqdrbdBgNpcga8MMP33M69fzhD1/y8PDEn778mj/84Y+kmAlTwhjLb//uH7m9vWa12bJey1jKXD1+HDT/mnP6q6DaM517Hk+QvRCXDoutcK02Vhrv6aL0VbLwaeewrqFbb1lvd3TrLW23qhT5hImR1WaHcZYxRKaQ0NaLdVOMWOtJae5vyShGjEEazWGS3kYRBrB1FtO2Etx9g7ZNZTXOxYpk29oYlHO4tqHdrGlWnbij1Lmy8wItN9qSe826uDP9+oXWcaWk4jw3VCv96INrQB1V0efmLnOnRnZQG0PTtrhScE0nDE/XoI0DbYkpk3JhCjDFUgfHdRWkqB9GbmaBzcVvxRQJnFbL+ItF1p7qwFkT+LMv53xyLoesjTqfU6WUDJcrhXeGQMFFLYLYM+RSs37qvv332EqFh6nVsalqTG0nPcVmvaYdB9pOlGOcs1UQRAQyNOJtqo1l1bSiZ6o0rlbtU5hop5GYAt57GWWZpiVpLCZjjMFZR7BWJAmRvud8X6BYBA3mapOCaOBaJ9VYLWFkREALwpILqSiS0qhSSGhBAir7UcRHJNNPF8L1OQun4cUXcKWwxlXrMIUzLd5uKdZitBdZQGPw1pCzZdUIQaprG5y1dE0j1l92tiIUuBQFcciEFFFKkjyANHvDkpeRqbqMMjNAL1uZufYWVZ3dnvVoUyoyGpUUscj7WArZmEpzUBAtrvE0TYNvGlCw2XZ4L0hBH0+M/cg0hWUtPbeAZuhQS7/6Bc/7xySYi8fxooWrflRyLkRUzkFIa4V3ntiI+IBznlKkktbacDgeOBwPrNfr2nOscUKJWMyMDMQoUqelioXnnCpRUVSr+r7n4eGB4/HEux/ec3//wLt373m4f0Dmkj1KiTG7q2Ig8/qQf0YGtdQ1++er65/fflngVEjf5CeenjmmWN/Srrf4bo1pVmQmyCKWoI3BehFM3/k7Vtst/+m//jduXt9x/eoV1goWbkzBuox2lpQju1efMFViw9iLnVAYq3ZkBdbEUDqQa9kvMI3Q+XWFp7TSGCMP4+nhPaf330vjPg2iaLNb4zZXXL15xc1nb7DOgTUkzpZjHxxzJVfkIuFBjJjTizU5tdI0TUM49qLYAwSVKMbgbEIViDEzpYxrOlq/pvMeZw1Wa7IStaXtZs1us6FpW774239gvd0yRmHLvrt/4p//7Y/0QxWWiBnnZDbQOU3biPRVa60YiSNi7QqR8tOArcm6LjMDoLqtc+4ZfPDveWFS80NbAFngnDUYZXi9WnGtLQ+DQx0zWRfwtdfSeMiGMSSKcy9acaoiai1TjmA03WZFd7VhdXPF6tU17e0VbrfhtrU0m44wBY4Pj8RxYjicmE4DpSievvxOZpXHHpMia+dZ71purq757LPPSDnx9PzIMI189eUf+fqrr+laUSdy1nG9vaLthPjjrGcYeh4fH2QOuiIqXdeyWnU1yRFhgsZ7tLacfIu3Duc6djuh5e8PR8ZxZJgi/SgEq6yFj+6dxxrDynq6Okr07v29pF9WU7R42nbWvmATH5xuebP5T4tov7dv6dzfMxoob4/068Dt1ZFx6CXhNh6jDW0rBCjvPc47rrZropP91NcdJRfef3Pk8fiAHgxmlLVlCjJ+I0pJVezB1qRT2xrItYzgAFkL0hT7kRwTm+sdm+sr6S7ETImZYwqc0kTR4FuRHk0loZTns7/9G2gct7e3vL27I8aRp/33DEPPw/snfvj2nqfnXqzNYF7OqOqs+NZwc7f6kZzcX7UpmZf/IFhcJN1cPrPlg2/Nv1w/Vy7AZotvPHd3d3z22ac8PT/zzddfMYXA737/O354957wXya6TpCM3XaDVkpIojFw2D/w+HDP4fhMzrHeq0+8v/+e3/3+/8P6xP75wD//679xOBz58o/f8vS4l9nXfmK7veIf/uE3bNZbbm7v2O5u0MbI9AHnOqbU6YsP04Ty0TH96GB/cvtVVh5qfvGlujn/ZK7qjPVo41AmSQ+jLpqzrFi33bG9uuL29RtevXmDb9tFTg4tMKhuHIVCt55ZtZUcVApxCpIFfxA4JWMJk5gBxzDJSAwsaidKGanbciCenslxIgxT1bH1+K6lWXe02/ViIzRXS+qDLE0avrX4kwpLidn2i41HKJk9CkrVjF/YwJoKG9fAmOusma0CA7MbxnzbeO/ZrDdsNlv+7u//jqvrG05jpJ8iyn7Dv335NUqdCTcKGUcwRrJ9Y9RSVcpHqT1XyRpFO7dUWv9cfS93yp/Z6irB3Ouqgta6YDuP8g1BT+yTI5FJprolWA1OkYxkmPzsoPWv22apM6UV1nlc43Fdg+tabOsxjaer0oY5Rja+IY2BJ3PPMT8z9AP7/b4KUog7im081nusd/hNRy6F1XrFNA0cn5+5f/depBK1OJq0bcd6tSbGtAx1xyBM22kcSSmJt4KRytZ5U/tCFlQWeUAjgeVqt62ORPM9OkrSgULX2R/nrIgsGCd6uClzOAlzVXkLxpCdfXGxca0M6+YVORlKVnj7GZ3/La5ktut3eDWyajwpdDjf0nUbjLE0bYMxZhFOaFsn1aGGYi0F6FXmaRrEFqzIvTNMYiqdU4XilfRVlVIU7UBpnJWPmSSfc2Y6DgLvrlqcEtTFZ6ngp5wZSyYoSNYIFaLISM3uZseUEn/z+ef83W9/y+HwxO9/90wYB4Z+5PFpzzCkpQKUpXyeLy0Yp2nXrkpavuT2M+jBR0FTLWhX3bsaa2Yuh1Ia5zxaKxmL2mwZhkHcgmLk/v6eKUQ+++xTxmnEWo24uBVymojTyDSKalCYRqk4lWIaB/r+xPv37/jyy5bHpyf+5V/+hcPhxFdf/cD++YhSBq2sWD2uNmy2V3TdCl8tDee1mYsK+5LgJNvS0T0f/1+wfv+6wFmD5qz0I5+rgoE2oAzFOIp1wkwr8gBaZ2itY3t7y90Xv2W93bK+vsJ2DcpoKanLxXKbWWBQhTSirZOToLWt7LrzaO5sK1aq6kbJldGmLqSVZsGZ4UR4fM/YF46TDN27mDEJcr7Qx0h1znSuasr5tM8XI1dgVKyoXrD6qWywUmQEIxZhoSpEgcaUahqt5WNmr+YUybrQeHEU6VYd19fXrNYbrnZbttstts00MfN86NnurijK4k+yqGhdxBkChSoJlRWqyCK7QLV18VBK1daQyBqqImzn2d1hVjRaLmnOS9A/z0bPmWChEFAU1itHs17h15bV7YoxTtyfHis7VGCdZAVWLC/Z48xI7ytGbOtpNitWm40waptWqpLKpNbaoqymW2/IjZynzrX0+wM2ZlKIDNMoFWw/MfUDRwqDpAFMYSDliLeaL37zGZvtlk8/+Zymabm+uqHxLZvH96weOw7PLSmeGPqe9z8M1YFIMVV+QckFbQxdt0JbB+UGaxLWatYrGQc4ekeIAT0F5llYvTzLcjFSKfQhVJeW2V5NoPmoClFd9or++s27Lb95878zDkH61axRrDAlcXuzI6wnwmhJ04hznqZbo7XBNR6lFM+HA6djD0ScEdJQ27SiGlNhc+FmCA1qTjao5CBJNuR4QpWlLEVmXKn9TOlx1qUoFVJIUCC2nmQ0Q9NyHCM6FspTj7WattUYbXn7yRuubq65e/WK13c3OFfo2o7+2JNiYRgCIZYfB7FZ4UxNaCfjTC+1yfo9S4WeX3de9S6l6T6MIYV5yPqyTpNxj8Jut+Pt27fEFHHOEWNkv39kCj3ffP3v7NaO7XpFOr4CCu+//57+dOSrf/9XHu/f0Z9ONI0DpTgc96gfCiH0vHv/HX0/8t337ytioGi7NbudzFLfXN/y+u4tq/UG59u6V0uE//jE/pmvFPP86H+U9P/ywFkj+DxUPQdNVUUQ0IaiDUVbMJ5iqkFvzlgvvc/rV7f85h//gW69Zn1zhWubZfZGliQ58DqaKRd0ec+P9kepOuR9gbsvvYu5v4bAywWhe6dMOjzSdx05BqYpEnOhiRm7tDLryU8z7/AsZC+nYc5gyhKLlchpvNjCMt+U4pgRCVoCp6ZIUlAZt9bMklQy8pFTIKtC2zl2jTDeXt29lsB5dcV6u8EnJTqZh57N7oqExj3uMQGxXqKI72dOYoeURXRdFlHpNZp6Teo6JHuchQWXZ5nElD4InEopchX1Z8lo5/5JhiKBc7Ny7K7X7MyWO6s4DCf4LnLqe/peNG1jrTjLS1m51YWxpEQOAbNuWe82rHYbXLvCNq2ITmSgSKWnNOi1Q+VCazxpveHkG8xxIIwTp1wIIfB4OjIOJw7TwHeHR3G2NxGlC7u7a169/Zzb29f8/T/+Fxrf4m2LVpbV+4525Xhee8L0xPFgeL5/xymOxAkmVZbAaZ1jd3PFar2haRTrjZMMPol4SNM4pugw48icQc6D9bo2TsX2Ta5bqApHxogAeiITL+D3l9i82/Cbt/8Hh/2RoZdKZZhGso7YWxk9ioMnTSPGObGP0loY+ygO/Z5hOlGyw5JxxuKxgrzks6xmrlqyizepBoowc20dF0oxiDBCFmclWQJqEElFqvNUSKGKv7SeaA1903B0gRRhfDrRNZY73+Gc4e2nb7HesdtsuNlt0TrRtR3eNRI4++paNDeu57cts3F5QPvjC0O15yD50Td/dG0/CJ4fF2p1FZwZzle7K96+/YS+P+G9I6XIYf/A4QDffNXSmMjVZgP9HSVnvvz3P7B/eubbd+95uL8n5YxvhAh1OOwZhhPf//Atpcj0wBQLShuuru7o1mvu3n7Kb774W7abHXdvP8X7Rgoqfsahd659PqaiqA9/oVysSz+3/eLAqVUNQloqv5yzGOxypvrmGrXNbKRrDCobfNdhV2uRsetaXONFU3Nxbqj6qItH2vlmuiTIfHiwF0jdXI5XU191cQrzTCS5DIr1NzJn+srMp1NIBbdoe17s0nLCS+19qhk5Vy+6qBRqH1WxJA3GSOU919BzxalRCxs0xkgoheQgWSrMFxjHgafHR4YxsB8jxzHy/Q/3TCEsjXtTVWOMXgRX6jjMHEiRYWyZ36lry5xECcYuBsvyWKV8lusDloFkXcdWiuBaZ5JZkUVDU9AKvDW4riGTsFrXYz0TjxYFqBfcZucHrTWuEh60MVX7Uvb5w17JfFtJEqmtwXmHKoU4Wgmq1hGcJ8SALQpyIeZIVhmVwRsrsHi9ntZYjLY0TUO36ohhZLPeoEqha1tGL8bMJSVygaikJaFKlplaa2gaT46RqZLmFhIRpSo4sVSczPfajAjUoEOVeiuVHJTzywoglJwZx4EpTIQYFiF6WRPK8rzO534+13lhSupq2K1rUlY4nY4oFOM0Mmva6qriJK8tpgZmnutT83NfSUNFyGFGS69f1Mlk3/qhpzw/4xvH1q5EezhmppBRU0L1MqaXUpUk1RpvLVpLwjirNYlCWZEkspJlWHqKUupKglaYWb4vvf00KnlZS14YWHwQitSH/67In/OO1WrFarWia1somTD1MjY3DYzHPacSeHByf42nAykMwk3JZ+cekNGclMoyTmKdZbXtsNbz6pVUl3ev77i6umbVrcXB6kdzmmfo++z7+ReenP/g93554NSaopGPkgnjiNEGXweJC3W2Tima1kNJ9N5TlOL69R27uzdcvX7N1e212HgVGcRXc+O2yEkTkRkrC1W9gOUc7xYZtkulnnnubmbUggS2oqovHwpTJarPMIUiF/GXLKXaCRWFlnuBlOpr1osi1Ssf3MwSwOZ9esHAWcQRRkEljSi8n/uO4sfpjLhDoJWYe+fEUCQI9jhcdihVaPee/tTz8NyTleGbd098//hMzIoxKUJMGGtoWydkH43I5Jn6dcln/8hcXdiR9zXKLULMWhvUBGqQ/Q8hMI7TfERL760ARosWqbBJK7xAFXYuGUfBtw3dzQ2NM3zlrcCTSgbxybVXlV+o4pRdrEFG+oSb7ZbVVmaNjXXVLQMuH85ckysZbbC4pmG93ZL8hI6ZoCch7liHLfD8/MxYEk/9SMgT5u4VK+NptcWWgi3QeGGdb/MWbKZpLCX2HPcbnt89oFNmGAaGYSBT4WvvKSlgdcG0jqbdMA4D4/FAnOqcXNVqtTURcM4DMAxj1YWWeVKrDZtWjLNDjhc2Vy+p8CFCD+/vv2MYIyHKSEypo0wxxspjQJAsJUxfVcqiX2SNYdV1InpiHClG3n/3HWM1Ei9kjBHd3lIyw74nTIGua3Gu6ilTx1SU9KSFRVxoGs2qbaEUDscDp+nE4X1Pvv+B7W6Lb74ANKc+8HwYaSbL0DvSNvPqSnxLnTGsGodRhVA1ifsx0o9JVMpyltlZY+q9JImx7BM1ickvq0gG/Dgy/PjfP4Jpl8/qg+/luu5u1muc05yOe968fsXx4Djej6Rpohwf2H8XGIzm8O2c+MvznsIg7SVhtlCKIkZRRm27hq7t2GyhN/wrAAAgAElEQVS2fPbFF3SrNZ9//gW7q2tW3Yb1elcDphiyU2bjjh8fXpmnHz44JsWHx1S3l64451ed9Svn7HwZ/ocljZmRDmUMusgi2K7X+LbDGBH8TnOGOwOil1nBRQbysZLDwvaCi2v64ZiM6JqW80mrVdBSVc7ZiVLMQ/VnuOTypNbX+PjmqjcM6mMphJfbLmeQ1NKrVUt1O1eihblSkqw6ochZhtdLzlXXE8ZQiBkenx65v39CGY/yHTnP+r5aCDr1tMz5yZzUnPGO+fgvjlupBTKfM/kZspWfX1zHj1O/j67nfCWskoxdWNFngawFOJ9RgRfeliFs5xb9WEmcLh9MtdxN8wFK68JgrINUxNDbCISYTMYbS2MsJSUMStSRYiaHSJ4ieQpkbcXsGAkM3gvdv207cog0vsE7R5im2leQyiVrLYtsySKJaAxxVi2qs7TL/TRn8lYEFLSW5LXUtkpRF0Pj8/X6uWv315znkpmqAUG+WAf44Kv56ZpJHmfYR2uNs7a2ETRZqcWFaVGMMTLSkfN8f1aUpKJQ4slYFuRE8I68jCIVznrJotcrIjAKJXPJxtRhe1MT90tHIXn2ZNRKxo2mEJmmQEypIi31ulwun3W9mU/7y97j5aPP8zn+cUX24+CpYLnn5x+eYX/nLM7LjHGcPFO1d1M5k2MUZbYo59rVSryUvFwPpWaClhVxhXbNerVms9lxtbuhW6/Y7a7Ybnc0TUfTNIAiZzUv00tsot4vanlOz0TPD45pXsMuEsKXVQ4C6lRuheTEQkzNWX8lp4jv5cQ4HIkx4jdrvDZcvfmE1599gW8bIZ6kKiJQ5n7mGa4DRa4P7bI+wwUuOyvGVI1Y+aGcrLr6lgu25RwsSxFTbJRCWYfxwphUOQstXReUOlc/LP2zxAfKQUWGoudVtKDqLFz+j6r8X7idFYlKkcHrmfFqrUB7WkFWlcBe5iFvde5/KqAkYkg8PD/TT4Hvv3/gu/fP+HbF5trU4F8EolUKqwpWK1z9e5VnEe16nXSd1SyKHOVvVV28lAbn3PLAxxgqPHtm/Goza/si2XTR9SrJmI2hCioYjTcOb8Sl4xJCrnfgTzwMf8XZVnVAnozxltV2Q7tZY6wT1ndNvj5cc+p9Y51Ahx3oq0waJ8IYwQwiDIFiu97w6as7hmlE6UQ/9oSnnu/GPzJcPePHQrde4/7eYHYFbzR6s8Mbiw6ZY7PhavMlw/ORNEwMqdRAIeo1YTgxjR2uFRsyrSAGURHKUWBhow3eieHvulvJQpMyuoApBRWFRW2rrVhMct9rpaRSfcHUMKXE6ekJ26zxvlleeSaR5dmEG1gWdkWFWTXr9aaKioskY7SG7W5L0/hF9Up6olbY5zETfKDxHue9zLWmTFEGuxJLrFgyMRd8I+5IpRQ24yhKW4jM6Ha7ZbPZYZ3jP/+nji/GyOEw8rwfaBpRZgpT4ofv3vPeKG5ubnh9d0ffR/705Td8+823PO+fiWli7h4L+mUwOTOVRKAQSmZKkZd14/yp7cfP0M9XnOfvFaTVJuuetJUa77i5vsZrRXp+YIyRxjW0viXGIBrOpYjKltHEovHtGudb1tsbnPfc3ryi6zqur265vr6l7VquX93gnKNbryRRUVUseymCLrcPg+AvEXD/S7ZfGDhrBTfDklnYk3ruRdSgoihiQxQnUs7YZo12nnazZbXbVUkxAdj1nEUumVV9qwv8vVz8X352/kVxVfhYqHfubF6U4fXLJUAr0ZxURtzKS86VIVxf/6MbRA77YonOs4ycvJ6aGwbz1y+51QyZKj5fimTA2uglj1iqglrVzX04o1UNnJL9DkPPsR85Ho8cj0cymjalJfuu2gIozuMnen7N2t+SLFlXFrNkjEtmXG9k6WVKMJzFli9lr/QMexdY1Jhqj3uGvuX9de1t6mVfFmBAXdx2L7qdqzLXNDh/7nHOWey55uSMONSfa5fRTQtoTONJKWFDIFtLUxo2qzXOWvbHTno948DheMREOK52lDGSPh0oXYe2Hu89KhfSegup0DYd3nqsEgJMyiKBmaHK6wVm4otSSkTl0ywIIuQuY0RYQRYgCYhWa4rWxOW6qzqozpK5mxcWnSg5Mw0D1okxu5xOhVJJIMtyUQmU5Wle7iPvHMWJsHcYR6DQNI3su9ZSBdavs8lE34gYhXM460gpQ4mUUuFrVWUri/TsvHcUwLet1FVFetxtW2dsveP2VUcuih/ePTGGhLNVDjJmhmEk5UjbrChZEUPi+WnP09Oz2GfNa0hNdkvlDqQiKkWpPj8vCmPVp+bjhPPitv7RbwMfjePN/xd4W1yrpPI0xtC1LXma8M6RtJExJyMygyEIFG8AnTUFj3Wepu3Y7q5omo43bz5hs9ny6vaOV6/eSP9008maN6sr1TptLtYFOfiZI/6poDnHlwV5/stXkl+lHCQkEFPfqHJKU5KPGk9SUYSiQFu2V9f4bkW7XmNc7VvOge8CWv34QBNVKYXz9VR1PKTUKFiq+fQFeHdBJ/4oS1KIKk4plUAh7Lu58ilJPDlLFq/Hc5ZSKvouVdYySFvJMRf4T33vl1nKjTFc7655fD4S1aEG5NmPdL55RKqr6EypkmHaGqzRbLdb3txe18x5RSpguy3DlOi2N1zd7okZxrqw5ijEDFPFrJeTeUbGRHC9VNuyUqAoUpqvkMC9eblGLImFVroSXi48S5eEq6DKvKRrdFFYZUQoXmkiYvhU6n0364UuHy+WSdbsuSIqxll82+KaRog41PvuA+inHrlS5xvVGGg8yiiaqx2mlflP1/e4aUJ7K4QslRnGgaHKjTW+gdNELEfuv/6W/nCgfX1L9/qWFDMagzWOrmnZdmtO5gmTCikWCAIH2moH1nUd291O5Pr0rAokkKJozkoVdzoeASrsm6UXW+dJXdXIzSkRpgkHZGOXW+OltpQi3//wA2P8vvbER6y13N7s8N5BSZzXtlyF8cWsePbnFZKUzGVutmsoK6DeaxdkxrZpySktZLZSzj3qZX+QW1Mbg288uRS2OeO7juenA/unPeMYGMeA0ppYBJo9Hif2hwFjFMfnGVmRnr33DU3b8vD4wBQmMoW7t3fsbq6Fr2ArRFwsxlj+5vNPeP36hu16IiMJwYttF4XHj7blhv74mzXULuu1jL2VBZUTZGl2LmraFSXD3du/IVy9wtckxIYJ/IpCwVURC9usMX5N1625efUG7xtub17VWeYt3WpdA2bVZf5gWZ+LHb0c1seI0E+tDwsZ8fJ3f0FV+stF3pfAaaHUYFlkxEP876TaSUUxobDWsb69Zb3d0W424kRQitC+S+FyVOHjLRcR/DUz/n3Rq5F+DWSVSQtpRx4vU+GZy5Mg69q89GW0EeahMaZ678mCn2OWxWYOjvWsnkcO5aZhPg+VSXkOmi+3WWO5ub5lePeek56X6bpLHwTOOhOpk/RlrMFaxfVuyyd3b3GNo103FKW5KZZUFDevj7x9PvH+4Yl/+ePXwmyLUc5BMdU/TBaX+TkSdmGuM6QC65EVOc2Br9Q+0MWMWD2FWqmFGLRUMVUCboZaKuiCRmOVwWm7VAAJwBiUEd/OokXVJevKzH2JrUh/uCCIinEO33W4tgWj62D7XH3Na8zFmNIcOK2FTqGSpVGaJkbCsSGeeuI04duGFCNd2xBD4PT8zOlwoKRIPI6EIfBef43uPK9KwazXleVqcMazblcMqzXP1qOTKNgQogjla433jvVqxdXVNTEkVPW8ckagrVLF2kOIHA4HEVOoiZBB1YF2swjIz4EzKkVx/ieVw/6ak55S5JtvfuCH988cj0cenx5Zr9f8b//rf+Xqaoe3BjuPY5RMkaUGpZTAuGVmAguysbva4ayV6nB+inW9eFdlQV/yzM2ole68Fi1tHVgYtso6phg5HAaenw+klPnq6++qr2mUtapoSjHyChqUUazWLa6xdWRP8f79+8r2hbefvqVdrTBGYWxFXbBobXn7+oar7Rq7faYwLCzilzjfP1VtLttl12v5lXPgzCXVvm2UZIsZYStM01QJZoWmXWNNw9qvKCnLOcoZnyJuM4BSdOsV1lm2uxu2uxu6bsXN7R3OOVbdpnILTIVky8V/M5P+gqdygSouy+RlhfxRtXxOgi9PzV/Ol/h15KDZkSSfobWZiai1wbgG365Yba+w1tK2K3zTVvWSM7z5Uwclx6/qAZbL83Bump+PfLmk88Vb2Fo5X/xlhVhAUskq7yXVqiblQkyFKYpH3zCF/5+9Nwu2JUvv+n7fGjJz732mO9So7qbVrdZEYMRkhDFhOcJWhBnCwoYwRsaEecAYh2Q/yH6BIBSEIzxgh3kALIMjEBYmLLCBwIQtCCS3kIQRIEDqbgmpJXWrqruGe++5Z9pDDmvww7cy9z7nnltVt+p0V6l1vopTO2/u3Llzr1y5vvn/Z9X2am0HDXEVFEtiKSnXiG75ttKzYaxVw+CGRBBsyatRrL1ULO4ttmUpmDEWvFUgbysFUkuLEXRB0DGNMRESEwLN0PdakTkENX6KUhh/mybs1cPNY3ikhIKnsP0YSkaVpi4mcaKOm/p9d+735JiP+eas32PGsKwtZOYx025aVpuWdduz7nr6GNXKz+VBujG9mQsVERirbSXW+0I7daU3bCrU2t4tMlvK1lxCmk5xU01VYVMGa6kpuLMixGHAZHBiCUNPJ6bkq9UjHwmXYwj06zXdek232dC3LTlEfOmf9lY9lbqqaeqGum6o6oaqqnHe46yjZVv2PxqBI0G8KcVAtiBEgRTQgGLc5rzlhL2Z4S5jDiFFjo8f88orr7Febzg7P+dgf4+XX3qeGCNHB3ss5g2XCrGmtSBv1xSK4WVKaLaU4YuUotQsk7c1/Q4RKOFnTYdsT6/PARCz9pe2HcePH/Pqq18gxkjfa3FPTEouofUWxYi2gvOOD3/0Q+w3e1RVNbHO+MrT1BWHR4ccHB7ivMFXpqQrFBr0YFYz87aE/7dpjPcsl25evvTvXWfzUrwuax59fN22D5ZxLN67tdq6U9cN+/uHxBiUJ3UsTkyar+7DgAjUzQznHYu9AxaLfaq61vnqXPEwr3KgjrqhQJyO92zngDGyf73+23FVp1Tf5QO/RIpTJ5mxThFyUibTFw9yIAWHq2pm+0ccofF5Yw1Hd+8XyhnL0IWSR3tKiUGGLKNlMe4SxpamFHO539uw7OQNFq9y255QPFNRKLyMKBlyygxJyOKJ2dAOibYPDKsOkzdUJ0uqh+caqi0TpoBpapiohHZktFDL8+YrVxp4b2ZpEVEvQQ2TUqKfIraEz7I1WLRK01Qet1dTCfhSTBCGwHq1YQbUC0qP25quD5weP+b4+Iyz8xXr83PtmXIeETstkEaKMQCEkcoLBcouXaQgSlXlnNEcW+lT67tB+SFF8M7jrBIlS6nyTbs5YQRE+9m814Wl8jW1a3jcBd7YHHO6POf14zOWqyVh3RGGyJCi5leeZj0/o2j7TAcGfO2VEHw+x8+aUgzF1lDQG0SJ/+tUM+WhzplkKGAQHpLDeIddzCFG5kMgx0jcqPLrl2uG9YZuvebs+JiQAis7qHEQFV5ys17x+M032SyXPHrjDU4fPCC0LYuqxpdcoJvV3Dm6y717z7F354iDwzt0XWC+2CMMkYv1WvNqFJCRFBjaVgv4ZnO9T0a5VFOMrNuWGCOxH7QFCUo7182pzpyh7Xs+/enP8A/+v39C3/es1y137hxijPDCC8/xdV/7MZoPvaTzp0xOKcNfWk9V6TMiAVmsc0r4XjxHU4oBxsrdXBTp6JXqrS0lOHlL6KBg95Gz8zPOzs/51Kc+xSd/8JOEkFAO9UzOgUxSYzNr7YSrKxZ7e7zw8vPcf+459hYz5vMZi705h0cagv7E13yMF19+iWbmmS20MEoKjF93csqwWtNVnjXqcd2sPHm+0ZjdLl9bz7xt29J/OkyGlrWmpGC06txZbS+cNQv29g4BSrjflCKvtDX4ReEsbenRdM5NxYVjThoohBPpynXaK9e5vd5JaT4Rbr7mp08eGDuh23cmz57jpIQyxjDlGHYrZezGGKzzuKqmni9K86pXdBOYGqnHKN5lr3D8Ebo/FSzYVOyLlBKxV2B3Gd2Mgns4LmjjCfL0qj1fSVRxag4TQh8UOD1t/+IwQNez3HScLdfqTUaF1xp7Q/V6imIpA694mYp6MbvRRP5OaBqmSTeOD+iCYdDqR2etAhVEfT+GyNAHrB/ou4FEpt10tINaz13b0ve9Al6nrGwpV65dlVreKosda21M7RojBQOVKfyu7QUjWsvVST6FCnbyZboojkUfY7VjNwys+jWrzYZN29H2GlLOBc5vzLfczHCXAigrBVBce5NNYezO44K9HZyJGOfJp1iKA2J0/LLeKymLDUmrWHOIEypNzlA1ayQMWIEkW08wp0zfddsowTBAzjhjyTbjCm9n5ZWNw/krBU0wtUbk8cblzATtxhYJakwKxBi1ZYIyz0qjvnlyxXoPQ57p+4HlasXZ6RnDMNB2Pc45zs/OaZpaF+0U1UAuc3EEzc1j9ChtcZvbrifEsXBN79tYaZ9SntahVFbYnMf2rrH4a+wNVm91zLu2m5bVcsnp6VlhadJrSDkAqRicghQ87pzVeB29+1Q8Y+88sYrUdV3+PE2zozhjIlqr6YlUUh83qjjzldcd2fVAy/o2PtMjeMQIdTpV0cuYGtPPafV8SQ84jxhzCUEsl2dhbPMaW4YuXc+Op5lHOqW8e4HTYv+U33Jd3cz2uN3xHJXms9RKPJPizGTFMpUSIhSZ0DdSCuQYEGtxM0dj4dDq1VrMiJYMORbrfez12wnx5e3DHVNi3XaEGDUR36ulo6SveWxfU9qjGJjwJdmioYy5jxJtYQKHj4l57pnnjvVqydmmpe17zlYP2HDM7NEZ81cfqtIY+9/Ka91UNLMZ3lkWdYUReHzymOVqycHBPnfv3bmxhSWEwOnJI/quncISUto5vDFU1lAlYcjqQThx2JwYikdzcnaO7TLiLPLgITFlTi/WdEPgfNmx3PS0XSCMgN9FAasyU1vdlIXKFCtd8WgjVhxN5XBW+yytMYQhKHxhCBMQeR4XvLJIS8G7NQK20rBUygrzNi6IKScePX7MchN4bbPmc6sLLto1X3x0TNt3uCFhY2JYb+j7zY0BIOScGULAVQZfO6pZg28aXF2XkFme4lhToPaKZVvMSMZlII3z2xqN1uQM1qkHZy3EiPEeP59DOyfXii6UhyV9Hti7c0chEYeBOPQM3YYUBoiBylia2Zw+RrJx+FnDwcERB4d3Sc6xbgculhsePj7h7OSEi+WStttMxgkh0jhHMpamqqmrmhgifT8wDIHNRu+hrxxNXbOoa2Z1c6OKs+t7Pv/KaywvVhiEyjdU1ZzK17z22gOWyzUvPH+X+/cPNX9bqNmc15xhSEJMwvJixcMHD4khEoIalxoZs4yY2oz3CzR3PxoK058u9rtYrWIMMQTeePNNlhdLLs5XGHFYE7UgLytlXC4L+5TeyEKOieM3H/HKL7zCfDFjf3/OZtPSNHOcq1ivVzx443WsU9LlyfhKmbxcQ9ex8StW9QVZbsg4BEb35wllk+WS4oSxXiFNx2u/al16V6upf/ZSrj+Dc5cVmnUOu/WWADR2UayaPIVzyjo3RnamDoetyZrHCM90riueY951Mq7+bY8ZletoVI6e8DuRZ1OcuYB3s1VOYwtHSkl7/ZxXpI4x3Joiqe0VLF1PoBdsxoEw0w9OpbR+CGrpbjYd/RBYrjes1huGENm0XTlOT9X1qlRTzhO029SsXhReBmLxiIeuI4XAncZwvxHadq0e2DDweNVyMWTMssecbPQ2FaSSMay42JtzcHhA7R1HewuMwGtvPuTk9IQ7d46IOU9hhvcqKSXW69XUzD39J2bKRVkBm6Z6VAT11AiB9ablfBCiwEAmxMTpxZp+CLRDpg8QYtLinnIfpxB6nmILJURWXnOeIPG8NQVWrDSOZ/VSYoiEOBTWlnQpEqDnLKEaq7nMkDITII3oXFiu1qzbxPFqxYPzM1ZDy9n5ii4MNFkZxhTsfdh9gt6T6ByMiHGaF3Qe6x3WOeJO/kuf4+tCXXLptfxDR9EIqXiok1YVIBVIyiqRvaMGbAh0LUjsqWdz6qZR6LdS+ZxLa4k1RsmATWTI4Kuaup7TNHPalNgMUfP1qzXL1Zqu78tc0uc3p6SE50YL5Zy1pJBKGFJZWVJK1I16Rkqg7W5UcYYQOT450wpVtE3GVsp8cn52Qd/3XFws2bQbha7LVcmZqwJNSXOZ6/WGhw8e0XY9y2XLMAS8r0oIUMO3wKRAJ9hHkdI2JRixUHo/R/IKaw0xRE6OT1iv1nRtV5RuSSDJeMdlJ0G4LX5bnS85eXRCt2nVmEyphDYdQ9dzkSIiDjFep5bR6lDf9dgQaX3PJrXcJB7zqGgulZYI7BLl6i9ITMqlHDxWZlvrqH09Hb9ViJcNlJi08lbN8m1dgIyhO2Dq597mQNgetHvysd9fdoNWl37cZcVY9u5c/25ItmTcLnma0/bbzPFn7+PM22KMEedVcka6TltFZgLWFdQNVxYN9TQTmVTCqqkotbaghqzWWvzR9QPLteZdzpYb+iGw2rRsWrV+FR0/E0rIYAiRELaJa9D+xhGbcjRNUileGrpOy9HvLDhq9hFbMV/sYX2P61bkvmcIgdR2WGOYeV1QFrOa2nvu3D3i+Refo/aeo725hrhsomk8e4sFe4v5jeU4jQizqqKrHIOzVFhqcdTeFYUFJqkiSlE9BYOG78QBBUmlC4Fl2xJiou2VczNGuQzzqjOIsWoxCwV+rVPDqHBAWgPGGWpvqb1TdpKcSTEoIHcpNlHrexvetUamKmbv9HPeFVqwNNWZkYEhBh6++SbrTeBxTpylTJ8CYpQj1KeEyyDeI97fXKgWDeF576lnM3xda963VF1eelB3rF31NvLkie4+1dtq4a0xn8YQmBkL1Ip/nz0yazAxYKTDRu0zJkUsMKs9zBru3b3HwlVIn5A+0Q49fT5HjGG1XPL40WN6gV6g27Q476mbhqFAm434xpFEsNqDG0OiywN9P9D1fcljaYSjcurp+dLmdJOKcxgG3nzzTfq+p6orrKvwzYwRdzYMagw767AFsEQKNc9YW5CjpnX6kFitOn7+s5/n7Hx5CY9WzE4BEGh+zupirm8VZUxB15i8Tk0RbdZrhn7g4YPjqWpcxEyKaFpryuIdY6Lve1555VWWy5W2YzQVKWWNCJGxrpBJiQP8ziTJuJgxKVEdtTTPL6811G5UisIvIwGga2jp6W7qRhmunFb9ji1Ol6X8ANmeVMPfY9Gmvj/pZ1O+WLbfPb5O+n1UpGO8vaxTeaziHx+0nXCrepAl1XfV+yzHpEmRXvW9vwQeJ0AqGcdRaWpFZIZug/Q9xldITQEM9xq0MlEXaFOUWGlpCDFyvlzRdj0PH5/x+OSC1abj0ck5/RA5XW3ohqCEpV03hWNHz2YM2eY0erd6E2xR3FNIqjBE5JwJRXHO3Au8fP8Q4yolYh0G3HlPzj3DEGiHlso79qo5lXfcu3PI4d6cF19+gY9+7CPUledoPi+Wf2LeVAVqqr45xWmExaymrTy9d9TG0FhD7dTTc0amMGiKkb7T3Ni8sNUka4kitEPgcSmhj6ncu2zI2Wx7KUWVJlN4W/sD+64AIKQBcsJacJWlqRyzWpvn267TkPmgIb6xChNGUgBKf6EqzrrSB897xbglCTlSogYaLn31C1/gjTcf083nbPb3yc5i5l7ZLFLCpYSpBkzlb8zjpERInPfMFnsKDek0Pz/mWC45nWSYHuBx0dmKoAhIuYSfxoc+jQ/wCBBhhGwM2ZaxjgFremzQyl6KwbJoalyKuOdfIOwfEVYdYdWx2qxZdh1J4OLsnOAs0RqCs6xXa3xV08xmdO2aGAYFlRDBkAhWjcohRnJI9J0+a9r+otGbyjkarwab9+4dLi3vTPq+5wtf+CJd31E3jXrNswU5JTabNUNQRB0FbPDKUCOQ0KKwnJMyt2QFWj9frvn0Zz7L66+9WdZkvTcyeYaU823zatOarUR5muZB2PVUxrUkpTCBz8sEBjFGIwoIQDHiY4z8/Gd/AWM+t12LAI3XQJaeTITsIFf6DJoCXyeaO3z+Q5aPfL3D3iB00FWPbPwJuyM0bluxYC3OujIOO33YVyIrssPWOpoSYztb2bn1zHe+86rSHO3Q7d1jUppbULdtrHbyJtk+WyNP6/Ye7ijL6RRb5fnkRb21vKveiZy14EYNtdJEHKPGo1PA6iq4cyFSPAnllexDYNO19EPg4fEpm7bn+PE5J2dL1m3PyfmKIUZWrSb5h4KeLyJUzpYBdtvz71gVMCrOghwiZWFLseQ4K1KMHB7ssb+/QHIgtxHXW+azmnk3YPEYPLOm5rl7d5g1FS/cv8vB3pw7h/vMZxWVc1SVgkDs7y24c+cI5xxV7d/x4L+dCIU/0Dllui+5TWeloPvshBjQPK4IYB3GaHdJFwN9DAwhEFNW61bG8UrFKovaj5mituVKKfSSTBhMSe8FJGeclW14ljEPUQIxJdQi4/bO0zmGB81UlJJLKJepxUZbWUq7j8iEMeqcJVmrEIwizJuGmbVk68hiuTHFWcxcax3OK6j7ZQxj2Tlwx7reDQtNriaMOaPiREzrwkiDp4pYttZ3llItJdjK4a2G0HMhXc5lvOq6wYsnZMeQHENOOGcZSApuvlxC5cm1znXvvKLceE/o3bQQjYZojIkQtVp8BFYXtB965HqdUJt42yjWM4m1loODPVbnK1ayhqKwUokSSYb1es3Z2blC61GMCxkXwzjR17kSxfBlzpDSJcW3e48zl3lix1tGabPSKv5cqnC3LVW7/on2gMJY15/zWLUrUxQklqKYrcLQm61tVJFMnJ6NXWWQRIuTUrJIqpCtTivUA34AACAASURBVLoBuTJpn3rMk/d6bP940kzcvr8NfV7pnLh6eL68+cTb+cqx5W/CNs/leZtet90Yk6fJ9nU8bmeYdy5s5wF9B+v3u1Cc6uXFAhE19nPGTttSfD+Dwas3U8q7E4okdNH2LDcrzi5WvPHwmNVmw6uvvsHFas35xZrlumUI2hqSAeNGvjxdrOvKcbA3wzvHYtbgvSvhGFvChWMVpy1VW66AWKuSyTAtDB954Q4fe/keKfR058e0XcdpyJi6Joinx3Pn8JBv+oZPsL9YcP/OAXvzphSNaJ7Hl/DPRz78Is8/f28CH7hJ8Qb2ZjNcTnigEsWRtXZAJDE+UTFn+oTyBM5rrDN05xu6zYrVpmXVtuQM9UzDV2NVakxRw2EimA5ssEBEUNxPoi+LpxIaN1XDrHJU3mILb6dTUNwCbmBIRhFossiUxrCizfmmRChySgxRuQgDEESJwPte21iqpuLgaI9uNsfvL4gCbU6INbz4wgs8d3iIHQK+V+aV//ev/x83MNqav62aGYuDI6rZHlhHlpG8GiYtNylTrlldmO7L+JSKbKNtYqUYDEDWRTkX7OfowGTLvF6QJSGxJ3RrQrth6FpyCBwc3KGyNf2qZVi0uPPHPDo/Jg8dZycnDBdnig+9v88wDOztLagrz9BuyDGRhqh/MbHpBvoQ6PqeIUYlf07grWHWVDhrabylMuCEqTDwpmQ+a/g1v/rrGNYDZ48vgKxN9DExdIFB4ItfeJ26suzt73P/uecUaceO+cmEsYmh61ksPH3XcP/eHqHfEIZhqnuYvL2UdgwGXXS15XtrhupzEQr4wRaPGrYVo0a031iMImKJMaQUCKEQz4dtNerYb73tOYyX5on14KtQ8n46N1Slgs0VFfe1wJLP3di4b5Xn1RgJXK8QzTXHjMpVrhwrW2X2FNGpvw2zjgpXXy8fmMsxO0nJSznL8TWPipHi+48e54ixPZ7yWkP72eb0u+vW37UUSgw7l96nEQhhDI9kmIp+2q5nuWm5WG04OV+yWrecnC9Zrtas1h3rTa9W79iXJUyI+5WzzJqK/fkM7x37expCdUbRaMY8pi5EZqs4d0JLY1VwTonDwz0WezNSbzBDgxhhMZ+x10eieAapONxfcOfwgIO9PQ4PFixmNWKhOG1TrqcplFNSQBBuUgRwzioMGnrDrCSMhPIwMs1hnYyiiRNr9OErhMT9MIAIvrQMjdydKSlUGQg5xRIRiZC1ejpGgTx6imqAjMg/CvivC4Ipnuf472l/QfbZVsptH5ZclMcIrDCWuuecsU5ZQXLlVYGTMVELjZq6YrGY40LCD+GS5/3eB7yEBX1VwCx2QkuTl3ndglEWZnh6Ouqq+b1r5FIKz3NpoDKal8thBCkoPJU5YZ3D+5o8ZHKVSjjZQCitEyGD95hmIKU4YbZq2KxEgMp4xwK3GMqfpdxrofTmmSdwa2/a4zw6PKAu/c/jepFTQezJ0Hc96/UaY61i+o4GmMBsZmkaizUwayr6RcPR0X5p2xkYhqHUnOhFqyJLhJiIIZZo2bhYa/RsCEGjXFkjZGNIWKWAb4pM64wSY6tBZUwqLCzbQRoL+8b1Ylq3S4rUWqGudE5I0p0BVZ7OW4z4QoZ4M5KvpBeuV55PUYhs/y57nTI9h1Pkc9woIZepFuDStVxWmlff2/5j+5evCdNO1H6MynNHuV4915Xf+m7m8zMrzp3aztJ/48AEUtcDEVIgDx1iKsR5YsycXixZb1o++0uv8Euvv8bFasPD4zNCiPR9ICWhrmdU1Zy6rtjb28M5y3xR4b1lVnmayrGY1dw/OtB9tSJxjNWku4vbaI2OPUI6cCU3WgZ3v7EczBStpXKJ+RD4xPyIl/tEFvUyFrOGl56/R1NV1N5iyw0Y2x+2JegZhYlVK/TmRItuZk3NXlORh0jqByyR2oGRhJeMM5ngHNZbxFuyE6KBLkf62HG2WfLm8QNEDPdyoqpr+ran7/oyEdWSzlWBZItBi0iyJTkzNXR7p6G7nAIxRLo2aN9uNcN5i+0V51WM4CsHGay3GIoHmrTtZexldAVwoY0lx4ZROisLB0cHzPf3OSPTl4v0Je92MJ9z7+gOMgSkG3j7sNM7FFHDp57PWRwcUjfNk6hEstu+sK0If1LS9e+NBkZxYnLOBUdCCF3g7PyUlBN+ZrBWGDYrhvWS9cW5skrEzDCPeAN9Dqxjxyb1eq9zpE+JLidkGDC9KoDlxUqBBZZrNutWeVsHRXDpQ1/GXr1iZy2N9XhnaSo/tRv5AgI/KtWbkllT8w1f+9X87E//PM5bYtQWM6XtgrHfr64aNuuWz//i5xmGgbPHJ6QU+U2/8Vfzjd/4NcqaMZsTQuBrP/ZVbDYtfT/QDztVxOTC36owfzEUjtEYi0OjRuLFqmW57Gi7lrPzc0IImscPgcePLzg+PifFxDDEaRHPhQPXe09OeWrRmC9qqspNgAE5JUIctC83DMQUObrveO4lh7EU1C+FkkSE2jc4Dzc2xye5ojx39eg1cdOpReeJc+xu7ZwgXz16KpubZNdbvKo8r7aRTNe1jdJe8TZ3lDZjSPbJ93d/y3uRd+Vxak7LFDzGsq+wpeQcyXFAyhs5Z9Ztx8VqzRsPj/mlV19ntel4fLoEoGlmyjnoK7zzLBZznn/uPpV37O/XVJVl3nhmlWcxb3j+7qGy23t9kMeR0nzDZYU5XmumFBWBkqWK4Ag4AmGwEHtFudmrCDgQi4ij8o6jxRxnTLGmSnn22ERd7qCSbqvXZURu5MaUwSPnSFVVNM4RuoE+Jg17+oSRhA0JmxShSQpzwEg0HkgMKbLpO86XF4gY5osFGKHttTx+7DtTuKwIWG0Oj7G03sZCUC2ltB9tMQLCoArX1TPFoTVbC84UqMAKg4WyYEXIBUFIRjJlhyFo/m68k8Ywmym2bhd6bN+SU8aK/jV1xWI+I/eBLPYpiuvdiH63qyrq2QznK7jiz4629tgHuL1Vlx5ZRotk53Et65HsnEhdzvEsMUXW7YaUIjPjsd7Qdy19u2HTbuj6HkkQspbohZzoU6DPkUAikAkpatSmeJDDEGjbjr7v6Do1lsbClSEoJ+QIp6aQe9ri4gu5si9hUWdHtpWbWXhG8d7x0gv3WCxmWGtLFERz76BzaYRf3LQdx8fHbNZrXnv1i4Rh4Fd/3a9i0dTs7S+4/9w9jDF87Ks/RM6Zrg+luKi04UIhMigQcAUGLsRhUpw5w8nphtPTDavVmgcPH2ilf2nnqaoH9L1W97PW9pIUhhJ3L9X8JeRgjLBYzJnPldTaOf19fd+SUqTthCEEDo48z79cYb1g6xLlt2pgho0nrPJljXNjsnMfd+/pjoeub+1GWEYVedl7vhSWvXSt+dJx09638DzHf7+V8rz0z1xW4yvKc/c8133X7m97Vnl3irMstsYI4kquwXtlICCrxyIBjPaCLVdrzs6XXFwsWS6XIIZ7R/t453n+/n1mTU3tPN455vMZ9+4c4ZylmVms1dYHVZaOWVVpa0MBApiMm0shtcuDs91JmSDa+xUzpGwQ12BNxuHROkhdGN1O2HUKCaAZCkGLhMdjTXlozBYA8D2LiBQDYQQNUL5MZwzz+RxnYJU3dLlH3Bi2E2aVUDkDiwobZizXFVhDSpnlZkMXI7HvicOAs5baV4hJWJtxFrzxSAE3aCqPc4amqtRyNhrazRGFlDNghkgkMMRApoBg1AqnNXdOc8FxQOIweRH6AxUFyttMU0NIhuR8yU04BEOVEwvvSMC8qbDOUXsN3XZdx+rk/OYUpwAF9aWez3F1xVQRsxumferDlndeLz/MlHlSKgN2jt4aYf3QcXZ2qqwTsqCqHKuLc1ZnJ2wuLrg4PycncO4Rq9WGk0fHPH50zHqz5PH5GUMY6EWICP1mQ8zQDz2biwuGoYcw4FDjTqn9MntNU4BD9Joq55j5ClvmnjWCM3YK1d5kKwroUFYFqtLXDWIjWdQbjIMiRK1Xa05PzliuVpycnNOVwsIUI48fn/PqK6+z2JuzWq6mYjJT8I6l9Bq7SusSFHTDTe1puxSCIlp4eLS/x+b+oD2kH7qjICx9zxAin/npz+Gs5ex8xS+9+qYCqpTw4YiR650WGs6aml/76z7BV33Vc8X4MITQs1ydMISOB8evc7E6ZXEkHD4nmgYa69EK01FfJ1q7ubH6N7gaVN2qyN2gq47H08K2zzIHnmQcudpXOZ7/un7K6dhrbIep0Gf3OdsxVi95pWxN15uQdxGqpUBv2QnUXL2OColCTyaEnpQtWbQn7PTsguPHp5ycnnF2ds7h/j4vPnef/cUeX/c1H+Pw4ICZc9TOUteaWzRGEJsnfTjet8sAIFlZMsq1XWv9cDkmPiYFUxIURc9iqwUCeByCxeSEyUmT/+Xz4xljVsVpMozdSUZGL1WQG7oxoBZrU1s8gsnqbSXJVM5ysLdH5Q3rHOlzT+XA+Yz1mcVMH153UNNYuFgtwVtCP3C6WiJr0f7PnGgqT12Z0j6UcS5TO09ldfF0Tj2OWdNQ1Y4UN8TUaR4mlf44N2CTYYgDSXqMa/CLGu88+/M5jffY0GGDtgKFvidF7cGNaaCyBmrLkA0hOMWaj4YchVoyB0Zh8Ny8xnrPvNYWlM16U/rqbqqPUxDn8PMZs4N93Gy2gxe4DdFelcvrQr7yl6b8WQnu78zOUkBSvNS2azk+fkQMA8YEZvOa05PHnDx8QLtacnpyQo6Jrgt4X/PGa6/z2mtfJMZAN2zIgKkbjHVsQiCtN/R9z/LiTEHlw4Cn9I9itELbWDIltGgM3liqgk9sZRsZMKJcnDetOHWOO+qmoZ4vcEPAmIHQD3TrNTFFLs6XPPSO5WrFo8cnhGGgbXuEzBtvHvNzP/d55vOaO3cWeG/Z29M6iIPDfaUYqzyzqsEZy6KptJinfL+1gvcFjajAw+0+xbuLcErw3N0jQPjCa4947c0T2j5MONq2GCSzWcPLL93n3t19fufv+K38ul//dYoBbA1dv+b45Aus2wt+9hf/GW88eoVkBqLttZrdoMXVxiAC63XkoupuMKoCu2HTJzOVVz3My597J4rnLYuCrnqQO/t3X588/snfMBqcW+V6WWnunu9qoPlpKEFfEuSgMT+zy3SBpgWmhj0N8yUygRQGYhxK2CXjS4HP3mLG3aN99hcLDvbmHCxmCh9nDZV3eFeS7SWpPBVjjNcwDcuOFr0SKcg5F2dhq3nH6FjeuficM31QUIVNHBiSUDtD7Z1+j2zPn/N4gnFZLCj9Vwpibs7jBO8MPosWbSSLqT21tzR1RVVZ6spTeYs4S64d1ml4zVtDdg6pIlXlqetKlV0YkYLMDlximoomck5YI6Vq1mhe0wreG5wTsrHk5MtKUvJ8Yqb+KUpoPJSe0CiQjWC8o3KaH/bWaA6r7RiGTLZCtlqYYVNRL4XZwotQiXKM1o0yfViRQoEWp3L/mxlwEGsVqq1USu4+ds94qp3PXvY+R6Nv7HdNWSEmU4wKJsIYyc2QlPcwBa1+TjHRbVrCEOi6jdLBFVhDROvYVcmJtu8YQ28s0WaYsJ8VcCFNi03eFtSJ4NCQrC0FOAaZUhCX+vBuQFLK2kJTWGlGgIAQlNcxpUzbdiyXK9Ylb6n3XC/jYrnhwaNTmsaz3qxx3rKYa8X9/vmKxWJOVTnd5yyLZj7xjCIKhFB5p6kIX2FKf7Q1uwVAlLmQWa/WDH1PjGHyakdaQ/Uq1Fu0TrBOz+WM4G2JAiXBu4wv1cBitfcz7SCcIZAKbnNKCTHp0vr23kXn5JO+5jVHXqtI5InruV6xX68c3/5z1x+zPVSv//rc5vbAq8oTnvJ75NndnWdSnEJhHsgyPahZM+8kZxFJxLYn9j1BEkOf6Da99nbazN2jPXJ+gZeev883fu3HWMznvPjcc8xmjRJHF/JoM/VoFdLmounyrmIqr6O7zqi8yTvVmZRWOrPDu52hgI9jHMPQcXp2QT8MnF2saPuee3eOeP65+9ojKE6r36JO8Om7EJKxZNQSn4pFrkXUeHdiRNibOTyqOGksEisa77l/74i6smxiR8gDqaoI8zlYg680H+UTBOs4ODzg3v27rFcbHj18pCgtsxmzpkFEixTGUKE1gt+bc3gw0xYgbzBWqBqHdQYrBiXGMuRkyFnYxKRITiJkZxgMDKHF5kiTG4w4mlnFQTPHAD5pkcbJo8es12uCswTv6GKmQ0HPrUVxbbPBZoeraw7v3cH5mpSEfq3UWsPQ35jiFGPwTYOfzXCzGVJdwz2Z1ZC7zmq+crZSlFI+lkDj29sy+RH4uh8G+qFnaFsq58hGqI2hFsHGRO4HQtvRrVriEGgv1pBhdXFOGlqtNC55/aq0YIlTVKXgHfOsUH2h60hhIKRMX6pWQwkfj3PWItjRXhxh5wqQty1/NynDEHjjjUes1xsg0/ctp6enBe+4J6fEw+MTTs61ICeM0J3FL/z8Kw947Y0TjZg4rXCtS1FTXTvqSsejaeqCALbAOzdhPisgh1Yl13WNc5aZtzReUzVNrcq0qi3WCv/i57/Ig9ff5OJ8jbeWpq5Jg9YeaNM1iMu4CqzLhG5Dd3aObRxu5gnDityfE4dz+uGCtl8xFACKlDPDWE08jrMUZpebdfTZGnTv7MRbhVMqkOVJ5XmdXFVeT3tm3m6/9vY+/b238ljfTt7N0D57qHYcsJ24s1qh6nmQteQ7EbWEPgSkVFU2lWdv3rC/mHG4v2A+mzFrKurKKUBBGl07gDylH6YH+9Iv3LWW8uX9I5bciGlYPE8p3urW8tdzpFKaHoaBoe9JMbCFLM6XvmP0BHYn0pURetYhfapomExwYtQLKG2bVWWVfsu5qVUneaWu0pYYrTJ21iJeqCrPrGnIMeGdI9pA5R11pXB1yuRO+bW5WOEKr1aVMK4vCtQbp32bWcjRav9oDsTSmoJRpJyQEsko9deQIgmHOIsToRYFwPaVw3VGSaKNLthGwBp0G0ouWi322nmcc2y6TBiGiUvyxhQngnUlBWGVC3EEKHg7m/RSjka283gb8tuGk0YwjqlQJQyEYSBFpYxDSqa8tHelAn4wRXNSLMTNUVu2RPBG83qVMbiCt2qsxeZMdE57AkMg5YShRBdQII3dVIQwkWvtRJfGVpSb9zhzSrRtV3BzSwtb3sE4LrReqd9h1piiPFus6nGxUJAU9SArbyYwhKryWGtZzNYFNm6rOKuSj6+Lcp1XBWrTWWZNrXUWjcU6w+npOev1hr4bpir6cb6MeM+U35BSpGs7Vqs1Ej0uB9phQ9tu6DYtXYEYHWKmD6owhzga57ruGKsK+OZkJ4R2ncd5rUP23m742ymvt1KqVw3Ut1KMb6ecn34BTL/7nX72GdlRFINRPTejlZBDISu2NSIeGMhxUOzLYcXQBxoRqDz1nTvc39/j/r073Nk/UHJXM8K+FQ8yi4aPpl6jyTFH0o6VU5A1NLy4M3jbOCpjMPVSmCyzXRiAxjruHhwQY+RwsWCIUZFpXOHVjJkcSyhsDG+lDKJhFimUURNq8Q1iSlojHMwrvBgsOt4pRCoLOfYEIt4I81lDdJ7OOsVLjhp+q1yFcZb7dxLDR5Sx/UPP3ycOA94qUHPXD5xfrIHMrKrwzrK/aLh7tMCUflFjoV5UuMqxqGfs1XPCkGg3gZASthvoYmSzTrDqSQJ9zhACD85OOLmwDAdzTFpoBeSdI6wIh8MBdeVY9j3nbYeJiYqAE6gqgzfQZm3INy4jw0CMcHG6ZrnqOTu74Ozs5MYUp7GGZm8PP5thm4bknRIgI8VzLAbildVlW6o/Fv+MtHdaFU3OEGIJLwfN8aZEX+Afh5G+q++Ze6/Vx23H0HV0ZxesT08Z2p5KLN4JDo8BDr0lLWaqoPOWi9IYg3gPviKEgI+ZaAN9giiGwWbq0pgfdgABRmLw0asef6cRKeHam2630qrtdn3Bwdzy4RcPOVx4Fo2dWFpSHsEDTKEO05BmTqP9PpJtR4XDG1MqGXI2DIMQIvSDPqvrzWprEJRQrLVan2Cd5nJdKeRRxeq0Wt7qs31yuuLkbEWICupiXcX+gQcyIQZiGBh6eOONM85O1vzwj/4Un/3sF5jPvAI0hJbH52/S9hu++PAhJ8v1pDjHgBhQUlWCqxJVfZNUhbBrzm0VKTytH/pqm8h4WL4pBvmnfOf4OkYPdyHzpuPIl193Fd/bhWinNy9/5zuRZwZ517RMaQiOBdfNCGI9xmYyjpysTqC2I4aIF0GcZVEtMNZwcLDPopmXPkxTCLFhLKDQyT8+vONvG3/dpBPR/pdC+3VlUAVBRmgWtr2Xo7U6bhtrsbOZegDzue4fw64wzeQt7m3WsJvAxA0oSauFknmy7+89iIK8O5zYkteLRBLOQE6BhOYjm6qit5ZoreavYoAM1jsqW7G3yDx/P5JChDuHBT1FJ/5y1YKcE1PUmmIDTVOxt6iAACkgRpjNLL72HM73OJwfMvSRpVHGmsH2SAj4YUM2trRKFAzUvkNyoraRvVrxQTXf6ZjPG5zAsEzIeo3khBPlf2xcxju9xWFkTomJHALtcs3yYs3qYsl6vbqxwgkxhqppsHWFOIdYu4XHu5S/fspNHr2ynCdDSijBjxTJMRCHgaFrSSHSbTaKZJULxFsIVNaqxzL0xBQZNhu61ZoUknqSVkO4TsBUDjvm3MPONYiA8+A9g1iS74liMIOGaZ1JGi7fUZxDjMQcC1pO2ubsdpTmBIJwgwVCKSWGbsOsMtw7mlM5KcAbUVmPSpuHoHnxsXUmFmzjlLXKWwkG+pIjTaRIIbkWctR7oStB3LlfY7RsZ02QbRrocrvRQM6Rfoh0fcBYR1XPtO+3qrDW0m1aNnFNDJGz0zVLK/zMz77Ca689opk5FnueIQxcLE/ow8DpxRmrtiUk6ANTjYCC0mvFelUn6nngSyNPRsuuKs+rbSLjxHgy77jzmfeYkL2sNJn0wRjovPoNuyVBeeei3uksfTe512f2OAdJFLpkIJFjUBJeNIneZaHF0CEMQDSGetFQ5cLJ5izNfEayokl1GW9XsSyKVQlavXsJMCPvBk2LFaJXoVHZSywZuoCZiTw1lzSoKevBjtVVwJ5HtBK1Vrd0HVIWDIUTFW1OZgwpgZiEJEHElkXzZhYWARwZk6PaCDGQ4kBMQt+p0pSc8MZoTquqNc9YHn5vK7zx2GSI8x5SYuHmOIG2j7R9BDE8vugwKbM/q6id5c6dQ+4e7ZHSQBgyYmC2WODqmvl8wXy+oHeBGMGFSO8sNkb2cuRIYAAaERKZ2HfkFPFVRciGLibO12sap7PIe4d3lspqX3AWSwYqC86oQqkwiLVUzoM4jg4OcL5BEFbL1c2FakWoCgoUE3n1rqWdLi2y0wO784zJdGyZR0oyO1GCxaGn36y1sKlww2IKEXhK5EF5bfPQ6bOVNBKQLWDUPpsZmRCkLJriiFZKdkKNt+w82TuMUbCDYCMmCdH12t+ZtCCujxq+zQMlYJIKFigT4bwY+ZIoTYDKO15+6TmMEe4e7bFct5ycKpXeutVrDUMhRo9KzK6eshrxIQzq6cWoaZaU6XstKgohlwiZMLYJx5y2hWxTiFq2BvkluVyxqb1oShiRUqbPopCjGZz39J2Sw0tOCIGMsFq35JypO8emc4QYWK/1mpfrRNtrQdBQMG4xqqiMHcPW+UaN8a1cDdde3b999wkdkvOUyLq0+x1+83Uh1av7nlCeO9exG1+8fE1Pvnv1Kp9WTXvd9b2VPLPi7DUupNwEWZuITRIGzcKxAlox9GJoRTDOMGvmOOvwtTKImMLckWRkaSvR2uKOxxg1TDEhlexkmMogasgma5M+uoiNYdpLC1oefQQ9hzVFIctkUBeWhBKGLhiWIY4eKpBlgh0TmCrsctJijzFkYVLCmneHYnidCFBRkE2SeltpUKScLpTCE19RO4evPH42U+qtui54mhaDpTYO6QecwMtHc2becXKx4WzZIsbx+om2l9y7f8jerOalFw546fl9QmjZrPVe1If7uHrOweyQ/fkhQ9djMAwhkoeBKiZ6XxGbBVGEwWr+s2tXhGGgkqhIN33i+PyCxhnu1jXz2lO3jsYJHkNVqRGlPBVacRuMQ2xhnjEV1i+4k3TunJ2cFDq59y7GGJr5AusrzW+OBhKUkOEYzsrTHLtUsTd6o2OoMOUJoD2FQA4DoWtplxdaGBR0vhrvMc4iMZH6njQM5M2aHAZsyizqBskG1ygZ8EKkdBwroUJKQhi0N3lADdJkLclZBhsgWWIMDLbSfGocGGJHSBHbq2ebBQjaYqTt0YUBUsaebTNV3t6k1HXFJz7+YV56/ojNes1q03F6pqwo5xcb+hBYrza0badE6Z3y8Q5JK3DbrqfvBg3tdgMpZro+EmOmCwqAoApWjWI1FLLmTZNS6I1kPmPaZzTgc1aFraHg0vcZI4RAyoGu6zWEnMHFxGbT0i5XiAHnNTd/erFiuWkVTMI5pT/rAzEm2j4xRG1HiiVKUbi0sVa9ThsyQ5AbTQG9vRTlea0xsSvXK9Dtu2/xySsFPXnny65tP9l576nflN/2gqdz7HrR1wOZvLU88yo/OcVSBi1TvD1KUpxLHlcuFyaF7Fi3zSVr4PoxKntlu3jJ+O+dsOwUUpp05ZMWx2X7aXzZsTavfHe+8u/dI6Yqy93Q8ORljhPghhaXXWth+spiIozDk7cHj2HoaaEbyWPHfI4o44Xmb8zUuydIIebY7jdm9DAoYWkz3ccnX5XYd4I4LLkjbQkqQBm5UDWhC1LaGSO5+jeN8faA7fsFGQqZSLdvbi0vYbq3PF954J9yzFsvJZRoxpWK3N0HPm8V85hPkjFcOt3PkY/DIKSJmaawS14q6pnu23V/jPd3515MkejL+57eDP/eRPOyOie9d/gh4r1GHZzXHlPnzMR2Eo3ONeU9VjJvhbLLJUKVMUbn2AhI5PhN6QAAIABJREFUoAul/iJjhJzyNvUyRma5vFjvLDNbyVc282iu7/QRXsoBbu91GvPIaVv1PzICTY9CcR5GL28kptDtL4XbKdds52veexZ5NgU/Kc2nvPcWH3z7B/86l3Pn3Jfn8TXK+i1EniU/JCIPgV9656f/FS2/Kuf83Hs5we14P5PcjveXV97zeMPtmD+j3M7xL688dbyfSXHeyq3cyq3cyq38SpebrS2/lVu5lVu5lVv5CpdbxXkrt3Irt3Irt/IM8oFSnCLyURH59Pt9HbcCIvLdIvJd7/d1fKWLiHyniPyMiPxv7/e1fKWKiByJyB+9oXN9i4j87Zs411eiiMj/LSJHz/iZ7xWR3/OluqYvhXygFOd7ERG5uT6QW7kRub0n70j+KPBv5py/fdxxO243LkfoOF+S23G+eck5//ac8+nuPlH5itE18MFUnFZE/oKIfEZE/q6IzETkm0TkH4rIT4nI3xCROwAi8kkR+dMi8k+A/0xEfq+IfFpEflJE/n45xorInxKRf1w+/x+/r7/uAywi8sdE5OdE5EeBryv7Pi4iPyAiPyEiPyIiX1/2Pyci/2cZ138sIr+17P9uEfk+Efkx4Pvev1/zwRcR+R7gY8D/IyJnu+NWoi8/VObsD4rIR8pnPl6ehU+JyH8lIsv39Uf88pD/Bvi4iPzzMld/RET+FvDTV6NcIvJdIvLdZftrROTvlfXkn4rIx3dPKiK/SUT+2dX9v1JERP5mWRc+IyJ/uOz7vIjcL+P6syLyvwKfBj4sIksR+R/L8T8oIk9UrIrInyj36NMi8uel9IyUtf6/FZF/VNao31b2vz/r+xYL8P3/Az4KBOCbyr//KvAfAD8F/Gtl358E/nTZ/iTw53Y+/yngq8r2UXn9w8AfL9s18E+Ar36/f+sH7Q/4DWX85sAB8PPAdwE/CHyiHPObgR8q238F+FfL9keAnynb3w38BDB7v3/TL4c/4PPA/avjBvxfwB8s238I+Jtl+28D/37Z/iPA8v3+DR/0v7KufLpsfwuwGteA3ffKv78L+O6y/ePA7y7bTXk2vqXcg3+l3K+PvN+/730c17vldYYqx3s78/mjKDbNN+8cn4FvL9t/AvgzZft7gd+ze86y/X3A7yrbnwT+h7L924G/V7bfl/X9gxiq+FzO+Z+X7Z8APo4qwR8u+/4S8Nd2jv/+ne0fA75XRP4q8NfLvm8F/qWdGPoh8Angc1+Ki/9lLL8N+Bs55zVAscgbdIH4a7JtFq7L678BfOPO/gMR2SvbfyvnvPmyXPVXluyO228B/p2y/X3Af7ez/9vK9l8B/vsv3+V9xcg/yjm/5fMvIvuoEf43AHLObdkP8A3Anwe+Nef82pf4Wj/I8p0i8rvL9ofRdXVXfinn/A93/p3Yrtd/me0avSv/uoj8l6iRchf4DGpEsnP8T6CKGd6n9f2DqDi7ne2I5ifeSlbjRs75j4jIbwZ+B/ATIvIbUOyI78g5/50bv9KvfDHAac75m57y3jePC8ooZWFZXXP8rby93I7bl0d2xzlwOWXVvIPPv16O+3XAr0jFKSLfghrPvyXnvBaRT/Lk2L3dfL4EIiAiDfDngN+Yc361hMx3zznqhshWd70v6/sHMcd5Vc6AkzGmDfwB4IevO1BEPp5z/vGc858AHqJW0N8B/hNRzjNE5GtFZPFluO5fbvL3gW8rOeV94HcBa+BzIvJ7YUry/9py/N8FvmP8sIhcp1xv5d3LPwB+X9n+duBHyvY/BP7dsv37rn7oVq6VC2D/Ke+9CTwvIvdEpAZ+J0DO+QL4goh8G4CI1CIyL585RY3z/7ookF+JcgicFKX59cA3v4PPGGD0DH8/8KNX3h+V5KMSvXonlbbvy/r+QfQ4r5M/CHxPmbi/CPxHTznuT4nIJ1Ar5AeBn0Tzox8F/mlJND9kG+q6lSI5538qIt+PjtkD4B+Xt74d+J9E5I8DHvjfyzHfCfxZEfkpdB79fTTndis3I98B/EUR+S/QOTvO+f8c+Msi8seAH0ANy1t5C8k5H4vIj5UioA2qLMf3BhH5k8A/Ar4I/Iudj/4B4H8u7w/A79353Jsi8jvRwq4/lHP+8S/Hb/kAyQ8Af0REfgb4WdSgeztZAf9yWUseAP/e7ps551MR+QtovvQNtmvQW8n/wvuwvt9C7t3KrfwykmI8bnLOWUR+H1oo9G+/39d1K7fydiIiy5zz3tsf+cGXXy4e563cyq2o/AbgzxTr+hStuL2VW7mVL6Pcepy3ciu3ciu3civPIM/kcR4eHeYXXnjx2ve2Cjjv0KCV/1/h97tEi/mWvG+Zqftnd88ub97OhozEjVfZ6+SJPeye9ol3dq93x7DIOwfkDCkncoYY45bo2Cih4ed/4bOP8nukAFrM63zncEHK+puNMThrMdbSzPcwxjL0HSEMDENP327IOU8cjHUzx9cNUjgLoZBfA2Rl700pEUMkZ+UL1M8XnktrsdYroa7RitkYelIYCk9g4YG0DjF2O9YTb2ghc84ZMVbJta3F+xpjBDA7903IKTIMHTkl+q4lDAM5J1JKGGOo6hnGGKyzyr1YGD4BfvIzP/eex3vWVPlg0TASGkvhG504NGGaj8ovq7955KUNMRJjwjlLXVcIMt27IQRCDDpeRu9FzkrAGFMmJyViVI5R5ag0IoQYCSESU2IYAoC+V+aCc9tzbR/B3TmbuWocSyFlZ+TjhHLvd7g3s+6DvHMPZZob58v2PY83wJ2jw/zSyy9O1y8TP+ZYoS0457FWlypjlIB4GAaduzESY8RYi3O+zCO9fynp3Ek5KXF4zoQQ9PeM91EEYwttelbS6hgCMQ6ATM/LZebGnX3jWO5yO5a5sv1c4erN5X6kNP0+KZ8dzzWO71i3qcfo9quvvvqex/z+/Xv5ox/58BP734n7JG/xr+tkdxb2va5Rm82Gx49PSDFOYyYC+jhnco4okbfO/5gyKWbljjUWEcE7V0jVdXz0Xhd25Uv3QudtioWg/BrOzfHfYkx5Jpiu6fHJ+VPH+5kU5wsvvMif/fPfs9sAO0mM8dJkHRcIEcFaO23LpYvb/nt3/3ju6xpP05auXSd++awxBufcU0l77bhYvcXvu/oZYJrkKelnE0LGEGJm0/cMMXF6dsFq0+Gdpar0Gv7D3/1vvWfOuzuHC/7TP/StdH1gGCL78wV3Dg45OLrLN3zTN7PYP+SLX/g8jx6+wYPXXuEX/sVPkmKksjXeeT76jb+el7/666lmNXuHexgjVCQsmTS05NDTblrOT88ZhsDFaskwDFhnscbSLPY5uP8S3jsO9hzeGZbHr7M8fp2YhBAFYzyLuy/gZ3uIGRfdRI6BnBLteiCGRD0/oNk7ZL63z4sf+ihVVWNthYjDOIt1nna95NFrv0i7vuDVX/w5Th69SdduWK8vmM/3+MhXfy3zxR4Hh4fM5jMkB0waIGde+jXf+p7H+3DR8Pt/+2+k7Tv6MOC9paosOcMQIillhgghQd00zBb7iBgShpTg+OSc07MV9+/d4WNf/SGstQxDIsbEg4fHPHp8iveO2UyLB4ehJ8bIet2z3vR4b5k1HucMR/sLqspxfHLG8ck5y+Wa1944JqXE3aMDZrOau3f2uXfnQBXCoAohpahKmIyQiCnR94M+U2VOV85RVRXGCNZZILNpO/phwFmHd46YEuvNhhgjQ9cRhwFfOaqmQkT4u5/86RvhdHzppRf5y3/pe+iHgRAizgt1pWT3xniMddy9+yL7+/dwTsmuh2Hg4aM3adsNJ6enXFycs9g74P5zL4EIm7ZlCJHV6pzVekXXtSwvzun7nkfHJ7RtS4qGGA1VXbPYO0BE6MKGmAInJw84PX2IE6EpC7QSh0shn1ZDbjRg6rrGWjcZXDlnYtR1Y1z7YoyEEIgx0nUdOWeqymOtnY6x1lJVtRqYos+Gsx7vGkSE7/jO73jPY/7Rj3yYH//RH3pi/6V1cWf9HeXy2j0q+vGTu0YDEzH3+OmUM1949VVe/+IX+dSnPs33f//3c35+jrEORKhroaqEmDuGcIZI5uBgQV17Vsue1UWPNRWz+hDvKu7fu89iMcc5Q1X9/7S923IkSZKm99nJ3SMAJDKzunoOOzsr5PXyuXnDN+ArkDcUIZdCLnd2pnuquqrygENEuLudlBdq5hFAIqu6qtAugkRkIMIP5uamqr/++qsl58I8R0QghBHnA1UKVQopJw6HR3LJ+gyXAsaBcS3o0fMfhokQBqypWFMxRvif/5f/9avj/atznJdGbDMuIl81fL+0n749N6qX2+X73VunGbStRfqzzz/f1/MzeW7AX/pu93L0/TZFxFDE4JwwhIBzwtV+j3MeY+RJsPp7NxGIsXI6ZZaYECbcYPEp4McbdtfvePvNgnGB5XTC2QEpK5aKoWAlYlnw1hG8xYgQTwdqjuT1SI4z2JHx+h2+CKsMSIxQV0qNWG+5eXOli8tuIjhHjYWSW8SNxTrPzbs/Mu6uqDlRSySnyLzqoquhsmioax25VB7uPuGCx/sB5zxhGBnGibieqCkiOTN4x343UvJKqYVlnfnww78zjiPL/A1X19eUOJPnwxf3/7duxsDgHWuUhiJUUs7N4OhNrdLnvP5jLAwhIOgiWqsaoQ8f7xmGgTdvbhjGkWk3MU0jpRTuHx6RKpRaWvRU1OEsZou8cinYrM+Jtep8jkOgtMhUF+DE8bToI9C86lJrixALXEReLdZpiE1FRJ+f9qQSUyHXgrOF7LNGaTmDVMZgMX5Qh8q7rz6nv2UrtfD4+MiyrqSU2e0C5mYiBM+02xF8wJpCKSdqhZyg1EzwBSbDu9uJ/WQI445p1Cj5MZ2Ia+R0uOfw+EhMkfl40Kg/ZWoB54bNSNUMQqUWqNVgxOFMACmklDZHXURw1rYIFZzzzShWak3knMk5X8wnw263wzm3RcY5Z2KM1FpJKW0G2DmP9x5rHc6B9WCNGvbrqzevOOYvr7MaE28nrnO7RXOXEfGTTV547yv7jDFyPB6JccU5h/duQ7hArxvxiBuByjIn4pqIS6Hkgg0O5yreC9ZWDBVnHc56cJbg9blxTh2dmgtrXEg5EWPcAjsQnLOEYUAqrDEjgqI3zmI2FOvn15RfbThrN1i8bBgvjWb3zL62Pf/+pQF+fnMv3xcRsLavXrxkqb4wnC/s+yUD++T/BqzGtIiB2px2K4A0yECE3ThgjWnRdv5Zh+HXbAKkXFljYVkKzlXGaNhnhw07huma65u3GGP4ePU91noMSWNiKRgyhohlwluL1EKOM2mdWZdH0npimN5ydft3ODH4tZJZKakidcU6y7SfGKcd03iFd564j8S16LSyBuc8VzfvGKc9Oc7kddYFuxZqyQgN7rQGjKOUyvH0qNDrMOK8Z6wTmEqKi8LApRCcZQyBk7O6yMSVh7sP+BAwFnKOpPnA+vj5FQ2nwdsOq1VKVqmTjpoYYy/g0PP89d5jrMVYSxVhjZmHxxPTVLi9fcMwBIagP3MunE5zg0Hbmlw7ci6bH1hqJZdmOI1Ctz54bEdAREg5s6xxS0N0w1lrVbiyquNi2oEqakDNhSHIbUEpovO72Ept39PvQ/BWFxVrMe51S7+lCvMyM88LMSYwE7u918WtITjWVmpZACFLQaRibWEIaCSy81gXcAFIlVpWclpYlyPzSVGUuC7kXKhZI3IbPCFMgKHWDuk1f1ws1jhkS2Mo1CsihBAIbU3TOWE2yDglXaRBHfy+9vXfl5/r6+glWjYMAznnDZq11hJ8YLfbvZ7hVIjuq386/+fCeH71M5yXX2kvzMtGOOeszlHOWKvweKlJET0BYywWh7MBkUKKC6Xkdk/UEbQWrBWsEQ1SDDhrMRi881uaCqDWQkqxOTNtvDf00TCEQK1CKQrzOquQe39Wfgm7/s2s2udR5tcg15ci1Of7+Wv29eT98xu6AFR5gk+/dH79vef7euk4zw7aX+gx5JzDNaZiRT0U22CLKvW1Ak6stVzfXBNTJcaMc+BcBYkcHz8yeOH4eMdyOqjBEhCxLCkTC6xZyMWQK9TSFmSxVBzj7pbd1RuG6Q37N+8QLG7Yk1LmdPjAfNRIsMSZbCrFD1hjsX5kuHrbcqBqUIZpjx9GfR1GrPOsp0esWYjHIzEmnB8xu2uN4CsKlVSN0NKSqelIXhZOjx/I60LJM9YUvINp9O3cK+SMgHrm3hOG4dUMJ6iX760aiip6qrTFDWOxDbSzzqkhMbblXiw5V5ZlBQynQSPBmBIhKCTlvVfj5zxCIaWsaQ10P9IW8Wp7PkzzqCEE7Joouaihq4J1Bu8d0zi0hddhMJsX37NsxlhcdwZyM6r2nD/TnKEiCObJM3POvTmvML25iLZeazPGMAwDxjjGsbDbBUIYdJwsGCOkNJPTqgZMGorRnIAqGmHnHCktaj0c7jmdZh7u77i7u2sGq+oCXCtGhLTMpCWDGEzVXO8QHIM1pFRY1qyLbykIlecBQTeAxhhFJ5rDAmpQ9/s9zjmurq4YhgFQlMAYs0VA25xrRvacr6sauUo6ozavtqr0Jc0g6tZuueV2gU8+KNJRtGf4a39hLj778oEAtgg757yl24J3gCME3wyfwdpRHSMM1WbE67iOYWAcNKef88oyCzlF4rK28QtYo9G7cY5aPaVoOiLlQK2FMCjC5cPAMEyUUjfDOY4DQxigOqQ+Mf0vbr/JcF5Ooud5yueGs9b6hfG8NGCXucv+vrX2yf6+yIU+8QxaPucXPLKXosCfy68++2Dz6vW3bYOq0QhYI1gEoWKk/lWJ9r9m897z/pv3LHNiPq0EB8EVjMzcffgzebkjLQs5rqynA2ARMZyWSqVyWoU1G3wy5AyIIVdHkcD127fcvLkhjHt21+8x1vFNcZqr+/FPfPowEJyQlgckB8awx1qPG6/YhzcYa/CORtqZcN7jrMFby3CYiId7Vix3Hz9yOtwzhIC9ucLUABUER3WCKZllninrgbQsPH78kZIStRYMwhjgej9qzmqO5FqogHVqNJ3s+UX38K/cDOCtITjH6F0DvNWAiWlZLqvRpfMerGJq1gaMscRUOJxmUqlgLLkUlmUleI8xMI4DuVa8HxAyaU6kVBiCwXudg6UKFKGKQcTifWAaYZ4jKWXWmDaj6J0aziEEJSMZQ2qEKv2IEku8V2NXSv4iRaK5f8GKoT5xtAWMwl5+CIxjwBqDdfYVl3Aw1jBNE1dXDab04AN4b3EOjCmsy5GcYjNORSMNr8aurwcxVU6Ljs+nTx85nRZ++uknPn383JyPETCIeIwYTscD8ylhxeCq3vPrt2/ZjQNpLSynSJJMJFGNIlzGmjOZrp7Xs24MuvELIXB7e8swDOx2O3V8Wp7TWvuF4ezrm7W2rYWlGRlh2u3bcV7POUR6ZNjXv5+5P8//aHpw+Ry2feH8OgcFyDmzxrhF2yLCOAa8V8MZnAfUkAqV6gIiGV1lC0Pw7HdeDWE6EdeTGjlxjMPEu/fvFaUIXtMJjM3pcpSix7y+uWGapkZU9IpAFEVp9vsd4zBBiUj+ZVTlVxvO53nNl6LCS+PYX1/+9O/3318zrP31F8fYfpunb7TteWT50v+/nk99fhSeOHzdWzPIBttaYxpyrFGpvNZCbgwhDC3P2tF3ZZqta8S5hfV0JK8Ly7xQS6V2uA5DxaB0tU6MUrgU6xTa8hodtlBV0VRrCMEzjhOWArIiGzpvcNZh3YAxHTJBIVkpiDWIMcr0jZHUFohSlCV7OjyqwUsZ6xxDmfA+aL51PpDiSoxKRDlHEhoqG9oibyxUQUpBilK1XjPiNGgUpouYRmFwRm8uZ43I2TnE0BZ2Of8UIeVCyrnlXxze6UIhqOGrVbCNZKK5y05GE2Vqt0g1eE8IXj33nDd4cYPHTCff2fPcNmZjwvb5dGZtno0OgKmKpku7MI1F6jbfNcxvM+nV8m19HC/WgKrRdq262IrY7TrPLFTZnIPSvpdyJSbNYerz3SI516M5q8iBOH1OJUEpGAwOhzMwBs9uDAze4YyhYDBySYTRF2IuMsYiX0Sb0NjRVteCWgulao5TamOIbvdC74E157Wp1oqx0oZZWqT9qiP+NLC8+IvOlZcj3MvKiZfym5dx2mYnuHjzyXHOkfYZLTSARf0UXfOcE7yXBlmP6niYQs6VWiw1n8fxcm5fBmPWGIyzDENgHMeGEnkgnZ+VnvYzncX8yhFn94oujVs/0W6QnHNfeLaXF/L8O5evX4Jtf87Q/TUP8fPzePr1pxFt98a2z/fPXY5Be98ZfYiCtxgcxYKjvprhtNYz7d7j/GcqjlwdMTvsKvz08ZHhceHw+Sfmx3se7+9Zl0jKhTUVxBgEh/MTxgVKVfakcTssATtc4cZrBGFZTponsAGDYRoHvnn/R3KcWY93UC0Wj8fhxgk37Kglk+NMLYXj6Z5SIlIy1MJyfOTzD/9OXBbm44mcKh9/+JEfv/8e7z3T/hrvPW9ub5mmHWk+EI8P5FpYY9yYoDkrpGNaDmQ3atRrcmE9HLCScC2n+yqbPrfNwAWohZJ1Ia6ixCCh6mJXKyZrLnGxCcEQY1ZmqC+aHyuFw/FErbWRXQaNWgRSylgDa0y6aKJGc27Q0zgEBBiHwG6n+Zhv3r9lWVY+fX5gXtaWP7ZYq6UYamQz3aXsEZmmJUVzsdBKgdSpcsGriaxC1UBZDagIuZyJMaVUXXAcrzfeaI4zrivWJIy1eKdpBWsNJVtlgg8jfhg311FqJUUln83LTFxXUhHmpM6G947dfuL6zTUFQapBql6nE6/IyzERayFYx9Wgkfvff3PLm5trcjzw+PARU01DOIRsDWLRHK+zjT6izl3KmZIL3ntAo1KhghTW9cQKnI5HTqcTtVQQgzUaZVnXyyp0PErOVAx2HDBWj5ElY+vr5pZ/ftW8gGWf2dFzHv5cVtMj7Sf73WKaFk33n8Yeds4RgiP4xh2o7UtiMViGQUlSNzcjb24nQnBcX2lO+nhYFRWYK8upKrTvw+a0SCnktLKcTgr7WoOznts3N9ze3uosEstpnrm/u0dKoeREthZr1KH9m0C125B81ZZ9/bb8HKHo8v+XxvXy94uMsK8c76X9Xr5+6Tg9GX4J+V/u/ol31v5xxmjeSCri7IvX+Js2Y7RkwzYYwzgqllJ1ka4Cp3nldJpZ10gpmuwuVahGF5GOZkuD7nRl1P1Je8hLihigWvXAa4MawVIKSGWDNGwbEKHVr+ZEXE9K7CkJKYn1eGQ+HckxbjDWui4s8wnvPbUUvA8M3mJqIZ4OrMcDVYRYNWqOMZFywRmLNxZjwTuPtR5EqDkrkGpez1FpQ77BZqaF2s3xf7Jt0aaogRQMVTTv1j9bRRRedbGVLgRcg6Yw4IOWfXRDVFouTpqhUmOlJLRhCEzToB60s0+iFS6cvy1fRncK2WA+ay30HGX/fIvETIMDz+hJxVazkZVqrzV93XSbRmS5IKaRNzC4onlXUtWUQBi2KMAgiJFWelMpKRPXRBZ5Qubq9b4+eKQaanYg6gCahgyZhrI42yD64BiCx3uHdRZnLA4lIVoLtSEyxqpjoozTHhTIhgLoj+Zjew1hyqlF0D2aV6fHWaf3yvb9FGhIztmgyuvN8e0WbhnO9vvrn3/ym6fpNXgZzr3c4/OUW8+td0PaQvi2b9PSX5qbH4aR/W5HGBz7vcLtNYMzBSmZvBa888p2boRRQWs3S1GGsyJIpqU0RnWCK/jYDG2rFdcySpC/wkf5jeUoL//tEqc/f/bp68sI8nlUenmM57+f5CH5fc/uc3j4iVG+9K4uD8jZgHaDuYkJeIe3huotJXh4pUkuGKKdkPEt7iZjd3vs7hYzBJhuwTvCTWXye+b6gaM8suTK3UFLOL77/gfG/b/w/ps/MI1XWkQuFgQ+frjjw0+fievK4fBIKYVlVuZhyZmSM87C4MD7wPuPJ8bdleYyvafmSDo9UktiXR8oZUVqQkqm5kQ6HqhFYcpSKykXYs54Eey64nKGz4Xj4z0xLqzLrNFR8GC0zGX0A7YKVjR/FKxVUozVurdaYI2dPPE6W5sJCg0bS9BEG8F6wFJNh8DRmrAq5LpSBYJzvLm+UrKDV0fq8909zlq+/cN7xnHAoggFYhAp1Jobm68ds0GruVRsyhhgGDz7/cQfWsQZY9ISo+DJqeC3kilzUcus81T3qb+nYVBovT3DVWQjG+WsUKKxButQ56SoIxBjpRjI3lJr/nLQfsdWc+H+7gGMsiP3+wF/u8dhsdZjnSHFQkozJSdSWpW1XTSXW3IBFO4Lg6PWSlxXci4sy8LxeMSYAWf3gCG2a5+dYR0tWQppOXLIK+77f2d/N/F4fMROI65YhqwRZwgG6VbWtQW6jd1ULcU1JnZp5UgfPjSuhs6olAopFUUDxSnK4JUx4azBOc0fj9OoTlYYsS6wv9ozTiOdLfq7tw1QM89+t+0yyqRHDe1NOa+dKSWWZcGgNc09d5tiUpGTIWCtYxjV6XGNNTyEAe89zvmtflWqnNNBFcTouFijrOJpHAmDYxhanv3GU3bCNFTGUHA+sN9fYYzheDqwrispRVKKWo8+jIRhYBondtPEskTWdSGumk5KMYIY0pr0WrsD/DPbbzCcT1+f0ylng/gcin2phOUl+PQyH/nc0L5oRJvXeLn9tSShl3KruoMvjfJLcK3hnBPyTvEtwW15j9fYBEM2AYYr7JSw0w4zXmOGgIQ9eI/fg/gJc4gsEjjlyOOcyTny8dNndlffY63jH/9BITwRxSMf7+95fDxwOp349OkTMUY+f75nWVZKTpSS2Y0D799qHeLDXJn2Vy0qgZpW8ukeqYmcD9QakZpBMkYEp4N8VlcSFQ6oAi4lXMmUvGBQqGtNEeccO5lwzjOOg0bbtUDOOGsJ1myeqDEqOpBS+flB/NVbhznVI/bNcNqgqjS5QqkqhFFEIdncyDzOGa7201abV0U4PB62xvzlAAAgAElEQVSpItxc75F6AwjeGWpj7ikL227GrsOotVSy0Wvr7NnbN1eMQ+Du/kgpstUHXnr+qrhycTUGXIuipyHoeVVFD3IulHnWvHhRxq4R9KfdPyNClkoR0XOW8ovP2K/ZSq0cD7OOe4t2b272YA3WqEJUV12K68J8OiBScc1x3fJbzhFcUGh1nnVOxciyrDinRfaCJbW8aLSQgiWlzJIWXDLwSRhbuZMJHuvAm0YOGizSnnOcLvaqvSFa92lRQk9KpJi4v1829MJsYYwF0ShWDA2yta1O1xKGwJvra3UerUeMZdqNhCG86pgDX48+nkCz5uLNy++qutIyq7NrnTLcl3lhnmd8CIyy09x8F9pwHu+DMsudV66E1WvX6StbmhE0NWOMqmMNQyAE2xSD1HGWavBWcEafg2naISIcT4/kFMkpUXLGBE29BO9bSdhAXLVEJadz7a2mB5RJ3SPVn9t+V8R5aTT7b9MGXEQJHWI6rNGNVo/JnxqkS1PzBTxqOumh73v75Pb9X8uq/RqT9st8qrwAPTzZ09Ozl18+l792q6LqRJVWEhAC4zDgvaMCuQrVecwwYseJsN/jayGJsMTMTx/vqWZgieD9Fd6HBi8KHz585NPnO5Zl4eFBlYMOx2OTJNMC+XEY+PxwwHvP1YdHfBi26AjJkGeQgsgKFKxRVSLvLLvgW25BRQJCCAxD0AchOI18cqIWLbzvU8PaHiEJRppOkwFDpeaI2IwsgnGRWiKlrK8WcIpo3ax1jslpaUfq0mCqOYiYtmJXKIUGL6qxCo3d2glapVSWNW6vz2xxXRRsW1SlCgVVJur5Iu8bG9aYTcDAe88QhGkMrHFARGX4vHdUUbfNtCTlGRUxWxSLdYixGNsgWemQYJPTq2eHwaD3QidiE1MAcjnLHL7GZrD4VuqkOc4BLY8xWttqFEjsObKWXKRyIYtoDFSDsa3GszkLwVqC8zgfcH5AjCUZzU+WNJJL1PtatC45NZk329IvWYQlR6pULA7jLDYErR0UA8bpSFijuV+jQgbqeWj0ovJ+glaEN5Jf1Zx5KZmUwBivbG3ToXFRiUCqkgD9iVfFx0HPkR7gnNe0bS18nppoH0yNGXs6Hrn7/BkReDwcMcbw6dNn7u7uNbocR7z33L59yxAC3333Fz7f3fPweGCNyiZX5KWNUSNNcYmWGFX2WZdMrUqsc07hbeccYRB2tTuMGqA5IziL1oEPA6YJVMSYOR5nvD9wOJx4fDgyzws1V6jggu43NYLfLwU/v8pwirR6wG6wTNchkC0xe2k8aYFmVQD/XJjdo7ztJppn96ob546J9+TzGUM9n8MvT6i/NgLcolEuxBLo53m+5gsTur3/yqkfQL3xh9ORguDHgWEcuNqr9mwRQ6qC9QMMA+76mt3tLRFhKXA/R+Y//4U//eUz725/5IfvPuG8Q4ySU/7879/x/Q8/Nf3IRXN1UhD0XjqrcMoUdud8mui9sKinGIaeO1ACyuAdg3fsxsD72xuG4NhNMHh4/y5wu99puUpQCOtxnVmX9fzUOvAWnFV41kjBoQ8CUinpBAKZk1J0TC8YeZ2tirCmwn4fGAdHLoW11Y32TKQRhxNLykLqTEqrpSq7SR2LZU08Hk/EmDkc5sas1VxMoVBs1UjDOJxx5JrIKW/6s64xAL1XSC+30oVxCDhjuLraaTR7PHE8zOq1l4I4S9cA7vP3UooSdJ5aB6ENuabmdYzF9WfNtmhbnz9lTaugQkzp1ca7n9807HFNNWcImovsefWO7FhrKQ023HKB/Tm1mquzVZnNFsEbw+ADu2HC+gk3TlTnWJyjWkM2hdULLBEEXK2sTqM8b3RhXGvlsJ6oteCrkk9GAW+VBORM0GXOO8R2NrZC8KVq3WkvPTHWYXAbLC5SMY0DYN2O3YVgglQhlkQuQi6q6vT623kt/doSuqU3RTaYdl0W5uORu7t7vv/371SfWbTG+t/+7c989/1fNmg2hIE//t23TNOOh/s7Do8P/PThE6fTwrquWCN4bzdynGkIj4qJqCOSUuFwiCqEgaZArq88wY94C9Oo46U1zhVnBWc0vWHsrhENVbL086d71iVzPJ64v9dgIccCFbzxDGHQGtpSX9dw9kl7NhXdW7mMOM0TWBzOLFTbPPbKM2P2PMR8sj19f4t2m/EUnhrP54b0JWj4+d+/9jfzBLd9CbD9224i0iAHJd2oVN6iBb4ugLWI9ViazuU0Mi5jKyi21FJZS2Q+zTzcP2Cd0xydCI+HI/OyaH1Vq/0T0+6tsRqFVCE1yr4UdWbUgGquMRSd4CkpfBp9YfCOlAXnFoJ3xGwYvCEMkd0uqZeJx5pLiNxsKRUtxzBNNlC1bjqHUT+iuSTBKGxsX+9+GExj/Fmct1QEUy4zQeo8tDe2HBHtGrS4GlzWa4BzBGebMaKxCr1Xpm3IvuXsynlXmA2+M028oJfJmM5gNGxpkMta6cvx3IC2htaUXFq9oeZSSxWcdeAhtGvviM4ZNlYZM2mL4/Pyrt+/tfspVaPMVjp1GXmc/z2TS9park5uO19jW1xnLTjR0h/voS3GGM1RF4FqtDZXuuIThmLUOFtrqM5ouYMx+tmW+qpFKLFu91xz1bKRWpoJ2O6Dac/SFt1dXvkTjsVFCgmQWpXgYgrGvmJeuQeU7ZT0nPU/T+7qFkQ8PdcuGTjPMw8PD8SUiE2Y48OHj3z4+Emvu6kelVoZp5H5eGQ+nXh8ODTGfC/TUuewO0edBKYsdk2L5CLYLKSktfK5NI5bC662NaHNf2sNTiy1CZMoac+09aWnNvQeKTnry/TiKxtONjwaOFtE04ymNbgN07+8Se0mGGWf1lrJ7eZs+U+1gBcz6xxhfnkNFznP9tGfK1l5PhDPCUqXOVigdQNxDSaSL/Z1jpC/nFz1FReVWjKH+8/E00xaI/XoSHc/4cPA7u0f8MOE3U2YcWA3jPzxD39gFzw/vr8lkLl/WDgcVx5KpcwJDCQRCsISk8ZqVvUw9bp1bEIIrXTBYlDvOreib1XaqJAhtkjoDK2YtnAZvvvpEWcN46hqH398d+Tvv525mgL/8IcdY3BMwTAOgVqbiH4VDg8Lxhj2O9Mk1aBeLIjWgG1QnveWcXSv5stYZ7m52TNOjhAsskYk1YZAKPuR2mXtBLYHtanqWM/QcmnuuOC9qD5trUzjwNjqN4dhJOVMjIndOHA6HVlOKn6QijoMWks7tKizPeTONTWjc04yJS2FqKVQSxdp4Ey2MNq9BoHD8cDpNCsRxRqCd1zvr3Cuja1VAYV1ja2cJisCYRRaTykS5Ze98V+z1VpZ4gmbWqTrdjg34B34RgbrRYxK1vIUU4gUpJb2DFasdYxj0M+hpKO8ClRHZmCxgYphzYW5VtZUSRlMtRg3IFZYrCUbwzg4xsFTXIW4x+TcDKRhPVXWojlZMQ6wOB80x+oNIQgN81YHs9UjliKtvIoNwVFIUPNqnYnbyzxiTFqq5Au+1G3N+d1b9/v67uT8nw0/u+SBtM/Uxjw9Hk98/vyZ7777jv/rv/wXTqeZz/eqNfzDTx/58Pkzteq1GmvZTRPeuyatV1nmmbu7hxaNh6bTa3FOo81xUMTLjyM4yxIBK6yxkmsmeAEKaSpKqrJaC52TPgPWOYZxxJWCdQVjLDc+aDCAhSJ469hPO3IpOOM3ta3NqDZlo5/bfjVUeybyiE4mzpHZhlG3u2B4aqDYvEV5khnsNvYczV5Okkvj+fRiulG7jHp/3fW8rGTkjGvn+ASXPX/+Kaj85Br6515jE9GyC9VvjeQCa1wow8R49QaxDmrAoHnFaZxI08RuHFjGwKNdVYUkwpxPCBClUhAKTQ3HmA1mtw2a8y2fqjRx7SJgrWgEVss5D9Orss8Xvp27XXSsxlEjON+k49I+82bvKIPD29AYoS23U4WalRJeQqVarZns88mhiIXIRTTn3OutKc1pcN7oWDRRAuSizpcvvVFrWiRoHRaFRp21FKti1rbaLXrUfJ1GVcMwNFRhJXsLuZKyzqRO1e/F4c9z8lWelT/UJu5u1aBLux3u4rs5FeIaVRTA6dy2Tks2Bq8i19bYZjQrIrqgK4kDarFPWPOvsQmiBrpBxCJVHTh7EXEazQv28plqvnzm9FqUMe6tpVglVQ0+IKIGTkSdE8056/gZFGoXEYWCG1xYg0eKxzQNVLIerGahxIJ0go8RAg7biD7O1ZYzPs+pJyVv0vSvzcVckvM6dnk/a1UmWnGFvwXSpUHHJTbx0ofk4nmvpJxYlpXj8cTd3T2H45GfPnxmXhY+fL7j8/2D5hQbvByCCuE7ow51yVnh/raWuqLojq9K9rNW0aRcBFeElAUbK9UbrC2UAlMsGFvwzuKdaQQ9Jer19UxEnW41pNpdJme973qflD9QQsWUJipSzopQrx5xSiMUPEVXO4RbkWo3QhA8je7O39dFofZJU7sOx5dQxmU0+ASSvTCaz2ucfs6IvgTlPq/lfKk+6bLI9/xlnnzv+evfuw3O8Y/vbom7kRwT87JwfzgqqSafwBcmO7APkHGsMkGaGMKId6phKq0mzLoOdSmxqIihdMhAutKKogbBa2Ey52ea0BcXD6X0gvmyLUYi6qj1e6rwCcSoTtaHzzPzIkyj49PdzDhY3r+ZuJoCw+CZdp5gDfvBEJx2crEi2KrnJFWYWx/QIk2ISyxi0qstKc45bm5vSHkllaQsUtNrIm1De861sepYNXUapzJexjqk7sjvb0kpEQ6OnFUm7jTPeB8Ypx0+GPZ7LexO68ypRU5IQYqSMIyBwRmsCdRSWJeVNSZOp5nTaQap7KYB72yr4y2YJkavijkeZ1QGEbqzW9v52xb9aFQ0DoEhOG2pJL51ElGJu0pp1yuEwT/3X3/XJiKUGnHjoMzJEfxgcA6EohF2kfa5Qi8U0Oe+RfstN5tShiqkJVFzpWaU1ENr61U1R7ekTFoXyhrxxqpWLmgTBBGKd5QwIFLwuxtqStTHmRIzac6kkwpeVBRpGPfgByX4eILO/xa1dGPZSW7Wan9Ra8450aGxZmutrcRDjUFwBj9oBPXqrFouYHCNgS7+YPrN2dqopRhJOfP58x3f//ADP/z0Ex8/f+bx8ci/f/89h9PMaV6Z19jKnNTpTaW0NEWzG1UF8w0GSYK1gsmqlOSssCRda0+r9rX1zmoetK1Lzjne3FwzjiPjoGRJZ2EKysgO3uJcYHSBadKxvr65wVrHuqwqEBMj8xJVcq8KxhZyyYrk1ESKy9/GcOrY9pjxjP/rs/jEom6ffYnVeuHDbzmLL24eZwP6JId6/usXUfVLk+ylPOhLEefz412e//ZZebqP52PzWpt3jm9vr4njQE6ZD/eGjw8HZQGWBUplMJkrp4bTy0geRwYf8C6cIyYrWzTZu70UseTtaWkKIE4f7OAsoXXB2FjUTiO93npJhahbcXcxW7urzpBTEpiSyUCIceX+MeGd5dPdzOAt377bc7MfuLkZePduYhocgx9Uo1RUztCIYJqO6pqylkXQF89zzus1NucsV9dXPDwWSkwUga3Z9kYxLZvh7AiKlshYXHCtvdyo15y0D2ZMCWNgWVamybBrBJ7dNDIEz+Gh1/42wwbkrN+pjXCkMosLyxJZloV1jVhjWk9H23p7WtVUNbpghCCIdxur1mzGma0bCy3SC94zDg4jHikOQ+VkVCe0KQpqRO5/h2bKi5tQJGGdxw9qNP2gz7g0YfYq0tqw6ZzaHDpha9JuMOSkEUOKWTv8FC1poZqN2ZzWyBojOUZqzFrSNYwYAzE1QYsWcSIjbtpjbCI/aIlDXArxGJuCqnaLMa2vpA9uW8dKWxQvJSG74RxG1a4N3um8uXjW4rrqXPRastHJdq8ZcT6JMX8m4FQUSA1d7/zy8PDAh4+f+PT5jvv7Rx4eD/z44SMPh6M6zs0e9HDHldqQA9nWbV2BtFuPtR3BU7Kfi7ruHk9RHfmW/zQ0xr2zXF8dGceBaRrZTRPj4Hh3MzJ4x5ubPUPwWwnKOIy8fXOLc45TOLHGuKU8rG38jmazqlRKLeQc/1YR59loXg6zRp2aw7TGfGFcvsg1coYyzMXnMOaJ4bzcRycGnIdbP39p2L4GwT6/hufR8NMDdoN+PvdL4315LV+7vt+7eWd5d31FGcfWgFU4rNpeyQVd0HNeWNcDpUDJUFImZ60tDH7gan/F6ANX46S1kMOINZbjvDIviSqtbqkRbUyDVKxhWwRMd06kDUz76cPWSKVtDNSB0mitOzW9hZYuTGsSSrXcHQxLzBxj4rgmdqMnrzt2g0feBN7sDGMw7EUhvJqzlnqgBDMN0OT5VPnNmzEqwOC8djBxVTb5yH5tnXzQI82OydUqeEyTv4Np6hDnEQMbqcJau/Vh7HWXWqozYMhEo3nFkrOOexM1N+ZMIulkhnEYmFpeT0TZtzmpju1u0gi6k4es1TrBaZo2R7W3witFF4zSlII0d6Q/ss312mbC3wgytIJ1FTGJlBcASq5NIag/f9DhE+cCFl1nbEsJ1VKpRYipUlMhZUNMhiwGqWcFIOctEoVcM66qzJ01BlNFWwbmSl0zNSbSmihrZJlX8rxQ1tRk8bRawIjVuucENVukeJVt9K0spTbprdYKyzqHdWfyl2ssl57frFlJYuM0tlpm12rVX29dMV/9z8v3plZhWVbWdeHh8cDnuzvu7h94OBw4HE/KQkUbL1jr+uqguzedkV/O3k6Df0sVJZz1VN+2HityZVolmG3nqXW7FWNWYiqkVMlZiMHhjQrBj63kzbSmDCL6LNGk94bgyTnjGgGsN0Bw3uGy29IjvzTav7E7Chtc2+1ElysyBsQabfj7TCv3OUEH2JiGckG2wD7twHD5vW68msPf1vKz4fpaBPl8P8+3zXh2+FUtJ5Vz5Pm8t2iHdP+a/f+WLXjPP//xmxZ1CddXE8UZUsmseaVSWdYDUmZAPeS4zKxrJkZhmvYM455pHLi53hN84PbNW7z3/PjDT3z68IlUEkucdQx6ZNLgSTFnJGDLxTRVDWW06lu+Q/e0taIaUvOtOgSvSaJKLoa06Hjen1YMVstYgmM/Dfzjt2+4mgLrP1j+cCu8m2C3R2GjRn1PWO00Wpu38EqLijGWMI34dcSXSjWGUOoTino3dt56sKHlY85sYGXlqkj+uq58+nTPKpBi5HhU52sYVD1lnFRdZZpGrq6uWNyqAhRbL0EoZY+zQjY9TOzam5br/cTb22tiStw/HkipcJxXYjOeIXgtF2gkrt004ZwjxaQNha2l5EIyEBszmqpsVPGFwalhyFkjfalC/fkh/NVbNwnGVWwoVFaW+KClQUuhFGnzCLwdCGGPxTDYZnDQtl+1FNY1U0tlmRVmTglShohtkpha/hCsg6USS8RQSabL6zX4fc3kIqR15XSYyWvkdP9Iejxhc8U2Vm21GvHmxUDNBG8oo8cNjjCMGAslR2rN9N4f1lpc0Fyxb508Ss6UqNKUuWkX797d8ubNdSMV5ddEx//6e9MCgVIKh8OB4/HIjz/+xJ/+/B1/+eFHfvjxA/O6sqaMYPHDiA9jC3x6FK2QdSlZpRVbWZM6OkKVgrXn5ujG9FYWZxdN08G6khhgXrTLzDSOTNPKNDjSGpjGwDQMTZrTMQ2a4olx0aAhBAY/UnImOAM4dU58ZUmJVGpTNXKI/PxM/9XlKJfw7GWOs//qi+3GrL24CS9upiu1XESfzQJ/zXj+7Bn+gvF8/volyHX72zN3TLb3vx5lvq7xVI9VxQCE4AxXoycWMKZQpOCMYKSo95ZFO5Pk3AgXCoq4NsnGceTdu1uGYWQ+njg8PECqxHwmbHXjZ3q02Cxnr79V6OyyVdx5ZCxK8+8RksIvsk16/WTP+xhqa9pFi2iMgcNppZTK58dZPcxkmJRWS7ZaGoBlI81sBKVXGe1nrGhhu8atKPri7wozGdU+vSQQbXPZNqKVPmY5l8ZaXSml4IPFGPVyhxAopWgLsqLRo3aIaSSRdn9oHnyvz5xa/it43xxZ1bnNjXVbsnbm0GbYjgG9lzmZzbOX2u9Vg3rpPUbPSJD0zjvdk3rFTbVCS2NXG6q0Xqi1tHFv99p056V/T89f9YLrFj3XNjfVF2/lCpsQwblzivdeVXxqpdKizbZPUyslJvKayDGRU3NAWhcZzNPuHhZNK1BFO83QOiXZrhgkdDeyO9ylFkw1T2rbL5G8bjCes/5/73YZJDwlOm43ZEPYlL2dN6h2XmZOpxPLsqicZqmas3WBcb9nmPZt/dYcemcMl5youSjC1URWYiqYer5enqTdzoji8/eUU1Hb85SxRohJUbKYMjFlhuB17timHdB21Btg9x9rTROzMJwNERfn9PL2myT3+qLY18y+vnIB71W+rjBymTtk+65sNWrGuQ3G1b8/IwnBJrRsth2cjdYlpHo+79/2tL9EJqoXxzkbEPnimL93qznzePfDFnF64J9vR3IdOEbt7RjTTCorh/nIp48H7h6OPD585Pj4SBdqv9mNfPv+HW9vb/nP/9N/5s3tG/73wbLM9xxPsMSj5ih7qZEOcLdp1CrElBvTsraF9vzIaUusxsi1Wv9YXRvzHrXqmtLul84Rq4AXtSqJKOeVNWp3kB8+3bEbPd9eDfzTm5Gr3cB/+LtbpikwXVnC5MnRkOpTlvPvGu9aOR6PWrReVbRgWZNK1JWz49CZpqFBtc4HpBmb3KBjMToHb29v2O9Gjq2ObV0ih4cjw+D5+7//A/v9xOAdb9/eMM0DVjQn+vnzZ9Y1EteFdVlVYL/Be96rUMLN9RV//PY9MSaGwTMvK4/HhZQWTqcVYzTvd7WfmMaB/X7PEAKPj4+kuGLo0n4G6wbCuAcpmJqorBjzCFJIMRPXlTVX5phf1TkUEXJRskYRqDIw7KbN4AFUsUg1aAcilY7souoxreSSNhKLFNmM6CYEIRq1ZXqHpsp+mhiGgbokysORkqvmPEult5Vb48Lh8U6l2eaZkhLOKJTvnCOMo+rLhoB3lkEsds0aEdfOsvWIt6QcW720YFIEVKDBdUH+9myoBJ+SmWKM5NYu7W8ScvaMm96IJ+tnrSrecDqdWgnJHY+PD/zlLz/wr3/6M4+PB5aYwTj+8Mc/MkwT7775A7dv37e1wLVmDasiRVnr0XPKrItKIt7f3TXCWySuPa8o27rTDek5pdcQv6r2JbUWcjVbPIl18Fx9flDBjnrDOAQQxxSaFKrNKIG1i2eozVEo2JyTUI3d/XPbb4ZqMdJECC5ts7m42KcL2nNa9pP8oqF5e+eI8/LnOSTaj9Qfit9rrL4WpfYLO3toPWo6f+/y57U3kUpc581wuuC5GoZGWjHkWqEu6k2XxDwfWeYjKa6tO70SP4wI0ziy3+94/+4t796/4/p6zxAcq+9ShhcT1sqW15TGlNVuHa3erLNFuMhLcI7QNaFvtkbfGNE0D32MWyTaB7M5I6XCmjSxsaak3d7XCZ8Lt9eV92+vVZcSlUSrXUpOXsdZEVHx6nJRV1fLpcgA28Nt6Lld9a5l6zaj7ElRX0LJO9Ywz7NGgrW2dmVB+5UOXhfYEJBSW0NqtvxmbePee3PaDqUb7Zs6jSPOWtZVa3G30opSiDERvOZ0SmMoTuPAMnuN2Ldh03IarfdshAybt3lfizTvXh2J10ZVRBSSTUmh/CpaO9ymeZsfVruNqA5fc2Q0ir9UM9pIT3pV2xrRI1Nt+dVqBb0n5VZ6kzN1jVBqqzc3lLiSlpXSamWlCuJ0zlvXoNam9uT7AlwqplZtTuDQuWEhYbZ6QWmKSEagWi0B6vXvvt3bfg9LqU1s/zVHHPrQfvG3y2gzN4dpXVmWmXmeOZ5OHA4H5mVVmUdn2V1dsb+65u2797x7/40aOKOayOuqIitqODM5JZZ5JDZjCWqoc0qbk97PsK8rfbptCEh7/vQcIVOJSb+n+sSOtJu0ttl1QmfLI6v6Tos8tebZtFaS5yP3J/zr228ynJudurAnm4ewHbiqF/7MqD03oP17Z4jwrI7Sf2wTTejfgTPT6uLgF1HpFoteGMTnA3E+j5cM7/O8Zc+rbhd88be/1VZr4XRUUWtBCCEwFe1JZ8XgRQhAMZZ1yfzlhzseDifmJasIuNex7J7f4fGB/+f//j+ZppE//eu/8vDwyGlZVXoqF2WtNlUNTGPHNWH2lPLF+MoZxjao+kazFgZz9v636Sdd3nX7+zaUz16ZZsC1tafhs0CJwtUhszJwtRv4xz9m3r0Z8bYS7OvRVUqpHB9P+qDXQklKGrHOquLRBaJifcC6Vh9IRyJqy+03yylNLcsafNtHrVCT1pw9PhxY16jyeq1JdWjddUIIpJSopTKfFm1HNgzQcqy980atRYXRr3eMg+cP799gjdF2ZimRk1cPWypDsOwmT9qPxHgFxhKGCec9u91O918zpqrMnnVKkqqiGr5rLCxr5jWnvbWG3d4hJlFrwRhRuTSdKcqtEWmNoBNrWdRgJo04c4N4aeigMcoNkFbD56qWqdSoQvHz6cicM9MwMg4jNVZcLJRYiMeZEtOWNso5IUtreF3P60BXmO+1tts6ogCLGt81IaVgBoP1IDGxznO7ar06I4BzVArVGJxxhME12T7N6esYvVJnlGfb5W08r5hn43n/8Mi//Mt/4/B44L/99//Ow8MD333/A8d5wbrAt3/390zTnv/0P/yPXN+84ermlv31detMs2q6oDVxH4ahCZgoMaqUzO3bW5Z55vOnT9x9/kxcI4fHxyZEkBuytY0WtvdK7j53VVg+Cywmk7Pl4eFAyYndNG6I4IYcy1k5axoHUqnEkhvR8NwvWv4KR/xXG86fq4PU/+vklQv8/NJAPS8L2RaifvN6frNNyr5tOo7NUJrLA6JR0M8dR89Jnvz/pevZjvHCe917vfzMS+za14JraxWW+USWSqUy5qH1EGyybRg8gseS1syHjyhh/voAACAASURBVA88HhfWNVOqtEJr22CNyPFY+Jf/7wFD5fvvf+JwOG6Cy7kUjutCaoLXoN47tasrnXMOz8e2WGVtmpYn60akfYLOmtOl/oXo/vzEbpFuyXq0+yQ8HgvjkDnVwH4aVOA+V64meHtlnnQD+X3jXTkd5xbVaClEL+Vw3m7Ok4D2NLVOW4zVi5SC5inoud0+j53T8oOShWQUTTgcTrh5ZbcbGadBYdigbMzeRaLWyrqsjOPIbq95R23H1NGdqgpNVyN59Ly/vcIg3N0fOJ5m7fzQHS+viji7aSTudxjrGKadahJPIz54TFUPp2QthzDGUZvsWTeer+kuWgvTzmmJSFHDGYLb1obqVGoNVMkol5VaIa2yGczNaDYEwDl15Gy1lGqxPf+ZC+txZo4rYQ8Wj0sFmys1ZfJpIS1aDoJp+bnGyDS1s5nZ1qfNwecZKlWkGU6Ls+oESCqk1nxcRTuaylq7hNofEFr+fouOm+jEK475k+0SrqVfgj7rh+OBP/3pz9zd3fH//tf/yv39Az9++MC8RK5vdnzzzbdcXd/wT//xn3lz+44wjLgwsCwLVR4wKbE6jxWYpolpGhmGwPXVFSKFq6s9y+nEOGi7vePxyDKfoF4o+PTFoeXeN6PZxrp2FGjVvP1jUJbz+9sbJbSJnJuzU1sZCkxDwObKaS2qbbHxCeTlQXm2/fqIcxOGbKdvzgeRDtC2Y3d9oF5B9hLphyffPI9Txw2/yIca/cdsn+nwor04pQYc9vMUYGPHbnH/+VibIThjz08MI40Q0EP+/mnpdINnV/OaOSD6Da/kWlhSxBqLL/pAPs4zxyXy8HjiOEeWNYHQICTLEBzBaY3UNmoCpvc7tPWiH2T7e+0EC5Cm1dr/b0yDNvqwNfUohRIttrtLm4jEhbcs53FWH6Q7NP1zDQZt0K6epy6atRTmJVKr8OOdCrDf7AzL+op5ZWFrLK0L4gslR6Zx/qRLprFFmqXQmoibLVJKUYlAJSv7dxg8V7vxyZjWWlnWVaUOgwqye++316XdD9dUlnqpiGkG2FinXXNc5fqqCVunzOGoesGd5KFEjYp1hnEcwLQaSIP2MMwJyQnJkZwizhqmwXFzPeEchDFhQ2hj8eF1xtyAsZVSVJFmWQPLEvW6M1suU50SrbGrFVIRrRFuz7ExqFhGQzRsJxiJdsdIKWvkmQskjS6Pa6EsUSPN1FmfFxhIS5EYaYZtW296bWmruW2Rv7hGBDKVUpreczk7uUOr93S91VYnYLVIVZ0rv/WrtNahdbZ6319rq2213eZ3r7lupL+UkiIWa2KNmSVmHg8LD4eZimO6umF/84ab27fsr6600bhVlCOmwvF45PPHT8QUuX94JMXIbr9nt5vY7aZmC9QZq8YhWM1ji2nKPZrr7Uv0+aetG/3+bP/0a9JqjlJV3EWMBedxw9DYy8pdyLWSWu54XRZizEgu2Nprx/nFqPM3GE5aQtK0dVA2I/nUTiuDTKRDKJejcAGlXsB+fc4qhfl8QPOC9Ng5pD6zO7uX2vd6dkdF1WcEMEpIeXJH+pF6JNSsoXCuM5JqMeYi13BpQLl8+zWNplBA1UykUJIQc8GijZVFDD98vOPT/ZHvfvjEp89HYsoYMQTn2AWvFO1g8SarQysqPWatJ7iJYsGatSl7tMlXa0u8K8tRh7Tfr/OY9ftmqxrHXrt7HlrTIPWGJ5iz33W+Xz36b2xJ6ZB810TV+5Vz5fMDWOs4nhbGwXN75fj2rX+1iFNEc3mhiQZIY+81v0vP13iwthlJ/VujGpBTIWWN7qR5zcu8aJ1sawC930/8w7fvEODuXlssneaV+biy20/srnZY7xinUe9/brnKYcCHgBONyLxXgf1KwVrP1X4PBv6YElf7EQTmeSV4T2kF7Llkas2qUXtzrSLaogb88fFRyShxJS8zwRlurwO7cWSa3lFK4bQmHo8rIsL/9n/866uMuTGC85l1XXh8OOC94epq1PpG0XlVis6mUipLXCgFUuxT5YI00hZPbwKWpmFsLGsszPPKEiNljsiaOK4nHmOCXKhzhFbovz3XBqhnpm1fU4TmXPXco6i+MCJ4a8jWUIJjdAZTHWNouWXjuA4j1jvC9b61u1LWcFc09yEwThMhBMKoTpQ1qkj1Wlufr7ajO7UipT/rGuUup5nTvHA8nDjNicfDyl8+3PPp0x1+mnj77Q3v3r3n7/7pPzKNE+Nur8/l4cTppESif/vTn1iWhQ+fPrGuK/vrK/ZXV7x584b/kLOyx1FuQJH2Uy01gxQIRtu4KclCS+BsK4aqLQBTFnyP4SxUQyoOXyxZPNUGCCPj9TUhOE6He9KaWLPW5a5r5vHukRQzslaGArF2kZif335bxHlpIl+COi8CvYvl9tl+nr0QfYi+MDzN66PBq+cjG3rJxIaSbMnjZ1GtmO3z2zlvBvziNLorJJfXeY6nv4A02vnpr78NmHKObtWQ1trkqqo6AvMSOc4Ly5o28oF2GzhH3LXKZgi99Zsh+5KIpUQF27qvC6ANui+9u/M4bKzH5u8pj1G3FozSyTRydtgvHKQvYZHnZUxPxqIVTK9JhRC8q0ynM0T/Ktt2oebpe/2yN8+hj4vZ7o30828LUC1la5YLBdMcwt7mS6M+bUNWypmtbDCa0wxelXDoYvq6YFjbai5pzG5Up9WYVuA9BIbgm0RZa9t0UR8nol0iigipqCLP0tm7cSWtCzJ4rFWReWOVsFMxpPw3IMLJWXu3ZGn5y7rdAZUHFIQKRrVsXWgRSjlHKbU0h16qzkPrwNZWC2ox4vDGUawnk1tZ7NMyIzlPbjZkhL5UXM6zxq6vUFs7PkvvpGKfQPTeOUJV3VzjVGWKzXDWthRdwL9NUeTCZj879u8d7/PaJR0Srq2xeZP9O53UCJ7mhWVVdm8V8D4wTTs18MOojHJRib3YSq3WdSW2n3VZWNYV553qxg4K5RavNcwGWqNyJeVt6IHRVWqL/Iy5IOOZrdSuP6lGGlZvLBVLEYi5EnMlFTAOsrQuOBViqqSkhLeUS3PgbYt0Lb8Ejv8GV6a1dOpXyPliLm/wpldrNDI1LSrt25cGVbZ3zg9mbwcjzb3UHel+dcEw9jzRt/WzXqx/0hHCc/R5PvQFhHx5OhaQrW9N2/3Xix4uY8/XXFJEIFVRwgmWnM8UbCmRUirf/XjHdz/ecfeouTlj2ZLwSuqp/P+8vVlvJFmSpfnJXXQxM5K+RURmVtX09tCP/f9/QwPzNpgBBt0N9FJZsflCGs10ucs8iFxVo0dkRkcmaxRg0MOdNFO7qnpF5MiRc86XiX/56RNdjLx7eFDha0FJDr45ezi6EI3h54nBhKVFK9Q1rZsQQFZTVhplu7Zq0m7oNselEJdeu3pz/Rsq0DbDBkC0HulGxLq5tiCmoJIpa2FOkFbh8fkViRMCzmsKa7jEV0mDSriJ9a2kCuqaoUVDcJ7grD+bCiWvXM7qHNFeoosqhdh1ge+Gd9Y//p4vj2dNeip4L9wdD6Sh5/HxzLSsaO9OVYL6TuXGqJXrNOscXQgE7zkcjngfuDtdOB16gheOndBH6M3v9Hy+8NOXZ9aUOU/aW5wvz6zzrHKOKXF/d+Af//iG42Hc1iDGBecuvGbc1HurkFchr55lFp6fKs4VRDRh8FEJWtVlwjGrPmw/4sQzPWXm58IyVa7P2RiaalEmvoDLrKXSuSM+FuQQSV1i9s+s/sq6LFzyk45MrMvLjYMKNufX2jzeNlcqpFV1knNZlIAVA67z0AX6gyr/3N2fdFA/jYzrRKIwiQaoZZ6Yl4UYOrrY68bvPXivzPlULGl5XT9OrQs0WchrYpkupJS5PF9Y1pV//vMP/PzzJ/77//oz/+W//jfOz1dKFfrxyJt33/Dm3TvGw4F+OOCccLlOlJz5+PMnvnz+zOVy0eC5LBpAp0mt2mxe1wc1P/DmN/vTzz/w8fOPuv4u46MaUXuxwGl61eIVRSiiAvtVDI6tULNZkoWe4iPnqfDnn86crgXfHen7aLrFB85T4tOjsnqfLjM5ZbpuIA6RWFbiEnndcZRbaPPrBOimgrvpQN78u26u9atfeXE0cs32/+xw8K/+YguCda9Gt2rx5icsLbl99a0yfXFOsp1qO536ixf69eN1Q+Z+bL3GqjdeMv3OvGZSUqWYx/PEdV63T6D+j/rBcqmsKXO5qrBAOqqhcqV+dT2bZ2Ql+CYwICpajiYzGYWWtAu41eH7Qjms6tyv9UYF335nRxg0+FYa1tqg4u3P7cGxorTll9UcWlKGvLxiJs52KnulvK1qi+4tuLMH+LaETsxdJGvGWtRPdV0WivWC15Qte/aMgzINuxgsa9a1FJQZqipE3parJSRKfgn2961KaK8ZghKKuhjpo1eDcS8EJwrHV3W4uFyuzGvi6TqRcma5PJPWGVHslqHXiiDEQEugcq50S+RVK07LiUuBWhw5CeuibjzaGqmahDnAV1wo+OAYDkq8yTOsk16rvBZSgmXR2WAJHrxWIF4i4ip9qARJyJqQkKlZe8RSWuZdv/oS21/EkvP9fqvGHG+D/cX0nKFqcIiRGDu6rlMNBAquZpac1aHIWKdOPERsj9yrTSX43RBkXm3N9yq71mI9+L1aPD898fnzZ758/sLnL486goRsiljj4cgwKBubWlnTrGMmN+IIOSUbp8nb5/QmO3m5XmwcSF13rvOFab6qPKFoIu3aHlRVREJEcGGfF68iGjSdpxYx4RWnpD3xLKlyua6IWzhfV1JRX2Dv1CN4mgvrohVpyYVOBBc8zlCa1+9x/irEt/cZWo9Ls/P9319et9uqb/vbbSP9xYNZbGYOgwIr1O2h2n93e02LoFuF2zbg7WX3SrN+9TBs57cFyr+eefxrjqTkWnieLhh1TJmNqwbP63VlWRNfzjOPF3WbP5huaSNHpWrwVarEDLIUPj+eif7Kp/OFx+erkgCSzguuKZt0nK6dd54YO0C9EHMpLGm1WcdiVHOFT+tNllEp5GoJVG0BtIU9fRj2Ug5lpYpQrBfdwueL+wvZIOZNxaha5vyKx5YIoGSN8dCZsk+POMeSHSm7Dd6imvC5uM3HdJ2vXHOCWokhsDrPktWhXin6mdpVxnGg7yIP9yfePBzVFeJyxXtHPwx4r49nKUoummbVuu3NPzXnxPUyE0Nkuk6ULlPKilAYh8CHtyecQB91T/70+MTHx2d++PTMn398VCQoKrJSat22aNeShtpYiab9KSrN/br3vFBLh9QBAaZL5cflUZ0u+ooP8BAODLHHxUgYB0Q8rgZKEqbLwvnzxPWc+PJpJmdVkSkVXFyQ0CEuQOgA7V85H5iratSWlPUrZ4velirZlpCt8tDEZlcfKrWyWN+6VSeqIeKo4hEfwQWuy8qaM/M8cZ0vFIHSaTLonSf6QPSBYIb0NRUyhWL7m8K9r1txiuwVpwJPQmkSeaj6zjTPXKaJ58uVZU1UNKjgnDkTVTOirlyniXVe+PLlkZ9//pl1WbherqSs41xdjKar3NF1Ud2PnJDW2e7tFaTavaVEuNUkL1s8Ueu+oKL+ISJOXZ5KFW1vNqF8p3Kcz9dE/fmZ4ZxYU6CLkXHs6KJnus5crlCKo4YBCQXpe6SPuBTwMfzmPf43jKO47aaSF4HxhsXaPii/HjjhVwLO1mOg+dbSwL0m6N323EYmQcpWiTT0Tzfqm//ntnIU1NURzWTs/G77pC9eaPv+y0X8+vx/VUDh7zxKKVymq/ri1uaGrlXL02VmmhNPl5nzdaELjuOggdOKBpa1sJSC5KqSriXz+HRGqDxeJs7TbFqYNoScyqa61CqYPqrlUfaqBOJXhXVb0NzEAW7WpM1Fvaj8q13NikJflphojmOQsFTd2kRhGmjWSybkgFVfVWXSpFak/Eqi9Xcct+0E7x19r5XfOB5xznO+FC6Twoit3xxt3rEferq+Y3FQ5xmKEo2CdyzZZkMtgJaq2rHHw8D93YGH+yPLsvJ8uWqg7lVXVsScaHJSfVmvBtcxBp4en3i+zHQhKhxci5GQCoc+wMMJKASv7/m/fnri83nmx08X/vmnMzEGHt6eCEFJGLbkdi33L8e+gdX615oWf8shUCPUDqhM14VpOuNc5XAHXSecHiI+9MQ+MhxGqI51gpIqy2Xl+fHC89PK4+erCikUrfxcl/Ax4Xwk9Eosa/6QAgrP5mYCbj3muoFjL+7p7f6ojfRYySa80MiPpYohC24LnNOi4yzX6zPPlzMueno/aK9TPMFp0PSiXq7ap836ZcYLpf76Hvq3r3gLmvrZ1Ih9R4mSJWnXaeZyvZJywffaAqgiW+BM1qOdpoV5mnh8fOTjx49KRluWra7RwKnBs4sqwo5U5mkxTeZF+SooCZKq17DI7jwk4hAXDAUZcD6QazX5PT2nant6rsLztHKdCiEsXC6K4JzuVLe7lEWLW/GErsc7kL6DzuPWiO+CJsV/5fgb6Vq3eO3t19f/9vL463OO+9/towk7bLc5w26AXZv83ENira1S2UkQ+0uLoS7bxCjbnQKbZmd7KFrF2XqoIr+9WbwqScXO6Xme1SS3QqOmF+C6ZK5zYs277F+2i51o7GLjFm8JhGxzSqoFqvEtN/i3WP/ytvFuc4xtbdrDUtkF+p1z2/jJXqnv1+8XK7ctb0MebuDzG4hUr8We0aglpn0Gp2vya4jB33NU9GEVp4mDfgWbnfQ0rctai26cRuhwpWxelc55uqGnAH0/qLpNqbik4tTBmyBCjMSu0xnNoddEJCeVl6sFJxUvaszsRCUYBQyqDfRdYOkCzlWW6xXySheUONR3EX93NMH4K7UminMU55AY6YaBGIISPLxKjNUKUtKLxFOTTKvEmk3WKwbOWiGtCq8uU2ZeEvOUcKESV4Xo0lpJqVKmRCozJVeuT4m0FB4/nbk+XVmuWpUrAdPM0XMhS9J9wSWKb6pOQkmq41tz3pS5dj74BpNshK12j9YGz98EVO89zjt8F3DRU1zlMl9Z84q6gig8jsH73gXjFBQEhxNPyQUVfCj29pkqhRjVCeY1R66oSlyrOVFy2tCTNjbVSD65ZAuWlRC7vdKzPSMZs7jUdr8YwcZVgqElLanQ1oMWXU2/Ni06IpRTacuECocUahGlxLk9MmTzZWUtuJLJReFssFHqts8jSNUWE0mYZtXv9t7p564JWPFe8FFh32LWhRVNFOtvrPfvDJxfB0rhRrrg5me+ulb1a5GEr2XyZPvQYjDry7eV/d/YoWB9sf012iuq9uC+Ae+vwbYR77GxzYk1dZy8Bx3BhLiV0fXKcfE3j5QzPz6eCaLD0kPXcxhH8lr4/Dzz9LxwnXWjS6UwJ/202bJCDW5t87Ns0uYyUxZKUSLLuhZyKcxWFTWRbCfCtEz6+ZuRc90TIB+C0torVClbPwMRqtO+26aIzc2d0YJjE94WTHmoUEWRhPYg7CMrDjNtR7LYOcorXxRN0JwPG4EhhGh/7swSqgBJVWwmJcroQ6li7rXr8SFwvH8g9jN352fEe1KFdV3pgo4o9J2q9RyPJ+7v73j78AC18v2iRCJHJrpKH4QxOoJU0nqBGhmHe2LfQ1mhLDiBx08fCcHx7s09cew5nA6M48h1nvmXn3+isJBjJHeFcPDclZ4QAsejEjwWhMzVkin1KHR2+WpN1FShrgT3uhV+KTBNhefnlcfHiWWZjfCk91cpjss1M1wKKc8s64V1znz+4ZFlWpkfE8s5kbOwzmi1FzTZKylRstqV5aIJnhT1wlzmWSUPzfza0WYHhVLSpmlbsjJmW/XfpBi36tQJ3dATukDoPKH3ZFf5+fGjCb1rEr9rDAt97PA+4CWSg82YzivVQ5IV5z2FhSKZ4Aerkl/rPq/UnEnLTF4X89tMpKS9+GXWHuTTs462dd2gQivjER8j4gIpV6DAvGrALdY2MWEW79SBpgmHOCeEbp9RLqsSG6fLxDwtLHMiL1CLQFY1rmwuTEUgC3ive4ZzBbeuivhUk+hzUEOxx7fpE3uonoQKvDhxzMtCFyPOVXyodJ2nGw54PKUKqSj0q7Zif510+Psrzm2z+rrStH+DrZC7vdS/BnncHnsF+StvWVv9s/80Tm5CJfCLChPrhbW5wJvqlVsoqm4arGoGrGxSEcwvTzZzg//9rO91bvJaNXiKRe1sM4UF87LLLz9z++OWAW4Q28trVW9+qaJ9nGK9hRY0a9EeQ6pNI7W8WLsXvUeDdvf+9n4ue7G/Z/NtNOUGMGgvyl6O/hIqawnXLVT42nHTOaXNN+eL1r9vD6QKravjjDNdWE2+8gb9eSdGDgl0XaDvo85d2ufTQfM2S2xjC2GXWmtIgZcm1WdjJXbFmq1Y24ylVq0eTJtJnVBMSzVZH46mz+rpotD12sN2Vs225KopEzVmtogolFmywVd/2bzhbzqq6SAn7f02bdYsVtUkrTjXRYfWp0mDzHRZWKaVNGUVaM8qPmAptl5OS4CrVcuKuNh+sJmtt43AFmA7L14S8Ot+11Ve/qw0b83glGAiut5Fbq9lg0QNdrx9diwACIr8iFgCacm797+ULv171/x2DKU2tM3mlov14stGmBJ7JrTXXeHlXmFro/3HoNmQne8+260QVxXIVay61WemFktEdkXPtrIvTvvFErRr1nq1rRdd98iz7UZVbc9U+9mekaKBugls5Kw2iQ0xevUeZ4XdhmWfMwGEG1Rt+9y/FjDbQLaesHoHqglqMCjrpVLG1oew3wWl5gveHrq6CQUD+Kib0LquJh5sbgkCXRfwfocyVVdxohQ9p5yLQmejuic8PJwIIdwkC/9/Hia2TKU6YS2VKQlzcmQCRZQR2DZRH4NaLC0LpRSCN4jRSxtl1Ru5NhcGDUJLXnXTb1JXrVdZygb/3io4tQc+BINjvEP8/kDdBrZ2Gwu7FZhirI3zdMOkpSq0RVPn0ffb5t2s3/eSQPZ618Q7x+l0sICisKxzWnnpGnv6vqcSCD4SfFAa/3Ui58I8X8klczgMHA53xBD48O7I6eCYp2cev6ip7pcvz9QqXOdEP6qsmvcKgzXCRheFoffcnwYcd5oBu4AzRq13Qh8DjJ0OsM8rXqALUfujIRqRo7KuWl08HHoOh0GH2p9VgSeviwaqReXmxs5zd3/i4e5I3+sc53RVh4xSi46rvNqKq5jA8/nC9XJlnibbDxKShOtFx6k+f1opZWWZVy6XibRkLp8n0pJwK7is9/MQIiqqrmo0KhVyG6gMCs+YzVWipERtrj8GRW+jCHbdK83KrLUQ7J9tnjZGT+w9/SHSnzqcCHFzb9KNPXhv/e6o6Ar2fK1ZhTPWRHGVGBO1ekLncFHt5lT4/5Xu82oWXzlbIMlabRoLtuTdriuZ/20VwYWA6zrEiHAVp5VmKaxZhfK7vuf+4YGcVtZpMvh3paRCLiuysOlYl1KYL1fSoteAVZW1nInMOINoW5LqvWOIume1/aS1l5BKkQSyk7dEAk6CVsGuQ8TRR4+SxI1bkQvzdSKtnrJ61qDXbRwOv7mr/L7A2QIklo21oCk3f4feXltR8RVpphFKNHAWlkW/+9DhfdFoH19Wd+uqyvqNyQmCdxUnnrQUhRpzZjGYK3aKpy+LzhLphVK3h2EM5vqtm29KicvlslGmFW5U+Erx+JZRvfwcL6UAv95KXmdraRVxscwql0rKGKTQ5L1kr4682xxrmpC6WFXTpjraOe/Lq9VSbhlo3ekx7VrpL+l/hF3culWA21o4Mcj111dA7L31Brdews2/tfNpn/32HJrQ/y9JWH+/O852fiIqMC6q2AIZIW+VpnPqGB9LY/cqvN8EDHJWw+GcA6r/7hjHiHeZzkZDalG7pnlelWFb9N5qlUj7TN6JwnpdIA+dQkl19+8UtPKNwVMoZKmqw+LcjVybIQpWMXZdpPMRqnpBprVwXa2atOTUS2DolQHprfJuFlctd3zN9FFlCVUkQglnSg4ptZKSvtM8Za4xM8+Z5/NKXjPzVed5YxX1v7QNFnE652fJV1OW2fr8Jl9YSuHWV5Ybv87tfmBHUb6e1RZDpcSJvndw+Ggi7SJEQwia8bt3XlsbTRoUrXpb1ac9Tq2AxO1OOM67V604a0sM7Lx+UXnWXYyitbBq6+Nv99Qus7nvUVr89H1PEqGsJtuR2V/fGNnJAnRe1aOzpryRCRtC5WyP8obwBC+E0EinFjhbABSFcCuVKvrdYcFXPN5nTX59wfvdLETQpJxaSVSonhCF2MXfRLJ+V+CsVL3AN5vl7QZadU9E5OYWvMFsb4PmbA3baZpIyaQdbLi4za41KOB6vTJdr6zryvV6NVgjQhXSWkiLVkbrugB1C5ytH+GcEDudibu/P9D1kS5GVez3wt3dEWDz+Oz6nqEfdJOM3lRZvlqLF33ar1f59baWZmdFrkzzlc+PxTQ8CyE4ToeRPujDGzrPmhLzNJNqtU25UEh2VkIjnS/rQsrqGFFugmat1QKxEIMjuNg+sD4sxcS1ke3nNwgXS5Ts529W60WwFuduCLdW/ZuQwNfjSLeuODt0ehOsXxHCEhG6EBCx8QsqUjM+6Fp47zm4gX4ILEsmxIV1zVTXsaZkm3ElhEjJBSdwGEeGPvLt+wfKOmuPpWZqWlimK/O1Y1lm06NFZ9MAJIALDIP6da4p8zyp9ZJDNz5lifbKPlzN5b7T+7qKZ16Fy5T59OmZaZ4InbqsXOeVaVpZlqxM1FTwVMbO8e7hwD/+4T3DEBFUt3ReFqZ5IcSgDiqveJRcuTytrLNtnpY0ILq35wzTNQEz67wwXWadvSzKj29aslLVzktbFqtqlorYzHGmLNqOWVbVDp4vzyzL1QJG3trxm0aqqHarJqJ1Q2LanS4CDrfBtMEbRJt1ds7ZyIV3auEWTINWTEO1Vkhk1pogCoMfFG3rNVkpov3VNWmC87r3OXsgDGzBEFHBktYu0B/WP5es8o8uiVI7uAAAIABJREFUFMTZZ5Rd4lSTzg4vMHvHukwayJZGXMxk6x3nnJTFnFekZCXB6aQLIRq5bYjGMdBWhXMqIyoIwSBjLXZ07lNiD6Lvs0n0mB/qOCgj+HA40sVeE4OsMLTzKmZSrF0X21z1b6z374ZqW9Z/a/X1YqTDMlLNVNrC779brGrUgJk4n89m46TjFq2n1CDdUiuPj488P6kCy5cvX7QPklR2rgXOUjJrWhGpxC7uzfjgVZH/dCB2kVweOBwGjscDMaoL/Hg4GAzXmcCyx/vwYoP+i8dNYvD6x8vM+Dolzucr4IlhxHvP8TAgQ8B5wQVhWhY+fVY1jZxVfLwYhVYvh0JHy7qS0qp9hlZVb4FQIaoYPMc+WOVtG4+RiUqFlPegtn1vAXKbKXq5QFqxYnCVfTXYtmBQ/P57LaC3yse5PbH637o+v+No7L9GhGozp8FrBeGjJ/oDuJF5zUhUhMLFQdV35ol1WQhR2XvOOw7jiHOwvL/gq1am65I0cF4vTF2wuVhzesDr+rmAuMAweKLrmWYN0qW2fN8SnNhpxh0D3unMXIyRJQvLCtdr5tPnZ67XZ32tIMxrZloy85R4/Hgm58Lb+xPj0PP2fuQf//QOJwrFrasOrc/LQjXSx6smhrlyeUqkWSnerYqzUoJigTOlmbQsLNcFqZUODZyupehVx5PUOkoHOoroSEMuK2t25JJ5fj4r2rUulKTKPzaBrq2iG3ShVtnGnXLdDezBSHcCzVxce9DK5KXJtolTclljUMdIbc9lKSQKa02EoKMaTrTXLSLKELaZ33XV+/41jybt5y2AloIG0NugCRtyWLIGzJILztv0gdt/VNDAKTEgVK5nv8WH5u2Z8rq1xPRhT+b2pKYFIQh9r8Hy7m6k64PC4NFve5cIRK8+qMkk85wXgg0rJyM4gsagGDvuH07EEDkd7+j7wUbwql0LLQaul0k1oU1B7XUrzmpqFgIqlWZZeWt11tb6rC+Et1sPqzWRnXN0Xa9U56rqJ03ruP1GxQaUjQofvGeYZw3YWRVCaqkWONX1IeWEbH1MT9cFHbjtInd3R2IM3D/cMQwdwzBwGEd88PT9sN3cCosYHCb72f/V2bWb2PDaMVRVVRTLbySJija5RRyegqdo0pFR2OuG3UoRqrPMXC+CQhONjFHy9rB42w1OY8dx6Omi527Qm6iJHiyrBc+UeTa3kmSU9Nv1aMnTCyRbvlqsLX+/Xcj9XmpBnHbe7F8NQnvN9dZh7Y42eqQPa7FEyghBISAhgqgodVNySkkhXe89QUCcbi7rmhU0FMdgIyd1KMSuUzSjbRre08XAYRx0QzavT1VhE0KodF1UtCUE8M7QNtFB7gbt2dwrWTf+lNGE66KVo3eQiopplFwZe5VZ/PDmxP1p5O44IKjeq/b89f5wft9kf3NX+R1HpZLqSnVZlYGsWkPEJNb0nmxG6mldlSTVYM9at+ulUKDQRmsykLAA6sRMwZP1URWiVpUtv8Px1vvX+UmtKvX13LYPfN0qqNarV5EV09CtDvDbV63e/s78ayn6vjS7LH2eg9MeqFShSEYkkI0B/5qHiGhPHd2PfS50XUc3JMbDyPE48jwt9iCWTYi+pEJ2Sa+NbykHer2wuUsfiL0KhqzrbtOGCKWYlGcz8ihFlT8FQnB00RnS5+iCI0ZPF71V+PoyWt1bo6eWbcNo/+ZD0DEZI+oF5wjWj3aisH5w/uajVUgOV4UuKrr0yoHTNgKb7XOuUm7weK02bGNze4N3UxVCw1CIPXd33faa6G/oB2G3EdKeR2GeF5Zl2aDa5m5fjI2XzQ5IIRebYQveSBojXddxd3fSYNp3uvDObb54LUi2CmZ7Lmpjre5Y/nbjWaV0u3O/etCsUJKJEafE9ZJ5fjIjYdExkT4I0VzOc8ksKTNPM8uSDDdX27C8N1aotTKvK0tKpFKoWcWV+06zvT++v+OP7x84dIH3pxGh8sXo6fNamVc4X2f+/PEL85o4XxNrzpuO52boC7TmamPuAbzIqm6PLQHbs94GBVUMjqvgqoow64PzeqvunOPudKQW7bUJXj+T06DmvCOOHb4/kFKl61VAvO9sVnNdVdM3r+RV9TvPz2dKWvHO8/DmgeCFoVf24eHQa5bdRdJQyacj3354A1X1aBFVSYldRFzcoODqoomEm10YgWobQ1OjWZKSG+el8uOniS9fninrTCkrwatl2Th0/On9A4ex4z/803d88+6e6lQHdF0Tz8/Pqg5D2RLQEF+RqIIGu6lcyL5ArwlDFzuFEn0ERJ//dVWodpoIIpyiQnlW+yjMWDUBbyNVa1YBkCJC8V5nWpeJZV1thjEracfIhFty0NoBVXtktTqcZGpV9ayS857y2R5RCpQs1BKoxQORWj1YbVyLp2StaGOIVFcJsuIoSA1QVAO5iwe8c+Swt03mV5aVRFSFZ6uaTarudH+P7yIfvnnHdZlYkhkTFFNeoVBQUqd00RxO6tYCck7h6q7vOd3dqxF4raxxJqZOvWFNKaiWDOEKOeEoeDIxeg4HJaSdhp2RPvQ6x+rdjYoQsMwwiSIMSylUEfrxQIgd6zIzzxPRBTofdGbZQZSibPfYbT3sUipntzBdE33vGXv/+lBttk1RLWmsBb/jHeZkUmkOXI3NZh2pduU26KGpDrWjwA081+jjmsk31Y+cM11caT6DrcGLVShdpw/VOGrgjDFwOIxGx9eqEoOEW7UM8iLLqBYUm5BCy6puC88XS1t/5e9e46h7X7Hk5lJu8LhoZqskCK38mlXR1isUzciyZWXNrisbbE6t5qAhDH0kBsdx6DiNkUMXOQ4RAdak1Ur7yiUzdF5hmUVQPW7bSFrleLs28rIvXK0X3sCgepOk/OoivPj79j6vu94teSo0d46yZbWNza0ye43Cb6QH87msZhjd/DBTSlwvEyktDBG6gI0WNa9B/RzeKdqhDMp+g7wb+UI3Om0rlFpuxK0tcWiQtVhVpBko20Lf/L9UhRa7GBm6jtNx4Dj2HMaeoY8suTAZGpFSUh/RipHl9h7z6625EAeHy0KoVauVELUSc0G35VU3YO1NZYp3G0ucm/N5SeC5Ib4Y7No4D+363aIX7XW2P7N/10dH38PJPhwv23/ah2kKV63q3AW0nD3HjTzXenBOwuZIpNWnrXNtn0HU3eX1Vtzup3YebJ9ZiUjeKj5NFEHFCJpiSt2+l5tnvRU/VmDQxEOKzeLmttK4YvdocTqHLDqz7GrdxqC8cSxayygERWaC38eNBIWPQ3LK4HgRJ6JVm1og+dsvrz7F7bWw1lHwjhCUiOTcb9/jvytwlgpTagLMOtybnLLBNpqw26FbZzYwGxNK3PZnFSnYvc90I7Fy3AZqvItU0IWwi3Y6tQtWtsvV2FjOFrRVlG2hRHSh2gaENJbay8WpX9+fN/g9wq3T2F88fvEw/R2HZlfWDlhRU2kb0I1d1AooBoIPKtCcVrN90nPOVUd9QHBodp5zC5wqDt5Fz8PY0XeBP3245zh2fLg/8O5uNE/PTtdbCktKZsVTOA5C31WuS4LvC+65sCZFJJA9Mfq1eagGwbYkQDe4r3/OHhHZ9sfdaqjsP/+agVNlClfO52emaaKWBHnFe8dh6AnBM1wz3TgxzZmnSyKlwmVSoXStdArP14mPnx+Z54WffvyReZ65O0WOh8Bp7PjmzZGh7/iDdBxGoe8HBnPTKFUH4udl4fx8RRB8CHhxHI5HQGHyUgpZPMkJqUbWrkcEUsms60TOgitC7wvvTz2jHDj2R/ognO5O3L+5Zxh6vn3/xnpIlSllni8TX85XI17MlsCagtK/Ajw+HAL/8T99x7o25ChQS6QUYZ09OcOcFpbnxJoTi43DFBSCVUKfgnilzTlL0eSHbNCgM/izbEn8bjkg217R2OntEJyhkUZ+rDvDeyPSeWfCGI7YBfqxB4RUkrVJwFdPcR5f9TpiCmchdBwOfmOpi3MGr6sObC55A1ReK3SKKOKnw+lCyYlsggTbDPGGFlqikpsheyVYgC2lGBpRWVbT+t1YysXGWDyhGxAfCUUF9Tdt2pJhCZBXpCZcXTVIRhufQ9fbB884jFoI2ViOWCJ4vV7x4pjXxLwqGWkcRo53d0wh6HhW13E4Huhi5Dgq+tjaI4pq6rhiCI5h6IzE5X9zHX8nq9Z0UIsuqtuEAcBbWeZapeYsCEpD6xTarbUhda132Cq+dmXbg7lHfd8GzW+DrGvvI/peIsqyE5NM2066bt9b1lN5+YZbL277lfri35vI37YKvyhNXx6vXQVR9D7TmXmxzdTtJCYfwCVSqSZB1aq6apZEu5xUsp7mbVU/DpFD3/Hu/sD9ceDNsedu7BT2c4FSK32OOo4hQnSZ4CtVBvpl5YfPnusslFxZ2uq2NbpZf7aCXV6cw1YJbKvXrvO+ki827HpbXbziYVX7NK88XyaF89Kic79ZzXdxA7V6rnPm/KT95Mv1QsqZSqFI5el85ecvX5immX/58SPX65U388Dd0rMsPUPUnt26ruQu0feOOAzUWjkcjizLwjTP+yxdqbigSZJW5/OWNiKe4r3eA1Zl5Sbbh+ClMEaP9IH39x2HPvDw5oG3H97R9x1v3z7gvOPp8cw0Tcxr4nK9WsWtJAvnduhKbq/pKxwhOt5/d2SZk/bckyet2tebnh3rqtZa2WaKcy34KntPfYeM9BJSNx/Y2kJs5UZWzyr9dhjK8IKprS+kL2s8Dt3r9t/bAmerwq3144MKhK9JNYNLMbIPAqItkZyz7Ydef4+WADSGuc2lm4pZfc273WDaNt/aktBdWrBVw7Y7m0pSyaqfW0rB2Wdvz2+b99bXUlt3bJ91xgdwNUPQ11GJTu1AS3FIcVAE77T/2FSSNFYo0hJjUOMDkc30ouTMuiix1C6+/lzXUVJiXSIxKoIRbYqi7zq7f3emNLYPhuA3hahXrThrhWU1KS4nKh5umUkLktpY3wPaVoWCzV7qSYV2v3uDJ6rBIF89lA160huobHBeKxidx+ychCrGbHObYyjt+r94wa+OX67Rfh7yNST49Q/fBIhXVfdAH2ilRrebUmcHxQudc0SvwujUgneVYfCsqTLNTuc8vfYDS6msSSNnF7TqP4yBQx85DB3vH470MfBwHBk6ZROvuZqiUN4gneA0g65SiV449p7Ow58+PHB3HPnx84UfP182HdwtK9r62FZtmkTI7Xawr91LLeEtCIsqJznEBACMhOCV9cuPf/96L2vif/zzT/zLDz/z6fOjWqxJpg+Obx5Gxi4iBKII03nh88eL9gKvz+SS6Y893RjJspKksgrMeBYCxJ5uHPG9p0pmzRM/fP89n8In3n/7J968157LmzdvWK1X2sg4KhkGiH5W7x2CVV7tvjO1kzUl3DyxrIV5KZTlwhgroXo+PBx5uBsYjkfGUd1CvjyeVRP5fGGZNWCXvF08TUjFK+xlG+1r3udOPKfxjtLrBj5dM+fHTFkz56cz1+vK09OZ5+tFZwNLIZsoQfN6lVpwBtEBOJtBLM2hwztCFxRCX/z2rKaUlexkRyMvblD3hnZs0NMvNlXnRMUPRs/dQ8/DuxMVJYttMDCwl46FUhe2PaaCePWmxNpalUqpC6WspiD0eofeI5ngHV6UIORCxKESh6FkYgx01gM/HUamOTGviyIheYVrxMdAHHpoe3atm1CNBiEVShAXcBQlsJWCGPuYWvCSkRKoSahJYWxvVmNI2WZDu66n6yKHg/Z/3QYx697mvOdi1mfRxEEaMVtDjPVH7drlkjeTim1G1au2rQ86cvVbd/jfFDj1RPTvnJGB2nbnvcN5PWtnf6lNaNUddBY88RZE7UNCSyR2zLxtnLfSTmXbka3CLTrD6CyKFhFcqTRPylsZOL3Iek4vq8yvl6lu326DpljPwV7q5fHKQRM0kehjxNGkqfT9pQq9c3ReWCrkmvGuMg4Ovzqeo5CL4CTgUTeV2Ux3u+iJ3vHt2yMfHo4cx54PD3dKqW+Qt6kUuarBersBRSiigdN5iN5TOg8hMCftvX2+LGrttDSRg31ttiqh1ps1vVlCfXdsh7JllW19ixEAuqhwSt91jP3wahv5sib++z//yH/7H9/z/U+f6Lxw6ByHzsN85DR2jF3k2AnT+crnnx6Z15XnyxO5Jt64N4TxjiyJ1VUWgQXPTIQ40B0OhFhBlOz1/eezbhi+Zzw+0Pc9b9++IefM9XrR+60o61wZz96MyvV+LxWkGIzogrLMk0Jfy6xKO2W5MAYYxPPt2xMf3p4gdtB3zEvip09ntZG6TqxLUoJNyXYfmNCCcwSDan9Liuz3Hs45TuOdJuIOHt3E/PzMUjJPj088nScen544Xy5IKXpP1gbFGlJRMl1QYX0RwVflBCxpxa+6GfdRkZP5xjKqVn1/xAZ8qqo4bVJ80lAz2TwmpMHD1jN13tF1jsEC5/vvdCZ8a4mY+EROZfNOXda8kUqp4GJAenvKWsW5zuS0bOv0WruL7uFlU8NSgQBdk2D9yC4G+i4yDj2n44jIzOU6MS+ZdHUkHD5G4qizpzFGnMgmIKMjfarao6NFzVtVkwknHmohuIqriSyapDtvqm9SUZk8S4j6nqHvOB4OmjTftNo0UHsO00quVT0+W8yhjdbJ1uNsZKB5WbSAswFScVj/XyvT3zr+hnGU9mdziWj/tqk+qNGxtO/ovI+AwupAdeCq5lauZV11h1BasGqiCi8rRqEpLYi0sYQb4sJWa/7a79FK2G1j/ks9uL3ifPkaLzb6f4Vg+eIQtp6Logp7AqHQlRCiSrDNa2GeqslgaYUeDM6NdrM5EY6DBs7T0DH0gS74vWi2t002VOnEgbdwVjcAVdehCjqSBH3wtgF2vD0NzEvmS1pUDmvLQfbKfU+L2jrCPk2n1/flsltf1xwWxrGnj5EYOoaue7VdpdZCWRaiFA7RMfaB+2PHoY+8eXPPaey4u7/jeLrjmj33d0mtly5PprWaSOuKVBj7iFTH3WkkhsBhiPRRHTGiB3LlumbWpfD0dOXTx0dOdycOpzucOPq+I+fBHCRWGwHbZQh1TZTApKoonuoaVKuKXNfLlet1YppVzPs6zVymiCvKB1jXTEkLNWccheh0ltQ3VCjo5teG9/F+G2F4vcMhpd/ddyZhek5cn1WPdr7M5KSoR/SBse9tY9fvKSukKTYzKU5wRiRqpJJGKWkkKXvyFfmognlM0eRCqAZdiiUnInjrk0LFteTZWMxdDPQxqFpQe5ZcC8YAQvVCwCGlKfOo3GCthSq7spkmK5XQOZC21q+XrKzryvff/8DD/QPH8WABFAuA+iwdjgfu7k46kdBHliVR8kpaVtbqWKvgS1aHIlNIqt5tIz61upvkZF/zKg6pmvwKYkIoKnzT7u1cVOPXVd3fN9eqilWwbkvolMQUyaXq82Jw8TLPm+74VnAU5XX44o1Q2mbQ2Tcl2Z08XheqRSUFcyMAoVNKW1WJwiQbQSjbpmvn411VVqbXRXUOpBiXbC8itwDofFvgumVirmgwdWIZoQ0gt96mnk4LcPLy5NsfLXj+72TPf2n5/tWDJvo5oo8IOoOm1bZCGMuq/Y/705Hj/YEvj498fnpkXpSwknPh7jhwd+y3ZMI74TQEYnAcxo5xiCpTht7gZq6yaVY6J2SzYgrS5neN7VgrWDV6N3hw2rfrvOfLeWKZPzIvhbRL3+r7ULf/99s6aqX5ouL8ykDcB8/d6UCMgbf3Rw7joGxEeb2NvJbCenniLmSG+8CbhxN/+O4dh7HnT3/4wGEcePf+PXd394xfzoRu5MuXJ37++BPLvDJfZkJ0uDDw4eGOdIIudixL5s2hcj9URp+5i5m0wI/Tyvk5Uf7nj3z+kvnDH77lw4fviDHycHfPYeh5fnri+WnFO1H4XTDYtOBzJkgGLwzDoOMqy8SSEk/nZz799JHny8THT0/UUrk7qMJR33f0h169K6eZUiq9CC5iG4dT+LA/6MiWU1eMgqPI3+hE+JeO4mF+Q0q60Z0/Xvj5zxeezhc+/vDI5XJlSQlX4Hg88McPb+l84Bg7vAjnVEnTineR8aDn2xjO83Vi8lclBCqbaNtHpCTUksNp4ELNnPc+o90TlnD6XkklrUx0ogIhsQs8jCN3hwOHPhJsXxK3CyZIMXi9OnIBF9Tbdl5m9cBlYUkLzjv6qMbphxjQJ+S2///3H8/PF/7zf/4/+bf/5t/y3TffcjwOvH1zp44+8UStmWX5lmHouF5nHu6O5JRYlyuX5wtzhrUIIUbWZVZR9+PBGN+KkBQRG3GTF8++a4GpGKMYVRSWtIALZFSGT9AWiXNlM3/P1VBE5y0hcgzDQC2VrlsoFdaUeL7OXEzkYplnnGCzu57V2NnzsjDPS8MtFYnr1C2oipJHf+v43Vq1pQIFmi/h11BbrRo8G15/W1WIsM34lVrBPNDEepgv9W/3V739tlV9oif0yxD5VUCrNzFTXv7Fb4XNX0dyb0gE+4m8OoTVjpa13o477GuiDhh93xntW1X+t4rTOYaoKhsN+x86T/BCF/wGXWx9ne2zWO+sUfhvoFOc3vDlBm71XunjQwycho5lVegsZ3UCSaVsN+m+imzvJV+tr6WntB6RN2Hz2EX6GKzJH9lmEl5r6au6LAzRM/ie++PAw91hg6zGYWAYRrp+YBgSx8PIsq5aCTtHzYV1XvFEvBEXh86b+HomuIKjKrvw5mtdVubrxDKrzZVS4wMilSXqbK3zOzz1EmHR9Ws9/jagX8xIIa2JZCbNy5pZlqSKMWvYxEUE3ZSC2+8raRqpythAZ7E9iH/F+sc+TY1W5Qk1e52HzKIejVlTquACXQgMfU/03sY3mlmBknJC7NRz0ZxcGjzXfGyrmJhF0bnKWpwlX21ruNkY7L6vtSnk1JuHsa15+xKFD6todSO7dJ1WOztas6FkG1GpvVfbl6z15bh5Nl8vSU8p8fHTZ948fGHoByqZw9jhg6PrZJMH7LpuG+sLXqHVUhIlq9qOqhut2ts0n9i2fCU7/Tvr1ek96l7CTbAnaU6RDN3n9IeqoVAbupYV5vZF+6XOl43QU6qeLyLIddp0l4uRlTbxDOtrppSMzNeQUyHQYtaOR/y143dXnKliZbTVBbanai+gleV2EsYU81qQaNJXodhG7GyR8qZsU015QjO/nRu7f4jSVt8a0g1LbfJ+W0vs5kuvkW6wdUsmXjLVXogbyM74fTGzxZ4A3AbQr9l2r3WUWrlMK9dlZl5nlbirSofvTweGseft+7e8e/eG65yZF8c0o1lsydwfIv/w/sTpMPDh7R21Vj6dr8xr0qq1tGuWN+ijmTh7sfEDC64++k1DVLZNwSQXnX4/HYTgI12InC+qrfr9xyfW6/yrn+9FfnTztxurT7SSOh4ODH3km3cPSlroI13wJjrQWHx//+GccBp7vnn3QVV07k+8/+YdMQZOx4EQAv3xROhPHO8j3/qO4XDkH/75e4bg+XI+8/Pnn+mPV45vC+IcR3HUAF3NuEVNgn+6XnT0Ykr0udLnxJAWeD7z6fs/MxxG3ry/ozuc6FxlCEIVT3WDftZcoCS8qwSnc5YehddT0cCsllyqKIVTM+LrWvDXlYN4JOpu7kxasvNtZKsaY12orhkJBHAR5yM+dL961f7WQ5xnHO9x04JjZRwTb95cieGZz18udKFvMBQPdyMPp3sohevjkyYZoePd2wOnhzvevvsGEZivz6S06phP3yO+I3RHKhCH3hCVxb4K67Ioc3RVp5Rb8fJcs+reppVas1VJaDBGR1zKkkjXxOQWSlXC3kqbw2y9fg2ulcra5qyLQ4qp4ogmqmUx6NZbX/WFmsjff0zTzP/1f/8//PDDTzzc3fPdN+/4d//mHzgeR/70Dx8Yho5Ssqn4BI5jz3XoVHJSUKPzpLqzc15wzlPTrMYCXi35FnHMl2fdp4ZRx6nMqWmfL68qFySO0PUE7yhlJa0OodCFSnB6qz+dz6R1pQ+eLihpKQZPcN6g+0gInTm8JKrJuuaUWOaZp8dHTUSdU2Ss1A2qbfroXT+qKpi5PMlvrPnvtxWrVUG0usvqvaj2GjxhkachcfWmPBXrHdRiAbXWXQnG7RaiX596tc30BZRi/QInsmWG9eb3G/S7A+0vX7f99NbTvHnf7feQX2zyfw2pfa3gWSssKZuLhvnjWYkWukAcOoZx5Hg80HW9Oqekuv3cED33h4639yP/8M09KVdV2LjCnAol7f0c58Dbh2zCELp/2gycD5vYffON3EgUqMJT30WC86QMd8cRcZ6fv1xs/b5aky251zcVg7huj9ZnG8fByAEjfReJXo29a62wplergETUquvtw4lvPzxwOJ148/4t3qslkXMO1/WIj3S9Vn21VO5PR9Zp4svjI5cnNbceBjW07vpoTMAEJZGXlevzrGufdM1DKYSSqOvM9XxWYfkP9wx9B7lHykiujrUaHFajEVss0ZGqzEWqoTda5bRNG+egVFKBJRVi1gCrbY5mOKyJkVisRIS8EbVUWUZ8QMLrirxrb3IgechZiGFgHI7kBEM/qhG1DcQfhoG+7ykpcU7q2HI69IzjgXE8Mo5HkGpBrm69WRcise81JfOeUjO1dFBWVSMDrdBzUUiwtEEWaytUHesSqyZ3EMxsyFIlrxmZM/hEEVi1W2o/pwSVauBItoBKBalGTBEVqy+pFSUaSHH1r+41v/dIKfHDjz8xXSd+Hkbm6cI4BB7uT7x9e9CRwaKi997mxGMIJkcITWO2VXPN7cXbKI4PARDWWT08VV5QE4dq++nGWvbWq/c6k56zUGuCWggBghKgmecFh85t5hhxUqnZ4/uB0HX46nE+sKZkQVQVjErOZBEWMxRptNJtPxcB0RllrTxvYdpXrDgBU57Xt9YA2oLNjTrQDYlGqJqFUbU8tZ9tqGzJjQFb8KISfiA3sn5W7ksLkho1q2HGYnojko/4AAAgAElEQVSeTadSz7EBWvvg8lZx2il+HTDbUcHUj/YRabiFZVul+cuK85ZU9BqHc47T8UiIz2oAS1UZLJ/Iy0wOwnqdmJ8n1kkJIMELH94e6YLj//jTB/79P33L0Ck5ZUlqbxWT18q96ohHyolS9s/ppAlomwGvoBVJ8DgjHOWcWefZkCsLIqKU8qH3fPMwcuwDj+erCmesK9dlhbqJTG0LXqnb+jb4K3YqjXh3HLk7HegMctbfaQmU4zUl97x3PLw58fD+PfcfPjAeRw739zqWUiartBOUWe97H+iGA3/8hz9xd39S4lIw2fFlhnUmL54sglSVL6u5ELKOYRzfKOx4OJwYxyOxj3T5GVlW8vPIyqSC5tEpu9kg+FwcVQKUSC0dlYyXTBVlvFfv6fvI4TDifGJedc7O+11hal50TCOi9P9kqja+iYU4j/O9Vrp+BOnIoAIXr3jknPny5bxb+hUIsWcYK+/evudwOG3KVjEAaNKdaiXVSugHDnf3dOOBKiosPi+ZZU6UKvjY2euNIEIsPbUWE+4XlmXheXwirStfPn5inieFjI0cF5yNAJksZ/COYCzN3tR15mWlPIHMCXddccETDoPC3LbnNPMKrfI1iBaTdqy5kCxgOi+WtGrmKs5ZZfZK93mFmivzdaasmR+c4GrmdHdgTVdOpwPD0NH1gWmabf4xEoMih2q2nbTirjr2VkxCr5ocob2NQujOkdaFruvVWacR2xxQdZ7Um1dpyYITDZwxqIZtRRno3sF1mow1nkkh4HB0sQOnEpZVtMId16z3+KrQ7LTM0AK3NKlKMyuxanhJadNKb0zrv3b8flsxdgmBfcbxBq9vOPFmUNxgWFHPu2rzn1k30OxApBCc0ZOtjFX9WGeiBlpRlrqPprRBQWli8xW1W7rNFEQ2i5mbFt5+A/HLQNf6CrRz3rLLfQ7oNmj+ax7ee+5OJ2L3meqEXCtrTsgKaZnJHubLlWs3sEwz5Ex0wrfv77g7dPz7f/qO//jv/qTN8TRznVWPdk4mOF0LkhPr2uAgvY7RCdFEJHxV1mYXVNUjdNGIAasaZm/cab1mFWWU/vHtkeuS+Pg0kavw6XzleV5vLkHL5vX/SlW4yjkVNT8MOqx8fzrw5v60q0ApoK9nWp1+jleqOYP3vH17z5sP3/Lmuz/QDz2H4xEpK1x+hrSQWM2SqEP8SD86/vHf/CNpmemlcufhfD7z008/GeOz7tJ5RWdhe+/po+dPb48cDz3j8cQwHnRUIZ1xkyefPWseCeOBfjjo+iS9/1P15CJQI9QeWPHTTEX72uIcY99xdzoS46LnYVqjbY5vWpISaZzHV0cIdTM49yGqoEJ3BBcobqBIJC2rBpZXWW09cip8+vy0/X/KldiNiETef9AKSedZIa0T8/SkRBCroMMwcnrzFh8jVQK5rkxLYpoWsgXOOPQMx4MaRFggO44D49CzzBNPj1+Yp0lHcrKiJ7VknenrR3vu9VPH4OmMrdvZTN48r1wuC3hP9YFuHHgIB0IM+/1te4lYld+qnqbe00wCYtTPWopW/857JcC94nZTU+W6Tlxr5fr8zMeff+RwGDifP3N3d+APf/iWt+/ecL1q4Oz7qE5THoRMzSughuFSHAlzy0pp2wNKrZsIvw+BMiSqVag+BEVBTLxdeRqBkj3eqdKLd6phW1JiXRekFi7+QvQeUmYJnuAD4zjiDZlyHoZxVCi2VBZz9nk8qwOQeI+I35S5RJwm6NGYw5aYive/udy/H6rlZrdjhzZvIU59d/vXuhNJRF9Ag05WI9JGDlEZpYLH4cybUM1J9WEuN9qPt1is/po15GsL4m17tXOQVkmyM2r/4gds1SYvNnnk62D5dSR+/cM7x8PpyId3Dyy58OXLM/P0yRh5CyKVL09nShXOz8+UmonecewDd4eOwdw3cKIbZKjEEOijbgxU3RCy9Vm64Ane0YdAZ4PLrqhySxedDSfLTvSSZqLNjgigs7beBVxIvH9zojp98Kd12YT5bdcA2BIjZ7qUwXv6LjL0nWpmtvyltgF1JQjsoouvcx2cUxuw2HU4H3Au4pxZDIVO3ylnaloprGQUPheUqDAeDzy8fSB0Og+XsmbLjW1I1eA8xEgXA6e3DxyGjq7riF1A1pW8JqRk0vUZKdpXq6ZPC4GWjmplrtl6U2PxTpOcKvbcWRVAIwE1kexNB1QDufdiyEK1mWvNzMV56482PeQ2QvEqyw3ofpLzpoO026uJEEKHiJLZVNKzkFatEGLXUYHYd8S+1+vlI1IqWGLVXGtccwECHfh3rimn0HyAt1EEW1fxOp4xHI4q/GDAa/QqPCICYYMe89ZfXnNC3Mo8LepzajZ1mm8bVpetD1J1mB/0Woi1ScBaJJhbC685AmRwfrNLS4VZKiILnz4/MS8r4gLzknh6euJyuTJNs1Xge4J9S2aqRWHppiS3PY+1anWaIaeFdVH4llqp3pGTIo01CCqIv4/fib12Iwc2HV0f2lfQwkhvSiRpbzolZeIijtgpPO/DBGS7j9nuC6RSZVWpzWVhnme8g1LibxZGf3fgbH/aar1atwe3KcRgxsdFdiNlMYitoRDZF4LPuFLIVftq2TJgNYXdRXnl5vdNUcv6rVr9iD3ZmwZkqxoNrv3VNalf/Y8FWG2c7r8g+z3x9S+9ehXax8B/+KfvuDud+HfPE//vf/2ffPz8hZQyHx/PeCf89PmCd4F5Xcl55dB3/PHtkW/eHLk/RHVfcA4xc+P7w4HgIlev5sSpOPqoScHQR4J3HLqeQ9eryWwxz8I+Is6RRUjovuO9ozph7APBN61Pg9Is6+sORy7Tyn/5Xz9SpTJNC58+q9JOo2C1ABBC4HjQucc39yeO40AMUVWm7AGtAMWb0W/hFfdwYgh89+0HTscTPgy4OODiASEjNUGeWb98Tzl/IhWYk5J26O4Q8bz/9gMPb+9ZrleeHz8rjX+6btZcpUCwzdiHwPF0VAr8eqWmifWSYbpSUmb68YkJ6O5OdKcTLg6E4wO4gHe9yrUFh4gyUvsQSFRyclB0bZZJZftKSlAqwQd80DnezleCh7FTv9HOg/eF4HWoH+8hDOAitThycaypMs/pdQlwBaZlFwxXMEmAQD8coKI9bSdM3pHzgjjP4X6mS4njwxsOD28s8GnVKb4DZuY18Xy5kir48YoPkXE8bTJwuXpydVQ8VZyJewidmYEPw5G377/Fu2BWZDZO1wSkN/buQk6Zp+cLl6cz87SS0JGN0+lE3/eIwZa1CnmxRNxFQ1gqXfO4tD0ziMLAuwD8Kx0VxHxdS1Xkb17hcl15ukw4//+x926xtmXpfdfvG2POudbal3OquqrSsR2n27KCELxYIiIJAWIixEOQBQ8xSFxsIoXYCBKEFJ6IjAnKA0QJkYgCwlFkCDyEBIhAQgQlyAEMdhITOxcsh1xc3XF3V3d11Tl773WZc1w+Hr5vzDnXPqeq67K7q9ve39E6a+215pprzDHH+C7/7xa4vvoSF7stZt0UTscjJU9e+a0pq60RglA1z/EI4Aq188I0jQjW+zSN1ki9DIMJQ91S+kgMlaG32udD34FWShrN6o+Brrec3d3Fjj52bLcbeleUpmxNzac6UqqyP47sjyMhRK6evsI0joy5kFK2puClkuvEcTQ/uJxMMD97fkOIHbVest108/jfiz58UpYuTyaHlgDeGQ7VZoGcW6KGVtlBDb71nhOWtOxO01LNWixFqaFayxptfgL3NPq5W6ASOLzhTnajRYiqW7+i5+N54eK0fZOXSNgXbOtZ+z7zpT4QSbBgleurHbHv+fL1paVATIbzo5ajZFG0lS4Gizrb9Oy2PUNcihuYL1jpQqSPldJFau2ItZovRWAzmADcDB2bobMc29aZIVpEmiIE9RD8aCpm31luqFk91okiKxRVnl7Cduh5+9mWq92AqPI8LN1a5huKnzMESz3p4lzwoK2v5S6oow0P61OWIHMHHlPQPJUBRWJPU8y84zaaignOMEAYPHq8R7RQ85aaM1NQasnW3UaVrh/YXGxnqyl2kaLTDM0JFdFCScaow9AR+mhdHeul+74qQkTFEvBLMOUy1FVLLNQhx5ZIu1TTisGCq7pgVlOzNhsq1CxOvAtLra35cpmVgIckQ5GWSNbGN+YgtbD0yhS3DEOINt/R6r3O4YVu1bUgwrkVGzhq1HqKripUtQetwIQrcn039w3OubM6rQJRPAArJ5RKjNXRmzBbQHmy9n+1VEMb8MCi2sbSMpcbgtP4irre3vIKzJf4cBqiB2H6w1A8O3kZ6zwVVq3KAnRSasqSz9FyqhnBg/P9KL6/W4BaKcv1FTdNS8kGS7eCBNGt+IbuSesxq8RgFY5iZx2uDJpdctCb3zJ78+9+CPRdRymVrvMG4hWvpS7zWKvzoJyzPyztpWVTvBd9aMEp8/ZahIaqrPnfPfh2KaJe2oZoZ1gJQbxXalCzTKUKWVunlUrLf2oWZMDhKpZUmBgsWWVme6F63UIh+hiN6bNarL4C2jh0sZzb4Ja/75cckzNrtm38h6JaCof9Ha89ecJ3fvqC603PK1c7juPIO8+fM02J25sTh+Pk8J1wfbHh2994nU89ueD68pKhHyiqpplhcCyqXGytykoulVM2jfHCLc5NjAwxeh8+08wmsYJZnVpKEl3PlUPBlxsLD5da3e8ttjkAnloawCZAL8qX37nl+fMDNVtB9LYLGzowdINXBfLNsa4o1EAG75STi8GhDzblWiGdII/2KJ0FPQhItzPhuH3CUCb0cEvYP6PUSto/t5QFohUJ8KLYtXphOMFrCiulJMbDLRICeToamlIm0ExNxoiVSskTNRfSUVAKQykM2wvos5esrEi03MUQbON3XU+t5hsaIgxSkaDkzm5lH82Q3A2RywvLedz1ruTWAkXNsu03EDbk0KN0HI537I8nxtOR/f7uwQUniLliaoPisX2ozuRVKSinaeJwGskpkYtbq2Pidn/Adn0k52RVfENAuoh4TdXr6yd0/UDX7yyJPnZzndbYD4RiUZdZFWKk32zphy3dsPNGCmslxHrYFu8X1u8GBmCssJkmKnAaR2LOXF1emYJb1fq8AsULGkSvuGVpX40nGt8RVYhqqSkPmI4iOEo9Vy5t7jKxyksxINJZAJpNPVMJFO0p9Gahq6cVqiN80gSYB2h6YXwFj7y3PZsFcozUYv51BHI2EVRLZbPpGK53Vv5z2IH2BCkIhdgPbHY7Nn3P06dP2G02tr9KJeXC8XBkSpm7/Z79/sB1uObyyiDXq+tr2x+OwJRSOZ5ONib3LVcPkpymkePh+NAWp9Ba4qyttiY0EJktunt22dmr2Wpk8XH6/jA26U29K80v4xpzkNnyjLLUmAmuTdeq50K1nXOul+hjCLII3BkAVpZd61crM1pv3zv7bFEPzgsi8GCMvNZKmkYuNx2vv3Jlncz7nsPxxN9/68vsjyfe7m7obw5EsQLH1xcbnl5dcX2xY7vZWO5UWe5WF6NV29j0DJuOVCqb5IJz29PHYB1QJKCloMk7UWglo1Yb1fgFXW9tkq42A0OMVi2kFFSE6vmBmyESo3A4nLjZH6ilzj4it4vme2AF3INply3VAlkW1Kyw1aVbxpwS8wCkQM1Q7KHVuLOGANG7PPQb4rAjjgekjJAT5ZQMmmaYm0rTErqZ47dNKLpQFRG0JLcCza1hjNUBu1rmlk8EiLGDOlmDjZhBrZejdB0K9N6Yt4/RyrsFa6SgovQCNUAXbC/0MbAdOmIQevd35rJAbzF2aOiwJs7ClCaOxwPTeLLgoK+D4FxbPjozdBecpVIxJpdScavAAg1TLozTBFiRg5LN0hMPkpJowU6b7ZauG8xn7X5O8RJuLQG/4mtdgvlMu57Y9Tb34q3stMUHgHpln9iKjAxHur4nl8KYJlOgPFSz1kWQzMn3taXavBg7YDEbjWc94Hw3MAGdeyY3ptzyMBGDlFv2W6mBqpGKBRUuXFFf4HWqOvcSBROurYF9qzUuIoRS6Lwof4zTHE3fkJ4QLeIWbf1gI13f0w8Du92Oi93WmiFME6lasY9psmpB02TlPq3KkLDZGGpQK+Yz70e6rpt7Fze0sDiikqb0cnfeij6ixXluda2f10Jz/Y4JSH939oMuByt4xQ0zqeeP58Vji1qqwQlVZBGafiuDQ7lRZC5irASCl+44axvkEnYW4HZngQYL44zPSJcLQtZ/+wHz8Q+4xmutHA579vs9u+2A1Mprl1uu+gDpKcdxy0Bg2w/0Udh0kcvtwKtPLrm+2ND3Bmup+EIWzMlOZLfbsLuwMm2lWN7WdrCcwyieJ1kreHBLV823mYsJq6BmfQaEbW/+m1ryXEUEvxch2KPrDHZuFYuCBFTKYqXPjza/Dfpv0c3iffJac3N38pf8YHNuRZ+tR2A53ZEpTNE2be2soXetEeIl0o/E7VNIIyHdEDUDBVGr3pSTesqbzgx0riTjydfZ23V1fWcRmEXROACB0Gda/HrJxTra3z63nMQLtwxjb/VFQ2TYKbHP1JqJXcfF5YnLy1vLYZtGh/KVEJVNL2wHy81rzRrAKk8Nmx3biydkDeyPE2OuHO5u2d/eWADF6TgzxYeidYUXgJbatjBgq8mbcuJ4PLllkGeIbhawrhzHTijVhKb13zWoGSkEz8ds+ck5Z7IHcll5NwvyKc0A8OpJBpGrNXV2BST6aENrRTUMRG9pFUqZhbIJAVcUqwnmdo1avchCa6bgVoXqkgLzkO6fvu/59u/49HydKVvaBoiNMzgM7jWJRQLDNHF4OtENF5zGymmy1KE0NxgvHnOiqFogZ/BKM7Usim37P2cT0mmaPLiOuVXY7WCVsja9rU3Bykd1sZKyweLFg5EIYkqLR8yGWOn6bmkh5k3howtJCQE5jux2Oy7HiSklcr5bYNvayiQ2a+696SMWnmxW4LnQvE9675NmXer9P7wgPIjdgLoUkJ/H73BFQ9jjDPPWRXB614gYHZ6NdoHBNbiWShIwId2tBOFscfr5rTqIrASncpYzeK4dzNf7kCyl1sr+7o7b2xuGXthtdvyqJ1eUMnAVYZwSm9iz224ZusBlH9luel5/5YrddiBrpmiZE68RCH2gi8LF5Y4nT66sua9DLv1chg8kuOBMVjll0I6CeM9EExBdsbvWIgJTTuYHXSk4MVrwQ9+Z73QYOi+FJiu/B3OUX5vEBfa2G91KgbV2UGC+tvzABRC6rkfzaEEoZURIhNgR+wuzTCQSumsYCt3ugMQj3elolmrNpoTlQh0nSlVyxjck7vMqlHHyy7ZWUpuLC/TiwsRkHEA6xCFZrR6FfDxyVEuRQIV+mwm7K4ZhY220pPc+j5D7DeNxZNzfcYqB6e6GQqWLlRCVbR/YbXtX9rxfZYhUheHigovrVzhOmfHZM/ankdub59w8e5fsqQEPaXG2DiI5t6bTzBBUK4pS1ATnNCUL9vGcTzBfnAkjP16U0EVLiu8iEs0XnItB4BKKK/DeGzMncjHhmUphypVcLNWlICY0u2j8R83KrdU6sEh04dJS6IaBuNlSQ0KSoQqW3N/R6m+jZmWiSkpp7mm5XoOIoLlSRGb/7kOJzmEz8JnPfIcrwMppTNwdTxYsVJyrh44QrJABBFLKTFnYno7sjxP744k0Td4EevFjaq1UFaQsqWlzQN98vz2XtRZEIjHXeY3nnAlYh5Oryw1DH7FOppUYrUpYCIVUlWJQovnrSzXY263Yvi9shoHtdjtXPqueqYEED4qqnE4nDoeDW551fqxRsPeij1Gx+Uwknv3tspCGczfmeD+AZu6w0qyMZqM6P13XQ13/quCpJw7HtlxNa3bgEISYhVtErRtLtVJixRRYJGA3eTXmJdKnWdZLkeIqzPUlVTy4aYaoWazmjz6hL5Cq5bnlZG2iOiIpjHPJqIUhu0LgELTSqvr4ozjsV62Icq1KTpaHaZB1dUVFqb5RLX1CDapscICKCUSaslIX6xsPRnEJbVCrt8DyYhaLMFzbLI4COILQbkj13MOWogLMfVfbTM8NdB/O5CT0WytUgDWElvGIhEjJli9saSrRNOVuZ9Dm5tIKBaQJzZNDFsH97g6/NW1WLWLV9DCzoCVEWnDKjGrEaC20APGcZS1WlWbuau5W+lz3VASRaIyv6+mGLV3OpnCgBoNHU5C6fvC9ZwIoOnbTinWXUhjHE+PxRJrGs+CJh13lqzWx2ky2z/x3vC9s66PYhGZLXTA+ojMTb5vWIP2lVikEonSzEt54zHsiRcrMTMv9c8Os1Rsi4kEwjQGrt1oMYh09JMwCkxBoNaCrp8ks1OJFFl60VuA/LsUQePr0yiDvUum60f17ldMpWTpQzhQKSgANVsquVS5rcSah7Vs9Q+bamBcr83zkdo+qB5wZDJubEYQyjoFSIn0naI0ep2JpJuOUEBFOp9H8oN7gI3twkUU9W8eUru/p+s5TicxytobYHjvhUH6Dj1NKjOPIduic77x/Yf0HbnVwNkUvvjMLm7XwXFmh/q3GiMV9Lo2jzhAg5/5NUbuBLd+vwcJRoVPzfyoQqmk8NTjr9wU6R5n5IKJHD4ljxyag1YWxHWMwpMz+WVssD7fA2+SkMXO4PZnQ7Efy9khFOGWreXmYEqdUiAIMTZPNRFkqk5SUSOORnAvH/ZFcCoNUYkl0IgwWMIt6hRaJYh2NZstPKLWjeLGB2CKXXZtsJdxLsao0XYxsNltiEFquM0RSUfOlOcNqWpAxF/GUI5vDcUrkUhkG90lFi7i1wtHq0cSJ0cPKH4Ik9sTrN6inG3Q6ksYT4/6ZLw2Hi4dLYr+l22wYrt5AamETt/T5xPHmHcr+BiERO2tvFQe7npIrNRdqp9SuNwgWa/Ybh95SJPClXiNxU6CL1Gm01B2t1Ml9yDnbc8n2UC+XqJgPrxOG3TUXryRC13G6eUaZRvqN5cBd7LbsLq/BcyMN3jRfXglbppQ4HI68887b3N4duLl5zvFwmDtVPOQin/25KwWo+b5xqLZmg6DHceRwOABwcXExM0BoAq6dy3JfU8qcxpEQe06nE11X2YZ+rhlbtc7HNqEtq6oxtVbzl5U6C4dFQZH5t5uyk2tlzMnhXyvcMMOJ0UrX2dUZw7MIZWMwsvpN1MoG1lqcGT7chG83A9/9Xb+WcZxIKXFze2D7zjNOp5G3Tl8lTRPHMTOm4vs+UKpyOI2kbCiP+QezVWyri+Iziz9vOWjzsh67QFNIBW+KHkipo4sdYxfIyVJVxtECDnfbnu2mt7Kq4cDQT6gKu7sDm03PdjvM97mUSj8M9P3A1dUlV5eXqKNktVZ2uwtEAiUXDv1htvhTStze3jKOI9TM5WZZV+9FH1lw3kMp7T1d3muo5iJK1lZmE57n59K2ZZow1fXvrN6cz6pz/uhc6lSapWpWYa1AMLiM4H5SNetxKcygq3tscEzjxWuB/rL1u4xV5u8+KLnWW3Ili1f4R8hVDE4q3oNzts49IXmV/K4efWYBJ/YoOVuyfYDqybS1beIZqBBvuOvdKrQu0X9nmr2HtHh1CoNvxbVCvM2cuD/kHg5xL2KwVXPKnvYQY5xzztqdN4ZXZ0vi4aBDy60jdBZ6WLL189PWQF2AztZp11nZuxiQ3lucdQckntzgTOaja8vBc6rcgHBB3KFzd4gl5cDqxVqUqLh2L61vpFd8YnVvZyzelRwrNB6ROBhUGCIaLZy/82CZ6BYnWLBG3/fELlJrMOi0WB/Q5EUrmo+2Bbs8GGmzQu6nFrULqvP9PhOustTZnf3hjkIsPivvquFQsIgLKjj7rfnVrBSvBZlbs86X1tGW96Py229WXboBWeNrz0WPEQ99se83fuTH0Oa3KemlMcGHaytmJTF7wAyNzdCx6SMlexF3LH0qTYmqxmdaLEErVNHWJKvr14bGsTKElLP7teb0qh6V6wGYZndHUjIrfBrFc2QtYFDElOlaK4fTiYrNMwFKMh91LWZxhhDmovN2Dy3aN7YiCjF69PByL5vPNidTfL5ugvMMqL0nReU9j2zHLzBnm895wu9ZoPaF1Qv/Qp3B1OW5/doM/bo2JAqV6pG37tgvSulaUNGMiMw3X8WLNajxdm1WWRsCQmlQ70p4PmTgRBDhYtdbZGpvTav7vqOooJPBQi2qcOcVSgJKzieChjlvz1vSIDVY4rDYJp3ShAYhYgW+O68QY2k54umKbjHVMqcLSZDG01YQgUXcRq10An1f6SIMvUUMdrGiNaE1L71F7wm8Uiun00iK2Sx4hF1OZJShswpCIQiH/Ynj4cThcOKwPzyY4FSUqSpxuCIOl0gekc2VMZLTnloLqVbSyZLqs1jHhRg20A2ES2HoLqnpRBhu0JKZxjtqyXR98OhME2qKkIlebXlR+lybAPeLxaHSBaAWi6gVLxhfrBYuaUSrkJIpUrf7iVPKHE/KPkem0nGSAQ2w216y2Q5sr19n+/RXIVRqOtI67iDCmArv3t1ydziRSkWxBPQtwpQKlenlsOZHnfOVr68FffkHKMWtr4laDKa7vr5GRNjtdg5Bi1kKjkxprSSHlac0MU0TIkdub2+t52K/RV5Swk7Ac0Mjg0duDpthTn9rzZTrShAs684Ea8qJMVmnFQmB0HVWC7Uzf2vorD1bDFb1Jvq9bgFA5hONzsNcMXpgwVlL5Xh3Q5pMQEie2HUgQ+B62xHJ3N2eOO1vyFVI1aJrJ1fQlUzfR0qxCl/Fx9r8nKJN+V0MJWjo3JKXax8a5F5qthzLHCjF+FNKE12MHI89+0NP3wX2e2t/9vz2jr4PXFxsubramSFUrLbw9fWVKYFL1NtsEXddx2Zjft6hH0hDmgOIEDH3xDSxPxy+ZkDWx7I45x3kEu/Mgjw3NO99U14UnjSh1Go4rk599qPrk/rNkebbs/+abWB+JOagAa9jTmgaLuq99NrC9chcbeMXT5i1c1UWQZjbekwAACAASURBVL9cipz5Stu1PQS1AgixM99U9EAFswLVcgerunPbfGoilVqSV1+Kls/mprtoi9SzC8o5EzqLgpMq1IALVcxfrB5G79qhza8sj9nNtqQORJTQag9HK8wdoxBD84GaBWc5e6t50oXplWIeFgUIVoFFa2Uce2IQptEa0U6TPR7KClK1og2x23g3mI1ZoDlBLmievKB1pkqkxhOh6xi2l2Y1DkKMG8J0MM09j5R8csZnEDgSIA6uoIj3t/XKOdqWVnWLU435BjXrg+S+4AI1zakzWoWSA6kopylzGDOnSTmVQKqRJJ1Zu/2WfrOj314x7J4YjK8KmuebkHPicDpxOo02LCzaslOompnudyb/+LN+Fpyx3Asbl6r73DyFZ7vdItJSDMyiyCnPWq/qYmXOASfBa+zqAo+u84IBkCWXOMa4+MJk8c+jy4qd97hrzi3IqXhecQjB0zv82VGFEKK1r/ICDEuJPftO3/dzMNAiQB9uvlUr6XSybiGlIDXTO+q0HQK1RKS6a6fCWI2/pdoCX6vzI1OIzxC2FZrU3piROy/vadcs81hmoatKwYRXC4qLMXpAWqLrohdMCBxPxlMuT9YPN4bA1nv2XiuLDxOZFR2wYhlRmbu4RO+e03WdGwbGE8dx/PoJznt3Y5FwL/u9s/dfPqDFiOdcCPmH69Prve+IWnpKO3uLkG2KDSqtj8rcKsiEj5eMCnZTo4jVz0Ug2CII6l43EQIuiaVZsgarzJtrHtXDkAB9F7xWJ9Zstu+ZijLlkXEqBIFtH7nY9jy5uqCPQi/Ltbew7a7viL3SaWd+ihitnFUQus4ryXjPza6zkPBSlZAN7q7FcudCMEVjhcXMhfebYLRF14plWxn4nK2FU3Y/ifGtGRtzC9NqfVoUtHueV9B8SoUscBwTxzFxSpn0gFCtqjJNiVqFEC1KM4Yt9D1xB6FmShqpOUEIBnuronpwqK1pEoEadyg98SIgNRmEFBcMy4qte2HpWsDD9k0JEIg9ooGgHZENUjOSoik/XW9lCr0YmxAoVSgFjqfE/jhyOh04HffU8QBjIlLZbC/ZXj9lc/mEfnOB1ozkE7UGC7qpheOUudufOJ5GxmkipYnJrZMpWT/RB1ziszC7D7EukIa7GNyN0HvuX1NQyypqc05k9+ovEqzebIydn7eQ0uTC0eDT3HIBHQaEJvSCR4aqGwUy/8b64XcTRRk2Gy4uLq2Qx2ZD3/dcXFz6GBaBeRYMdrYHHM71lDARrNKQ1gebclUrft65cjBs4OLSCv/HYcNpnDhMhaTCKRXuTtY1pGAoScmJWgrj7kjfd6Qp8fzGirG0oh9r/r3IH+fM2uDvRcg29wx2t1EVUmtd5jnbMQeqFstDTpY5gRiK08dI2NhaGqdEjCPbnUVLz78uDvki9F3PZugpeeDi4mIW0KUUhnl9vT99LKj27Ga+n/B8f+G9nOLsVIsgZLY65SU/I/N3G0T74vis5HtrgxYwBlWK53151GfXIkqlIkWsUEKwXMUFj26NbMUsBTyndD3eByIRK67edxZkMwyBzXZDnQpTOnIYLYH+Yttxfbnl1afX1vw1m9AqLQIxCkOD/mKctbEgphREqd7Ky1JFho21EiqlEpIxoTIWtLgwoeXNNailCc5ilWsEtE5Wri0bk8heRDlNaRaGa2akGAw2JbeqPAdP2+cqjFNGq3I4TtwdT0xpIuX0YEylqnIaR6QoEgpDP7Dd7EyBGS4NNpwOlHSipIk07iFn0jiZYhU6QuyADonXSFS6zRMQGIZI30e0ZEhHas1MpwO1Bfi4AlCKB4QoQOelxgJSMjFtLMK2FYwPgSiRrEKpVgxgfxh5dncg7W+Y7p4heaI7TYQust094erVT5vwvHhCLSNSTpQ8MSZlzIXDKfH8ds9pnDidTh5tOFlKQiqMU3pYqHa2OBdfsuVzNsFp6wo1X+yw2dj3HAnJXnTDXC0BnQVnIYRo6ToeBd0ihVWVvjdLI6WJcTw5cmH7WYIsgUe+7dcBQcFRm9kP6l1nttst10+e0Pc919fX8/OcFhG8K4rEcxStKd3BorZNoY0e3X4Pwv6YVD0F5emTLRcXuznSVBVeeS0xpcxYlBoid4cRebY3vhkHQ0tcwZnGE5eXl7anSwU5MI0jpU5u6CzzY7TKUKirwg4r9K+9BkETZBGCIwYhCOMYvSymCU4rsRoZ+o4Ocy2dThOCsLuYDIpeKTkdht5YUJFBtE+urxiHwYPACt2s3L4/PVxU7XqSlBmrfdkmu28Grw+ZjcQmIO/lTjYIVpBVWqXM4nMWb6qNvRuy2CADWn3b6tYiZouKUiU4SqZn9TMtJQCql/1b18e1YJpFd3zIHDcRvJJOix62qiW1ZKacSDkjYnl5Q4RgmWcIzQqr7Wq9zKBHxGL+ALt2Oy9gm0L8uS6J5W1uBZ39wGcogCO3ooEQOstvC17r1M8gEtzKXcqMNWWoUdX2Oyz9INyqr6WS1IJUUs4Wgl7r0mz4IeabJcVBsCAriwAUg7wRkIjEnqBKKO4faVB4tKCiFdBBa9CtwVpOQbDc49oRY7JrqxXV7EFcpiU3n1DsLUqQkryqluXWUtWaIBdT8mKBWApdyQxlQsqE1IlAod9s6PuOze6CfndJN2yMkddoFY4kkkrlNGbGlB0ZyDOM1to05VrJ+WEL6xu/bCkh73Vm310y35n21dVpliAhC7wKxNjTDxtf691c5s1691bWfkSdHfZ+PgUJwf2ckbZOm+Cc0y3Ug9W0WjeVzdY7/HTexNldN8rchrGFNOrqIgQ8nzGjNVCleEzF/aCpj0chBDa7S7YXl+wuL6zZet8bpNknYspcXF1zeb0nc6A/mv+R2ANh7rsZO6viU6rS9T2xs+4+jVvIbOQs+7vx8nP/sL2vawZNSzFUPLLTzlvNiAnV7mOplnMbxdJpxIMnc46roMHF6m2uuBisjm32YglWzcvWQZiRgPenhxGc68nhJdboBxqKf39tsd63Xu/9LWdsfcXgdYnwalbmEnXq/iSPMBWR2eKs1crDKYDUubxfEMvjbC2X1ovhPmzzkOp4DIGr3YYuQiQT8kg97Umnwu3+jpvjxGtXHU8uItebipTDUnqpqlvE6iUIbQH1atp559VBqgsHgEJGs5ApiHobpmo+4aDZ7XaxnD9RWtkKWgm9YJ3cY4gQe7M4XWnv+g0Xu0t220zf9cSYV5Zqi6pTL4vlFY5cMtdkluxpnMi5cHs4cJzGGcJ7qIAsCYHNZueWszUYPh0N2huGrfmpopVhk36HDFfGOH2T3l+qgNcZFUrXzdVN+uEKSkKrEsORKZtvrOZEOllgwvbSaqtur56wvXxCTRPlcGeW6fEIqRBqJBwTMcP2WJCUeDreEsdbSrqhplvisGHz2uv0uws+9elv5+rT32Zl6EIgoxC31CI837/Du8/uePfZHfvbvefGFYeUK6dUOI2Z/Sk92HzPc6XLOoCmvDQhqB5wYmuhNH/xC9bMkoiPWLnA7e6aftjOYtbWlQW4NBGmZFvkLXIW9SjuSt/3fOpTn6LrDRoHma3NUspspaaUKLUQQ2Q7bOw48SC6alGfIaiVYkRMQb93DSpivSen0ZCNUj1dY5X28gDU9QO/6td8hk+9+gpXlxdzxG/VymlMpJT51SPU4YrN28+4y1+wJhIaTQ3P1oVpcGUixIGLyysUIRfvnkNT10F0Fbwp0IIO7Z45R1ZQXXJy7V4ZnyripXGCELVF84JqZEyV45ipRenj5I0hrAbt1ZQopWJdzFZBSQLbTcfV5Y6uC0zHK8ZhmttazimGX2seP+oNeD8taLH6Fpn6MgT3xS+cP68MVyNZwbH3YeG1+tbeUP+SV/1oWt4c4OMbrTHrGipSAzUsm1CrCc25cZ6BnAskrOq5hW2sD8tUgvtWReuskZaWjF4KIXRsumCRl5rdf6tzCatWqEFoua+mEAS1v5vWDQ5/BXGtMi7zOjuFK2jLR3EFxE1Pbcyi9TVs1v6KGQ5dR99Fr4Zim/VsGak3Sl/lw2pLRSiWl9cKu5dS3HK4F2T0MUh8vk3J8uLUChAdLoTWx7EltVuQU5gt43nK1mMS0NBRxcoMNB9XiANaywzh2fW6lhzM32VFyDcGQ6aChkydKmhGiFYAp1ZCLcRaGLSwMfCQKkqMwna3pbu4YNju6DZbG6H7DK0+q0XMnsbJ8md9bbU0lLKyOh+6H2ebr/n1/IeseIFBGrra8Cqs+Mkyd7blraNN6DpP1PeycDQLaF5d80P8Z9pD/R50fc/QD3OO8RqybQFLDUrVqNAvisDsA50D4fz/pULLikE2/65D9p572NwrD0USAt2wod9sGba7OYe6qlKIEDKb7Y7t7oJheyJ2PVULWq13aJXiY2/lBL1rSezmyOx2LxYckJkNNx7e7luzxufX7c6shIg6TxDFghjVlRuH9bNYBSlR9WCiQC1reNtP5tM99/3N0YOOFvfVBzXwPpzgnHnDvZ2zlpAruv/Wy+Tj2YesNsP6lCt4sB3RSv6JO3zEIci59BYu1CpeR9E0xWGIxE7QaAWsLZLKfCgpF7IIVa1wtvWWbOHi7Xfcv8E6Iq6N5aXT8NFJKyUdqTUYYjEV6p0573OeCFq46gdeuxDQwnQybbVmhx2il9ALlju2FC1Qck2UZJu6uEM/0ptgLGHOeS0OiU7jRPKOJhaCvoTmW2snaxVWm0CJFpGonUHCWym88WTD3X7DxXbgOGWYMskd/ubPabVnK2marO5ttRSYWtUrm1SLCKx1htweimotjMdnBuNhOWFD1yFSkVLRav6ppflx74zQG+S+BAER/0+lM99WEOiFoFYoQmoi9DtCt6XkidBfANBfXFpR8n4HoUeGDbF/ChXq9oSmDFOlTNX6IeaRrlRe22x4KlA3A+XqCtldEr79Owm7C3ZPXqEbtpScrPbtmHl2s+d4PPDW21/lK1/5Crd3e25ub8mlMnox9dNUmXK19BTlwQXnyxCqxYI8h1HXfnGf6JmftLy9ZQ8ua6RWQ1WiR6y2eskhVIJYhZrNZgcIm82WwXtGqlfpEo/cblG3wJxHuvZBLnmlayGgsy+2rZNmcb4QaOTfkyBEiS/xFX48Sjnz9jvvMGwHhs1grdO6DlGZc6Y3m4HdbkuMgTRNTFO2fE6FNJ3IaaKWTE4jOSdijGw8GCp2cW5kMBd3WN2nc+7f1Ik1tfvrCkybywpVLKWwVY46nk6UUuhjIJ+sz6zWzMVuw2vpdULXuzD3YgzN1opxhpkJJi1MOWxuiDOt7KX0IS3O9YKYf6Jd4dmPLevmfMGfCc22SM52jpy9t/6sVZURtzZltiQdHJBC88OFdqdmjcaEQRfM10Y0S6F4MYC6ykVCxLQpV2uXkTcB3RZ7G69vKvlgZv4HJUWpJaFEUMuxO56s8HYtVtdxE5XL3iJOj+No15AtwCT0PdI60DcosaWDaEuB8HsqglazJs3iDBaYkC3asEwjJWcwVgTaYqM8YjeGRY+3EGBrXO5CuA+V623P1bZj6K3XZsouNMUedVU2LZdMqIFJJqL3OZxSmZPaa60rOOKBOLlWcjrMf8a+pwsWi423hFLpXHC6LxdLwqkOwS3Vo3wdBl+v0tl9tIr3iCj90BNYUjFCmlBHM7phS+w6s0olQtwQh2uDt+JognN/pKYDSp1zaK86a6VUhg1FL9HLK3j1Ddjt6HeXxK6fu0KkXDgcR/b7Ezc3d7z77DnH08jheKJUnQXnVCAXK7bxUsX5geg+itX8nut3jaHKS/lJsygb3KatAKWWFsc3r7WWu916fAYv1WaVcQa3oCJLlO+50FbVM9j2vqBcP6oz5MUtAU1wrgONzlxAyKqs3cMxlVoKN3d3fGqcSKUgXhNSYE6X6bqOYbAc1uyxFNnc6kzTOAvOki2gxiy4bi4uUCnUrMtNRFblE/0/WX3crvnMBTYf7F/zuURmSzxNyZrFB0FTmOthi3iqXYgz4tBKIoIZRF3fE70rFC6g68oX/bWW+EeEavXslTTG+4Lheb6YzmvUyuqzJoCXz+Zj7p1U2hf82XIXrSbo0HeEYB3jQxBTNKr75RwevNgN9L0HCfiiH7pIKZ5DWKsHr7hGVBvkaJqrtGa6mBXqaIJZqLJ0Pn8IMs1YKK4p5VI4jIVclSHAEISOam2warGygKreig262MK2Xd1q16MYBF3qPLW+fmZtvIuROue0FCSk+TytGWyI9vec0+VnUGSOWK6dafZ9B1cXwtXFluvLLadcmLJF8Uk06KRWSHnFYNRKvKXinUIEs9jaQG0RPNh8I0IXexdYxkA2w+BYwrzt7Dq9iEHLbUMxmCir1/509uhMvFXw6brAduwsD20I9FGgu2C4gponYj84U3ZGGjrz0RCRuCFItBSZCtqf0M0JGU+U2Ftj5f0t6hGCuRTotoRuQOJgZf+mxP5uz/Pnz9jvb/nil97icNjz/PaO05Q4TYkx5Vlw1qqzyxy1QIyHFZv6QlWg5XYYqqO8HFUwPrH+XoP75B6HuveL6rWu/Ttd1yMSuLy4YrMpbIYtYKXa9vu95V66gGtRqLAEkrWAt+q8477QvC8452Hd4xX3+eLXg3IpvPvuu1xfXRKCcLHbUsolLXK9eNlCsEDEkidySkzerMCKu4/efDr5c6ZUU6qDp2VZjRV1S3OBbU1hmF8y58iu5qDRebUhZr7f1koIQqjiRVyEWoOVWAzCcRw5nU7e85TZxyli0een08jRH6fTaK4JH2849wO8lD6C4HyPbfOC8HzZgn0f4cliQCwT7Sdbzd38W76ZLEJU6UPkcmuNmHcbKy1mmLidImLRVBcXFmFIwNsKFQ7HgVIKew+/n2upsqRaFK+F2Wri2m/bwFo7mhax9VBkGzW4EDGL67k3rb4cDJoYKGhOUApBTZD3USzPrwsED3ZyoHlOZC5JZ8EZggtYzqPOqpr/VkpE4gi5+Xe9KlGIJnC9Oapq6+Nn0JQA/RBQOjabjqdxwyv7iU89vSBr5W5/4oD9/jBEcjaDzAJujMkkEcRTWqRBpB/YE/Eh5xuxgJyLS4ZhS3Th2RCMtSZa6qrurgdhlWnidEqkUjhOk69x27UhdEjorGXS0NN3EX16xXbo2Gyu2V0+oZaJOu6NYaXJ8jvxNk3SEYcLQhwI3da6mUwTNU2E04m6u6RMI+mrPfWwt8YAKROGC4ZhB93GoPZy4tmz53zprS9xc/Ocv/fmmxwOB57d3HA8njyPz4p9p9SYybKXY3jYuVflBcG5+BGbhiSz8Fwfs5zjRUv1vXhQ4yXLZQX6fkPfw2bYomoJ9GggpcLz588RCbNwbO2qGjzZrK2m7LfraFZocyu0cSnWcEJpBebvj/1F4fmQAjWlxBe/9BZdjEzTyJMnV9T6KVvr/WCISevyUzPTeLKCI1P1bj/TXEfXrq2QSprrz3ZdoBDITeidawqzsLwfGHV+X5fvnF+3znPa4jZEPK88KzEE9kOHamW/P3B3OND3HUPfzSlGMQrjlLi9O3A8HrnbHxhPI1PKrhwar/1as/2hBWfT51pd2ZcxsfuW51rjeL9FMJ/tZadVeFERWMz/eYu5gdUsPwleJnTlUwiz1dLysjwnyM+6ss+Yc15W91/9hqpf7BpM+nprjU2jhmWOX9TU7ymzvsiaO/ClPqqXQSbzhC7a+fLHvWi5tV/AF+Byszw4SVp1FpkhEs4Pe/k1n2ms6+MeGDKcr+u+/+mekctqjlebbF4iqnM7pebrbL1k6yq4oaVM2RyaddVqlopYEYjlVxchYj++NGCmVYhyIW3WeRvg8p3Z6qmLJTRXu2kRzvj6aOv6hcXy8Ov7fdNQ5naCH6Qi18v50UsP03a031xt8Qur9a/qyvKLluTZKM8gRnnJ87Jfm1tkXjeyXj1fX2uz/cz63s+dXFbXtYykTdTqutsx2j7nbI2c8Y4XbteCDNyn+ykqq0+WeXvZ2dZr9t5Y137yZoit04jWny9n/GD3QD5MjpCIfAV48wN/4Vc2fUZV3/g4J3ic7w9Fj/P9jaWPPd/wOOcfkh7X+DeW3nO+P5TgfKRHeqRHeqRH+pVOD+eQe6RHeqRHeqRH+hVAj4LzkR7pkR7pkR7pQ9A3jeAUkf9ZRF75kN/5cRH57V+vMf1yJxH5rIj8jU96HI/04UhEvldE/rFPehzfCvS4xj95eq97ICJ/XET+oQ/w/X9NRP7o12d0H40ersj7xyRV/W333xMPSdOHLA/zSA9CItKpav7aRz7S14G+F7gD/q9PeBy/rOlxjX99SVV/58veF5Go6l2uv0npE7E4ReTPisjPiMjfFJHf5e/9ooi87trJL4jIfwX8DeA7ReRORP4TP/4viMgLkU4i8iMi8pdF5G+IyH/hQhcR+QkR+Y9E5C+JyN8SkX/C348i8gf9O39NRH7oGzkH30QUReTHfG7/VxHZicj3iMhP+bz8DyLyKsxz+UdE5K8A/7aIfL/P98+JyP/uxzzO60ckEfkBn7OfE5E/KSLfJyI/LSJ/VUT+vIh8WkQ+C/ww8O+IyM+29fxI70uPa/yTp05E/hsR+XkR+TMicuFz/esBnMf/IRH5OeA3icjvcH79l4Df/MkO/SX0Qs7LN+ABfMqfd5hwfA34ReB14LNYvv5vXB2vwL/sr38E+KP++seB374+p7/+k8D3+eufAP6Qv/5twJ/3178L+H3+egP8FeC7Pon5+KQePtcZ+B7/+78F/hXgrwG/xd/7/cAfWc3lH1t9/68D3+GvX3mc1491L/5h4G8Br/vfnwJeZYl8/52rdfyjwO/9pMf8rfB4XOOf/MPvgQK/2f/+E8Dv9bn+9f6eAv+Cv/424HPAG8AA/GTj+d8sj0/Kx/l7XLP4KeA7gV937/M3VfWnVn9X4E/56/8a+Mdfcs5/yrXzvw78VowRNfrv/flnsJsI8M8APyAiPwv8NCa874/jVwL9PVX9WX/9M8B3YwziL/p7/yXwT66O/1Or1z8J/LiI/OssLTQf5/Wj0W8F/rSqvg2gqu8Avwb4c76m/13O1/QjfXB6XOOfPH1eVX/SX7+Mhxfgv/PXvwH4CVX9iqpOnN+Pbwr6hvs4ReR7gX8a+E2qehCRnwC29w7bf43TnCWfisgW+GOY9vJ5EfnRe+cc/bmwXLMAv1tV/9yHvYZfZjSuXhfgawVozfdGVX9YRH4D8M8CPyMi/wiP8/qQ9J8Cf1hV/0ffNz/6yQ7nW5Ye1/gnTy+WoDqnk36T+zXX9ElYnE+Bd11o/oPAb/wA3wlAi579l4D/897nTUi+LSJXq2Pfj/4c8G+ISA8gIv+AiFx+gO/9cqfnwLsr39m/CvzFlx0oIt+tqj+tqj8CfAVDDx7n9aPR/wZ8v4i8BiAin8L2yi/55z+4OvYWuP7GDu+XFT2u8W88/VoR+U3++mU8fE0/DfwWEXnN5/j7v+6j+5D0SUTV/i/AD4vIzwO/gMG1X4v2wD8qIr8P+DLwL64/VNVnIvJjmL/0S8Bf/gDn/OMYbPv/eCDRV4B//oNexC9z+kHgPxeRC+DvAr/jPY77gyLy6zAN/C8AP4f5jj7L47x+KFLVvykifwD4iyJSgL+KWZh/WkTexQTrd/nh/xPwZ0Tkn8Msn//jkxjztzg9rvFvLP0C8G+KyJ8A/l/gPwO+72UHquoXHTX8v4FnwM++7LhPkr4lSu6JyJ2qXn3S43ikR3qkR3qkR/qmKYDwSI/0SI/0SI/0rUDfEhbnIz3SIz3SIz3SNwt9KB/n66+/rp/5zGc+0LHr3oS1VlBlShMpJ3JJTNOI1kouZe5diKr3JWzdH63RZgxCaP0KJYBA9c7vtSqlVFrPRwRiXPrgCa2RsBnXtRZUrSl1bZ1LfcTnPUS98Wz1Ya37TcJZv8b2tz3b52994e239WO2AOr7Trcb606/bnCnKOoDCyFYn8sgdH6YBDuyVKVUXfrJKpTSetctvRpb68aus16Z1jFdKLWSkvVqHKdMLXXu8SjB+2oihBiW/qc+zja391vCnvcgfBnpfJWt96Ose/y1Y1pOldeUOh3Tx57v3eWlPn3l1fO+m/5sPZWF0Po16jLSdT9RO0zm6wyr1+dXrWf9BP2mMLcV9KPmvp26/ubZr/p0yvqP+e/7U/019eTVxSynXU7SFO3Pv/mLH3u+AS4vL/WVV79WkOtLBq2s1glnDZO13Zv1187uQ+t/CvM8+WcflfSlf5yPu82drse6HuLqf1tL5+P54he++LHn/Pr6ib7xxhszf7S1VWY+rarE2BGCNXEfNoO3Kz3vYyki1jsW5j6wM9fWSmkNvXO+1wx94V05J1Qr4zgxjhb4XGtFRBj6wfhKCHMv1KU5uPURbftGRAgx2nMI87hWEw8IsQtEWX+mc5PxGCMxnn/vzTc//57z/aEE52c+81l++qd/ahkLOj+fjRMoWsnFmqUejwdSmvilL3yOt97+Eu88+zKf+/t/m9N44t1332GaRnKulKzEGOiHniAQY0Gkcr3bcLXr6boNm801KnBMe1LN3N6O3NyNLiIDMQqX18KwEYJsiWFHjB273Q5Q9ocbUho5HiYO+xGlIlIBJfbWE7hWEzAlK8d9pVYIIZ41uo0xLB3gfaFJgBBtQ/7hf//HPnbPu92m59d/z3cjcYuEHrSgmtFaGPORqoWr7cC277nYCK9eCKGDsAMCPDskbo+JWoSahJLh9rmSJqXqBmUwgdsLfS+88VrHbhvYbCObTcfd3Ym33nrG4Tjy5i++w+3tidB1hK6j7zt2lxu6LnK5u6DvO/oQ6GMkl8J4Gk05kWBtZJ1J2dx1voZ8E0ZxyaRUnXxd2aaKXUfX97bRo4AoVU+oJtKoTHtbgz//1//+x57vp6+8yg/80O/xxuc6N96OATa9EIOwGayjvNZCLQX8OBHooq2/GAJ9DAQJbLqeGAJdCMQQAQWpqEIuxlRqayatrhACuZjQHFOeu9MXxZpU+k0q2wAAIABJREFUt2bWLAoiIRrzCh1IWK3XpiAxz/l67sHZtze6DiHMykpTNsXfa8qmqvK7f+cPPkhPx1defYUf/rd+ePWOzApIu9q5oTIL/21MXtUUb7TOAiDnPDdrbkw+hA6RQOw3hBCJsSOumW27XleQ7s/XmlRXDY9dCV2OWik5qnMz8KqVWsvcQLoJqiYogLOxvOzxH/x7v/9jz/kbb7zBf/gH/uP5+lMamU5Hck7s9zfUWnjy5DUur655/bXX+bWf/SwhBFIaqaWQUqbkTNf3DLudzeWwdf4XkRCY0sThcCRNE++881VOpxO1FLQUtCRKOpDzxLvvvMXpuOfNz32Oz33u85RSyCkTY+Tbvu3buL66ZrvdsNttSTlzd7dnSomvfvVdDoeTGQal0g8Dl9fXxL5nt9vRD2ZsrAWuiPDqK9dc7rYEFQJCKZnj8Q5V5bXXXuXq6nK5vwq/64d+93vO94ePqm2KnC5WGTBrFc3OOI1Hbu5uGMcjX/7KFzkeD7z9zls8e/4Oz2+e8e47XyWlifEwknOh1EKplVqFqtkYbDCmNMSeIQKibEO2ZVonKBORyhDFrcOKViGdBjQHt54yMSpajDGfxkTKmZQLBVu4OSUUpS8dMQazYivkVDkcTAAMm4Gui8QQEInUqkzTRAiBEgsxBBBjig9FIUaeXF5xHDPjdESkEiQjUrnYVERgu+0Y+g2lJr58c0RE6Y+CRCHVilRl03dsLrfkBNMxUYsSGFAdCFHpos3z6VSouaBqWnnOAUKHhIoEgaB0fWDYdMQu0nUmKErNkBQNgVIqtRSmVBahKOLMqlnObSlVlEoMkW4QFCXXQtVKSYmiGaoSa0QFVO27lYqi1AL1A3Zs/6Ak64fg1rf/4YwtBhP+3SYSROgjRH82q1/cAhc/V6U2TRlIavsl5WzCaIW6qMEb4EgJEpDYIVVNo9MFe1hf+czgdRE0IvfnRlfP9rr68dr2ri5WftPGz63Zh53v83GxEpo2b/Zx5dySVLShRbPQtDlWF5Yv/w1FnE9Je+Biz/mHiClna8RsfY4FQVHQZsW2u/EiArHwy5XV1XilI3FtzlFF/Xm2mpol92AuNVNKc86kLGgtIKBaOR1NgF5cXNMWmrTPTiMp2fdKzgylIl1HCJVSHQ2MkRADOWfQjFDpAgxRGNNIGg/s97e8/eUvcDod+MIvfYG7uztKyWyGgc0w8PTJE7quY7vb0XU9pSp3xxO5VEYVskTCZkdPZBOiW4qRYbslhEAFxmkyJSkEqiolm+CcpkQXI32MbJryXu0eF1doZEYk3n8WP7TgPF9HQlvQswboH43jyO3dM/aHO7741ufZ7294/vxd7vY33N7dcnd7Q86FlCq1KFULlUpVqGraV3UGlIdK6iF2ikgBUUQTlERA6IOYoFPX5JOgpSMECKFQo69eUabJBGcuBcUmbEzZxx6JxRh0rZAmZRwTtVaiWxNVheAbuORCEYd+o9gG5uFyeKMIu82WcbqlloRIQWImiDL0BklvhkjXd5xOiZuDWWtDFrN8ohAi9FG4utyQJni3hzBWlA7okKCEWBBR0pSpWem6nq6DWgWRaA/n47ET+sEWaxfFYOFazRqqSg2mSefisI80K9yEp60hZ27OECUoXY9bX9Us65ypmlGNDu2Ii0ube0WpugjTh6KZkc6vV9ArzFZo3wV2va3PbWdW6RBccLZxOjTeGHqpJjTHir3OhVLqzOzXWytGRRBUTAFUqm0MH9iLV+3MX9WZ3XJF53/fEwTaZtPf0XvwOMt3JTRL9ushPNto18JHVwJnedYmeNRhv9V7y5jfW9CcndtwSNMJVkaBPa3dBvOZV2dxgelPs+icX5xbyz6wxdpfjVmbm8qf18J09qU8GBVyMfSgqXcKTNPIlCZKyTZmUReq5mYbx4mSHWmRwJALGqDUZBZeLUgJvl/rLDhrhLEmSjpy3D/nK182gfnmm5/j5uaWV155yitPn3J1ecmv/rZP03cd2dGN/XHkeEoUhaxQCEg/0Elk6HuGvjdltusBOE0nSikEqqFdjkBIEFLK5KEYXBsXqLpWU8SqK1LhJTD5ffpQgrNZBKVksyxqoRQTLCnZs1mOhdu753zlnS+y39/xhS98nrv9DcfjgfE0Mk4jWgANfm8UKDNzyFUJYpBtjNE+rYVxqtzcZhCYJrdO3e1m56gIQheh6zCLtdMZbrPpcI3COZsgdKHzPWQgXS2FlAvZfac43KjVYLKKIKIQfOFJJUgwxl7vbZSPQQpmjfjGjtH8kDFAFyH6za8VpqTsT3ZP5GCC8PKiZ7vp2QyBYRh8701mSYhvWL93glJDIYgiYaIqTCkxjpmUMor5MsHgxCiBfugQEXKqlJIJEijFrX9hhksMfjIIqjG0BkspSgyRGDoEKESTpz7nSESktxNWu8/SmQWstVJifaDZXgSl+dPVYfjglqf5dNeeqGZ9im+0onX2iZdqgj1X88Mm9zcXFSYVs0CrUAl2n+83AHI4qdKYcSCElW/XufViob7EGpz3xXxSZmHZBLVoWwrnR+qZbTXvl/bZw5GaojS/FmfWILNQrMuYm2Xs1rfSPlug2QXGtdcNsgNTUip2j1XEdbdmXa18XDOLuD9/cu7Pawevns4ubRb6dYaU1wpBa/xkstZ4jLGcgFYM6Xk4luIUqGUiZ1P6tVZKTnRdP+/RaRo57Pc8e/YMgP3+QE6ZUorHOgRyLoQIXegWZUortWRKnsjTxP7uGcfDnre/8iXe+epX2O/vuLm5IaXEq6+8wvX1NVeXl1xdXbIZNtSqpFyYirnICoJ0PdGVSNFKLEoloR6HUbUp0ZBToVTjRTGYkl5qRVTIxXhZJwF6u0FtL1VfP9F9pA8rOFUZ88Q4HklpIqWJaTxScuZwPFByYUonUk7c3L3Ll9/+Je7ubvnbf+f/4/b21qwDtUFJiLZJfFfaP/cB5EIIkYvthr7rAGXKE2Oq3B0TIMSwRSTaxhclSEW0uGMZhkGIXSV2Dm/pQFUIrBZitb+7ODRODwqlmGVaSnXmY+PWGqiNgQt2bpO1SASpvjkeiFSVnPKsEccoDO5rGzpj5hUhFzhOyrO7QkqJ6XhAS+X11y559Wng4kLYXVwQJ0V1T86VEJQQoZRKThNoJVAIKFMqHA6TKStpIuUMIsSuA4FSM71ENtueIMJdPpFLphmRJnB6Y/YOpZi/rAUi2eZsFmjXdfRdT1GhkIwxhWiwt/QENiZEndl0IRC6gtaJ3J8eDsUCYlisyi4Gus7g2BiXoCmwZ/Ntu+sVpVQhqQnItvFTcQGq5qOsMG/yWl3dq4ZkwEosawMq3ceF3S/VBu2eW4oGMbJYJmf7fmWpASzi2Bj2zPTWX9F5myw21gpWfChSRWuex6btWlRnGNkEoQtDt7objDxbzKrUWl78bBakti6r2BovqwvWsNzTtRB8UXAyW+NnAtPZrEobO/PZm2A0oWlKMLW40GyRei1AzNwV5m82JEarUB/UIWGGQ8mFaTpRciKnERRTrjHhtd8fDO7sOsCstRaIqbVSVdjsLug66HtXghtkXhJlPDKNR9796pe4vXnG3/u7f4c333zT/Lql0HU93/Ed387V1RVD37MZBnIpnKbElDOnXChV0dARNjsQIXSdCdZisRPUQi7F9RDr/pZymgWgRrv/uWREMN4YI0OM7e6Y0K3V9lM1BSqcBRC9nD6U4Cwlc3P7jONxzzSdyHlimo7UUjidzES2QJ/Efv+c4/GO42nPOJ6YptGCVGrzE3UNQF/BIbra8IuGWUoxbUwrpZgfYjOI+8wq4FaHQxpmzTggo9UsSVFEjfk1yLXW2UViWke1sZRS3aJu0aELqjI76wPLwzVIc/w/YOtQVUotLqQDMZrVGYIi7ktTXRhxCxypKg4TKjlVpqlwOk5MU3WFJ9MPSvR5EnXYokBRhVTcz1uYGqyt4lBd8PsXXDuT+UEFlRbl1qzM9b1sDK3NUfCYILsXTbGCavBwVIJETL0xGEubVTJP0Vp8fHwSxAWnLaf2vJYV6kzdIgeFJGrMuLb3W3CPCcwW2GPBPe0+/f+0vVl3JEmSpfeJLmbuDiAiMmvtmW7yhWee+P9/BN94zjxwSB72LD093VmZEYiAL7aoqvBBRM0ckVWVHZUYy4PEEoC7mZqaLFeuXHGHpf3zBiAisAd5f+HqxCE0bWqF2J4hqm5oQn+9e4/YGbqbQ3CnrPoVPLv/wfa99iD3DQMVCxzc+NHhadwYtu25ep114najO5zdeb6+zv1n23pp832mbhtkc8bq9a3+/n61+02xX7oLTnagU7vz/HoBt3O7L0/4n/fXf/0H2+eerUqT+y3/q4+9vCFuX4uZXjFCWYe/Sy3cbjdD07Tff7MDiiUXZn8aEQsEtBWW+caXL89Mtyufnz/y5ctnpumGqpW8DuNITplhGDwYD0YkbYYZmjnqnJEdweq2zuy2orWhtb1aum6zOwLZ7bpI/7e22fl7v3OPZsiG4Pzl45sc52268n/+x/+DL+eP3G4XtK1oW15t0nVdqbUyzTfO58/cponL5Qu3243btTBP1TKSlIhROD0MpBQgKjHYBWv02mYraGno2uuoVr+MMfLhu0gYBn//gooQYrp77UhthWVZiaLkNBrLcQjkHFlbZakGM07XSq2w3ipraaxLYVmMmVeKOa6UBkJKxKikwYxrTA7ZunNfl8LtVrh7fH7V0bQxzTfiOHBKJ2Js5Gy1A8RqtKXAWiu1GZkoNiWlEZXKugov50rjgsq/sK6NH3984XKufPhu4PTwSGuREEcLftZCLY0yWZ2jtmaZJJY1xZjJgzFux3EgO9t1HCsSArVazc6K9QMBQavSWoEGpew1BREY8khIiVqEZVJUoIaAkkhJkKgkHQk62EPb7GFotVhtpTZKWzfj/msP8cwyefuTMWTNIPYYtDWloizABYfq/f2rylaj7whgvXOSZn+NSIFYQt0f1FfJnrgBwckb2rZz6FByD/CKFVG9jhwMaoctk7kPSFXbZsQNGvZzQfw1dyj9/th9gL5tYIidU1nmPxMeWL1b1Q3kRp76mrDE5sjuz/P1e1iN2TK55gZYLUjriNL9cX8/5O4L6fev/02Hbd2B9ozz7mRaJy1p9Uy4G3WQDSbfgPc9A22AqINy8kt2/JsOdScZQ2JtM/M027o6XB1zYggj83xjmm7EGDkdH6095XBkGEZqUz5+/EgeMuOYiUEp641SZn784V/5T//Xf+T88sJ/+S//mfPLC8Mw8Pj4yOPDI3/8wx+JMbK4jblMM9O8EmJiOJ7AW+JQh21LtWeiGux6nWeWaUZLpZXVg927dsOm1FCdG2DrKyJGiFojdagO76onSM1tVyXGndX8145vcpylrHx8/hNfXj5yvb0gWkEX/1fx37H657xMTPOVZV4oxZzpuq7M82pM1FpJKTAevAdHpdeiN9jJ6hbitdNGa4FSgm/EO1hlC4c9c+rLpQYLSIy+4S1LDURaFSIGkyE9Y6zU0t9r/+jF+v5AdqallbwsIlWPdDos9BaHqtV2Izjced971iNZNxRi0K2RmOKWea6rMs+F8/lGKUZ26rUNq90FlOgPumeqpXkLRGMtBRX2PimJG0PWapd7/U/V3lOCOR2RYIxbN1b9wxznHdylVmtScQfjUG1QRVqEdmfJ9O73dY/K3+rYWjGk57lfo59KU6Gqsta2OyntjjPs7sqScDrKzKvX2e9jN8Cv7r3fi763tr321dGv/34d+v7rtfH+iltkzf3Pfn79rzK37X3213jTQ93Yff26ujvOtjnOuwyyg9pfQQL3zrOjEXIXEGivQ/s9scd3Syft/327dfyVOwj2/jPBXyTwOi3dX27Pci3b7Bnyq1/qP3OGkn3psHi3Z2+47LbHd6JXR1CMMNK24KR6+0mMkSGPdpkY41drYVkWD94XavXWluXG9fLCp48/8vLywufnZy6XM9999x2P+ZHj4cjj06P5gPOF2hZKbSxrJRHJWzDXl9p7QsUg6+qoXqnN21ssAOwtmAa52s92VMX4ClvG2e2Gsu2pDulb5v3GjnNZFv7rP/0ja7lR62J1Fw+ba91hVWvxWJjmm9cKu6FWQuqurW2UfJVGm3v9JBJCIohQJaDBo3jPNmInxehqLSZaELVMZ55XFFiWGyEIORtJ6HAYOJyeiDFR6krTQp0TbYVSF6bptrXEIE7/EYOAa11RLyzHFikNSjGihpGC7uEgIaX0hntcqVRuy8KtNKKosS2DErN9bgIk5XiC3yerTyzzQK2NyTP8aVH0ebE1VEgpWNtfMKgqxBGNlVoqMSYkJELMzMvM5TrT1ElWoffYRkSSwaiCZabNSFshGZNXxe4X4msZxBwgQvQewxQGYhj8ngaaFFpYPVtrNBp2k8xR1tKj8QVpBRUlpvRnspW/7RCMyXwfnHRjuNtmc/jGSnx1q3YDfP/MmWfdswxeWeWet/wsoeiv1fe+Ne7sta5NHMTJc/Y33SA4Q9CNA0H7v9or/zkHzA7Bfg1z9jPfnefbHYaqTF8ndrvD9M+tvc50g9O8A+F1vyk9YNgdzuZA1evMIkQNaIivMs6+Pj08kF76gf3zXcYpvv9F9LVjZc90THDFs3zPOLs4SO+J3d5b2eDipm17z39Le8S/9Qgh8Pj4wOl0QlW5XA7EFFiWhZcvz0agKY21tA3CLqXw6dOfEIGnd99xeni3oQ/aJv7ln83e/ukHIwA9P3/iv/3X/0prlffv3/Pb3/6W7z584N3796jC8+cXmhphrimEfOCUDtaCI9YvPM8rxUmaS60QBI1xq7PW2luz/N75Xm+ts9R79q8euOqeEG0lI3OyPeNste777Be2+Tc5zrWs/PCn/0GIauQSMUOjCutSX9UirP45Uda6bR4JSow94LJag1GfhVLUBRCUcUjmMIulda0HXKKE2Dy7KWgVBGtC11pYl9lSeY9gT6eBh4eBUZVhPJLTyFIWS8nXRtPZew4LZe2Qn24PgzlOb0xvhaaJ2oJFQCixNivJsT9oMcW3yzixnsWyrlRtvt7W657BxA5iRYIyHJTTMaMKy2KG/WO7cZuUZTX4Ga8PWbZor24ZZEZDJOfq0Z5Fo6U01mLBUFSrrdrzHN152sX3aE2CINHqniodCmxW9wT6/yREhEAImRiys4SF+sqIOdGg2X3G6xqoIq0a2oFlwm/J8gzhNXDXo/4NCen3RY0xux97dtrb+uxydXNy2xK4key4gQWg94mIw7vdabaerThkG/b9Zs+CV/mV3RDrTnbYU9c9Y/waHr7/2/tr387aA4DdIL3N0cs795l9PyEzzDt54/7o4gV9XbvzhD+XNdu192zPemzj5mD3bPXnDO09+3idhRgs7mvhjH0F4wv013PD/Crj3H6mHajg1f898+zr3EO3t1rzEAKn49GdvnhJqzJNN15evmyiAqXULVBorXA5f7aSCwFV56lEoZbG7XKlloX//I//H//0T/+N2+3Gp0/PDMPA73/3ez58+I4PHz7w/v17Xs4X/ulf/tUIinlAQiQPmSEP9NaR1hrLslrSpUpRdbJBcPTRginhrv9VdzvUv7cgkW2P3GebG6ms6Zaldja2BZt/fR2/rY9TvZDsXxv5wTZ1l2br9PBaTWSglGpOsYJqsKzTrybI1hwC/QLEjHOjR5xdTcUcpgQniRSlihr1uVpv5rQYO08iO2nFF06kO+7oVOVk0arXsrTJZpiV15GJnZ7BvhrFrgMh5WhYvDuGUt+SpgKglNZYqzlrWkNrQQLEtSERUg7EZAzQQzKYcFkNAejEphAiOUR/GMu2yUop2+a7hyo2JiJsBB9tFsAs88p0nRBV6sMRpBfrwW5cpQWvy4kQ1YlUGhAxhp624MahbYFTCAGVhiSv5all9BQnArTerA/RK4faGmWtb5YE9RrVK8eJbB8bYuaf7x2drbPVWraHVXDkQuhM1h40GoOS7QWlP+S9N9rvnZhXBPY2zp1tWmnVGM8ddhNv8Qqa7GvsRFX6m+35aaez7O6xO+wd0r1DENnqeW+4yVWVeVm8d+4us1dr6ek18W09uiPzNhPpMJsqobUtuwCDgLshba058mpN8jEC8S4g8hrvfpN5DQVs6yd3X3dn3LbV7Jn5FsC4xGdv++iZz07S6knB3dv0jJaf78dfv96NZZlBzIbValBsSomcM6rNhE2CKWDFlFiXwJdSWJaJeboy5Ezfs6WsfPr4A9N041/++Z/56aePABzGA8fjkaenJ969eyKEwPV64zZNmxLWQ85kJwjFmFBVYsDh2IEUA1WNU0AISDZWrS4Ls1iP+CsHpliSsa3vvt4CVvt00mf//S2UvRMiuUch/tLxje0ojXVZ0CykKCZgMK9oU4orxeAZRq3VhAZKZVmVdQUIVnzl5w8JClotCmjNYKZVq4fvFcUKtykKNKWt1jN6m1emaaK0ylRmEDg9DOQQN7UbCerqN8oQMkogT1eiRFOtSZZlGVxrIgalFpqfD2L9lLWs1KhWF01xUxMCkwZcVnO6b2VZmsJSTC+2VFiXhfl6szVOxTPNSB4ChxyppwHL3rtsoG7w8WEcQJV5njfIYp4mIBo9HoAKNGfUqgtRJEQardgmnJhpy0wrD7x7eiTEYOvU8B7elRCgJgtKDsNIDKbIlEMn+QTPpkwAQzUgIaJbHylEUaObs7J6H4e68Y4e/bfSWG57K8OvP/aswoxsF3zrRpXt1u61Qv99N+jW1yleAO9/skfAZuT31xLYa/uw1ba6Ek5nGhkLvDs663mu60RbJmMqDpkQIyF560qD4OSXjSWq6r2R2xX6fhXEqUf3zNXmhsUYt3sm/ZZHa43r7bZB5OFu6ba2He0OfJekiyIb/wARZINy93pvq4XqaFf1enQP1s1hGUM0hrjdb1saRwT+rNPcP6v3jXe+xc6tuGPj17I5TpqhV8WfpepIgUGxfR/ZW2719Tde8taaETu3fYw5Qm0cDweTlcyJHK095Xh6NMnUeeZ6fmEIkajVELiycL1d+X/+7//E58/PPH+58HK+8v79O/7+H/6ed09P/P53v+X777/n+fkLnz8/c7ktTNOMhMjheOTh8WELFgxdMDg2Og9GEZp4IpQTrTUylXmKDCEwxrhdm6oyzQul9oTNCD/TNG8ITFmr2bIOY/pz29sgvy4J/KXjGwUQOuzhkdIrEo1j+aIgevfzDrW8PqF7A3VPYOh1UkS9XzKAmGMy1n1w41O97cKMvaXlnawStmZ9uxm2iEEK3WBYLbaYzFY/n692aIdOdvq6wyzNSEt7ZOmGxrV53xKrrdXpDY6tNd8AVgMxi1utU5jk12dES6EWz+g9I1EnJ3RMX8TlC7Vr8FodurnIRY/SXyUr6kzAZsX5hhqhqrj4hVaz1BEgODXcsndrrdkjadMWdTGACuD9bU41b973pq23EPQ1EShita/ytizPHbbbXOKep726rfKzr7oBQDrMpq+2wpZh6O5yVe9e6f53v/rv7gbse74WqCtCsJZXKlKjO1/f3yEA8VWEuu91d4rbW/cI9j7l2s+9v8QbJpwb8qHOZN46khRUd8i6By73UHSHMvXeC2BBB+xN7VvGp92e3MtC3LNilU4UFNHt2YHdXu1/w7ZirxdFubcLrUO0bc84O4GwqTp5rLeE3dvC3XHC/Z349UcQYXURm/6mrTVCtI4ECzq60I1pY/egpam1tNWysiwTt5vxWNbVfifngWEYGccD43ggprQJUHRSotnn6ETGsK+lqJUeWqO1RAkesAqecUZaaww50WpiCMF6Mvvz5sFsLJUYCzEEShWHf3v/cX+e7tf19d6yH/31Xf6NknvWWtCqbba6WruHNnUjCE2Lw5rGfCqlUYozOT0Zi0EgBp96EpwtaidaamGaV4vyHYfPQyBnoUkgNkUlsDahyYrKSoiFHIUYRyQIpzGShoCI9ZVGmfjy/MVaSvw1TdHii7dbCEIEjeastRHEDHorrmBRjN5cg7KuCmSWpVBrdDhGmaaFy+X2Zn6zqTJNjTwk8jBSi0W4rcEym4O7Xowkk2Pg8+DsYY+Acx5JcSBgD4T12VbmZWVZIYZCjInsxJ8YzWAs88TlerX3a41o6SGqjYHAIQhZG2W6AcL0cuU6ryiVRmUYAoc82gM6F1atiBakzSYK/zAiIXidEMoS0CUQohJZIDTTtmwzbbFAoBtSgOViQUMpjbL0VPTtD/36m6+s12bUurOVHf0RT5ta6VmTQHNanGd9Pfu5f4uGZfoL3qEs0AIOXRsEHuqMtpVYLsTpTIrCoNlVZi4QI+vUWG4NyZn4+M6E+Udr/xFJ3osnPbny3jbdfEC/3Ps1sHrv2x6tNa7Xiwnk+6Sf1OXQ8HO0Bd2yzX4u97UqtDspE+hQVUpdqKW4s6r2SmFwHVgxElxIxDiY84p+7zDSn93KnSzm5bTtfbd6GqDavjq3vWSlagLnrRYra5W6tSw17UF7JyHdu/K7jfFGRwiBw/HI7dMnzufL3RsoQ87kFFnmmct0Jc2Z2QVuDuNADE+01jhfzlyvVz49f7JaZBViPvGbxw9kbzv5wx9+z/F4JIVsLW7OIxHg6emBGBOHw8CQk68zjthYuWmYjYvi9HaQgKRkZbuykqMwxsjo3QbRM8/F1Y0M6Sysq+nT1uKTuLTvFeOphNhXugfq7e0l9wB6A7HVvNrea7XVXfoUgD3r3Irhnh43DNLq8JUFwB4t+sZSBQ0OZHh0YvbGf096Dc4JR+x1nuhOuWcrtdoCahNELDKyqGlnmmrHtNzybZnwXaaF9msSz8rsYWnV9VlX6+V8s4TTM87kkfL2gVHqWzOCStVGDUauCpZ/WIQog+nJ+vfijLVamz3M3kKS4n0LTW/LKS4GvyMNqlZXGGIgCUgz+bJaKnUtNDGYuwWXMhOcEYmJlHtBHzL3sV8nwASzeqB7X5VWV9XZsn62TKJVResyrvZ5AAAgAElEQVTbOs2fOYtXNab7h8kN61cZiW7QG5sTals96y4Lle6c7r65W+uGUoUNwVF3I0aqK6AroS3QFqvVV5MV09Xatuq8st4KoYzIkKFlyAnRaC7J7/2eSW85Xb/wn11rhyPf0nl2hKnXrGO4cxs9K5ZAVy3aCD0/O7fXmedWU2w7amGv1XsnhS4DaY3/4gGPPf3dcYa799qymldOG89QX6/K/ju7Dex2sdfgXjvOvQXDz+4O6Xm7Pd5LNyA7Gca0LEkxgSjzbIpC9xlyCPZ38zyzLCvzvHC9Td7nHslD5HQ6cTwdeHgw1u44WoC8ZdetISGQUyLmTHJFsQ2S9nNTVVrq+tjmOCUESA7VpkRNcRNs7737BvWLtcaEsqFbQ8qsFO/brNse6ehL2AKeO0WtX9jk3wbVNmWeFzRFUgxWe3NcuJQdy1faXoitXSvW1Xqcxr8slsHFpMSutLJRjatlec00LHMcCDmTAhwPkZyD1TFzJMpIClAKTJOTXLD+ng22DYJS3ACbEk1tagamVpbV6M3rXKjFovoxQwoBecgmI5dNek2bskzmVG5p2vorg8jmhOWNNrqqMk8rTSfWogRVnh4eaKqcmkGpL9crt2mxgGO2ax5Sn0Ri19o0UGqkNSGmkexUYMEE2GPCFZXCtvmCVqLAIbspN/V7/vCbB37/23dWT8uJpTY+f3nh6s3Ma7PxcKrOUFXLglNM5GgPbEiBmIKN7qpK62SmroIuylrUWj4WpS32aIXg48W0+vcQ8tvmQNKjTV+HKPuaGEnKqezshrpDhtbsDqGZniaw11Ja78u886h3jOztNfuvdNkvF70PWkg6Q1tZ52faOhHnhVhmlwk0pZXLeWZpheW2slxXJI/E6QtxGBH+jsPDO2I4+Wg3QycUYC0biWLDlKVrF92tz5uudj96rTXsfqIH0+L7SPrggrAFx9Y/HDaVMHHsW1zJSdTWDm2INkSCw4PJBhnETIhGTLHpHv6+3ma2Bc9fn626jnHqgbp97sFeKYXr9WrfY3ugtkorhsZtqmR4Hdkd55Zx3mc8zQ36G/nOYRj4h3/4X3h4eMfL+cw8z1yvlnnmwWBabbgIzMTzs5F9cjalt/P1yvl8RRWOx3fknPnjH37P6XQg94lJKTGOIzGYSlAXJyi1kmPkcDqSc+YwjgzDYMFNa5uju9sWXbrYn50ddm9fBTD0gNSX055dyClwOAzkakTOtQgpGfM/aCCFSC9IOWCxv/lfOb7JcTY1mSV71KIXYNtGHzatyC5v1Izso968vUmyQavmIEOAdfWGci8NWiZhlOOymiHSMSAtkgQOY2AYIo8PmWHMjDkw5siyKOeXQimN62TnJWnPQg1G3Bvnjfwi1NZFyhvrYr2MKSpDssHQUaI5fFzKzp1Da8qcFiO95ESKkS48/VbmRZutdyNQq3IYBo6nkxlwsbphUWV1yHJZDWbIMWwBQoe8anUaeRxJGhxaN5Hm4I4zuLhxAIIqUZQxQaBBNOPzuw8j/+vffaAqLM3GtA0BcDLVWgye79l4DokoEYZAGm1pQhJCtikzEoDa+3TVNOpEqatJ19WitNLr1+LX5CiFBMIv8ca/8QgbY82Drs1x+i/IV60Od8W/DhUqYhl2zyQ7mqydSHKXXm51l/1HnZRk76eY/lAhdse5nGG+IqWSWrNWIYGmlfn8ies8sc4r622BNBKWiTgeOT0+wuEAOjq0ZXe71+dtNiRbhiOqW8a9Z8fw9u7zdehgdddgxL5OGrpzkr0N5/777YxE767hznH2Vp5oLWM2jiq9cpxsEppW67cOgLuzvENlUrIZvzHaAAWbWbmyLDaUeZ7nrZ+wo3DVg90tMehIF7i3lK1eJ3539M+04vyaI+XMH/74R8bDA+8uV87nMx8/mnMcxgFQzi9nYjqzXl54fv4JCcK7d++JKXObZr68XBmGkYeHJ54eH/gP/+E/8P33H8Btyv3M0Vra1q3QyVyHcSAPA+OYyTlRy0Yc//mhvh+kf92Ry68yf92Wbwt4QrB+3XHM1Bpo6ipwHnwh1lPu6qUb+tKh+b+6jt+y6Noa07TSamONwfr81kKrjWXeJaW2ZfC6w7o4U7MoNrHGLl6CEOZGKGIGsmKahatBd2W1v1umyhQLEgK3S6GsSpCFZa7cPNtbl8rLiwmzN68vhGiN+8MQSGk1QeI0kGJmSJFxCITQWItlL62a+G+K1k+qDhMFFUozx1+rk3OksS4r1VmlxQUELHJ5m40uIqbn6FKCG6RAJ0eZmPGYBwINrekuGu+bw+CiXvdR3xkxWK0r5UTKIwKbgLNlrYHTIfG790ebxKILQuWPvz3x4dHG/lznSlDhYYw8HjJhbZtWbY/CzXEGhjyYRmU2x2fnbzBz8zBbnKnY+932aRd428/dBreV5s818//t643NVd1en81abqa9GwBeQ4P9D8x3GpQuikHJzdNLDQhmyLmDdNXTrHt5tSgWwNAK0gqhrcQyo3WBZaLNN27TwnVaSTFwOmQUE+gvfn4xBSS6xnFwqFfbZnT6XvLEbusJDX4ef3Zl5ZdMyt9wbK9p7lmEzQFaMuba0x3B7dZxLyJsWQdez6SZbqrW1a+j0RWhNlTFbccG2QbZXt9nILG5Ni91ZB9llXPm4fFkvAcn0hnD3voRbRqRMM+3zZGYALnatCG1Msuecd47UPaJNaqujvM2h7bG7XpjWeaN/NNcD9vqwEpOicPhwDIfGIZxu0na9p5j63FfWNfE+XImpUCpq01JcjhWxMtG7HVgMOUh8YlJJry/3/37FpKtxukPSX/2Oms2KBQgGN7tNszh8GoC8PciE602l91bmacbKE7mNJsnW5DTvM/9Lx/fKPKuvHy5+QDjYBml9wvOU3nFYAtBCNFw9Nt1dealZZu2oBbJl3WvvXUady32eZlthM1FA2VVlkUJksg5MN9Msm9dK+tSWZbCy8sNwGCDoQ9gbowHReKNcVDGd0+MwwhqU8KXEizrLJalxSimbRutvho12aMzK6XsKiaqcHO2WQymoiM9+v0lgPzfeIQQeTg+0M1KN+q2sQpNKzlHTqcjZRXSlinZWLEQBYLSKKx12uqDiJDyQM4DKUfGcaSpcn05U9aVIMrpmPjD94/87//bHzkMgSHMRKmcDgMPx4FpqTy/NK4x8P1jppWRYVbC7E7CRw0N7jhPxwMPjwdCajRZoSlrLay1oRqRmOgZgnqh3mCtro/q01KcKGNwnrUZvdUhIgwpbg5b3dHcQziv4aH+s96WYLfKsgQPVGq1ONIDFbRCM9QmOA61STt2DyJC9ixXyoqUBakzMl+oZUbPX6jTmS+fL3z5fGEYBr57/44QA9daWFXJIgxj9h49Mecp/Xp2KUk7/26fBAJWo2YXHnkdib/tsWXz3W/0GhOyObPgmaAJy+juNAUPtHbGO6q0uoI2Wl1odd7ex7IQ3WfVukOO0Zi2plyzw6S7OWdDrp6ennj/7j3jOPD07hGAjx9/4na7mjTdYHW6UgrzPHM5f6bU1WZdzhM2gtEMujlOrxp3uL+Tknpg03wPvdFRSuX5+RPzspjtXM2BIhCKBS3jOPL+/Qe0VV5enl1swOy9YBOERAtlvTJNlR9/+oHr7cxtXpiWhdPxyG8+vCenxGkYCC4c34VjdmlQ+2g1UMWy6z4mrPhwCUMpfX3E+tnn2aRbNTWoXn/1NaqeoW+OF7bKQykmkjOJEmjGBxGrJnf0qzmJa1O2+QvHt5GDBCSoh0PeKOrTQXxClEcNfUNaNBeTQWwiSutQy92D0SPI1hyI81pDnzfpOtRs/VgB7/9T1tXUbUox+NUWT40s0RSCkqruBljZI0x/aGM0CC1G65UzOn+vW+308s2Y0jMPf5DVtBQD4ko237Sqf3m5ha2QbzBTvPtXf8A8w9QmHvGqF9WbCSMkX+OgtgnpD6vfUMenxC2jYqznEIPVB4bIcYwMoRJFyAkb36Y2LDZIY4jCmAJzaeSOe/h0lCEaVJtTJHm4r60ZuUs7DKVGxrg3oLJ/7ClO80youdMUZ8W90Xpv7+vg5OY8f+44+9dIZ6aqQ7H4k2ri6+pMSnSHATfGZq9dteZZ6G60PeYxWm6ztpO6LrTiUpdu9CX2TMk+QohElAgkUUJM5JyIngH0IKA7w1fX7367i8h/TQP6t0BYf9Phy23oSH/fPYPkfr23k7b+3w7t7o6zkxHrptqzQ7ldaEJfZbTbVb36vmebnmkmC0JGb+zPOZOzQZs5JVZvu+gOdhgGr4X68HZc8s3l4rot+0uOk36t3pqlX9+sX73k9xC4+Dq2vb4s4u0pmSplsx1bbdeZrPEe9oyRnG34Qx4GUrxvg8Kz9uCCB1172/69o4RNdynCTYQDXwrppEFbwyrWed4FacCD0Du0yn6m3qdpzN41CMX1y6P7guR9530izy8Z8W9ynDHCuw/7LDPch2oTxmOktb0nJwSrJ6gqDyU4zi0bSWI7P1+kWtWVQvafz5NFGDEGb+6GtRVqCbBArMEenpCQJOSDrbBKYO1Bmo8SW2Z7HK35PGwRNSKMYyRlaz8hWF1tWewmLqsNda5Fd/mvvgJOAAniRCSVb6cp/5XD5LEeyF6TWYsLK6tdFyqkYEpIKSTGPDhwtYBUjg/CeJBtQ5bSuE02XkyIqCYUm3YCisREzI0hJbImDofAYWgcMozRGLVlnbhMq0nxzRUpjccB9CEhFIvWghDGgRASp8OJnAaTSoxWaZ7XmaqNUqBWgyVTNscp0QgilQghWmN7r3u2Be4cp01rGDZj9zZrLhtcdOcuX0E+932YqFqv5Eb6ESM71AVqoUxXGzSQBiQODClyGk15xYa/e4mjmWRhyla1HbQQUUqZKPPMMt+4PP8EWhiGyHh8IqbMcDwQQ+SQj45+HGjSiNrI2khp4PT4gZAHah6o/ZntGbtLF24SD0EA078N7sQabAb1f9ahahN+LNBvmzEOofdddnnBXelqR3Z675/D4G1BW6XVBa2riRykSHAESkK9+wivs1jdPWnYBFIi3333HcfjgffvP/Dhwwffc1YWenh8Ig8Dw2CjspZlYRgGbrcbn59/4nIORt5bZpez6zrdJrhi2VR3nB6E9Tpe74F/I78ZgnA8HgkxENcINEqxodbzPO29m9g0pOPxkVJW1nWi1crxOG598iklhnHk3YcPnB4eGA5H8nhgzImn4wGtlS/PzyyzKRXFmBnGAw+PjwzDQMrWQtXU5g73gdQGx3ot2NemKazNpACv02yiNzFSvI0pp2xlHH9u1b2tdTuslFJ4+fKZ88sLp8OBdjq9UrB7eDxwGIcNteiB7F86vsnOhyCMB2uC3UNXAe1Oci/USwCJhk0nJ+SgAelzMKtdXHUVh7JBch7tGj2RWveZjzF4gzRqcyN7ndQZcSm7cfOHoDfNq96LFTg7kl3xI0YjBsQkxCY2N1Qtcy3OgOvTTzYDsr0erhNqhbh218/1a49Oz845kVI0l7hs/0rvb4sSQSJEEzxvPqY350AeDJ4tpRKa1RY7czkEv7a7CRASDEZPBJfeMhmsGCwLKmoC/j2QQJUhwiEHxiQM0e57yBbsHMYemReUdavZWEZggZREj/4DrnPr2VTzMVmeCjWaGX1xpyaGdLyl45S7j37YM/gant1+3r8QthFRholbja2VxUYfqYuuSyZKQlCqVmsud1ZhEHOaQSBSiNqouqJ1oZWZdZlQbYyHkZxtdFtVtfvl821TUFpQUmskreQ8MI7mtGcJVN2zTtk+73q6wl7rVE/Dwp0/+Z/jPO9qYGrEKgmB4AGfQfPWBhZcF9b8zQ41G3phfXjGNHT5NOdb7NqyXdxgC3/pcx/7eWxIsHRNVqv5HU8PHI8njscTquZwpBWyS9CN48DhcCCEYOWP1nZNXd0HYGztKN7S1h0nPYPqaEdrlnHeZU+/9jCbEq3/XHWT2wOY573U1tcspQxAcVW2mBKDK8ClbI6zfzw8PnJ6eCTHwGnI1HXl/OXLxgkQFz5IOZNypk9X0i3jZLPTvWzXO9H6CLA+Sm8t1aUlFQ3qJL6eOetmE3q7U5/OtSwLKQTWnPckTwLHmvf9sO+Cv3h8k+NMOfD7v3ugzzDrEffdJy+6+/s67FDv8CHxYKo7oVaN6dohUb9joLzWFfSfW220k0+C1xYj2ozu3P+8b1bUmGQPjwdyyhwehDhijoGMaiQRHTIMpFSYg00Rl2K1VcSMHM2j8jstMDMwRgqyIdPhDQ25kEIyzH5dTUvRjVmMoy0owVsKbAC0jd4pW1amBJusPs8sS+V2m5jnav2ha6XqwnCwc66saGjknDjlI+NhAB9iu9ZARahkiApaQBZElNMgRCe/RIlISsTTgMRMHgdiyi7MXFhroC2BtSpzUXRRGIQ42oPcXI3I9oUxPjtcuw0Oj11G0Wo2b2XMewM2mPP4ejC57L94Z8jk5162VliNyKPrlVZW1vlCaaCnE++G31iQUiekVtq6UspKGgceHp+IAqwrtJWynrlOZ5ZlYcUUtdaeHUojhUII1riuCp/PL9yWhe8ej7x/OhFiRiXSRFjVJlLQrA1IxIKh7TJ0ZxX3hNskz/o+f5t1fn2YI+v9llbq1TslHcvWQn/e71i1HXqG3XGCIm1xGLwgNKKIB3/uMFXtSVEL4Oz3wh5QePAfU+b09MQ4DDy+e8fD6cQwJqpaDVUpKNUEGzRSa+F8fmGaJp4/feR6u5pcXVkorWzvuRPjqk0A6pJ99/a6Z07sjuxtDofzY6KpchhHRDphyZyLvf/CMGTGw5GwBObpjLbK8XQi5QMxmOMcx5Hf/u73nnEeyMOBoBWaKQ71DBZwiDdYl4J2WxkIaSANHtCvqwdRHaq158vMbVcgs48CSFNisITr3u7aLN29NzYIHMcRHk7EEDf/JYBGOBxG3j09cjwebAhF+Oub/dscZwr85nfHvd3AwIXNUQmWeXbH2WcN9HqheEih3XGyG8eeaW7sNthC+h59oFYOotPVfYpHkLhnqdIJOv2src6Q00AMiWEQYlCSmuPcNqhHddHh5WUp4ApCihMj7Y7aYnfDsmWeimrgjpT5q49NKq8u9pBtgYHN3BTkVYBkj5nVUaAakRPrL5vmhWUp5kDnYo4zVZDKvCZCDOZsg5LHyPFg7T54Zl6aCy9ociRBgIUgyiEbmUWIpKBIisSHBDHBkCF29ZCVWIRSTZw7FOvblGgBUcPEEiywMpENulA56iQRJSZLsAUb4v1LKh/fuuYxhi0L3+erav+F7ff2kO71fqU1tCxQFrRMaJlZpoVpWcn6Dn33YLUMh3PbOlOXBUlwzJbdr6VQdaaUC7f5i+lCY03dBevpVWnEWIkhklOgNphuE1/OF94dBk6HIxoiawhUAkWFtYFUiM37q+Nrvy9i3b8qsu1v7M7vUfybrXZfPR8h59lCVastGoJlgVt0aHZ3nHvGCT1btY/gjk1wkpwYahLChmf5+1RnfRrE24cIdKERQuDwcOI4Hnh4fODhdDKeRjPboGpD60MUEpF5MQjxerny+fMzt9uNab6xltXJfK2Hti63dzeH1IOUfS/p3ee3XfHOZo0hEgYbVrGuK6UsrrLjbXkpM46HuzVrHA5HTk/fOTwaGQ8j3333PafHRwtuQkTLQr0tVobwcV1InyncZTxMGU6DKQLFYUTXFdZ1d5obgsN2z7ovMHJVBWk0dzjBs3ZxyLPXbnstdxwzokdDD71uLGK8mnHMPDwcGcfhKy7Jnz/+BuUgpUeJ/Vbbz+07aXtPTi90b5okTXanI8H1kns60RVu2DJV++X9QUEN4jWY0plwYg+DwibSvGW8fsSA9SsGI750Vl2MYYdEHJLRJuSkDNkevDnahumBQfXUv9/PflPsXLoKytuG5kYqKJs4u4jVdu0BcDKHqG0ihaUVh4HMSJrsobUC9U2nNFQKxEJIBtuu1SbcTAtcVBiDMq8j2kJvOvPAyIZf26SaQIqNCBvcrrECq9WI5wuF2WaJBtBg7F+VQA5CEbUsFZcLpPcXJvsu+AzXACG37XOIuvV4vmU83veqQcfeKI1Fxz0ws9/bzVlHAazRXtFWqOtkGWdbQAtJmtWJtTBPZ0IQF9yvTLeJaZrJUim3A03gcr6wLqbSYuIUQvbpN2Ux+DdLITu1vwKrKnNV5rVRVQgpUSVSNOC5l2Wf3hesDsFbUN+DTdmuUfbLpT9QvSH9LY8OnW4MWY8ErU2iO5DmkoJhy0D2DlPobUyWUdrVBiexObvBg3Z/hjpEjthzQK9tGyGvJwA2kWnfHdarbpBwLSs2+MJmDl9vVy6XC9frdcs8l2Xe6tj3QODdit5954773nnK27pNVWVdVhti4efVP/ekJaXE6O00qupj/yJFhFYrZV2I48jhcGA4jFaicoMo/h5Ne8Kzz87kLiDZ4SMXpBjseVNvJVmr0tyGmFDEDtOWYlDtxrbFAisEl210KVex+ryr6Zj+dfWWSbH7/HA6kIfM6eHEMI6EEG3E5C8c3zgdpRN4rHaws+yE3sKpasZaZWegbhMFFMSjyE797kdwA2DKQ3f0a7GG1dClm+pdVOiPm2Ji4dqiv5Y/8B61haCkZDNEU4YcoWpg0A4PWo/SkEeiKNoSWhNzKEw3g3MkVBCh1ubq/kIekktReXuOKmX55UX/1jXvNOqG9y35BkESKVotklCRtFKqcF1WaltY1oHaMtNcmW+msbuupsoTc4HQCCmQDjMiwnQtlNZ4uVSm2qCceHk6MqZEWa038XgMHA5WSw3BCEF5UKRZZJ+lUSjMemUtwuV65rrCu8cj758eiApriAadWCRDkIyoE5TAqeKBQLVm9RSRqISh2edYISizriy35c3qP+qIhtxlNTFGNBh0aHvaf8/+YoueoSMqlbpO1Ntnc5z1BloZAxwHEJ14+fInRzWsFWC6TMzXCZkfuR0ss/rx02du80xKkLLX2kKi1sb15UJZVj48Djw9jlQJ3IC5Kee58mWqLBqI44GmgWkJFI1UyRAOVI0sxeTtoggaTGVl00y94ymo9nvia/TGbtMbX+iD45W9NUd8ckuQPUhsYWeD2uGZw57HGFkPJdEQcflONfJiaxWpxTL9sBr5rG8fN6ohHGwKSFSSAyfgIgZ1obXFHEhZaLUZUaUUPn/+wvPzJ67XKz/88K+mynM7syyzOSoLV+nYUD/fvpOs9NXlpO7wjHtm6q88TBv4ukHAZtOrt5yYwtfhMJJT5NgaD6cT1+vIxx//2ecrL0yXF8Yh8+79e/I4IjFSmrV4iMhGoizN20pKsY6saGUciRmSzQDWEIhjJI3WCpLzaPZOBQ2zIS9r8elQhWVdvR1loUggOcs3pkRUIUf7PnkIbpFmo5VCWVbWxURrYoocDgN/9+//yOl45N27J47HA+u8MN1uv7jc35xxbgovsNWf1AsgG3zp99nVZHfWmt6FT/dIBLB50b5HtuJWd5R/ZvP4e6sXJzr5p//tpiNK72fxemqHFeNoztyJwiuNFhStM2uE6u00FmHew7Js5xS8dSOmYHDvz8/ybz56xNZng7aenbPDOk2N5t4lwvzEsN5YGwRd1uryh26IghBTMMnCFLZ2nx7599dcS2NaTOVEqr16qVZLDk0dNotELBuoFUqw6F+orptr0F+kkayIxhAjokJOQqkgKSApeg3ICCyhVC8B7HJ3wY2mBV7q9P/wZo7TF4/7O9j3UEcVTCqtG7nXf7GPjqouI9anSxTGGEkh+uSP3ktZaF4LUkcV1nVBxIbGr6VYlB7EkRFzzkHYsqHoNaPeepFzZjwcSHmAENF2p3olPaLsz83+qHXX83V9fuMK+KMr2xW/3XLL3Qf9HO7W1h5uh8z7xJTWU9/eqmGOE3T73lqe7PumZth7c3vzjNMeqTtmsRp0/Ppjz1T38VNdbtTqgkY8MajWMs2FdV03BZ2v9+jWp+rBGD2D3m6AbMZxT1De5rAe3vvz6c+XOe0YKtpJTVgGmlIixWSom8u8dQWmHYXRbW/39qDW+iQnQbpSU87WHrW9h6dfqhuBqH9Iz4S9UCn+zIcQPfAL1lLi62TPEVvq1UrxOZvqSY6dcx4SQ06kEIiC8QxUWaeZ+Xz5RZvyzRlnWaoRM34GxfeNjTuxPgjaYNENklWHTe5umqXNStyBX88EHR7EFskIc21/E3bRZZPOs5+NQ9rgheSarW3NKIl5CawIeXzi6fA9wzDw4d07QojMl0JZGh+fn/lBf+TCmY96Q5tBnUspXtROxGTMuZiCNz1bP98+F/DXH6rKbZ5Yy0JtxTdeRsQ1aBvc1oXWVpvJ+WC1OQsIApfLjev1QinNGHNAzrZp3n848fjuQB6sXmqQjJrMWYAW4LJU/tsPXxhT4vunA8chMU8LZVo5DsL3jyMpKFFBdDU94mb1s1oXosJ3WXiKwikXHqShSXh890hpkMLCZSrImJFxpKHMLVJr5blN1LoQJJqKR+j7yh2nQB4gPPk/vMVh+CzNZdr65o4hkA+2O5dl9bmtbhC0B2ZQlxttmZD1irDS2srl/EJZV37z/j2nhxOKULDMdp0rVQtBhJQyrSmfX76AwG25sdTKskZjF6Ok0IhBeTplcswcc2bMo42YmW5EFf7h3/+Bv48DH55O1DRQq3i/m4UvRoIxMk7DRrSpGzWxorhnnDtP4B5ifNMYBXMWKVnpxWQD3Smq/esebLtT696+74ctj1OQTXUUxCUQMRghNgvkqGsX30Ns0CMSTJXskDMpBgapZCaSJmKbCFWpy4EVzEGuC60WlvVGKYXzyxeWZebTp0/89NNHEz64XCjFAqfqdXLRvq4mJ+iVOV9jTzI2mUx1aLlLOb4VqmLiKSlFQkxWpjKvSQiRpo0lBGRZjNEcKsM48vj0nhACl+vENE80LeQhk4e8cVK2kYtlpfnosepqQjFnDuOR4/v3PH7/G+sPrcV/vxjsLeYYBSWPAxoFnfO6ZV8AACAASURBVCMtBLQkcgAplaelmO1VSHgg6aXD9XphKva6Wj34xvb08XTk8fGBw5B5OI6mznWbWG83bi8X2jQzv5yZPj6/teO0aCUgG3Zzz3rdotjewNoAXjca7+fT49fel/Xn37BneT/P+PZ/s7qd9Voi4lM9gkUoavXAVsUDV4s8U4pEOTGmI08PvzHl/1BZ58Y8wZAm5liBiOo+VQRlk4zqyhcpBVI2Gn14Q+rhrhDUaKi3KnidwFew1Mq6FgiRwYlWAWMb19JY5oVaTSBCRCzai5FhzByOo7VzBIxpKQF1CQ2VxlqVl+vCkhtPp4FRFa2V2haGkMhxJEeIDqzOi5AiqOgmcn6IQgvCISgZBe+5qgqXsVK0IUMgjNHY17VRotelu+yZVK9leHDi5jGGQBj6Svz6Y7tzur9idyApmmGvxRCL1r14TxcwsYNaFkItJI++y2q9t6CkGOlhH66Husl9SXAt6AUVpXSDa+RaI13FikQYHqJpNrsqU0ShFkQCT48n0vGRMUdUgudMoH008pZxNkdgFO0ZLc5m9UfzHsHwpPNNk82+6B25AXtejWlqjgaH/jbneXePLBm+D6R1g9PNsrh0/J0Dai74bsPbbc1ETfA75OSC+c3DjGLj8DR5X2jxJvrqI/oKta6uTTtxu/X5lHu22Rv7t+zR/wO2583gcL9+526oZ2nbHOOvoYC/+bBsW/FsLwRvk/LnyUtDEivBxQRCjAzDQFlHbpPVbHXLDq3L4d7Rb7NHN7TMfjcNA2kYyOPBWmAWPBtsO+QQPIhKLuRRG6FGux/NVNyGYTA2rSppC45syEhbC2WZ7X2rKbulFC34jdZrexwHHg4jtEa7TdS1MH18Znk5s3x54fbjx18MVL4Zqi21kSQQ3ZmU2nt+etTRF8/7/ASk7bApHnF19Z4Ys7FeXXHCYF1bTGvItVaP/nnIGcX6P5sX+2nV+gH9wZOWgMz1WlmnlWW+8fn5ZpJ5JaEt8PTuA++/+57vv/uO0/AbHh4GvvvwnuN4QMLIy3llWRq3S+PlvDDN1jIQkzlKEdd2rIoQiZJA3q7fCozI9Hg6UIuNymlqLSFmBKrDRxZAlNK43VZUK/NkNZVa2vZwxmSQx5CtHpBSNEZy2KdA5CTWdO9BwtqUz/PMEFfePQxIEMbQGCPWY6srETgOtimrCkhmKRap1rZVua0WG4sZipBoCE8Hq6m0KNS4WibmgdbhmGly2OBmZQ/StCZvS+rIxxuueTTRDRPqcEPLbtxz2rOxWo0L2qGg5XZhuT5ziCunMdOSsC4PrMtgEXbrBsoynV5UXZbC7VaJq7CojVNqXt4opbBOK+TAw5AYcmAcMuMQSGp9nznAuxFUhONDJj0cWErjPFv7T22ZSiQ7YcIgeQOzeoZngea+Dj+XjpTt5295CMKQElW6lKXbDUC83meUCt3KCfv9VuesufP08+9CSlvNKASHqZ3gRUN1pQnEmGyaUBBy7CpYwiHDYQg22zcFE7PQmXlauM0LpaxM05lSVs7ns7Fpr1emaWJdyzY1yjIeIUgkxYzNe/TWl82p9oTAs1FhC2R6vfCtjlIKP/30kePxyDCMDrKY0w7ReoGbBlQSpS0bG19CJg9Hjg8mlHI4nWwL9wCyQ8ue6dViQcam/RoDacg2jcRhUfv3ivg0FW/wNwJWSizrYtwXVUoBSqAEa+ehFdq6Mi/zDvVjbSXH40jy+ifarKatDZlnuF6ppfBlWdC1UM9nc7YvZ9o0U+cFbjO/ZFO+nRxUjVRAcMdZ7AGMXVrqVdThm70Gg9scrYW9RpOytYmMw5EhH1yTshfiFdUFVYvwrFnXGnK1Wg9VbxCm0WNqpEVEM9NL4/NPK+fzlf/+Tz8wzyvLUqml8d33v+P73175d39X+V/+nTLGge/+/R/47W+/5zY1fvjhmZeXG9O1cnlZNkr5eEgMg8F22qrP9xMs7g/7Q/wGRwiBx+NIXaHWwFLhthjQbZqOxjZTzHG2m9XWbpPDJE2dVKFE7Gura7pU1qata++XY7CIvVZqMIr6fJ3JMXCeLGgIY2WMoEGpbaWpkHPiMBgdI4TGvHim3JyoIR1bK9YiE03Y/XEM5CSswIIRAlaXWxzGTAvCus5M87zVXQGoikrcWNJvlgaJM4Y1UP0+bv3K7qitfcMlGntTcrVBxWW6MF0+M54ix8cBNLKuD6xDcWjKWheiZ/SdTLSuK7fbiiQhtkiIwnA0ZmcphXlaiWRSHKwFIGfGISJVoZjjfMqKRDieMulx5KeXmet5pmiitC6rKHfTPgyK7sF+c1bzvhRy5zy7aMjbH5bNJ6s/ilOutkzeoGMjzPaUtztOczqiRvj2JlQPCnp2LKDN2h58ZpgJKlg9uWGEtiRWcsih2YDkFBmzcMgmORlTYFkt01zmhek2s64L19uFdV05ny9M821znNssWdWNqBhCIGOzJqvsWegmoqK7vJ8dbkfDa9WqX3vUWvn06RPrWjgciisAGUybRstCmzMTSoNpXihrIcRMynDEUKvD4XiHXjg8vkkeWnbeatmCoRACOWfTpi023b36mLVhGBmOJxsz6BlxEyHOiaCKlJUiCkugVGHBgul5ubFcLxbUJmt1Ob17xziOHIeB0zCgtdBuF9q6Mr2cWV/OrM9fuPz4E21ZWJ+/oKXAsiClugeOv2hRvhmqLavBKLWYISvF6pgttI1IsBXxt5vd7tiKuK6tNcx3aYggmRQP5JQYDyOqjRSOlLKYgW5mfI6HI6pwlhczOO3iPZcB0YxqYJobWle+PN94/nThdp2ZZ4dYVosEp9uVL58/MaTIP/7j/8unTx/IGabpwg8//Cufn595+fKF6Xpjvhmmr9ioNPwZ7uQUg21s8kEte23s1x5BhENOpn3WItfFZv3VBpVeU/4aKvcHMAREmxX81ecTbhMmvOPTxcntd3DYCLrDQISYrMdzqcp1qeRoo8bWpizFoBCV7JqoDulJY5oDpSkiPqTYIRV735WA1ZSGHLiWRl0rpSrrXFm8l5OYbDJIcuk97ogf2lAne73d0V/bIui9PACllq0MAdBVnYJnSijE0IhU8NmuqNpkC79FfWbjsljNWmvx2qWYgIEorTQj9GS7j0MOpKfEcUwcDpb9THNhXasJuXu7zDAMiM+H3FiN1ToFXTXCAgOwYNa/MEcj23X/TB3Jv1d0c6JveQhiylcO0fUs6zUnAp+6A53UYmPxwARAAk4wuLuPbsxRl+3z0WFE0D49yFmZEVJUa6sKQs7RCVbZZACLySOWyibWvq4z03TzOcTq0nyJ7Io4PaPsmVDz2cLqAey+1ncZp9wPVb7LOKV3xP/6w2REV29zioQYaC0ioVG846E7/taUlDJ9tnIpVgsehtESnmgEH7w30yDTrhHcdWdNrCDDRqRMORNSQpJxK1JKRCxgX9eZWgrTywvLNHM7n7m+vFDLyny9WV20FILAkDPhwaTzUjTp0YNEcgO5Lay3BV0Xyudn2rIw/+knysuZcrnQLld0LUgpUOrd1nGU4he2+bcPsr4WFq9LdG3B+4bk18NI/YEs1ijcM52E2IKToJkkdQpHDsN7TscnfvP9HwkizMuFWk0ncV0nhjzycHqitcoPP/53LrczZf0TL8vNpqaEE1oDzz8uTJeZH3945k8/fKKWyrwsmPq+FY4/f/rI5+dnfvrT/+DjT//C48MjP/7pf/D3f//3/PTxJ3744Qd+/PEnnn/6ifP5TMrWLN5iQOoeQYUozGvhNs3UYiPU3mqXxyB8OI0MjETg+TqxrmeW2phXFw/vdR9Vn3+KZ5nJg3bxzMYZqUGBamzbshAk+Ygx2R9utRqbSGA4HQkinBdvURGr5+raGKdCaZHGAzGNnGLmYUzc5kopM2ttNHzAeVugzd6PVUAij8eRNJx4Pl+p04V1rpw/z8wN9PQIw0igkcU0XWXx+YYYmtHUWUxvteDKFiGbk7SPqo3bZFNjomtjhiAcD6PDaI0klTVWSligVC5frC2pNiNyiXurZZ55/vQJ1coQjWl8iBHGyFwKL9OMiphRasLjKfN4GhiS63825cc/XbheVj48Zj48DRyGyOPDyQaL+5irshbbIyHCkAhhH00nwSUy+0X7/7dg5N559qzNn/NfUlT51kNEbFC9KBo8GAzeYNKd5qYi1B2+B3baW9GcJbq1nrxGfUxbNXt1MSMaCJIIOTHmyGGAFGHMjSHB6TTw9O4DIQwsK6gWbpMFK9ebEe7mZeHzy2daM6GAnDPjOHI6nQwdSwudhIU2WoubQ9k7ATwQvAuseptNu/vd2t4uGG+1cb3eEIkUh1BtHqkgYaJDCyYGExgPpoFciomnHE8nxuPI4fRAGo+EaNwEVaDMaFlodd1l7rzvUmGT2zs8PBBz3gQLWrEgcllmbp9+YpkXPv/4E7frjcuXz5w/f7E9vcygSk6ZFAKnhyPD8J4kwigRUaVNC7pU1suF/5+2N++OJEmue3++RkRmYqml1+mZxyM9SkfS+/7fRBQp6p1DDUV2d3UtADIzFl/1h3lEJrqbM1NsTMzBoAuFAjI8PdzMrl27d3o6kceJ+fvvydNM+PSBfD5DyagsKlPmkrsA+tngx5+6Pi9wItZi7S1gzelWCGXtlV3DDZddgTR9lcVqj3c7jLY4O4iYcH/Drr9hN9ywH27RSuOsp5Q1cC5459ntDpScOQ0nalWc3AmjPQpDLZqSICyZeYoscyQskdUce+u9VqRHWCQJOD49kVPi48cP9EPPw8MDx+ORaRrFY7NUgYtaNi+QW1MzUmxZVc6t4nypS0nwtCisQrJjLebbsufW6ueKPCVfkEzeGkyDp3RzkriaSJCskIse6PZrV8KG0ihW+Eb6SalUYlY4vcr8rf3qVRDbkavCuQRKiel3lcpiJXiUBhMaVbHbR7O9Krl5D0twXDN0rSq5JYMbS6WuzMmXutZKdj3cLudVLrVVPfJhVvWmInO8qyWd1SKcXlKUSrXIcI6QixQhSLZPzXR965saRXVSbdkmci8mRBVnDX0vtPmVKRpClp77IFWk0rpR/B1B6Usv1ViKMmtfpD2f9VmCWy4L+m8syTq7Wrc1f9lLRpq0Ko0KVi/tsga6VtaEsAm9I1SnLcBXtVWiAno9D/4rC12acrJXtTYyimD0psVs7TqTbdBNdSPn5ikcEzHJuFAMoYlTiFm1mIIbVm3bVQNWRA+EJKnVCq49D5zyZl9WQ18lJr+GALzAcoNS23ta61rd0mQKL4WPUk1QoN2ToFASALU2TZpONynSdazmAkGv5+2myLS+n62Vl9fEICyksBDmiel8JoZAmMXcoMQkga6uLGSRiTSqnYtVFEBF7KJSQqKGSJlD+1go0yKfl0AJoelGS/xaD8OtJS4r/2ej52dXnPOYN88z3YR+lYLSRlTWN2O179FaNG61VnTujl1/w83hFV+9/YNUkPs7nPPc3rzisLul6wYO+3tRfdj0K2U2TqTzhMZ8s3vLOJ3o3f9CF8c0Bh7ej8xT5NNPR54eZ8bzmZQisMI8bXXqZWFSWvUlJ/773/0d//uPf5Q+xjwTQxC4tOtaoBXDbp4WjNOkLAICxiq0EeWcGPOfWMHPuxTyTBkNTkFnFUNn0Abm3IJnavZEXOzChNKt2R06+sELxFyl6X6ezlJNGoFNU4qMYxaYw3iM1njnKEOlVg1VesoygiTKNE/ngt5Z7N0B11uMk+RnPwwcdj3jHIlVTJVPY2WJqSmwKPFlzYu8BcuJmjMdhVeDRalKr+V+pmUmpIwxkvkWSguoFWMdShtSyoQlrY/sb75qrdLLTlfC/iuc1mDNgjw0prMMhx3UiveKnAJMDkZFWQpxGkkp8/GUCKniO4f3lhQjyzThDNx1A4OxHA49RvVMMTGcvZh7V5ETuxk63ry6ISyRh09nliXy8enI+RS4ufW4ocfvevq71yhjeZoVU6g4P/Dl2xtiMRyzp2xykEWIKko3FSDd9prsGbUSU2pl1Y8sawtgs1V5yUuhtUepItn/+l4gUzalVnKQoOW9w1nfXlNuQeXKGFytQuGrPVZjsCq13Z81HqPEEajrLdZWvC04B3e3A8Pg0W4gK0fKinkWVvp4PhFD5Hx+4nx6lIrz6UgF7pViGDSrH7EQ7Vo/MymZJ9VlY8hu8Hc7h1QLZtdEt4u3cX02ufBbL2PMpr9rjW1w7Rr0aQWOfDhn6XtHrZFSMynFJvzisN6hnUC1pj0nJeoteJZG8sklb3OfWitqTsxPRyqVpw8fCfPMdD4ynWVsaxlHxPBAXoM3iuH+Fl2rGFaXSglRCqE5Uh/O5JQ4nWfhZsyREiVxLSlSloCKGZ2FKU1rSzV5hG29KetoWf2LzpPP73E2ndqcC9auEO32HSIwUJoGoKoi62WlMrG6w9s9u+6e+5sv6bqB25tXeN9xc7jjsL/BWc/QH1hHLrZfTN36cTknYoh0bsfDw0d2w3tyPJPTSFwK8xSZzjMhRK4Fkrc6eK1caIdlo45//PiR0+kkMENqlOvWy4pJlHNKqgSVRevTJUzWeGSmY5Oze8HDpTG0RVdUy8xbrjL2UaoSY211SQTkPgWO896z2w/tAcxCnU8zlcxK5S9FEVv1R4PbV8cEUVppG0wLHJZLZgmQOo3SHdpYtLIobbDO0PeOAvS9AV0xQaOzQhUR2q6rlVUFUqRiMErTO0MXs1SeCMSVK+2wU1vFWlv1qpWGUsRd54XWu0J74IU0cy0SIN+ghE1eJTlxzkmCiCObirNCdkqhCKs5JuZpYY6FmAIhWBlpiEIEUrXHauicwVuPMZqYC7FkQpQetLeGvutktCgm5iUyL5ElypydthbjPLYbUMZQFxljMc7ifM+SNeNsWLXy1kNxndVc7+16TGLd95eKrh3mK379gpdUv42YdFXqrMQfOchSm5ul9SppM5GVy1x4BYRwVYq+CkaNYNTgcq2dJA62sWltacmZGH/3vScrK7KEReQLU2v1xBBY5ol5mlhCYJ4nQG3s0ctZI+dirYra+n+1AM0WjTU52e6XDbaEKz5A1e29eNEFx3mPNnYbq1vnoled7VVwZJUlNXrtyZb2dYMyWj6aFqpqfIkVfr6uOOs2xwo1F+KyCGr48MB8OnE6PnI+PpJzJoWAAmHGWov3nqFzaMAWBaUSs5APU8zESSrJ+HSipExeIjWVLZmqIUIp2xjbZZRyRU/UeqjIdXl7/uT1WYGzlMoyyZhDLpXqFIZmSOpkvCSn1VFCHjJjNd71GOO423/Nl2+/483rr/h/vvvPeN+xGw5NG7HHey9wn3GX+2rw3poFSF9PsR9ucbbnqze/p6TKO/0TP/7TIyXMxCAqHildWF3rtZIcXO/wzuO95/b2VmTdGo45TSLUbIzhsNsB8PT0iWkaxaJryTIraqTZnZOYRudUSOFKuPk3XhVF0RrVWYwzqJrgnMUX9WYgV3h8GjmPsxwwDTo2TqOMaqpASnq8yyiN9ZpAFXKOpJIkq+wGzAq70GBXIwdoii2zNxKgnQFlNDkrxrGgS2a+yfROiC+FjLaV3Y3HBsOSxO2E5FA5yZyez202L5HShPE9vvdUo/nuCxFe+P4ceQyyzmmW0Y+4rPO6Ba1ljm6Z8osFTmrT2m0/bvWCVEphbI/Sir4TxZGhd/S7HTlHpvGRME/kFFA50nnH4e1bUqroXWKOhSVMxDBjjcN426TBpMUQQyYtI7lWnK1YFPtd1wKd4tPHiXFcOJ4CISZcbzg4j+uNKF0Zje4GtHV0MZJMQVmPtj2kil5Kcyi6OtC2iPmc8COJwjO5ca4eQ64+vdC1mr+vPr+03ywaqdK3WogNfShZtZ6lQelKrZmVIbwGdenjswVOOUck2eq8x2pDbxNeB7y17IcO5xze36LtQEiOZZH9NY4TKSZOx0diWDg9PXI6PhJC5HweAUXXHbfpggvRSm5HKwme6+KusOj1Km5Jg5JGhmrQ8zWU+mJXlWfJNMJRbnteKUhZ9rr3DmssKWdOxyPzNMmIiOJqdhNpY1GadGSGeYIYBV69un+tNNPxSIpZWgbGUnNhPD6RQqDmhK0VrzW279FK0TVVH5sLZlwk4E4icbicRnKQajLP8ndkSZq0bvBcc4tSGKqROf5n3JursR+hZl/1xev1E/Hr178Dqk2ULJWVygqnCtWIbBEaShTx7RUatFYsH3QduNt/xTdf/Ae+ePsNf/jd3+Jdh3ee51Zca8P8Cn9vmHhlhc4Uu+GW3VDJMWOVpy4OVf4nOYqIcYiBfEWH3jZfgwx957m5uWG/2/HtN99inWOaZkJMKPXEPAe6ruP12y8wWpFSIIRAiZEYMjqVjWaeImgrEnc1v+yxko1GdQ7TW3SYqKqgjeJ234MyTQ9TCCqlVQraOBkdaRByjZl5nhrknVCq2fIUybSds+KUUKUyEdshCYQpSY+YktGqUpQFo8lJMY4ZlWGeM8ErUslUlTBWsT84fDKc5kjMBZSl4tE1gRPYKkRRDPG949BbrFf8TnvGWJjKowTGXBhTC5yh7TslFXMImWV6OWh8rThp3RTVhP+10biuE5hr19F3Mg7S9ZYYJlKKLMtMieLP2PuO+8MNpWrcrdinfXj/jseHiNXClHZG1IJQugXOiLZtDMVqmcd0mqdz4dOHmWleOJ6EJOV6w+AMrjdStWiD7gaM8/gUySajrUcbT1kySs2sz9U18UkOa311/5fyeh0huDTEr77nzx4rn3EpUMY2NOFyYqm1MKjSI46pYE2l5MaGNWIyUBE7rOve2npErvOJqxyoVlq8I42hM5FOzfS253a4wboe72/Qbi9IwZJZlsB4PhNj4HR6JCwzx+MTx8cnYkqcRyHTWN8Rk6jZdF23MZup0p9XEkFY1ah+ETivSsqCoDK6mm2G+DKe8zKXoFRityYCBe0Z0lL8WN+BcaQlsZxOLMu0iQloo9DrHHtD5ZZpJMWIjjMmBnIbN1lVkhSK6Xji6dMjKUv1XtroCrWy6zp23tNZy20nij6OJg4VEyVE0hKZH0+kmJhPI2kJYt+Xr59/KWRkTSvCuM6U1Ux4ZSxzEZFZXd1XN6C/9PpsAYRL+il7VUTXxaZF1RWuLFvgU0rj3Y6+2zMMN+yGWzo3sKqWrNq3aruvX4c6Vbux67kygNVWjNoqvrQq/pdnsOlKiLDeoo3Qzfu+x3npmWxO6zljUQze0XlP5+Tg9N7TdR21VsLS3KQ3g2w2ecCXvEqtjCHS9U1wQoPrhFbf9x6UwVp5IKUHkcXNI0NVmhA02gpMKEFeobSIqa+qG977ZlGmRYEoCxEmF6k2U0oyK0sR6FVB5w3WQE6RpDMxamKEZUnMi+ir1iZJZK3BeyvkqZikIjbtwW0HpTZiUG407DqL1pUbb5k6C0thChkhLdgGLspIgUK8+F4qIVeIIINpvR9jLNa6TfVEay16nQ2WjzGKc31jBWoFrhEnUtXkCktMLFH6cNaAMwrvRFx9miMzEKbIMiX6nefVThwaUDIXnHJmiYGYUwuSqskmCr9ARgHktZQqakvO1K0nldbxqUqDQBuEeF1TqivYasvCnwfHzUbthff41slfjSC4+qQEjtVtTEPQzMI67yiG22ZzRVoJbltFvX5dN7KcVlibsTbjbKFzGt/JYL9xPaVaavPgTSE15Eq4Dssys6watCmTUtkQvpKlZZBMxtpV7UqUprZv2mBBfr3qVGqr9OWvCrquik1/QQn0GZdubZqU1/WSVENXmeBU04iKgbpMpPFMjiIIIIhiYpnn1q4TFHIcz+QU6VSla7C5sRZbK85ZvHfSq04JQ8WthUxMUAo6JoqaSFoxGYNGYWmJUxEDiZwLpcGuWolQSb2OFesS6UuvWKkKeZ1X189jx4UhKevP9mP+oj3+2T1OgY4bIFGk4it5taSpUuVd6ckaZbg9vOXu9hVvX/+OL99+R98NIo9XRfbK6CaWvmoecgl2z67W5BeRa9MOYSt+nEUa+csUiDFtbusi6qybVZBmf9jjOs/hcOD27hZrjGyiVCjLQg2RXin8/oDvOw6HHdpobm5vBEZRME3Txt5TVVFSCwB6nVF9mSvmwrvjieIL0WeqrezvdlhjOOxvUErz7qf3VKLQxedFhCmMQxdNOk2cFxm4F9kpg+tsC6C66VNajPaUXDmOZ5k/bFl6jJlliqhaMaIZTnerub3xmJwI84jKcD5XvHbS8zYK6x3DQZSG+t6jlGYpimkCpQraOTkYnBb1Ia+pKmON403XkYriPAUcmh8eFx5PMyorNK4d8nLwa2Vx9vNzv3/r0loxDDuxS/K+wXfdBfJTSoa720jNOcykMJGWmRpmnIK+8xTtmJsDycN5Yl4WdInsvMJbzb4XOcR3P50Zp8j5NHI+jXzxxWvuv3yDcZ6qDLkqpjjyOB2lNaKFKLXb7wQq7ge0seRaOZ+PGOswzrHzhtMSGKeFJakGg8p4R1FCkilVqsmtt7b1AmE9hdbguvZD17966austNItlrcgqWSUyhqLtxqnQRPb7Gubl1RG2A+qOb1UWkvi0p+2RqA/Ywq7/oQzicNOse8dvtuxv3kDqmOMPSkapjEznifmaeT09EgIC0+Pj8zzxDQtzNO8ecYqpYmxoFRE+qgJYwxd51tVs55lLWDBNvdb6vOk7+LwssKzLw/VKmRmNeVITM2TVYnUnivC3bBPD+iUKCmwxInQKkNlNPM0tYpSnsGcC+MkbaC3twfub/ZYa+mHDuss+8Metdo3hoBV0K1Sk8sCIZJPZ9JpJOXMGIL8XZVX6zqP7Tq0ddhhQGmDM+KvnJPM5ddaBa4FtGk+nI39rmsmWUPN0r4ScvX6ZlR+sbR/4VJ/1qmz0q1lgF4yOLXCxUrK40uTWW034tsB5KzbJPZYG8e1tCb4Fvx/vUe4VZzyo1V74Gup5CTVlswOXXqaSstwtbGWoe8x1rK/OeC7jv1+z2632zYOtWyLvpIVvHd4ZDB/FwAAIABJREFULxVH10nFOTv3nDJ+9X9r7qJe6HSptbLEyJIiSxY5PGtbj0GvGVZLtRq5h83OrcHaGWS+XAKmbpn6pbHfpOXayI4w4CRBKblcZs+EqY6iYo002a2gtpRaSbkyh8x5SnRV0+3a+huDtZWomyQQF1kxUVxazYnlnldHlXUcQ7UgLuvadDFbwiLMbf1rS/fvukRZSebxvPfbQDu046xWUntfSs5CRkgiL1ayyKhrrSlKtbEdgaXmZaEnbSM3pr1HOWcZcUiJ2HRNxV7PkLIcBqkxFqW9IDrDIivmcd5tWqE5i+qJcdKrV+uBW9chgDUqrcnpFqOu0By2YLPt4noRPli//8Uvdf2a1l+wvtbWflCrP2bdnIBWYhGtmtBq3csXIgsIRCu2bGJkYE3BOofrHNY5lPFUHKWo5l1bRJM2JVIUqU0xepaEXBSsRG1nRR9SKiiVgIBzDue8qEy117YhamtVjECJv3ApaX8n61+v3q2XWutGk2rSeOvzqGpFF9GnJUYxlS6xafpeKrtlXgjz0vaGbqM6oRUfjfhGJUctUG5KkBIqRlHniYk6L2KzNM4QAnWcKONITZkSlga3t9vOCXJBu4QyRoQT3DrC1MhX9RIxtFENYZB7XUV31r3wa9u30t6GvxZUa4zi7pXf/qzaISdMTInwtYpwEu3F7nYdd3c77u724sAtq0EuSQ75alrvks00ZT34cxbFIWtNU4agHfayILVWpnHkw0/vefj4kfM4Mi6zECGMYdf3DMPA4ebAd3/4PX3fc3d/Rzf02ObJlmNkOp/JMXLuHHGeMcbijMV1HbevXzX2WeHmZoexcBofJMiUS19l3excJQ2/9Uo58eHhgeompmo59D2vDzsKlVM8U3IlElEenLbsrayNdrI+2lSUrjin8b1rcJBALGusLTmK12cuxBAosUiF0ohBKUq/Yq6JaCq59lhX2Q2WN2/use3gPQbF4/tIeRe4v9/zn/p7+s7hncLZQp4Ko563gxzY1FuM1RhnyLlyOs2EWPn06czHh5HzoqlrpbmyL5vcmkZvUo8vcTln+eqrr5qOpxf1nZTIuYjpdC4scZG+bw7kMJHCxDSO5GVC14yzQhY7terkxx9+4HQ68/WdZ3/jMTWjYkClgioLuiQGr3Dac3voOOzE3/Cff/zAcZwpWmH7nt0w8PbNK7x3vLrbS2VbZUxLoYUIl4skVgqMsnTWywxplASptLnbdX9egk9bgDUBXHuFV/3Ni9LQS0dOxXoMqav/F86GHOhWCyGr85q+l+BptMwOOtdhrDDHczNkTrVSqyRtxlisqXgrPryDV3QODje3HF69Ag4kbshZM84zy5QYTyfG05FpOnM6HYlhEdGDZSHGTExi37Y/3KGUZhxnzuO5mSwn9vs93/3ud/R9zzCIUXKrHwUZCmdKKW0cpKl2bUHySv1o6/m+XODUQKc0dZ6o4xlbFb7I122DaouCrKBaTTfsRT/2eGRZAj/88CMf3n8Qtuuwo+s8X3zxhl3fkZeFpxTECixlSowcf/pImGaWj4+kxyN5WYjHkwTJcZYAWpL0KrVCOXUpkoAQA/F0RjuLnUa0dfR3t9iuR1uL3bltqWT7tJVehea3xEVdKvlVurNxZzYo9bp6+zPX51WcWtENV5u89U6kD1HX+20ZYPt+b+h6R9eJZc9lFkyywutNUdcba3Jy0q+sYtpsaJCZehaXYpAG/jzPhCjO5tLeENr1br/n9u6er775hv1+z92re4ahl99dC2FZ0Ep+TskBrUWZonMd1nuG3YDSmkPYY4zi6djjnCEpKLH1UWm3pGuDMF5mo5dameaZcS5ob/BOg91Ra5X+VSpkijBolcKv0JCpLXGRSkVroZUrpaSSqVCL5LQpF0JcKKlKhpjl0Klt1GWtOFMWhZaKOHQ4r7k5eOnVTXKYjHNinCJVe2IUuTiB0usvA1xDKlCgWpZYM8SQmZuAxTQGYnFUZZFD27R9fdng+gUrTq01u91uC5wxxgs5rcpsWk5J+ok5kmMgxdDei0jRBbSm1EJMmTkETucTp+ORNNygEe1NSmoU+Sw9SSu91c4bnJOe3TgtPBxHul0njPO+4/7VHUPXcXe7o/OOJS4sQViFeSms5giqkUqM1lsbZLW0es6X/bX/unoer4Lnddvz5YPnCtVe/dy6fl1ce8QkQGGNGNLLMaCaiIqXoFnZEIlaQFmD0U6kEHVpDhkiOOG6Dj/ckMtAiB05Q4wjoZkdp7AQ28fqdrLK7pW2GL7rAU0+TTIitCxM04QUbQXnRBDdWL85s6AEnSm5+dmit6W/EJuuy58XHkehCQbEhJ5ndBEbwDWl0kqRnCFbQ9UG03lMI/uUnHh6eOD7f/2eYRi4u7tlNwx88eYepzU1J5aQqDFSxpkSIsvHB9K0kD8+UD49keeZ+PAkPplzoOYiI41GoaxGK/+8/dg+VBR5Pu0cfuipzeDe2JWxvCIkTXSCiw7zJTG8xB5K2b5/+/pV0PxzZ/jnVZwa9nu7/XKrK14L/ORVQVOJ1ZGaIVRGieqJEVk3kabq6Lyj77tN63XrZyiRC1uW1VH9RAyJ129e8erVPbrh3muGto2a1PX1SS9zv9/ju55vv/2W3333HTe3N3z3+z/g+46+7zHObllG7iPeOnKKjIcDcVlYVXO00TjvqUA/9KCh3w10fY8KUQLOFU6+zv69GJ5VBYaWwWlDqZmlLFAVoVW8xVbsYDEF7GWMDKjoJhpjrMH5hnw067F5CqJgg0Ci4mLU+sxVxgMujhWFYiURigWWWAjGkKohl8qPDwvHc2CcI+cpMGXFt+8eudl7hl7hLJzHM/NyliRL54Y2BNAF7RXad6SUeXecOJ0j//z+zPcfj0TbExygVgF9mqVHvSRSL3QppXDOkXPe7KHmeSLnzNJmz6TaFEhKDlhhW+cYKB0oayFlKhmjFTe7AVsLu67DaSOVkgbj4PVrz00GpUWguh96TvNETIWH85nH00hfC0Ot7HY7bm9u2Q09fWewRhFyJFdwznN/c2iGvmK8vERFWiKlGIzuqEqTqzjsbP6JXBU1l1X4xUEtO7oBqX+NilNfVcEroYfm2FIR70WV8F7hvfTlrduhlGOJmXF64ng68uO7d1LJNbPiN2/f8upV36QGQWHIaU+snmXeYaaOiicXQ0qSQC7LmWk6cT4/MbWZzZgiKcbmdiKycdpYaQtxER5BqY1YVmmCY23+9NOnB3768J4QAsfjkVorb968Yb/ft16632Dqtb93Bai/3BUj+d2PqPMRPY+UqhiLompFtI5qNM4aXOdxQ8fudo8vmUBlmCb+6Z/+N3NYpPfoHM5ZbKmYGHn64UdOP72HmKjjLLZdjdBTlkAxUET2RxI5rVAFlNFoJ3Oh21WvPldkZntZqCkxf/pEPJ+xfY8VCEKcXRCBhVoKOUZyiOQQCI9HSgiUGC6BUtqgF9u2Z0FzXf9/+/qswKm14rC3SEVY6G3l4CpWKXZaZoPG7JiLIVbFUjWdFwKHEDkus5PD0LdAeW1LJvTocRxZ5oUff/yJeVpwznJ3d/usn7UKWV+EzWlK/5bDwVFQfPf73/Nf/ut/ZdjtePPlW4y1wvlq/bNVyf+w31NLZplmUgoNhpWAtY5j9MOAtqZpNQ5UNPW8sNp6gYgOSJbzcj1OcRLwKCCTmYuo7sxZpP+KBTtYVoEAYJsHt20cRSjk8tp0FAPseYw8PY1YK6IFuh1Ua+CkGpK6DHaX9h6lWplToc+VXDQlV374tPDu08h5DpynwJLgb758ZN57bm8MXac5n8/My4hSBWNa/6kWMBWnFMZ3pCnw7inw6XHhjz+d+df3R8w+429lxtQa8YIVySykz6Ffjhy0Bk6xhloriJGSy3ZwpqbDmWKUgNkG43OIlA6wFtUkcLRW3Ox6+sYWtrqp9xipBF/te7SxWNdhrCemxGkcGZfAp+OZT6eRfZU+5+vXhbvbWw77AdoIhgqaUsG5jjdv3+KMZT6dSGHhVBJpjpSWOCllUUU367erwPnzzuKvBcYrFuhfI26qrf99gY4VMiOuAE2PMxXnwDkwxtH3e5S2nD4ceXgc+eGHH/gff/8/qLXy6tV9g0l3vHnz9kKGU82UImfmeQdTD8o3FarKEhbmNXCenpiXWQJnlj50zllIKlYEBFIWbd/1DFBK/yxw1i14fvj0wP/8x/+fsCyczme0UuQCbwrsdgPO+cuCbGtzeaZfCqytMZJ+/AGab2xEsWAIWvO40yStuLOWQ99xs9+xv7+lFiEGTfMsz8eysNvtJHBahysFEyLnf/meH//+H4UtO4nqmht6jDVob9HWUI1UlxTVZAhlhEQ7e5Ee/JV+Y82Fmhax8VuCnAd9jx1EL9d2PShFDkGcipaFOC9iHbb2T2NA1QsHZkVMVxDrc9b586BaFKZqyqZ3KTdeaU7yaHK5bJjcmubLUrCmEOOqyHJRF1qht7XqlGx/ZllmwtJmJ2vZKtJfbIT2UeqmmoTvOrRxEuTayIlk16V9z0X3cCU8FZoGY7FAFjhGXx5kqyvVFDpX2Xci/zQ6ycTFN3ANUi/Xj6BKbz4uhTALhT5HeUhjSKRYtoF9Ye21+UOjGjkktyFl6SNe97JEW9Y2OE8Cr3ihXiAkWwz9INJh1iuMBaXFpmqOlYfzQk6F8xJYomjTdr3HenH6yDWzBIHQYopcjt/LGinYiEXTkjlOkeMUmHMhtoxQpyAjM7apnCAZ64WJ/TKnea21mRIvhBiJMYj7RamNAXkl4K/kva+liH7pslD2TgKUWpnf4K1BOSuvX4nX57xkgYW9wRhHaUP6ocCSIRYlYth9T+dF4N1qEQkvOZNyoNRETvkS8iobySs3klfKmVIN2otOq0LLiMPP7hl49nw9Uw36q19N31VezAW25OKFKlWbImfEl1EptHUY40npgXE8M00jyzIL72GaqFXYntM0oqiMVQzsHTNaZXbFMiSwbqAfNCVnYlhEGCQJ/J5TalMC+aofLC8w5UwcRxGFWRZiEhk40a3O28cSxNhgnqR6DSE0VEszTRPj+YxCJPrUugYNnlaN4fKSVX4BZgpLTqQUmULiaYkE4OHBkIwhhjekeIuqmbt9D603m2MjTCWxV5tOZ3RKPHlH8o4lRqoVCT/rvRhgH3YYa+XZ1Zp8HinnUaDSNXle5e8aBLIFsq3Akf9eq8NSU0viZRRIa0NeIgpFiZFaMinEJq6QN/UgrlXd6rrL2s++XqS/YO9/duB0xZJNbd55hoyW0ngpqFKICrJOhCSHa7KZBxcIc2D8KhOjzN7FkJ8dekrJuEOIgQ8fPzBPM0/HYzOFTZiVZvyLjaDIaFJVxCxyW/e3r9jt97x+85bb+3u0Vs1YdaWAV2yTlVszXq00xjpAnAB0g1hWz8rOZbyOvNolvn6VOXeiZLMsYJVGK02mErfm/m+/KlCiYnxK5FioSbEbOkotnJ9GYsyUooQWbzTaWukHKXE7mKYj8zLTdRbf95sqKSiscXgnxCtvPVCbdVaRRryV/oYf9gCbspDznjkb4jlxejiTU+bHxzPnOXA47Hh1u+Pm4KgmE2omnRaoSQgD7a7Ee7C2UQjNHArj08y7h5l//nDi09PCw5yYUPgUYTnhnGUYwFqL0r4xAQ3iDf8yB0vOmaenJ8Z2wImDvbAKKZcRq5XNrqiUkjgdjyzjE68P92gzoHXGasAo9oOjmEpvZf9OS+CnxwXjDN/eeJwfWJqrzhIKT6ESk2J/uMX3uXlDGnbekUNg0ZVxPpGyeKGuSQRNEjLOgWVeWCbx8axeVHa0cdSsJACV0uTzGrO9Zf0/T063BGdt/6iXhw+VAm1XnVf5+aUdlqWkhrrkjT+Sk6LrLW+6G3zXMS9/5Id3P/Dh43uOxychCeXUFMFuGPqOGCLjODafyAi1crj/wOH2wOFwy9df/x6t4Hx+Ii4j83Rmnk5NZm8hl4IyFuscFany53nh48NTS0yfw9s+e5a4gIYlysz3hw/v+fThAymJ/6pSio/vPxCXhcPNgRBkVjLnBMg+F4F10+asX2bNk4L3qvIpBo7TxKdPn/jX739kjoFPZ1Gv+tv/+B/47tuv+fqrL9h7kdyb55llCUzjxDTN6KLwRfHkHPnpid5ZyjSi9juBeO9vsd7T399ivJf3MmfC+0/k40lAsfOI2MOZS7DauFG1Bct6CXhZNmJZDSA2tPFqZCpLZZZLIVdJePSakP0sx/71+Pgr5e6vXJ+Nc22QoForvbUZLyr5WYm3fM5yGJScmaeAKgshiI7masIs+F9taP5lZqm0B1sbja2m9UF/WVlsm7V1gNeFWA2vTWOtSQbdHO9X4XitWgVxraiySmWtKc6qYlRQKqNVwtvMrpPmfu8FSLLIWEWsIKziF8rWq4KCqCHpQgyFFCWrFXGCLL+vinvIJn7ZIJ7StHWzFViXRpqopaEHprlDmDbioVvSry86latxuJDYBY4qFWoWclROzV9Da6wzdN7hnNng6lJF3UO3YAnr58tVShb3iZiJST4ygmasJCetK8ZCa2W0HkVlw95fYrlr3cYOUiNErPvgGsq87skr1dxxmoKJjD1IkDRaYY2itGpfkJnCHBJGzgNZ7CZ/VmjPPU32zFqcVlgtQTrFiNbra4zybzGUJH6wRultZKKUdUZwJdQ1wYDS/lzX6p/t/fi3yD9rqFRtqV8Srq21XpKUKyLWNeMxh0hJSQwIjOjLKiV9rdKIcqISJs92zomcNbHB6cuyiAZ1M1iutVKtBg1aGZZ5wmjVyD+pfaxz4NflSJu0LPXiq5qyQI0rIVLpDZ3Y9Gtrvbwv7eeuYgKp9crDsiCsWyGkrabPWhusebl2RAUClTFHTmHhaZ55OEuScDqfhZB4PjGPI8s4sowTRuuGxARiiDKCZSJpWTClsMxOlMVqFTjWOVTfozqHGnq0d9Skxf/SiPdqVc9f1fNKkG0PCDb7fD/UlbS4iu1waTao5n/bus/ys9aHT0ZALr+kPQdNxvlZvPxzJ8pn2opVYs2kukq2QUoCC5piUNWQiqJkxdMx8O6nM9TIh+6PdP6RL7/4PV9//Xtq3bHb76i6SZzViqmiPwqa27t79ofM27fykL9+80po29e31Pog2mqMFy1XYw06m212J+fMEuLqqoSoZYhsWc6anAyXua9KWkITbM7kFEWXNkvF5PIjujxx2x3p3ibOM2jdMweoEWpRTLFyCusc5W+/BBp3hFE0WVVdcFaYhnOM4lKDhqooVmS6FIrUIMV5SiwzpAhhkaO5JEl2lBJHB2Oh61pmT4ZUcUOl70Uk/rC7gQpPn86EJaJUJaWKweD7Pa5W3nY7cqkcdp6bveemA2cRY2CMOLFEcSuQQkx6nDWJ40nOEEumTBmnK94ZfGdxqjLsDHe3Ft9Z7t8MWGuYQyWmTAmFPKUXWWuQADhNU2PN5q3XppSIt18SNcFaSI4SnaAXxtD7nsOwR1dFmBaSVpjgyLqKA32IHMeZDx8fcd7z3e+SoDhWBPJl18gh/uVXr+k7z3QUI9+yTPz4/b/K9+naxPI1VMOkzpx+ehK0oTkR5eLwfU91XrRS20yz0lpMwVNqcGi6wKTwLCnYJPgucfYvScY/65rnmX/4h7+7BJUqM7KbzGat5Ciw9G7Yc397z93dHd/84W/ojW3VtFiBOe8opYj5utaknBinkePxyL9+/70IIyhhti75lpRvSHGi9yI5Oc8nUgycTyPTIr3sihzywq/QhBDFuScEUgoiqE/TM2oKNTk7co7krDeXHWoRrgdctZ4kMVvmmYcs0O60TBvBSTcRdnNFnvqtVwXmknn/4SM/vHvHw+MjP71/B4iFnbUGs4ykTx85l8y75szyOM9MIfLxx59Yppk+Fywa03nK7Y6kFMVaitb0nce29kTNCRMrZZwo00w+ncnzIqShljjWVRWoXloHq2Th5WMNplzgXNjGE7f7W+3zAI159u8v/bk1ICDBte21TXnqL1jHz/bjLE0TNbdqrFDRFWHrVXHuKBWWpXI6BkqujOYR7wvHkxjAdr2/9CZXgg+IbQyKvhuoVLrON33Q4RlFeSUDVSTD11Y/U+tft1hpQ7nGrEtZKCW1YK2oJW0ZpIx4SOCszRKn1DZvWiOuzKgy0tlAvy84C0+LowuQlirqQQZifTmPSAWoagRmLoXFZ6ZzAFVJNTc2n+wIRSHbVs1lWaMUKzm26j+uxA75HuvAWIV1YF2r8IO8duPAeugHw+390DSKJwRFqtuIkDijwM7LgbvrLLvO0PuK0WlzdNFVyVxYFcandCkFThHVj0iJlRpF0s8ahXEaU0XpqNs5ut6yO4gGbx4jJTSbsZ85w/yWq1YkaG7GAJfh6bWKpP255tXLca0wNc5YvHUk6/DWomuRarNqlggpF2JMTNMijOgGX5u2d01I8sBrxe1h4Ga/41MMhBPULJCwsRrTiQoWVaGKhgzncEahuLnd4ztHUYK4FGMojYegtfir1lpRWrPZb22oy1Ul3f5Xr1Pxl1vq7Yop8v79T6TmULSqfUlCm1iNBnIs3N7coZTDuI68Vuu6Saq192DtmSot8G+MkWmeeTo+SZVuxeqw7zV9Jz6p4/mI0YZlmcg5EULcpDtbOsGKOaRWaYYYryrLtm5FoVRpDjvtc16rVnlmqm5m4uoiSZFTYkpy/+fpTC5ZPEGNvoIhX+aqtZJq5TxNPD0+cjo+MU6j2CfeDHhjUClSp4moNGdjhRU8TUwxMp7ExqsqjY4RbbRUfkAyQi7S1hC1KG3Fksm5No/M5omZUhNfQB6mUjdEsK6TCdfmHPXXNp66fFJX/82lml0Rkppz42+oS+DcFGTWb1qHWNS2Tn/q+mwMYG3SrxZxRglCuL6W5j4lYSopatW4weM7GQS2zoJShBSkwZuF/GO1ZH0oJbOTqomPG92sxJ6Lea/wqnOOm5sDr17d8803XzGOI9qYJso+M88Tzll2u16o5NZRq75s7Cqwi0A8Uo2uva1cEiHMlBw4jSM5jOQlECdFiJWPZyGQ5VgoqTAnmOKvyDj9u6/mBFFEjUYrLbq8SoynZXZWDgndoB8q1CSvIbeH32iDM6vTx9ovETJDVpCtpDHagFUKbQrKJNn4aYQqgbSrFpFf9pAL07Q0STSNUTKH1WmPrZm4VFAydmLUuhFrCzxyGOj2TvbWMtgOBfzubc9hKcQnA9PCsNO4wWK9ptpEMUrs3BDD67K8GFIrlaQ1mKZkZbTe5l+dabBsFbsvgNJc5Pveo0uPtbbtLYgxi6m5FuUq38nM4Wvt+X/tDu8dX719w/3toRkcS688R1Ff33tDrys3g0Pd7THWiIBIg7kqjVlcKyFEjp/OAnumBd956DKqa+95EfkokcWUnqehoqtqDiMVxWod9dKh8U9fJRfG0/FZ36o0xKQ2ergEsKaV3CmMV9Aqx77ruL25JYZA1/cbA34V0F9is1mzGqXFg9NYcUkRubzEw+MDSiliFPHx0IQOLjaBiDE5sMyRFGX+0BpN1ZegJspc8iyUnChJbxC58479fkdMabPi8p2oPwnhSxAAY1aLL/1ifc3rq9ZKngM3+z1ff/0VfS/9R2qhNxqnNS4XdAigLfk8kSqM08i5zbJuXstUKJkwTcSciTUTayEvMzZHrDFk5zBawXGE80Q9nqhLoMamgb0WQttcZXud15HyOjhuX2hfetaTv/oB139WPA+8ssBb9Xr9Myt/PmjCvyNwZjQl0/RZ2zCyVjRLSnFJaUoUJckh6XxHN/T4rsM6B1pIQKjaZiELznicEdhrv9+jtWoqKHJD0jRXrCMptanHdF3H7e0tb95MfPfdN5xOZz58fGCaF5ZlZprO1Nqz3w8ti4NaDTEuhBZYtkw3r9Vm2XolyzKR0sLHT2fG05l5DownSSDae09J0svNBcLLmXWAWuXCpGrTWmOU+FymRlYRdRSz6QaLBKEcQqk9/KbS1lIsw0C1sYqCUlVUtaCxgpEekikUMksSZRrbCXlKVQ+lI0wLT+MCOdNbg9UaNTg6bTC1EuZCVgVl5cBb+9kSvFs/qCq0qvTWMfgO7zVHPE8BRq8oZ43pFK5XGAfFJjAV5TNWF8hQ3MsFToVqai4S2Ne5YAWbzFvMIuhOVS3hKgy9xysZKahVno8URQJSaYNS0GkHHexvLF99PeCd5asv7xgGv6EbvXWYNrt48AZnKnrwDPogD7sVODfURK61iaQUUlj49PGjaH0uM773dDeV7s4LfJszShWRSryCtgplk+Z7JpzS4Nn1era+L3yWl5I5H5+e/WB1/R9KvqdQwRTZh16BlvpgGHru7+5YloVukMA57PYtcBqWEEk5Y61UozeHHd5bvBP/jRAjHz59ANjkOmu5tG82NCrLs7QKIQCSjG5rVNu8qIxZlBTJCoz1aK3oOsfh5rD92/Xs8t5LjzcFQIRC1or0+me/1FVLIc0LdzcH9ocdQ+8paSGnCMsimrU5Y5aAqpqsHbFUTtPIsTHNpXCTwKlKYTmP1HlhyYlQEslb9DxitSEbi1UadRzRpwm1LOhpgSyIkTT+i0jzwSUQanXddF+j5FpUPv/e9Y80iPc67K5aemt5v0JGqskd5l+yzF8eqq2SIV4o7Gv1QINLFBaLNpa7m47ffXuH0j03r76lH27Z73fQeo/TMgESOGstFFeotgKWUkQbvxaomg3TXt+w2iqYFXKyztMPA/f3r3DeE1LGWEvXOVZnJPlY4TcJINsBroroHjZIC8U2gpBSaGMJmdQcAfLmAtOkAtfK0ID1L3eybHB8XfvazQKo0Cj8dYMJRUqvVXTt31urMRqs0xgjgTanNpJTJcOrRV15E9crBERRCoQgfbiSmlByNaiqNwJFzQXbMJHcYKmioCpLURoZmBB1EK2qEAMasrC6VhRtCcUQsmIOiSUIdCOkINBWoS5St7S8UJKbZ+SN37jerTJYe5tar6+RVgF0xyejAAAgAElEQVStYpCq1ULrvpTvm6aZT0oxjiPjvEDJEvy0xnmHM05E9U2Ps5a+39N1vvXDErVabvbC0PJG/CgTkVJqIxuJsUGpwhTMtbSWSRO3BjaSnGpqUQ22XEd3tG4C+TQ92+2gWcVErqrOjZBXt+fir1EF/WrQXH9zhfbANwlEObyXeWLpvHigIklB33lyqc3QQMRU8pzIOeKcGGCv4gjARixZIei6qoCVukGGK1Hx2nVpXRu9HehybUlu008tpaIaYYkqpMVaK33fU1kJQNJXzNm24PvL9X3JwJlT5tPDJ7Ay3pVLljlfxIVE14ptrHqtlVTDpRBiFHi6XLSncq2oXKhJPIidEi3t3hp2zmG1Zud6rNLUOVJNEG3Z9YwxEsBqLavA+WUDrBMXz4Kk4te3n7pUlRtJ9Fk43NoQz/79lig+Rwn/CoGzsoSIUkUCtmn+bFphrcIYxc4eGOzAl2++4L/9t7/B2IH+5i3W97x5/QZUYYmBp/PY2JQiELwb9gz9jt53GCXNflWbV+d6XGlF48JsVaExjmHY8/o1/O1//k9M08Tu8C88HZ8EHnYaayXoSBUhh7bMWzkRNUZ6ZbVkKloyIMTseZpOLGFiXmaWGImlUpSjkMmN2i4BytD3msNe/xtv7r/jUmCckqHhWkBnQgpobXCduENIf0yRE7KBawt+WtF7eQCUrmCCzFyeEiEUnPNYYyXhi0JUqA1apQjpJMXMNC7twZdkRteEqYEwJ6YYRKIvK5yGZemIIYHVpG6P0RBUIqmCNwlvMlVDWn3/TI/WVkyBl8DTFPnp4cRpSSxlRuuIsRbTa5mPNUKKqU24IuXCEl/OVsxoze3t4QIbcgkkIj8oSVOqlVwhU5s/qiR4P/70kT9OQeT40ozVirtDT+ctu8M9r+7uW8ImAvJ3r17Rdx1hHgnLzH6ovL2X+wvTSdoNp4U4xyYf6VFGYxu3YJxm5iB6tt1uENNfa0HpBg87lHcoa5v0m8waq2rQGKmmQtyCg/SqKtCeFWMuWTqtR/QrB/tvuUQ2z7ARkX7x97CWwCkmzqcjRsGn9z9QljPT+QHKTOcVb97ci8tRkeB3Op8YxzPOmYY4aXovbNWUEssSnsPT60jDOilwFTBFqzixirZrJSpB6xz4+nl1Ylp1jlMTUi+1NNMIz36/B0Vj/q/M9tZ7VmtR8mvr/M+/eb2neea///0/cPPqluGwI8eA8x7lLNZ36Ap759kZiy4Qw8KSEqfxzDEI49w1m5cYM0UXMRzPmpu9Zz94uq7n9uaAtY5df8Aax4whpEqkMh01VYM2Mo9QjBJFoWuoY913a3+zwbISE3+5UdZ/XdXPImMjZq3AvwSQsgkhlCuo5eeI7p+6Pjtwik3XtS5tu7/2S8XDsGO/O/Dq7ZcYN+B392jrcc6Sc9pEk0tJ0ldog84KCRDBd9giQ9/r86rauMX6gK30dfl7GZsYhh1Ka/b7HblktDXbxrwkh+rScFeSfQtV5XnKsS5qLqlVA6Vh+zRn+kZ4gWZKbOg7xa6/NuX+7Zc4z0hPc/NeXQUomn3Oc6z+UmFbY3DOUkkyd6vkflb3CFa04OqeK4VSpNovGVKq29ehigBGFdPqixx1pVZFrsJ2rYC2dSMFGaCiUbqiCqTa2IdodCPOLHPhOGfOc2QMkdxk+WgayMIDkdGNdS+u/ZEXg2rXYIHAmOuasK4P6zPWYKMr3KjWyrwII1MQDIG4pbKW3roIxytSkvGglCrRVFISApfS4m5CLSQlZDsR308obVi1N1dyXkyiiZuyjHeJvZZBaYvWgvwobbeqcxM40KoNF10Li6z3sd6z2u67rc7LLPIv1pzWG/6VN7FevinXhgqVLASeZWJxhpwWaklAwRiBuWPjLpT2vdapLThtcoN1VR4T9EV+jb6wlVHPyFIXuENtQdIYs31WV9WmbaxeMaJg+znaSJ/ZWrvttZ8HyK3weslD5OoqpTBOE27waNuCSONPGJqO7Uq0KqURJIsI2LfWxEUwXZytKFJIOaPpvRcnqb6XWfG+xxhL8o7UmMJbhbiu6zoYvfYut7f/l1AstOD4s/3y7E/rPq8yo9zGg68q0bqRj9YRl4uiUP3ZqMyvX58N1S4hCyMTQEOqzWh0EUjqMOywwxfcv/0D//Fv/z+M8VKllcLj0wM/Pf7E8fjIj+/+RTzh4kKpmZvDLfvdnsP+hq/efkPX9by+/4LOD3gnpCLdNnilsoRAzpl5WeS/S8H5HqUtX339LXevluY5F1qJLua+CgnAF7Nr6XHWprhSUhGD5jiT4kTKI6XODD4ymCJWUl0mZ5i8paJ4fWs5DIa+g/3wfBj6t1xKgbYZpwtWVbpBsz+IVKHMvCWWRQK7lOGSBLg2PL3b9fRDxxIWzqOIKJRSGzwDXa8wradZSuHpaRYv09STlra5tcBKMTf5vTxDrqhqsL1DK02nFU4pppz4/tMDAAWBZEyD1wev2HXrYSzBLqYTJStO48TxODKnxIfTRKoFe28wO41pAUErQ98NaK2I5ydiSJQiesL1L9npf8FVqc/2RS0X4ljJF7IIiMpU1w2omjmmwrxEHk9nHh8e2Q2e1/c7eu+4v79j33fshx6nNe8/PfCP/+v/yPjO/qbJUBq80Qy95/X9QaTI4kLJiffvj/zz/3lHt9vxKsg4ydMk6MccFuawkFMmTjPaGL76+p7d4Y7h8JZ+9wXKdlQ/gDZUtUpgKHSTuZMRMPlci5wwOdc2vmWukoO6rdFLXtY5vv76m2eBc/udLUFJbVTDGBlz0iVx/PQDafTM80RYAnGOxDATo5DWUpIxt/2uw3mLdxKkUkzPEIT2bsq9re2wRqJzzaQAKl03UEreZny7rufVq1fNqLkTZEddesir+lJoPVbnPN6X5tXZbdyEC6y7Bu/rdXj54FkVRFV5PD5xGk/03nEYRDfcaYNFvDlrTFdKVYklBuYQoBQ8YnGYGznOK4c1lsP9G1793/beNda2LLvv+o0553rsfc65dauqu01juePYJID4AgqPBBEwKOJDHsKIIAJREghSCJES+GAkUKLIipAIQgg+RCgkSAQckCIkHDkRSaQE2SQBP7AT2007RibdbruruvvWrXvvOfuxHnPOwYcx59rrnHvrcbtOdVVX73G1715n7ddac801x+s//uOz30HTd/QPHlipUGgBQY9H8vU1eQhmTGSWsiqt3ohyQp3eSgrorT3yAiOrRvRFrEmC1DaLORseJ9varqledNOktTKh2OhWuuXfm1TlpT3OlBQpfINJ1RSoWmLd8oQtvr1kc/Eqn/rUZ/E+sD/umeaJJ08ecXPzlCdPH/P1r3+FeZ6Y5gHVzOHqARcXlwxXD2mbhk2/ZdNdILjSIsuX9nXmAc1lAlcOyaxqoRPnuLp6wGabOI4HjsOhKMdTpwvKArl4WQUpqcuimch5LqUrM6oTbUj4oKhX8JmYpVwkx8OrwCsXnq6FbXe60B9YxNqCSdDSkURoO7tk01TqTGNFujk8lULPLOymCXRtW5DClrOsYAdxEBrBOSUE8yzjPDMOM04CaIMPntA2qGixOLVwPkaCb6zHqTNgkBdhTjPT8UjKyjCX3FsJbW1ba+Bsxp4p8OOgTLNyvTvy5NoK1Ic4o155Zduz3TQllGLk2k1oysLkS5625qvvaYFZ5sMJ3bkAxRbUZ/UgzLNI3oju55jM4zwei4djdYWbvme77WkbK90ZhoE33niTaYr0vYFYri42XGx6Li82BC803uNygpzY70eePN3Rz4rvB3COx892HMeJKc5McTJA22x9IHEtbX9J09qDENAQCsk7NQ20hBtt/PIShanz464HuESY9H6Vp/eeBw8e3HIgTpfT5kslI9A8k/OAU2U83KCTnHpkzlZ7nVJiGgdiTEYi0YTFkARlXnrO8twPrkO21ZNs27Z4iaeQrSo0TcPl5SVt29L3PU3TnKJYaoQHpgwFmSNZ7T6z8rptyW2GJcKxTMBb53//oliKIY6Wg2e74aKztn0VEeySGlVd6QWb1DzOOUVD0YvV7mcyrhBqeBHa7QXbh6/h+572wZWRtktBa3cdGjzqXYnc1EhRGXPnFqV5CnLI0q7UopHrM1mFdNeAnoqYLcxd5EISI1gqK9s6T04lKXFSykuB0CoC807y0h7nNEbjHpRSeJ8skZ5mK49owwWvXL3Opt+SdWYeR95848vsdju++KVf4itv/Ar7wzWP3/5qYfiwxPLNs2vatufy8pLdzTWbzQW7myOXFw94+PB1XnnFrLvtpkOBaRptoZ5HxnlagCKaS9ueEmrMqSiMVFFycZnY8zwvyNmcEvM4kOLMPB8Zxz1ZZzb9FqHlQX/Jpsk0MtHJyDBl3nwcmWYb+N0xM0zKYbgbYPhgIiFbnaoraE8S4qC/cBbKcB4dE5ocGq3nYja6dqY5IsORaZ4Qp4Qg9NuGkDyucSQtYJ7JgEUiwQw/9cRYOIcLWYH33nJkTYPrFC+Bxnc4xJB6Bc2bkyEgU8ByEgWNuk+R481kN0vhMx5HI90eY21S62g7YzBqugYXAqgnTUIE5lFxXnEuWHQhUwBl9ydrj9Nyf9XAqkGe9QrvQTwqAZWG0Pb02wtC05IypeNGZJxmgnh86R/66muvMY4z02TsT9c3e3a7Pc+uG3a7a5om8PCipw2e3fHIECM6TdwcD6g4rg9WoG/3uTOjKrS0bYPvGqQJSDAlKiVkq+JO6Q1g8bWKh+RK3aOU/H/1gpaUwPKp+x1vU5yvLCCNNQDJEOAUoyWjOqGpIbjMw4tM483wmqMtgP5goL3gA6iFRNvSeN5qt++EoSl1e/azRispjs1mS99vaZqGTb8BYH84ME8zwzBy2B/JWbm+3tH3HV3Xl/CroWoNtOetNtr5ssbZ6TlnzdJPnaFOx7L27D8scSJcbHozLuZKPdrQ1FIUBHJcmqjPKTOlxBQjc4q02ZylStCuXvBNQ+g6fNfh+h7XGnG+IEZfljKs6jiJ0ToIeSl5y5row/ZRwrEYvqOKVqRtDfMWQmgLthm2JDtnNaa1TZkrhqiAzAmJGVI0FO/JubXjdc6oyZrWfuPnfvYdx/GlFGfOyjBEuk1j9YRYg+6clOlgHJ5dc8Wrr34H280lOVt3iS9/+f/jrbce8fd+8Qt86Ut/n5gGhnFXkuFV0wdEAptNx9de+xU2mwuePr3mwdWrfOc/+N3MMVtHFfcAEWGYrN3PMFmoVtWI5u04MTc8ifFzZkixoPLSWEIuNewyMwwHy5sc98R5YpoODMOOEDxXVxe0reezr7c8vPBctkce9jtudhP+izfc7GeePpt4tovU+qZ7EwHXZENMFgo3YcY7R3fZ4oKQJBKdI02OmEpuprR1G6eJGAeUXNpZOXrfUoCURE0UlIuNGVY3q+qJM0iCpNbvc9MGfAOdC3TOI9nhUiBnGIapdJAoVqkD6UoeuRBS7Pczh5vSyFrNCp2nSI5WsuFCwHsInUcCNH2Lb6w7RhottTl1RXFKS9eZV6ZTvDfU4dpTWBfiv/CB1dBSlKa6hqbbsrm0/poxWw5yHCeCgEcMHe08n/70ZxiGia999THjcOT6eGQYjnhn3T+6tuFz3/kZri42piSniVkcutuTRXhys2cYJ9q+o+s6gne0m0Dbtvi+AIKaFgm99aQM5lHkaOE3ileksCzeyVu98MLcUsKZNf9lC/z913kGH3j14WsvDtVioeKlBjgPpjgl8qA/0rjIOCvTbNM4uER2LEqsbRraprG8fYpLiPBW3rbmvkTw3lCul5dXvPLKq8acdXGJqvLWW485HA/ok6fsdnvmOdI2HdNmw2uvvkYT2luKsBp0XdezPrH1ed727Nfj+uEpT+8dl9st+5zRlAjBIiONOBocDRbVyzERszLmzJgSY4xMMdIgRjHqpGAIHb5taLqO0G/wm20p+7NoATEhMcFoPTp1mKz4fQEylrpkJyVk60testAbOjECDxFyqZsl1H6J3iIqTsjBQJ9JSs174/Gtp20atg8e0HhPkxSfFZ1nGCfQWq0g5X7xEBpou/tVnIC1JpqVaaqAHssZetcSfEsTOoJvSSny7NkT9vsdT568xdOnj9ntrhmGI1lnsyDt1gXAyH7Nehwnyys8fusRh/1I22xpmg2Xlxe0nUHNh3Egpbha6FhCkdM4lS4rB46HfQm5zahm5jRxYvZQYpoXxpDjYV8a1w5M00jfdzRNT9e1pZWQR3yD+gb1I8pEBqY8M855BUC6JxEbHmP7Mu8tU37HqzWwDoIPzmqiyIXeNlu/O9VTPkBuPZXYW7nJS4LcO4eEwpJSLLucLZKgWj0TY/YB0Fjoqgp7inXEKSAbLcCrEn5J2SICAkaWIEJogjWkLUX54tUK972xGklh6im5fKZhRryz+tSUifFUoH6fsl7Qbn33CpQgxUARcYS2p+1m+k0ElMZB11g50JyU4zSTkx3/NJsBU8PgTUxGBC6OhEH7cQaGsa6eStSMkMmlDrbbtLjGwoht1xICbDdWShPagIQlucyCTpRTF5K88rJOHVHc4nVWMdCeLE2wPyyR2oC9eF0LiK94Ha4moMqcDU5og9I4Sx0lZwVCOWXjUY0GZGlC4DT963lSB2X5/pqb7HvzHLuup23akhrwt8pWKiYixsgwjohzBXlrx2+8z+Xtd+blXaX5YvlwPU6oJBgF3CSVaa2wjpU8o66iDimf0hbZmVFuwyinyCZWb5vm2Sj0ypqio7X2GoeBaTaU8eycgfSLAlTnivfpoKDCc1Gk6oRcKCMJwcrDmmCt6IK3/rflNfu8L/05HS4YOLK/vDQSGDXwk86zeb41t1kVtvOmjJvmxUO3kpfrjqKCz4HjPnEconlBXmh8w8PLB2y6C7abB/T9Bfv9jq+8+WWeXT/jF37x7/D224959PUnPLu+JgRoO1naYIERHKSYETdy2A/s98Ibv/p1UvJ87Xse8bnPPeb1T73KHL+HpmnIurZYXPE4zWN4661HHPZ7djfX7G6elethBa9znEmaCvq3IcaJ/e4ZcZ548vbbHPf7pQD61Vdf5dd976e4uryi7xvwgeiEoxOOcs2giSHfcD0MPNlbBxcf7rM/JIhVgYCD5DITM414pGnwrdBsHB3WCm04zlZjmU90apW83fkTN6OZKwa4yZpI0czuti2lOurI2RbRKc2lZZsnZysd6DtjSxqGiVQQoimZITnNDpcFrcTmRbHOc2IuLEZt3xhhdxsIhRkqeEFdhm60lmRAFptzKKQp8/SwL99n8yZHJcd8b2uNwnOeJpw8kjtaFMTjQ8fVK5+i7y+5uHhAnI54Eo1Ecorsdtc8u7F+nWme6fstD195nabruLx6QGg3JIQpKXMc2Q8DsyojsA2OkcyxEJhvPYTG85lXr5b8mBHxC5uNMRRtH2wtzN041OWCqD0pB3GOmAyVC8Z2Y2VdvpyrLjnAha2rWoTvnfr5xsZdy3hyQrvbTxZjTUAKutqJKcyLPtOGDJrQHJE8MRwHhjFz2A+kmPA4grd6RB9O/R7tcrolj9l1HSEErq6uaNuOvt/Qd9sSTvWLQR5jZpqiRVgKucixH9j/A0cuLmqtaEXSFoNOat7u3bz1F3mbLzDc7kFEDNjWtg1CJjSGeUdB1AgxJBuBdM7KVLq51NKaCRAndCK0leZUrV41HQeGmxvIFq3IKTHtduR5Yv/oLXNiYiRVytW+NYXXBrQJiPdI04Jz5kE6B+U3XPA0vTUlD12H88FYvgpfcduax9/1fWlMYWuac87OVdxCLpGilUFScAxgGJ1UcS/vYxxfTnGKEJxjzpGkGfWCYDU5vrTdQSCXvOGzZ0+4vn7Gfn/N4bhjjkZ2UK2eU5jWOB7BWgvVkondfmAe4frZM66vn9K2nv1+R9eVGDRqcHvvi+Kk5CwHhuHAoXRyN/YiWxhinkmaC8uLMs/GMDTP1jLncDjayarRceVkHSVScsRCeefmwBhbpuSYozAniIWvUe97cSlepz3UOA2dWwBaleqwzPiSi8tkNbahGuVSLTlLtZz0yamUUppXeluKwEI8cTqMW7khKYnKhTnh5CXo0i1HbhFVnMBypxBuaIKBZpx1Y8ElcutQycZmVD9Ujj+VxcrCjK5Yxu9zpr8vWSvL28+337YKK+LwobVmv5rwojgSQWbSLOyyMs2J8TgyHQeyeh48yKCVPLxeiJrvKWEpIGqJpCu1N7mRNDSetmvw7qQ42y5YzWvpPmGg1BNlw8mDg0ouvvhhslZYtUyrjC2rRb8e773KO90w633Fyy+K0zkriXOlxKp2IknRUjCpluis5sbp3O3vqjRDCDRN6UTTtKW+uXku/5jzbcQ1sKR7lmbvK/DYXfDLuyvO0/tepETvU3mqnogfXF1/1wZiNRhrJKneuyKnyJcT1DtTdJVhBjO04jQV9rKEpsQ8jqR5JuZEcs6Aal0pE9l00BQPr23M22s7cGKeZFXMxSEJfY/znqZtLbVT6Cy9c7SNRQS7vi+RBjuHddmPK3lMCQnxJS1RHDCNqSBu31864qUUZ2iET39Hw/6YGMdkA1e8x/4Suj7x5PrL/NIX9zx5+xlf+dWvMYxHjscbRGYuHjR02ytsgaqEBGalTdGsGucV1ygaLeyRPRyHPY8ff42cBy4ubdEITYPzjqbpCW2HBY2FOM/c7J6y293w9Nljnj5+jFaydhTXBMQ7+m7Lpt8yDgNvv/WIcRx49vQZw2GwZHnT8DZP+cIXfoG+73n4ygWbTYWRB47HA1958zHDcGAcrImqZmWe5pcZ0ncVLRg414o1km4coQuENuA3LT54dGcgqaQRlXnxGCEzJ09M3m4AaijcnjdtS9MKTXB03RZV5TAPxGwctapGbtE3J5afnGEYZyTOVvoiBujZht4AMjd7IyTIRrkH1VMwzG/TtIhA1AlVT+g39Nt+ofrLRGYdDf0ZTXkK4FQKt6FAKk28o65q6O5twO/kMk+Kc1kUb7U0KuFaZ/lmTRF8wjulCQ0qnkNUdseZp2/fcP30mtdemei6DoBHj55xOI4M48Q4TfjG8+D11/HBs4vCdD2ymyC6liTGvaoqBmCTTNP3lnv2gcZ1iAQ0B+v8kywN4QWCWqjzFo1bPrEBqdoiinOkO4O5LpVwpe/svYoYm8+Sxyz7iqoBIOVo3hAjngNOIykNzBrZHxNPdomnu4nr3ZFxSkxTXAgslvlRekdZuFoszN0YEUXX91YDipBSLgTuNibOeQvLDkcOhz3TZHy23nuapqFtm4Xtx3qB1vaFq/OpClC4pQVftEDrXQV6n3YhWETu0WO6xvirU7Q6YbB+xqh1iZJ5ZsT6d2pwXFxucbkrkQ5H5zybYOxAueuZvWc3T8RnT00Z12nUeAiO5rOfIXzqtVV6WSwX7w3f4EoDbBeaVRXFiVRCKv2l1JKfJfhOJSpBIU8zczzVqq/v4dNY2tzIOTPHuTTILukLqY7Eu8tLKU7v4erKm6ORSmlGMNagpoPQZfbHtxmHHW8/vuHNNx8R00xkAMl0vad3DakWdSOEYG40AVwSIIMkxBe6NQfzNLHbXeOD8uTJhrZraWs+op9pUyxWjzGCHMcDx/HA4bhnv78xL3Q6oEC72VhD2mRtZ46HIzfPbhjHgd31nnGcaNtcqOiOvPHGV2nbwDC8wsWFEcWLBKZp5OmzHdM0lvpQodJs3Su3pGQj5W4F14DrPa4pj+ALi5JxnaoYs4nli035oW4pYK7gF1Wl8wFRpQnCtm8M5ZqPxGx1fQDirF1bvQk0KzEnjnPGi6Mt3JxN0yCu5ThMCNaPMM01FHjybIP3xRu2elrXGIG73SjmEc+xzK3ye3DKflXqtThbI/SwLqi+r/FeKc71vrxSqier3JoY4ELJRRuC1XnFNwFJmTHBYU48PQy8/WyHc47D8QCqPLt5xn4/mE2A4tpAf3GBC54xwZgiQ4IsARVPjTXmZIQWQksTSrNj14IEVD1kt9Trygrwc+s8y/+1Bnbtba7HoV73TMbpPZb+FBFquPikU9bKQ81FIueIdxGRGWFGcyRpZJgzhzFzHC3nOJUesXYO3Don+73KWtWYd1k8zjqPaqhalZJCMGUzTZP130wnMFr1WNdjVo2M24xEp4W7yrtFNF4EGLqvJSWlzG63Qy62hL6zeRINr5JStg5VydCCUYRU8oxm7CkSbN1pnKfxDV4EDYHkHGOMpMPBlF0whHIoY+u3G8MxlEVdpCD0S661Nu0+kUOcUMeuPio7RF7dp6ucc86ZHGNp0auFBCMva15tImAoWkOPT5MxozkxcgxfiCzeS14uVAt0bebTD4ErCx9FFHWROO3YxZHgZrxYB/S28/gMgUiWVFopmeeHWP6l21ghcEgQkysDMZNFabuIk4zKyDDdEA6Jx08sPn95dUnTNkzxQDMVhUbpxyeZTRc4FF5KYxqJqEC/NTg4YDfDOHE8jozDRJyN8DzFTPSnEIz3jpQim01LZYOJMbI/mFLWAuO47wSQCLSto+kcoRVC72kvS96mqeG4ooic0rTGJdvS4gjk6MnJkaMSpxUASLB2X2L2GpIwFpmMc9kW6UKCnAsD/LIGSGGnEY+KEWk735RQfaBpLYcWRyuONm7WgpoNjqyJWafCbWx8l41zhDYwx0waxUphEuRcWZ6MvzV4I1boGmtlZ8xQcq/D/lxuc3GC7I9b0PnlIcv7T82UU5lzHvEtrulx7YZZHE92B1SV68OR4zAuoVLXeGIy72o/TMwx2bzMQsJjlpMnI4W9yTFFW2Twhnf0NECD4pZcfcqpELPUuP4pZVuPd+l/iJ6UjdgJ5my5r+QEl+6XGSvGyOPHby15ZZZR1hOAMCXQxEVzhP6aJmQaAeeF3VF5cpO5OWTGORKTWt9Lbz1O3cIaZqFw55qSJqq4iMw0zRa2dBbSa0JDCGqgFKXQ8w0cj4eFpL22O9xut4viPSGP7yi/ulnGc32et0RX+1hmnMMAABjsSURBVHT16j26nN47Li8vuLjYsuna0ks2lA5GFtiRrkMKHmETAq1Y16QkWJTROxpx1g9V5JRHbhozGOWk9BZWpZUiXEBFxap2pYwHVXKMNjeTW3LdNRV08jFNcj7NkcoidwsVXsO1xuZRHIrby0UloKhSU1nvNcVfSnE6p2y6xOsPlavWcnvDrBzmyJefXnOYBaFHpIXk6PoGxZNdJONKx5IZg/LbxN9cBNq2ISZPyg1xjoxHIblMv03ERkjpyOE4kvKeLAfatuG19KqFTofGunZIQ2BLbTrcbhr2nTFaTEwMg01495qj61pyhHEYOR4HdjeDIXFjImeIkhExFO7NzQ6A62c3NM3dkJI9i7NQWA0d3tdK7pzQ9Z62d/iN0F4ENq+UGjAptHiSyUTEQ9t5nAR61+FpmCZHnISYM7EwZmy6QOOtTZaj5ImIxZDJiCt1Wt5Cs3O14ErNuIjRuYkLqG9RsXKH0LS0baDrAjJnhsFoCr1rLBy87egvOlKOHKa9jaA39GjjDc6eJRMjTBPEWUp3nQJuUeudKA4kK8GJIUf9u43gy0kN35z6VC4vLIqzgpENvXxSnLl4K5pzIcC3no2JAKHHtVvcZmICvn69I6fEk5s94zASgicEhwRnoSPg0ds37I8Twdt5JwL4FvEBpVLuOYZZ8NmDt2vu6HGuRTVYuLAoToVirNRIgIUlY5yXhaMs+wv5viRZiEHUBmFps3ZfMs8zb7z5lVu5w1ruk4pSl2RkEK9ezIRXR7rWEby1Wnu2Ux49yzzZRY7ThCJsNj1t29K0wer5xLAYllfvCmsSJW+ZSKmEootHkztT4s6ZIT9NE4fDgd1uxzRNgIWXLy8vubi4sDIg71a5zXfQdO/x+nrRv++ynyree155+IDL7Ya+60qGuTQIcFbKUXubhhDoOxuvz3TtirqxKMWCiXDerYwtKbiJgl4pqN1TT1GtUdGTB2gnbQZnNMdKT+++NS7Ld4ksSF8p3MwCzylQ1u/PtTUDxUi0kPDJey2vnoDl7ygvSYAgTLNwECAW4EKGebY6SYuYZgRbZUUTtWtHJi81VE5swfOuWmindj7l+hkJcAnhnewzu9ERZTge0ZwIBYLfhsC2SwQvbDoLsey6gb5NxLnA+dWaxsZ5NqWTIee4YDNqnrQOvK07hfx3lfPScoNXAkDnqyGvq8cHF6EsVEv+vZI4ZJRYOjisujU4Iz6oMPvF6pKCqsXqTGs/x3JVigeTl++wcgXzOK1rxmkuZbXrjsI8m0czjrM1aU6zed6Scd7GS1wGZ8ebsiNpogKTKmrRQC4B7wKOgCvAI80YJ/MqhKcolBC+uZ33DVZZX7vbFu7yupy8zyW/QgWvWCrWUIUG3HfOjIu263BkZrVoxqxCtCXdlK9a2yqleoIZxXLMijXCFmf5GIcwqxBygeyLeeZLPZyUuatGJWkdUXKZyytezgJqWcrQbxc6nsa93J+1+fa9ibACb6zqSFFDZ1sC1uqGnZLzREowzYrLxvNrYMhaM2yLoV+Bf6xribdQYGPF+cvPr8O4ZYGtdHh3DQQ7xtPrlTJvDSJ6fyUnq9cWhfIu77lHcc5xeXHBdtPTta0dgpbyMDmhmS19YoAzV8vFKqCzdJWqkZLl+HX572RzqpXPsfbiHOZd1jx78QKNGzytnPQCUitvqp186pjVUCwCLtbImN56nMbSgKMnfmL7rlzJ3tfMYPm9x/2lFGeM8PbbgbdmIcdsFHNbR1QYBoiJEvYDNCJqtHBjIXLPZSX0Xmg7c89jjoaWjEouK7L3tvCH1lYil6XwaGbGcWCahGkYcc6x2QQ228BrV8KnHzq2vfDaA+hbIcyJ+ZgIMvJVScSYOex3pDxZ/ZLzzGnCByFkb5ZntnxTXhYXu9w1Fq9JSGqKZo6l+WxjTBWmUSJ3l9pvVMTZOEmwvG/OyjxqWVitM8kcZ1Mk6vDS4tSj6i2Ul2amGFFR+m0HZCTNVoKimYjlQSWXXqfe4cUVgoJSqpJTWZgMVKGFCMSJMruEkLjZH8ApWScyxpzQbso5hJnsEkMaGY9l8fENTgJNaOnbnr7bsGm3uCx0fgPimNNEmg0sJo1AqcW15FPGN0Vp+vuM05rCEgrrSUUdihoFGWq1lKoWIi//VC2U6B341qNDJM7GDewk0Hi4uLxCQsM0Tez3e+Y8c6RhlmxsMsEx58z1zU1RkiXPH0CCJ6LcDCMhxqV8IkbPPAc6F/C+oQnWDccHTxa1XCiQZSpE8/mUJ6Lkxktf1pMitXvvVpfCspiklJDpfhfzE+XeeqHTcnwFYKaGuG/Zk3JinJR4DZA5HCFGDxhnrIjQtS1d27LZbNluL81zajsbg6bFOb8szFCN0tvHVGtaU0pUYvYQ7Dc2m7zQ7Bmh+3vPwXdSqPdt9r2XdG3Lr/ncd9mx+1COZzmyxcNTLc0VMEaexV9UhWJML85GqmeiS2Ti9vvLczGEl3riQunnxHzerGogzvXUu6XkiuOQ0qI0rc1lJsZTyqFGjnKpJ53nE92qKoWq1daSGs6NMVlP5WQ50ffyfb4hj3M8wjzBJhsuIlHSENXVlVziWXmpf6r1MnWwXUFqWqGtcCLQtoL7JRS+yrcop+7wZs2DL4tG3mCF5x76Rtg09twEIXjrbILaYhJnsxodiuZUvJ8VHP/uiUu1NiHlCuGWolAsdHj77ru/xWUhAajHXxBgOVX4u55Qg6t2SLqgyswi88G8yMqqpNXzlMLXuOTASomRnib+yn4wy2113iIQcwRJiIvmEYl54ZbHUHDJyBuyUZA5mlPeqQSKfCn18XhjpaqWX4lK1Bun0MezFMTL6uDuTew7b1vSq8tAjT7k0yOX7jnlWE9F4PbJisKMKZPFk8VyyVpIqRXjkp3KTatwsurLHIjGLoEvdU9ehVieM5BElpIoVYwBpjCDLIXedV6VnNLpHKriEpaCx+o9LItOZsWPcC9iAMG6gN9WnMsCbv44Pk3kWEjRZ3uXsYVZTXJTgCVVyd0tNXHO45vmPRXnGlBUaQdr6LJpGlJKSy/N9wNOezcv9N28SlniAPcnUoA+wYfSyoyTsizzOmtieYG6eYqswO0xyyortfn8+Z1CoZYGqOOfSl7bSBgKMGvxOJcw0635pwqxeo45k5OF2+dCSl/fa8QNpZZ0mpfPKhDnyLTUcVbFGRcCjTnGW+f6Ink5yj3NHOaBMSbmBGl25NFWyDl6VMWaPVfAQbEMptnqgeqEDMHOwOhubdFOJbTlnBC8FIULZhgY96yFUewS1R6C06Q4TcwbQC3PcDjANAo3O+FwcMxzomldqZtLaFKSugLbT0gwQoBOPE2yVjt1kUgxFyWiy8p5i8sUxek9JtpuiYJaMbKhM0CSWYBBHNlpoT70TJMy7UbIjkA2deQcTVvCz64YMiUM220bNn2odKuownwoBpBWw0CWhbIpC04apUQWsDpSKEn+ckHJiCv5SAHfgfh6Q1qYvg3BYP7jxGE2Orq+bdAYCQKtiDUAjhPSFKJ5Vebx1MWGbCUsXsK96k2R2th7BThAlwbuc8pWk5YiaZ5IcWY63pCniZQPuHRkOI4Mhz1zTExDJKaM5ogXLKWwvSA2kRwj89TiNDJrgqzMNQ3gCr2Yb5DQgg+kcq2DlH6a2MXLKgzTTMiWl0sp4UNTqPZ0CcXlnJb8uKEKbdEQMW8ypVyAHaua3/qg3KMFLHZv4+2sNOSFUkN0JXSfp5l56iFnVH0Jz3oD/HUbQySLUco1IfDK1RWXl5eIOGtRKLIYhw554bxRPZXtVIXZNA2vvfYafd8vCM62bbm6elAU8/u//ysJ/Hu+j8rzfL9GYU6Zm5v9EmKufVhNeZa0TDEEgZUPoIsCNQfwlKao86jOk5rO0hLBIdf68XzrK5f014p0ZP28hHOX8Gp5La2MvQqAK7n6tfKsOdRU6BYXjzWnFdF/OeZVCFffh3X48o2s48yYM1GNB5bZrAXJhkBLUUvxsXVeN4BJsYAr56WWgvcsGCL1xNhiRObG1pFSXcjtcaq1FbRk51LMTNmUOGrE8+OkTAjD4JhGI333QQg4pHS616XBrIKzkJiBAbSQw9fQ1doKrvtYLsTSlubW/L6/ya610Wquj+IVe7u5rK7OkWLicEiQhYDicGy2bSGlKB67itGxZSOEaDeFsKJQl2UyaWFxKBGE4oXUfJFGXUaDinqrxAmV/aECBrwSOkUCS3cWJ1Y7KjjimJjTSN+25NkKkD3WaUFysrpIBB9KEfZsCOKclRzNeHD1styrnNqH1WudKntMzoUpycKcOc6k8UiaRnI+IGk02sZxNCNyjsRaB4nlrLu2wzvP1PeIE9I8kuZiUZd7dqlf8x7xAVwoVGeFyF+MzFpxZLXQrgJTyZEGqpIo3nOZoK6UENVwWbXs6/233F91cVwthnBa4O5L1h7nsq+sEcvVKFiJGBvm3BTjqURFXEPbmvG0lQu8E7alVO1ye8Fms+EULnkx7mOtzO6SrlfA38XFxYLGr8Chtu2K1+lvff7u+Nzdd+vv4uTbGv7icb1VF/kBJasyDOPy01qV0+LRnTy2RfQUAagh0rUnWVvvrZVVNTRzaQR+97vX51873KwVX6qfy6vfu/NcP685k5aSk3xL8d3NeVag24vmsNzafvcBfznFiRFXK4vhVqyO4pmV/FdWEOdpQy0cT6SkS8hTFeJcLGutIRcLPTpfY+YsSdo6l4VVYXHxBlK2L7neK1/+qtC1LJbE1x4nntxkhilTQ5rOO7yr8XT7Tu8NUOG8/V6clKkcg9WYnWi0bJ+FORsLGhptXEWU3WfKTcHSj6aUkohx1DrwxVARdaUbvadpBRK47MrNZqCcGvrTbOAT02Ab2r63XG2OSF6BP5ZG2QWoVULaORnV3jwlgvfk0oA2CIh4oqbSXs6aaLsAoQPfUkIqdrwa7XrvdwfGsRJwz+ZVxAnVWJoUCEZFadfcog2OWEj6cxbifJ82eY0mVKOBZVGZ04lAImXzFuM0kaaReTwQpwHmAxoHhmFmGI7ElBln6zKhlc1H7RxsLhYC9mKc1MXLjAXLmzvfIr4p3RusHAXxi8JMxcKsRd/OzaSsNAXoIM76K5oyshIwX5RynWNLaCslCnL/1rnnJYpUQv/3bKmsvbzlb2RZvAqWEuetZZotgKWfqAQaAiKl7lvE+vcWwNlJK727PK/wLMpUwUK1h2Y9vnUD63Ud5/ocXrT9DiNwN6t8K+Sp3J/nGeeZR1/9+vILi2KC5xST1omwOo9bim+lLKuTscynks+pPNgLZkSfV1pmhKbFeKheqBaO3Jq3pESCbn2+GHiS89JyEtVTM+rqRXIy9lU5vb4SWf1fTvgdx/Elu6PANOXC9FIomNQWxHm0hVU9qBPrBt43JW48gBqyz7xLZS7KLNW2ZNkUmfdCagrsX08tuizfc8d6UIhJmbPy+JnyhS+aoovJLuZxyAxDXiwrCyEaeCLGguDCFB9eCc7CVEfNTGPx6Jwr41e9EDt/AVxjsfp681j8/mVG9D1EIc9Fcfuy6Lpc8sPBQnDZFsKmgb73VjYyl8VCKmNQuU5JGaeRnKy2abPdMMdkvfnIpBxJCbzXkpsshowqmiIpZ+ZpZhomtGkIpZu5E4PjxwTTnGmcwzcB3wjdRgh96VCTIU9mmMQ58+zpNTfXA4d9x+7wlLbxXF10eGfh/L4XfAPOJUSNb9iJcMyRccxmVWS9t2V8MeBSpVizuZ1VmVIq/U+tcXieJ9IwkKaB8XBDHA/EcU+aBoYxstuPpKyM0WpVXfBI8GQcQoMgeB/IKqYIvYUrq9IIoYQKQ0C80UriO8S50sbMW+uykg6RyeOcIce9n2lTIuWMc56mLe3CClI01bKpgpCEk8eZsyJScl/FeDh5BBmrV75/uas8lwsC9ebHNx1NSZ6LBhCh857onHWYKvgEX+/H+h16++veSQe9yDOsx2Se6/tTji/lkcvzB/Siz9/XHJ/GiV/54pdWSqooOVhCrjml4rVVRVSOQDmFXNUQ26e46+o0tDo4q2x5fe/d8aVG7vJtxVWvmZ7ypqsMvZlSK0fFrXVpxU+UDFvW1RfaD7Mud6nfLctrRdI7h2w/ACP5nYvNalxMmywAn/Xb14GQulGVINRJo9yaO+vP3ppBp7vClKi1bjKIui7eb7Wu3POHvfpbnjvG52QJx5w+cwvEtOy+Tx/oNG9Pe+TOPFgd+J2ojq4+fAK1lDcvF+jOReL0mee+bBW2ea/bWdbfv/658vlTzqEu2rLMhxqdWB/P+lCXn9f1HXsf8jzAYXmlHhvr374d4nruwentlPM6yWopKIu2rE7yFuvNrefTe3R1PdbX5PT7unzvWjktRulyQ95d+F+0mNd59OHIC5XnInUCneoC4cQsI8t6U33VCliB+4DYSFlQnTw/7nfO4vbme07NeoTv8fvv+0jf49dUT+T9sCrD0NVzPoVD79zzyzxblOfzx2cRqvL99sFb37FeJ6tTw3KNLCcP67E9zbvlqq7D68svr1Tvag5L+dMCd6t9q8+uMYZVgb6byMtYRyLyCPjl9/2Bb2/5Nar66Q/yBefxfik5j/c3Vz7weMN5zF9SznP8myvvON4vpTjPcpaznOUsZ/l2l3tudXCWs5zlLGc5yydbzorzLGc5y1nOcpaXkG8pxSkiPygiP/BRH8cnWUTkj4jIL4jI//RRH8u3g5zH+8MTEfnfROThS37mz4nI7/ywjunbQUTkoYj8oXv6ru8Tkb98H991n/IBULVn+YTKHwJ+i6r+at0hIkFV40d4TJ9kOY/3hySq+lvv7pMCW9alO8JZPgR5iM3r/2a985M0rz/2HqeI/FER+X9F5G8B/3DZ94+LyI+LyM+JyA+LyKtl/z9V9v1dEfkvROTzH+nBf4uJiPxp4HuAvyIiz0Tkh0TkbwM/JCLfLSL/exnfvyEinyuf+d5yLX5eRP5TEdl9pCfxLSTn8b4/EZG/KCI/LSL/j4j8gbLvSyLyqTKWvygi/yPweeC7RGQnIv9Vef/fEJHn0JMi8sdF5KdE5PMi8meK0kVEflRE/nMR+cmyNv3mst+XdeenynX7976ZY/Axkj8JfG9Zh39KRP6miPwI8IVyLZZ1WUR+QER+sGz/QyLy10XkZ0XkZ0Tke9dfWtb3v3N3/0ci71h/9jF4AL8B+HlgCzwAfgn4AeDngH+hvOdPAP912f488JvK9p8EPv9Rn8O32gP4EvAp4AeBnwY2Zf9fAn5f2f79wF8s238Z+DfL9h8Edh/1OXwrPc7jfW/j+Fp53pR14PXV2H43VlL4G1fvV+B3l+0/Dvypsv3ngN+5/s6y/UPA7yjbPwr8l2X7twJ/vWz/AeCPle0O+L+BX/tRj81HcC2+u669wPcB+zoO69fK3z8A/GDZ/gngXy3bfVn3v6/M+X+23B+f+6jPT1U/9h7nbwZ+WFUPqnoN/AhwATxU1R8r7/kfgH++5DKuVPX/Kvv/52/+4X7i5EdU9Vi2fxOnMf0h4J9b7f9fyvZ5zD+YnMf7G5c/IiI/C/w48F3Ar7vz+i+r6o+v/s7AXyjbf57T+K7lXxSRnxCRnwf+JeAfW732v5bnn8aUAcC/DPxeEfm7mBJ4/QXH8e0oP6mqX3y3N4jIFfCdqvrDAKo6qOqhvPyPAn8GM1y+/OEe6vuTc47zLO8m+4/6AL7N5Dze34CIyPcBvwWLNh1E5Ecxj2Ut7zW2twraRaTHcnT/pKr+Sgknrr9zLM+J0zoqwB9W1b/2sufwCZf12EdupwjvXqcXyZvlff8E8MY9Htc3LB93j/P/AL5fRDbFIvkd2EV4UvMKwO8BfkxVnwI3IvLPlP2/65t/uJ9o+T85jenvBv5m2f5x4F8r2+cxvz85j/f7l1eAJ0Vp/iPAb3wfn3FARc/+W8DfuvN6XdDfEpHL1XvfTf4a8O+LSAMgIr9eRC7ex+c+aXIDXL3Da18DPiMir4tIB/x2AFW9AX5VRL4fQEQ6EdmWzzwFfhvwnxUj6SOXj7XHqao/IyJ/AfhZ4OvAT5WXfh/wp8vA/n3g3yn7/13gz4pIBn4MePZNPuRPsvxh4L8Xkf8IeMRpzP9D4M+LyB8F/irnMb8vOY/3+5e/CvxBEfkF4Bcx4+K9ZA/80yLyx7C15d9Yv6iqT0Xkz2L50q9yWnveTf47LGz7MwVI9Aj4/vd7Ep8UUdXHIvK3CwjoiCnL+tosIn8C+EngK8DfW3309wD/bXl9Bv711ee+JiK/HQPS/X5V/Ylvxrm8k3yiKPdE5FJVd2X7PwY+q6r/wUd8WJ9oKcbLUVVVRH4XBlz5Vz7q4/qkynm870dEZKeqlx/1cZzlW1M+1h7nNyC/TUT+E+y8fhn4tz/aw/m2kN8A/KliYT/FEKBn+fDkPN5nOctHLJ8oj/MsZznLWc5ylg9bPu7goLOc5SxnOctZPlZyVpxnOctZznKWs7yEnBXnWc5ylrOc5SwvIWfFeZaznOUsZznLS8hZcZ7lLGc5y1nO8hJyVpxnOctZznKWs7yE/P/OVMpzvlrAzQAAAABJRU5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" + ] + }, + "metadata": { + "tags": [] } + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "OjGy7jAbuvLK", + "colab": { + "base_uri": "https://localhost:8080/" }, - "6d2140f860464d5b9279f6ebfde188bd": { - "model_module": "@jupyter-widgets/base", - "model_name": "LayoutModel", - "state": { - "_model_module": "@jupyter-widgets/base", - "_model_module_version": "1.2.0", - "_model_name": "LayoutModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "LayoutView", - "align_content": null, - "align_items": null, - "align_self": null, - "border": null, - "bottom": null, - "display": null, - "flex": null, - "flex_flow": null, - "grid_area": null, - "grid_auto_columns": null, - "grid_auto_flow": null, - "grid_auto_rows": null, - "grid_column": null, - "grid_gap": null, - "grid_row": null, - "grid_template_areas": null, - "grid_template_columns": null, - "grid_template_rows": null, - "height": null, - "justify_content": null, - "justify_items": null, - "left": null, - "margin": null, - "max_height": null, - "max_width": null, - "min_height": null, - "min_width": null, - "object_fit": null, - "object_position": null, - "order": null, - "overflow": null, - "overflow_x": null, - "overflow_y": null, - "padding": null, - "right": null, - "top": null, - "visibility": null, - "width": null - } + "outputId": "bb12e6c3-53fe-44d5-a4e3-f5967b0ee019" + }, + "source": [ + "\"Switch array library to CuPy, so can use GPU.\"\n", + "\n", + "import cupy\n", + "\n", + "sp.use(cupy)\n", + "\n", + "print(sp.array_library.library.__name__) # should be 'cupy'" + ], + "execution_count": null, + "outputs": [ + { + "output_type": "stream", + "text": [ + "\n", + "cupy\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "xz0UTZ2B9-TT" + }, + "source": [ + "\"Convert data to CuPy arrays\"\n", + "\n", + "X_train = cupy.array(X_train)\n", + "y_train = cupy.array(y_train)\n", + "\n", + "# Seperate out data for validation as before.\n", + "X = X_train[:45_000, ...]\n", + "y = y_train[:45_000]\n", + "X_eval = X_train[45_000:50_000, ...]\n", + "y_eval = y_train[45_000:50_000]" + ], + "execution_count": null, + "outputs": [] + }, + { + "cell_type": "code", + "metadata": { + "colab": { + "base_uri": "https://localhost:8080/" }, - "6f108d15b8254aaa9e8775900a2364d8": { - "model_module": "@jupyter-widgets/controls", - "model_name": "FloatProgressModel", - "state": { - "_dom_classes": [], - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "FloatProgressModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/controls", - "_view_module_version": "1.5.0", - "_view_name": "ProgressView", - "bar_style": "danger", - "description": "", - "description_tooltip": null, - "layout": "IPY_MODEL_6d2140f860464d5b9279f6ebfde188bd", - "max": 3000, - "min": 0, - "orientation": "horizontal", - "style": "IPY_MODEL_7c6ea71cbb524c56a6d1df92f117a3ae", - "value": 3000 - } + "id": "zFe91pG_owdz", + "outputId": "0bbb5d67-f814-4d5a-aaca-ec708a65e92a" + }, + "source": [ + "\"\"\"Define a model.\"\"\"\n", + "\n", + "X_in = sp.Placeholder()\n", + "y_true = sp.Placeholder()\n", + "\n", + "h = sp.convlayer(height=3, width=3, depth=3, n_kernels=32)(X_in)\n", + "h = sp.Lazy(sp.leaky_relu)(h)\n", + "h = sp.Lazy(lambda a: sp.maxpool2d(a, 2, 2, strides=[2, 2]))(h)\n", + "\n", + "h = sp.convlayer(3, 3, 32, 128, padding='VALID')(h)\n", + "h = sp.Lazy(sp.leaky_relu)(h)\n", + "h = sp.Lazy(lambda a: sp.maxpool2d(a, 2, 2, strides=[2, 2]))(h)\n", + "\n", + "h = sp.convlayer(3, 3, 128, 128, padding='VALID')(h)\n", + "h = sp.Lazy(sp.leaky_relu)(h)\n", + "h = sp.Lazy(lambda a: sp.maxpool2d(a, 2, 2, strides=[2, 2]))(h)\n", + "\n", + "h = sp.Lazy(lambda x: sp.reshape(x, [-1, 3*3*128]))(h)\n", + "h = sp.linearlayer(3*3*128, 10)(h)\n", + "h = sp.Lazy(sp.softmax)(h)\n", + "\n", + "y_pred = h\n", + "loss = sp.Lazy(sp.cross_entropy)(y_pred, y_true)\n", + "\n", + "learnables = sp.get_learnables(y_pred)\n", + "\n", + "loss_vals = []\n", + "validation_acc = []\n", + "\n", + "# Check we get the expected dimensions\n", + "X_in.assign_value(sp.Variable(X[0:3, :].reshape([-1, 32, 32, 3])))\n", + "h.run().shape" + ], + "execution_count": 13, + "outputs": [ + { + "output_type": "execute_result", + "data": { + "text/plain": [ + "(3, 10)" + ] + }, + "metadata": { + "tags": [] + }, + "execution_count": 13 + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "5duZIDoSowdz" + }, + "source": [ + "Train the model." + ] + }, + { + "cell_type": "code", + "metadata": { + "scrolled": false, + "id": "i2g7X2vfowdz", + "colab": { + "base_uri": "https://localhost:8080/", + "height": 357, + "referenced_widgets": [ + "1c6c103cd7b64aac9d44ec4da87dfea6", + "612e00e78ac144feacb9e39799d8360a", + "f4fa8217b144495a9ceb1a8f7725dff8", + "c177064512d64975bf0777880f3f257d", + "998a6c092c254a8aad3a54b687385d10", + "907419ddd20e485ba6c2b43525fc4172", + "c081644bca734e33a61ec03c1e212ee7", + "58763c119d764aef8c665457037de232" + ] }, - "7097684052054b25b147cec2563eb8b3": { - "model_module": "@jupyter-widgets/controls", - "model_name": "HTMLModel", - "state": { - "_dom_classes": [], - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "HTMLModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/controls", - "_view_module_version": "1.5.0", - "_view_name": "HTMLView", - "description": "", - "description_tooltip": null, - "layout": "IPY_MODEL_6ca4dcfa37974582963d4108b347f0d4", - "placeholder": "​", - "style": "IPY_MODEL_9625443de3db4810a2b3b2835439d26f", - "value": " 3001/? [06:41<00:00, 7.84it/s]" + "outputId": "10c7acb2-eef5-4fc9-edb7-26127b395cbd" + }, + "source": [ + "NUM_ITERS = 3000\n", + "BATCH_SIZE = 128\n", + "\n", + "eval_batch = sp.batch(X_eval, y_eval, BATCH_SIZE)\n", + "adam = sp.Adam()\n", + "\n", + "for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM_ITERS):\n", + " if i >= NUM_ITERS: break\n", + " \n", + " xbatch_images = xbatch.reshape([-1, 32, 32, 3])\n", + " X_in.assign_value(sp.Variable(xbatch_images))\n", + " y_true.assign_value(ybatch)\n", + " \n", + " loss_val = loss.run()\n", + " if np.isnan(loss_val.array):\n", + " print(\"Aborting, loss is nan.\")\n", + " break\n", + " loss_vals.append(loss_val.array)\n", + " \n", + " # Compute gradients, and carry out learning step.\n", + " gradients = sp.get_gradients(loss_val) \n", + " adam.training_step(learnables, gradients)\n", + " \n", + " # Compute validation accuracy:\n", + " x_eval_batch, y_eval_batch = next(eval_batch)\n", + " X_in.assign_value(sp.Variable(x_eval_batch.reshape([-1, 32, 32, 3])))\n", + " predictions = y_pred.run()\n", + " predictions = np.argmax(predictions.array, axis=1)\n", + " accuracy = (y_eval_batch == predictions).mean()\n", + " validation_acc.append(accuracy)\n", + "\n", + "print(f'Final validation accuracy: {np.mean(validation_acc[-10:])}')\n", + "plt.figure(figsize=(14, 4))\n", + "plt.subplot(1, 2, 1)\n", + "plt.ylabel('Loss')\n", + "plt.xlabel('Iteration')\n", + "plt.plot(loss_vals)\n", + "plt.subplot(1, 2, 2)\n", + "plt.ylabel('Validation accuracy')\n", + "plt.xlabel('Iteration')\n", + "plt.suptitle('CNN trained on CIFAR-10, using SmallPebble.')\n", + "plt.ylim([0, 1])\n", + "plt.plot(validation_acc)\n", + "plt.show()" + ], + "execution_count": 14, + "outputs": [ + { + "output_type": "display_data", + "data": { + "application/vnd.jupyter.widget-view+json": { + "model_id": "1c6c103cd7b64aac9d44ec4da87dfea6", + "version_minor": 0, + "version_major": 2 + }, + "text/plain": [ + "HBox(children=(FloatProgress(value=0.0, max=3000.0), HTML(value='')))" + ] + }, + "metadata": { + "tags": [] } }, - "791693b6a2554fd1abac522b4841bee2": { - "model_module": "@jupyter-widgets/controls", - "model_name": "DescriptionStyleModel", - "state": { - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "DescriptionStyleModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "StyleView", - "description_width": "" - } + { + "output_type": "stream", + "text": [ + "Final validation accuracy: 0.63828125\n" + ], + "name": "stdout" }, - "7c6ea71cbb524c56a6d1df92f117a3ae": { - "model_module": "@jupyter-widgets/controls", - "model_name": "ProgressStyleModel", - "state": { - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "ProgressStyleModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "StyleView", - "bar_color": null, - "description_width": "initial" + { + "output_type": "display_data", + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "tags": [], + "needs_background": "light" } + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qfxbTF8Kowdz" + }, + "source": [ + "It looks like we could improve our results by training for longer (and we could improve our model architecture)." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "iYiV20Lvowdz" + }, + "source": [ + "---\n", + "\n", + "# Brief guide to using SmallPebble\n", + "\n", + "SmallPebble provides the following building blocks to make models with:\n", + "\n", + "- `sp.Variable`\n", + "- Operations, such as `sp.add`, `sp.mul`, etc.\n", + "- `sp.get_gradients`\n", + "- `sp.Lazy`\n", + "- `sp.Placeholder` (this is really just `sp.Lazy` on the identity function)\n", + "- `sp.learnable`\n", + "- `sp.get_learnables`\n", + "\n", + "The following examples show how these are used.\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "GFJ1RSoyowd1" + }, + "source": [ + "## Switching between NumPy and CuPy\n", + "\n", + "We can dynamically switch between NumPy and CuPy. (Assuming you have a CuPy compatible GPU and CuPy set up. Note, CuPy is available on Google Colab, if you change the runtime to GPU.)" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "WmF-zoMDCiFW", + "colab": { + "base_uri": "https://localhost:8080/" }, - "7f4d12f9fda34516a5713bf62ea7df83": { - "model_module": "@jupyter-widgets/base", - "model_name": "LayoutModel", - "state": { - "_model_module": "@jupyter-widgets/base", - "_model_module_version": "1.2.0", - "_model_name": "LayoutModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "LayoutView", - "align_content": null, - "align_items": null, - "align_self": null, - "border": null, - "bottom": null, - "display": null, - "flex": null, - "flex_flow": null, - "grid_area": null, - "grid_auto_columns": null, - "grid_auto_flow": null, - "grid_auto_rows": null, - "grid_column": null, - "grid_gap": null, - "grid_row": null, - "grid_template_areas": null, - "grid_template_columns": null, - "grid_template_rows": null, - "height": null, - "justify_content": null, - "justify_items": null, - "left": null, - "margin": null, - "max_height": null, - "max_width": null, - "min_height": null, - "min_width": null, - "object_fit": null, - "object_position": null, - "order": null, - "overflow": null, - "overflow_x": null, - "overflow_y": null, - "padding": null, - "right": null, - "top": null, - "visibility": null, - "width": null - } + "outputId": "cdf651c9-543d-4d50-ab6b-be388f81b5d4" + }, + "source": [ + "import cupy\n", + "import numpy\n", + "import smallpebble as sp\n", + " \n", + "# Switch to CuPy\n", + "sp.use(cupy)\n", + "print(sp.array_library.library.__name__) # should be 'cupy'\n", + "\n", + "# Switch back to NumPy:\n", + "sp.use(numpy)\n", + "print(sp.array_library.library.__name__) # should be 'numpy'" + ], + "execution_count": 15, + "outputs": [ + { + "output_type": "stream", + "text": [ + "cupy\n", + "numpy\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "wG_NfG5_T5yd" + }, + "source": [ + "## sp.Variable & sp.get_gradients \n", + "\n", + "With SmallPebble, you can:\n", + "\n", + "- Wrap NumPy arrays in `sp.Variable`\n", + "- Apply SmallPebble operations (e.g. `sp.matmul`, `sp.add`, etc.)\n", + "- Compute gradients with `sp.get_gradients`" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "iIEkqgiYowdz", + "colab": { + "base_uri": "https://localhost:8080/" }, - "9625443de3db4810a2b3b2835439d26f": { - "model_module": "@jupyter-widgets/controls", - "model_name": "DescriptionStyleModel", - "state": { - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "DescriptionStyleModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "StyleView", - "description_width": "" - } + "outputId": "34f22c4d-404f-4929-af5c-1b3a85163e4a" + }, + "source": [ + "a = sp.Variable(np.random.random([2, 2]))\n", + "b = sp.Variable(np.random.random([2, 2]))\n", + "c = sp.Variable(np.random.random([2]))\n", + "y = sp.mul(a, b) + c\n", + "print('y.array:\\n', y.array)\n", + "\n", + "gradients = sp.get_gradients(y)\n", + "grad_a = gradients[a]\n", + "grad_b = gradients[b]\n", + "grad_c = gradients[c]\n", + "print('grad_a:\\n', grad_a)\n", + "print('grad_b:\\n', grad_b)\n", + "print('grad_c:\\n', grad_c)" + ], + "execution_count": 16, + "outputs": [ + { + "output_type": "stream", + "text": [ + "y.array:\n", + " [[1.32697776 1.24689392]\n", + " [1.25317932 1.05037433]]\n", + "grad_a:\n", + " [[0.50232192 0.99209074]\n", + " [0.42936606 0.19027664]]\n", + "grad_b:\n", + " [[0.95442445 0.34679685]\n", + " [0.94471809 0.7753676 ]]\n", + "grad_c:\n", + " [2. 2.]\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FpBrmvOAowdz" + }, + "source": [ + "Note that `y` is computed straight away, i.e. the (forward) computation happens immediately.\n", + "\n", + "Also note that `y` is a sp.Variable and we could continue to carry out SmallPebble operations on it." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "6CWtG8_rowdz" + }, + "source": [ + "## sp.Lazy & sp.Placeholder\n", + "\n", + "Lazy graphs are constructed using `sp.Lazy` and `sp.Placeholder`. " + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "fgV-Lo4zowd0", + "colab": { + "base_uri": "https://localhost:8080/" + }, + "outputId": "8c141f26-6ace-4609-903d-15512673e004" + }, + "source": [ + "lazy_node = sp.Lazy(lambda a, b: a + b)(1, 2)\n", + "print(lazy_node)\n", + "print(lazy_node.run())" + ], + "execution_count": 17, + "outputs": [ + { + "output_type": "stream", + "text": [ + "\n", + "3\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "0Grohlfzowd0", + "colab": { + "base_uri": "https://localhost:8080/" }, - "a056c01dd5ce434a91c71f8b89ddca06": { - "model_module": "@jupyter-widgets/base", - "model_name": "LayoutModel", - "state": { - "_model_module": "@jupyter-widgets/base", - "_model_module_version": "1.2.0", - "_model_name": "LayoutModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "LayoutView", - "align_content": null, - "align_items": null, - "align_self": null, - "border": null, - "bottom": null, - "display": null, - "flex": null, - "flex_flow": null, - "grid_area": null, - "grid_auto_columns": null, - "grid_auto_flow": null, - "grid_auto_rows": null, - "grid_column": null, - "grid_gap": null, - "grid_row": null, - "grid_template_areas": null, - "grid_template_columns": null, - "grid_template_rows": null, - "height": null, - "justify_content": null, - "justify_items": null, - "left": null, - "margin": null, - "max_height": null, - "max_width": null, - "min_height": null, - "min_width": null, - "object_fit": null, - "object_position": null, - "order": null, - "overflow": null, - "overflow_x": null, - "overflow_y": null, - "padding": null, - "right": null, - "top": null, - "visibility": null, - "width": null - } + "outputId": "da5d7338-0fcf-4707-da68-03553eca44e8" + }, + "source": [ + "a = sp.Lazy(lambda a: a)(2)\n", + "y = sp.Lazy(lambda a, b, c: a * b + c)(a, 3, 4)\n", + "print(y)\n", + "print(y.run())" + ], + "execution_count": 18, + "outputs": [ + { + "output_type": "stream", + "text": [ + "\n", + "10\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "zIV7Db6Kowd0" + }, + "source": [ + "Forward computation does not happen immediately - only when .run() is called." + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "Lt-dvsHeowd0", + "colab": { + "base_uri": "https://localhost:8080/" }, - "ae09c87bccfd47a5bfa220a2b19f9ea3": { - "model_module": "@jupyter-widgets/controls", - "model_name": "HBoxModel", - "state": { - "_dom_classes": [], - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "HBoxModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/controls", - "_view_module_version": "1.5.0", - "_view_name": "HBoxView", - "box_style": "", - "children": [ - "IPY_MODEL_b7dc3d544870413b9d338bc225151a9f", - "IPY_MODEL_3b428fbc59c447cc9a8100e4f68d88bb" - ], - "layout": "IPY_MODEL_6ba1bcfd48ed4938aa3b52390611a205" - } + "outputId": "730810cf-e3d1-4090-be1e-434865c13524" + }, + "source": [ + "a = sp.Placeholder()\n", + "b = sp.Variable(np.random.random([2, 2]))\n", + "y = sp.Lazy(sp.matmul)(a, b)\n", + "\n", + "a.assign_value(sp.Variable(np.array([[1,2], [3,4]])))\n", + "\n", + "result = y.run()\n", + "print('result.array:\\n', result.array)" + ], + "execution_count": 19, + "outputs": [ + { + "output_type": "stream", + "text": [ + "result.array:\n", + " [[1.96367495 2.26668698]\n", + " [3.94895132 5.3053362 ]]\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vAkp8fEIowd0" + }, + "source": [ + "You can use .run() as many times as you like. \n", + "\n", + "Let's change the placeholder value and re-run the graph:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "ZBiC8G4Wowd0", + "colab": { + "base_uri": "https://localhost:8080/" }, - "b4980a9ed12d44f58c561f7d793f97c4": { - "model_module": "@jupyter-widgets/controls", - "model_name": "ProgressStyleModel", - "state": { - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "ProgressStyleModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/base", - "_view_module_version": "1.2.0", - "_view_name": "StyleView", - "bar_color": null, - "description_width": "initial" - } + "outputId": "1ab4ede4-2ede-4a35-ad2e-08674859b75c" + }, + "source": [ + "a.assign_value(sp.Variable(np.array([[10,20], [30,40]])))\n", + "result = y.run()\n", + "print('result.array:\\n', result.array)" + ], + "execution_count": 20, + "outputs": [ + { + "output_type": "stream", + "text": [ + "result.array:\n", + " [[19.63674952 22.6668698 ]\n", + " [39.48951324 53.053362 ]]\n" + ], + "name": "stdout" + } + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "HlPYumo3owd0" + }, + "source": [ + "Finally, let's compute gradients:" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "b2c5Hh24owd1" + }, + "source": [ + "gradients = sp.get_gradients(result)" + ], + "execution_count": 21, + "outputs": [] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "fLLMzJ5uowd1" + }, + "source": [ + "Note that `sp.get_gradients` is called on `result`, \n", + "which is a `sp.Variable`, \n", + "not on `y`, which is a `sp.Lazy` instance." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "TZG1N_x6owd1" + }, + "source": [ + "## sp.learnable & sp.get_learnables\n", + "Use `sp.learnable` to flag parameters as learnable, \n", + "allowing them to be extracted from a lazy graph with `sp.get_learnables`.\n", + "\n", + "This enables a workflow of: building a model, while flagging parameters as learnable, and then extracting all the parameters in one go at the end.\n" + ] + }, + { + "cell_type": "code", + "metadata": { + "id": "Tf4cNi9Zowd1", + "colab": { + "base_uri": "https://localhost:8080/" }, - "b7dc3d544870413b9d338bc225151a9f": { - "model_module": "@jupyter-widgets/controls", - "model_name": "FloatProgressModel", - "state": { - "_dom_classes": [], - "_model_module": "@jupyter-widgets/controls", - "_model_module_version": "1.5.0", - "_model_name": "FloatProgressModel", - "_view_count": null, - "_view_module": "@jupyter-widgets/controls", - "_view_module_version": "1.5.0", - "_view_name": "ProgressView", - "bar_style": "danger", - "description": "100%", - "description_tooltip": null, - "layout": "IPY_MODEL_a056c01dd5ce434a91c71f8b89ddca06", - "max": 300, - "min": 0, - "orientation": "horizontal", - "style": "IPY_MODEL_b4980a9ed12d44f58c561f7d793f97c4", - "value": 300 - } + "outputId": "2d09a341-356b-49ad-cdab-1cfb67b21d9a" + }, + "source": [ + "a = sp.Placeholder()\n", + "b = sp.learnable(sp.Variable(np.random.random([2, 1])))\n", + "y = sp.Lazy(sp.matmul)(a, b)\n", + "y = sp.Lazy(sp.add)(y, sp.learnable(sp.Variable(np.array([5]))))\n", + "\n", + "learnables = sp.get_learnables(y)\n", + "\n", + "for learnable in learnables:\n", + " print(learnable)" + ], + "execution_count": 22, + "outputs": [ + { + "output_type": "stream", + "text": [ + "\n", + "\n" + ], + "name": "stdout" } - } + ] } - }, - "nbformat": 4, - "nbformat_minor": 0 + ] } \ No newline at end of file diff --git a/README.md b/README.md index 2a12a93..e628e94 100644 --- a/README.md +++ b/README.md @@ -1,4 +1,3 @@ - # SmallPebble [![](https://github.com/sradc/smallpebble/workflows/Python%20package/badge.svg)](https://github.com/sradc/smallpebble/commits/) @@ -79,7 +78,9 @@ plt.show() ``` -![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/readme_4_0.png) + +![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/README_4_0.png) + @@ -113,7 +114,7 @@ BATCH_SIZE = 200 eval_batch = sp.batch(X_eval, y_eval, BATCH_SIZE) adam = sp.Adam() # Adam optimization -for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM_EPOCHS): +for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM_ITERS): if i >= NUM_ITERS: break X_in.assign_value(sp.Variable(xbatch)) @@ -138,7 +139,7 @@ for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM validation_acc.append(accuracy) # Plot results: -print(f'Final validation accuracy: {validation_acc[-10].mean()}') +print(f'Final validation accuracy: {np.mean(validation_acc[-10:])}') plt.figure(figsize=(14, 4)) plt.subplot(1, 2, 1) plt.ylabel('Loss') @@ -153,15 +154,21 @@ plt.plot(validation_acc) plt.show() ``` - Final validation accuracy: 0.935 + + HBox(children=(FloatProgress(value=0.0, max=300.0), HTML(value=''))) + Final validation accuracy: 0.9400000000000001 -![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/readme_6_2.png) + + + +![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/README_6_2.png) + ## Training a convolutional neural network on CIFAR-10, using CuPy -This was run on [Google Colab](https://colab.research.google.com/), with a GPU (for ~10-15 mins). +This was run on [Google Colab](https://colab.research.google.com/), with a GPU. ```python @@ -194,7 +201,9 @@ plt.show() ``` -![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/readme_9_0.png) + +![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/README_9_0.png) + @@ -208,6 +217,7 @@ sp.use(cupy) print(sp.array_library.library.__name__) # should be 'cupy' ``` + cupy @@ -227,7 +237,7 @@ y_eval = y_train[45_000:50_000] ```python -"Define a model." +"""Define a model.""" X_in = sp.Placeholder() y_true = sp.Placeholder() @@ -278,7 +288,7 @@ BATCH_SIZE = 128 eval_batch = sp.batch(X_eval, y_eval, BATCH_SIZE) adam = sp.Adam() -for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM_EPOCHS): +for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM_ITERS): if i >= NUM_ITERS: break xbatch_images = xbatch.reshape([-1, 32, 32, 3]) @@ -303,7 +313,7 @@ for i, (xbatch, ybatch) in tqdm(enumerate(sp.batch(X, y, BATCH_SIZE)), total=NUM accuracy = (y_eval_batch == predictions).mean() validation_acc.append(accuracy) -print(f'Final validation accuracy: {validation_acc[-10].mean()}') +print(f'Final validation accuracy: {np.mean(validation_acc[-10:])}') plt.figure(figsize=(14, 4)) plt.subplot(1, 2, 1) plt.ylabel('Loss') @@ -318,14 +328,20 @@ plt.plot(validation_acc) plt.show() ``` - Final validation accuracy: 0.6640625 + + HBox(children=(FloatProgress(value=0.0, max=3000.0), HTML(value=''))) + Final validation accuracy: 0.63828125 -![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/readme_14_2.png) -It looks like we could improve our results by training for longer (and of course we could improve our model architecture). + +![png](https://raw.githubusercontent.com/sradc/SmallPebble/master/readme_files/README_14_2.png) + + + +It looks like we could improve our results by training for longer (and we could improve our model architecture). --- @@ -393,14 +409,14 @@ print('grad_c:\n', grad_c) ``` y.array: - [[0.83571629 1.04060209] - [0.83590755 0.76613642]] + [[1.32697776 1.24689392] + [1.25317932 1.05037433]] grad_a: - [[0.29385811 0.41138988] - [0.28457185 0.00655705]] + [[0.50232192 0.99209074] + [0.42936606 0.19027664]] grad_b: - [[0.15671755 0.67454729] - [0.16250373 0.46305269]] + [[0.95442445 0.34679685] + [0.94471809 0.7753676 ]] grad_c: [2. 2.] @@ -420,7 +436,7 @@ print(lazy_node) print(lazy_node.run()) ``` - + 3 @@ -432,7 +448,7 @@ print(y) print(y.run()) ``` - + 10 @@ -451,8 +467,8 @@ print('result.array:\n', result.array) ``` result.array: - [[0.85771129 1.28521573] - [1.95373653 2.6991665 ]] + [[1.96367495 2.26668698] + [3.94895132 5.3053362 ]] You can use .run() as many times as you like. @@ -467,8 +483,8 @@ print('result.array:\n', result.array) ``` result.array: - [[ 8.57711288 12.85215729] - [19.53736528 26.99166502]] + [[19.63674952 22.6668698 ] + [39.48951324 53.053362 ]] Finally, let's compute gradients: @@ -502,6 +518,6 @@ for learnable in learnables: print(learnable) ``` - - + + diff --git a/readme_files/readme_14_2.png b/readme_files/readme_14_2.png index 3d1275f1587f73c7975f75f3e90102bece7399cb..aad19808be98cf7535d580f3a411659f29d685bc 100644 GIT binary patch literal 31051 zcma&Nby!qi*fzRpX$PcB1`wpXOBoPQ31R4N>8_y+U}yp96a-;tkglN-DM{%L>F)SO zf9HL_>-=@jx-J-4d#$xsJnM=3ekM#!$qz;S-E?ex>^DbrtZ%6 zPVV+^%^rJNy1Kn}aund^=jP{pY~$|kEY8F8f1h(ZxmxoiGDL;}z+*rO@=Vh^eP_fp;cw@%S62)pb2-81$Y72U@RH}w+>zW 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