inference.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "OpenCV version: 4.1.1\n",
      "Torch version: 1.7.0\n",
      "Cuda available: True\n"
     ]
    }
   ],
   "source": [
    "import cv2\n",
    "import torch\n",
    "\n",
    "print(f\"OpenCV version: {cv2.__version__}\")\n",
    "print(f\"Torch version: {torch.__version__}\")\n",
    "print(f\"Cuda available: {torch.cuda.is_available()}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Free up memory\n",
    "import torch\n",
    "import gc\n",
    "\n",
    "def free_mem():\n",
    "    gc.collect()\n",
    "    torch.cuda.empty_cache()\n",
    "    torch.cuda.ipc_collect()\n",
    "    \n",
    "free_mem()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Load trained model"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "import json\n",
    "\n",
    "#metadata = \"mstd_metadata.json\"\n",
    "metadata = \"mstd_metadata_no_other_sign.json\"\n",
    "\n",
    "with open(metadata, \"r\") as f:\n",
    "    mstd_metadata = json.load(f)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Loading config /usr/local/lib/python3.6/dist-packages/detectron2/model_zoo/configs/COCO-Detection/../Base-RetinaNet.yaml with yaml.unsafe_load. Your machine may be at risk if the file contains malicious content.\n"
     ]
    }
   ],
   "source": [
    "from detectron2.config import get_cfg\n",
    "from detectron2 import model_zoo\n",
    "\n",
    "cfg = get_cfg()\n",
    "#cfg.merge_from_file(model_zoo.get_config_file(\"COCO-Detection/retinanet_R_50_FPN_1x.yaml\"))\n",
    "cfg.merge_from_file(model_zoo.get_config_file(\"COCO-Detection/retinanet_R_50_FPN_3x.yaml\"))\n",
    "#cfg.MODEL.WEIGHTS = \"/data/retinanet_output_3x/model_final.pth\"\n",
    "#cfg.MODEL.WEIGHTS = \"/data/retinanet_output_3x_scaled480p/model_final.pth\"\n",
    "#cfg.MODEL.WEIGHTS = \"/data/retinanet_output_1x_scaled720p/model_final.pth\"\n",
    "cfg.MODEL.WEIGHTS = \"/data/retinanet_output_3x_scaled360p_no_other_sign/model_final.pth\"\n",
    "cfg.MODEL.META_ARCHITECTURE = \"RetinaNet\"\n",
    "cfg.MODEL.RETINANET.SCORE_THRESH_TEST = 0.35\n",
    "cfg.MODEL.RETINANET.NUM_CLASSES = len(mstd_metadata[\"thing_classes\"])\n",
    "cfg.MODEL.DEVICE = \"cuda\"\n",
    "cfg.TEST.DETECTIONS_PER_IMAGE = 10\n",
    "cfg.INPUT.MAX_SIZE_TEST = 640\n",
    "cfg.INPUT.MIN_SIZE_TEST = 360\n",
    "cfg.INPUT.RANDOM_FLIP = \"none\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "from detectron2.engine import DefaultPredictor\n",
    "predictor = DefaultPredictor(cfg)\n",
    "\n",
    "free_mem()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Mem: 170.36589813232422MB\n"
     ]
    }
   ],
   "source": [
    "mem_params = sum([param.nelement()*param.element_size() for param in predictor.model.parameters()])\n",
    "mem_bufs = sum([buf.nelement()*buf.element_size() for buf in predictor.model.buffers()])\n",
    "mem = mem_params + mem_bufs # in bytes\n",
    "print(f\"Mem: {mem / (1024 * 1024)}MB\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f20131940>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f8d2d6b38>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "import cv2\n",
    "%matplotlib inline\n",
    "\n",
    "img = cv2.imread(\"test_maps720p.png\")\n",
    "img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB)\n",
    "plt.imshow(img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Img shape: (720, 1280, 3)\n",
      "--- Avg Inference time: 63.97825336456299s ---\n"
     ]
    }
   ],
   "source": [
    "from detectron2.utils.visualizer import Visualizer\n",
    "import matplotlib.pyplot as plt\n",
    "import time\n",
    "import cv2\n",
    "%matplotlib inline\n",
    "\n",
    "img = cv2.imread(\"test_maps720p.png\")\n",
    "img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB)\n",
    "print(f\"Img shape: {img.shape}\")\n",
    "\n",
    "start_time = time.time()\n",
    "output = predictor(img)\n",
    "print(f\"--- Avg Inference time: {time.time() - start_time}s ---\")"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Primero probamos con la configuración por defecto de la jetson.\n",
    "\n",
    "Podemos ver el estado `sudo /usr/bin/jetson_clocks --show`\n",
    "\n",
    "```bash\n",
    "SOC family:tegra210  Machine:NVIDIA Jetson Nano 2GB Developer Kit\n",
    "Online CPUs: 0-3\n",
    "cpu0: Online=1 Governor=schedutil MinFreq=1200000 MaxFreq=1479000 CurrentFreq=1224000 IdleStates: WFI=1 c7=1\n",
    "cpu1: Online=1 Governor=schedutil MinFreq=1200000 MaxFreq=1479000 CurrentFreq=1224000 IdleStates: WFI=1 c7=1\n",
    "cpu2: Online=1 Governor=schedutil MinFreq=1200000 MaxFreq=1479000 CurrentFreq=1479000 IdleStates: WFI=1 c7=1\n",
    "cpu3: Online=1 Governor=schedutil MinFreq=1200000 MaxFreq=1479000 CurrentFreq=1224000 IdleStates: WFI=1 c7=1\n",
    "GPU MinFreq=76800000 MaxFreq=921600000 CurrentFreq=76800000\n",
    "EMC MinFreq=204000000 MaxFreq=1600000000 CurrentFreq=1600000000 FreqOverride=0\n",
    "Fan: PWM=0\n",
    "NV Power Mode: MAXN\n",
    "```\n",
    "\n",
    "Vemos que la frecuencia mínima de la GPU es baja, con el siguinte comando `sudo /usr/bin/jetson_clocks --fan` podemos ponerla al máximo de forma quer no se pierda tiempo hasta que la GPU se ponga a pleno funcionamiento.\n",
    "```bash\n",
    "SOC family:tegra210  Machine:NVIDIA Jetson Nano 2GB Developer Kit\n",
    "Online CPUs: 0-3\n",
    "cpu0: Online=1 Governor=schedutil MinFreq=1479000 MaxFreq=1479000 CurrentFreq=1479000 IdleStates: WFI=0 c7=0\n",
    "cpu1: Online=1 Governor=schedutil MinFreq=1479000 MaxFreq=1479000 CurrentFreq=1479000 IdleStates: WFI=0 c7=0\n",
    "cpu2: Online=1 Governor=schedutil MinFreq=1479000 MaxFreq=1479000 CurrentFreq=1479000 IdleStates: WFI=0 c7=0\n",
    "cpu3: Online=1 Governor=schedutil MinFreq=1479000 MaxFreq=1479000 CurrentFreq=1479000 IdleStates: WFI=0 c7=0\n",
    "GPU MinFreq=921600000 MaxFreq=921600000 CurrentFreq=921600000\n",
    "EMC MinFreq=204000000 MaxFreq=1600000000 CurrentFreq=1600000000 FreqOverride=1\n",
    "Fan: PWM=255\n",
    "NV Power Mode: MAXN\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Img shape: (360, 640, 3)\n",
      "Warmup completed\n"
     ]
    }
   ],
   "source": [
    "from detectron2.utils.visualizer import Visualizer\n",
    "import matplotlib.pyplot as plt\n",
    "import time\n",
    "import cv2\n",
    "%matplotlib inline\n",
    "\n",
    "img = cv2.imread(\"test_maps720p.png\")\n",
    "#img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB)\n",
    "img = cv2.resize(img, (cfg.INPUT.MAX_SIZE_TEST, cfg.INPUT.MIN_SIZE_TEST))\n",
    "print(f\"Img shape: {img.shape}\")\n",
    "\n",
    "# Warmup\n",
    "with torch.cuda.amp.autocast():\n",
    "    output = predictor(img)\n",
    "print(\"Warmup completed\")\n",
    "\n",
    "iters = 50\n",
    "start_time = time.time()\n",
    "for i in range(iters):\n",
    "    with torch.cuda.amp.autocast():\n",
    "        _ = predictor(img)\n",
    "print(f\"--- Avg Inference time: {(time.time() - start_time) / iters}s ---\")\n",
    "\n",
    "v = Visualizer(img[:, :, ::-1], metadata=mstd_metadata)\n",
    "v = v.draw_instance_predictions(output[\"instances\"].to(\"cpu\"))\n",
    "plt.imsave(\"test_maps_output.png\", v.get_image()[:, :, ::-1])\n",
    "plt.imshow(v.get_image()[:, :, ::-1])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "|===========================================================================|\n",
      "|                  PyTorch CUDA memory summary, device ID 0                 |\n",
      "|---------------------------------------------------------------------------|\n",
      "|            CUDA OOMs: 0            |        cudaMalloc retries: 0         |\n",
      "|===========================================================================|\n",
      "|        Metric         | Cur Usage  | Peak Usage | Tot Alloc  | Tot Freed  |\n",
      "|---------------------------------------------------------------------------|\n",
      "| Allocated memory      |  177908 KB |  497866 KB |   67238 MB |   67064 MB |\n",
      "|       from large pool |  158208 KB |  463727 KB |   63850 MB |   63695 MB |\n",
      "|       from small pool |   19700 KB |   35282 KB |    3388 MB |    3368 MB |\n",
      "|---------------------------------------------------------------------------|\n",
      "| Active memory         |  177908 KB |  497866 KB |   67238 MB |   67064 MB |\n",
      "|       from large pool |  158208 KB |  463727 KB |   63850 MB |   63695 MB |\n",
      "|       from small pool |   19700 KB |   35282 KB |    3388 MB |    3368 MB |\n",
      "|---------------------------------------------------------------------------|\n",
      "| GPU reserved memory   |  565248 KB |  565248 KB |  565248 KB |       0 B  |\n",
      "|       from large pool |  526336 KB |  526336 KB |  526336 KB |       0 B  |\n",
      "|       from small pool |   38912 KB |   38912 KB |   38912 KB |       0 B  |\n",
      "|---------------------------------------------------------------------------|\n",
      "| Non-releasable memory |   20747 KB |   79243 KB |   52299 MB |   52279 MB |\n",
      "|       from large pool |   15872 KB |   71360 KB |   48404 MB |   48389 MB |\n",
      "|       from small pool |    4875 KB |    9861 KB |    3894 MB |    3890 MB |\n",
      "|---------------------------------------------------------------------------|\n",
      "| Allocations           |     314    |     442    |   31826    |   31512    |\n",
      "|       from large pool |      32    |      69    |    8804    |    8772    |\n",
      "|       from small pool |     282    |     375    |   23022    |   22740    |\n",
      "|---------------------------------------------------------------------------|\n",
      "| Active allocs         |     314    |     442    |   31826    |   31512    |\n",
      "|       from large pool |      32    |      69    |    8804    |    8772    |\n",
      "|       from small pool |     282    |     375    |   23022    |   22740    |\n",
      "|---------------------------------------------------------------------------|\n",
      "| GPU reserved segments |      35    |      35    |      35    |       0    |\n",
      "|       from large pool |      16    |      16    |      16    |       0    |\n",
      "|       from small pool |      19    |      19    |      19    |       0    |\n",
      "|---------------------------------------------------------------------------|\n",
      "| Non-releasable allocs |       8    |      35    |   14741    |   14733    |\n",
      "|       from large pool |       1    |      10    |    5211    |    5210    |\n",
      "|       from small pool |       7    |      27    |    9530    |    9523    |\n",
      "|===========================================================================|\n",
      "\n"
     ]
    }
   ],
   "source": [
    "import torch\n",
    "print(torch.cuda.memory_summary())"
   ]
  },
  {
   "attachments": {
    "a742c5f9-bd10-43ce-9e33-6cde98022dbc.png": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image.png](attachment:a742c5f9-bd10-43ce-9e33-6cde98022dbc.png)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Live camera"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Buffer set: False\n"
     ]
    }
   ],
   "source": [
    "import cv2\n",
    "\n",
    "WIDTH = cfg.INPUT.MAX_SIZE_TEST\n",
    "HEIGHT = cfg.INPUT.MIN_SIZE_TEST\n",
    "#WIDTH = 640\n",
    "#HEIGHT = 360\n",
    "\n",
    "gstreamer_addr = f\"v4l2src device=/dev/video0 ! video/x-raw, width=(int){WIDTH}, height=(int){HEIGHT}, framerate=(fraction)30/1 ! videoconvert !  video/x-raw, format=(string)BGR ! appsink\"\n",
    "cap = cv2.VideoCapture(gstreamer_addr, cv2.CAP_GSTREAMER)\n",
    "\n",
    "print(f\"Buffer set: {cap.set(cv2.CAP_PROP_BUFFERSIZE, 1)}\") "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f17f4ee10>"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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V/fnVKhDnkoCKQiJ5u3RxLBWw7TYoCR3XUQaJ+C80lEUy4ha9hXSvOirijhwRj8utfMNyZZDgnbBmYpA1QWeuLwly5ZY30SpBLulcKEQpjIAqfF8WCRz5Wo1kiHzNSSbQbWAEhtmQvB+lAGv7cYtgvEWF0IYYzuO2J8KcE/yNKGs7vJ0wIYICyMVRHODFhyYiXeQ7WPj5EaVSGJGlnc4nmw6ubT5ZxFrm8zl1XdM2DdZaHj3a5eWXX2Y4HPLiiy9y69YtvvSlL3F/z7NkjDEoa9HOURUFTz19hfXNTSyGNlxTK4NC04hKGL0KcYfoyjoFHblPUuDn3u07zOdzHh0d8oXf+adBiMSJ1HcDEyaZu4/WUZki4cof1TYYDGjrmrquMYMhloKiHDFcmVAMVzDDAWJKWjTOFSgpKfSAc9s7rK6spECswVP/Hty9y9WrV8Pz98KwBEqEEsEgKOXNB81JgRXnl4gwn88BH1prlX8+8Z8/3L+WKAoJ0GT0FgrtmWXzhv2jQ15+/XWOZlOOj4/Z2tpiZ2eHyWTCcDhkZTBkWFZUVZmEfH4/WrzlvlJW7Gyv4VyLxq8Xk/0rxAtpo1QvZuRhxGCdByWgwtqMisKKZ4lEK9Uiaf3VdZ0MqNxijQpj8Z8O0MqiwRVb46wXlK5j2uTKI15rMVblFP37C+yVeK1FI09L9y9BMoVJhmFEFbTWFFpTksmMYHQZ5Z9tkmlRyIeYRDQatNYYlP8XPJZ4v9EziGyfxBp6zPaECHpFI8IcoXWOlmjNBgjDuZ7rEReCNoC2iBavCLSm0f5cixOkCOe0QQkkzb8g+ONDWtTMRVXx4OFD5vN5NiGgtZZXX3uN2WzGJz/5Say1fOlLf8jd+w/RZZkmukjNeDRgPFlhe3vbP3CtUKYE0d4Csv1JqZRCWktpQ3Rfe9aN1pq6rjk+PmZ/f59XXvHKxjlBuSjMl4xzft4w2YBva8I8ia3QmoE2GFq21iYMCsVkOGK84vH3YVUwHgxZrQasjCpGqyWT9RU+8YmP4ZqWqqqSG314eMS1a88CgTUi3q1uVacooaOoki3wQqBSOixS8Vg5CuMchUiPoigLc7RV9ARrpNS1znHr/n2+8dq3sNZxfHzMeDzmwoULrK2tsbKywspgiDHeio9xlxIPaYr4NVWLpxK2ztFar9gXLeZ0T8Zb/znMAAGCsO7E8Srri1EqGVuxOQXlcNCzenMhnxttzrnuGjrH7ruWMOwAd+oF774HfUhGlc5ZKqb7TTSkcmWd7k1138djIuVzsT95vCM/XsLnUVF6VpXuFIcOsiDInvhdMj6CEoqQtRJB25MspPdrTwR0AxHPUgn0ygMakkM4Wns+KYBonA/JoyTD5FmO/4UYTG+CL0W5lEuh/3zC7D16xHxes7NzAa011aDC4a3v1996i6cuX+all17iW9/6Fl/8wy/xmc98hs21NbQCWx/jpMXZkmpUeQxTBF0U1G1Lm00237Xu+hZB6Q5XzN3nUhtee+1b1HXNzs5FRAtaInx1cpH0xiOcazabUQ2qb+t5PUkt0ge1dRhTcGlnh6OVPYpSU89bDo6OQFqqcohgsK5hMhly6eJFBkVJtLCl9ZDNeDjs5VpE78oCRvvgXuRYF/RjOrFp7eNKzgTeM0J5CtzQRIULEJ6z4FDK0TQNb7/3Ls45ZrMZRVGwvb3N6uoqg8HAJz4ZjTGd4LDhXhctWhc8y1nT+EAmPuBfLMRp4r0VAlZ5JVScIlNEBBahmDgmCX+G2cx7NqIVkiWbxXGLwj5n7+gw3/NzLxu/94NPotEThba/VgfmputENlomtPPrGJTH7bNjIAZ2hcKA+AXn78c5H+fIuPUpcUokkStynD3SvxehWiXSsXHCMVbcCQX3fu0JEfSCMg6cOaFVI9VRMks7YnXaOY89KpUmW8S3/dry2lSUt/IhukEdzSlmGAIpiKQ9GpfuLrcQjo6OeOutt1hdXeXcuXOMRiNc2yLAjRvXqeua559/nuvXr/PFL36RH/r0Z9jY2GA8WKWpp7i6pmkaBnqA092EsdYync8xZYlSJUQLIbi/ZZgYHv/1WY91XVONhtx+9Sbj8SRZEkKXUXzqiC+4uR/VpoHZ8TFKC+cvX0abiueev4Yx84Sxtm3byzoF2NjY8Fzwqkq8+dlsxtOXr1KWZUpuEunGU8KCi65/hBzjcdZav7glZM8qn/SmdZnw+EivjM0pyJ+UpgN3jNa8+eabCet1znH+/HnW1tYYj1YYVAOfWJMJkNxraEI2b5y/kaU2LCsP04TfOU0P81aBJdSwwN+O97gQjI1jlccu4nExAFkUBbPZ7CSUEoKSSdirbswXs7oX4VqllE84izLDetqiU/04VRvlgjikFRDBRmMoKMVE2VT9PIB4HaGjP0ecXCnVJTrh/DN2mbJYgFfy4GtfaWUQUfCm8vFsM8GfyCcoxH7EoBtQKCn6OHn2bYdXZxMEH0Rts8/y38djcggI1SU0pPOxgMnRn6z5sXHBNE3D4eEhh4eHaaL5hSjs7u5yfHzM+fPnWV9f54233+L+7kOs1hhdJqvD6r6l4pxj1tQnUuBD7/O78cE751K6e5zwi2NwmjXfWzzqow/dOGmZzo5RysN51aBgVFZUpqDUHdUwslGKokh/p3M4R6U0RVGk3Iy8LXqIi3/nn4P3zoqiYDAYYJTCuA57hm4uxfkZsdyE2YrH96MVaoyhqioGg0GWBKWRhRUcIYLo5hfSt8b7XoenJ7bOJa9icc5USidiQIRzGvrHpDWlOngiXSNg/ixg6PG1t/a0RrmTGamn+N1pDJNhmB22TCY4dIJUFgOZbuESOWzTMWNOxg0S9GRPehsJesY/g5QUmUFK8bzgn10+7xzLqayiOqjncdsTIui9a2ECLlXQTcieJlN9HCu2xYfkALtssTqVaFOxaVUkTdvQfwD5e+cck8kaVeWTUJxz3L17l5s3b1LP50nw1vWct99+m7ZtefbZZxHgzbfe4s133uHYOqTyEEkMzoC3+h49esS5zW2G1TDl9rbiUMagQ1KIlmhN+CUnYjk42McYL7TySbg4kfKgTxoPkXA+zxz5qDZTFewe7aEHBVorRlXhF0JhPKU04p1GM6pKxuNVD1cFbB4U0/1DLl68SKHBBXZVVPq5oMzhAQ1gPfbbg93CuGqB+XzucfFlC3bBe40tMliqqmI0GjGZTBJXfrKyGuAa07MooyBJzzywbKxW2b35vqaYREipLySUE4kWfoRQIra/UB4B/LXy4G18VSJYEdoA+bTK34MpS8+kk0W+uP/nYlA1Bh9jHE5HH6cf+MzlQw6vpoTAzKCLuTc9FgvLA7WL/cyFe/QoLELjLI2zPkgtjsYK88b/HfsQn28U2NFgjTkuuRJZnF95WzROE0nFfOSgG2hEKIOFVRQFViTxmhc7Cn2ql3I+gcEohVaOaOZEyyzH1LoJ358kWkBJhznG7yP/XmvN6upqhweHqPqjR4+YTqdcvnyZUeDHi8Dbb7/NpUuXePbaNZxzvPvuuxwfH/PCCy9QDgOPXvy5j2ZThqurVEVJqSPFLkzOtgt2OQXFAvboGsvx8SHG9N3CfMyWcurpu5If5aZ0wXh1DaMDb70omB/PkhAGX2xOKcVgNEQpzWBQZclElsnGmrf4VaCwZYyR3rWC62zCXGkUxAJ8HoZJRyYvq+jg2fRsomUZ9WuEGOJvwSsJY0zK2vW0ySIJPLJz1uJ6HPRcYNiEhasQ5NU4AmwpPt4lrUUXxgt7D7JTaO0FV/y9PzFGPHau6DNreoIoW29KKab1PN3bohHnnE3CO8KISXi3NqzBgJWHnJqkbIU0botCPx+fxWvHgK9b4slEJQigVQcppXM10skfpWgDa00VJmNvdcy5Ex50UD4i4nNZljzP3EvRS+SeiGTJfB/cnhhBX0CqDSFKobRGhaBrzgCAgOuJ9IS9x+UtyMnKHIsPEdcJ82Vulk6L0SuLiPXmmKApDN4ScUxnM65fv87ly5d72OCtW7ew1jIej7l8+TI3b97klVde4ZMvfR/rk4lfak4Yj1a4ffvOiYXiolXkLEZJeuBl6QttDQZDlFI8eLBLVQ2W9jlXZIkpkrUYZPpIN9GMV9ZprcJo4fW33uTu7Zs+Icj4RVcaw3h1lfF4TBXgG/9oHbsPHvDS8y9QhPR8my2iGIyFMMcSP1x6LI5kvQUM3lpLWXqorsHXi4k4uIhX3nHxRUs6PSu8rI3CPV2j9dmk0W3PA4eLyl2C9Zz/3ri4klSWRi+0yjOGpLX+wtqzc4y14c9+DmYtDoVKAd8Tj2Phs2hVJ4hTdQlPOipB6xLWH3/jQhZtfB9b/t7SGUzLLGERCXETQQkhSZAQ9O6OT/fHyXuP9+mvHd4ELD1fTpEauXj9/DxKumvF+WJDPCJHG5x0genFAK339r89D/wJgW6EWNumzQIuWmtsBtlETbtMm0W4plUOF9zWuJhi3ZoTV13iJrXOYZXCLigC54TxaNWXX6hrmrqhCjivryFS8+6777K7u8t8PqOuZ9R1zZ07d3jnnXdwznHt2jVEhK9/8xvsT4+REBCqqgFkdThOTlgNxiRBba3FVCXFoMLiLcHW9uMP8V/ubub9jce2IhwdTTkNB32Sm4YU4JvXU8QpBtWI+/ce+EUr4rFTKxituXjxIr765woqjOV8OuVjzz3PMMIZBOu6bRN+HVscuwhJ5LGj9H1GP2yaprPMst+l36sugBqhl3iscsIoeLhJqGvVy4VYhhXHapjKefikCRa3KIUuiwRDLSr8vE+RJ5/mSsDN47/yO5orIea0ADfklNXEJ8+mvw0ZzHHdx/f552nsF15zCmR+vdin/FqLkM/i+0TBzKiQCVYuDLr0cGFUFnklzWWKz3tw7sQ6ldb6OWRdz3PJ+9G6fob147QnRND7oGoTHx59LDRfUMaYHic1Vwoh1aA3ADGIpKET+kssoPzBnVi8ymFtS+MaNjbWUxDPGEPbthTGMKh8MbaDgwNmszl13dKExCprLYeHh5w7d46Pv/Ax1tbWePnll3nwaBfQlGVFWZYczmfMXc4D6oJCEY+Nn7Xzmno646233uLSzg6DqqJt2x7DJGcpLFsI4LM1Y1LPR621QbA1TZMgDcHS1Me4MA5xHo1GI495VwN8trG35ocrY6pqiJhiAYvOKHRxLCGVOoheZRGw7Lx5qM326r7E8+aJSVHYRIEMHuZxziEUlMXgRIwKoivv/1nkhNCLGHm6nyyeEJNvckGXx4tia5C0znLsPnoocVxjoHHx9z3oyFraDLqR7JgcxorGSB78zGGefE7n8/iEEeO6YGu6T+nqZOWB2PxaiwmF6hQoLH+m+XkjZBMrx54miHPYKd2r7fdpEYWI1v+yOMLjtCcDuhFANIIwbRtwLSuDIVoXHr+jKxfauUCBd083kVNwkwW4RyRlovYuuyjQ4USg1ysF7fnHsxmj8SqXzCWapqGqKh4+fEjbtozHY1+3JNS2ieyOUTVgOByyOhyxPp7gnGMwGPDezRu8/vrrPPPMM2xubjIcDr0FGPD7/vVjAlRnQZiqohXH/Tt3ufb8cwwGg4Rv5mySRc0fMc4uKEWqYf5RaIu1eowTLpw/H4pkWaazI09pFI1YcO2cweoqFy5c8GWAS8+bLwSm0xlXrz6d6JVA3wq0rlfaOrewIAjURddchVrlyoeKRATVWkSDMh2s2FMiUZBCqk2OchRleeJ474l4JSWiwUqGwfcT/ZRSKYFJRKgNDIPQi5iDUyCqY4ZAsFyz8Rbli2kV2XmjkI/3HNdfNMrySpcQYKcg3HK1mI9nDslEnv+ioZLmQXYv+avvkw/gquxzh4dDwocfCDn5PiiceIUe62mJC3kC4d4k1OeK49Gz0FXXP0OXaSyBvC3h/qJCy2nOHQwoab36MiYnbvux2pMh6BWgLU0Lr73xOqPRKpcvX2YYLN3IxwU/ABWaFpc67ct3hgy0bBL6II5lsaL2orYUbPIEFq39yIBAa9bW1r2wr0qGwwFa+80dDg4OEoQzHA79zk+jESuDISsrK4GrrVMwTSnF1atXGY1GCfdfH0+SRV4Yv/uUp6ZZX8VeOszWGEPTtBhTMK3nVFXF+vo6BwcHDAaDRB1ctvDqvR5UAAAgAElEQVTzDRsMCte0HM2mH9qjfdwWVeuyaIG0bUdPdC0x2K5by/HRMefOnUOZCtGaN99+01vyWFoFpTJsBEValiW+dAE0bcvFixepNCjEsz7Ae2HzeaJFNk6S2Ou59R9gUWmBdj5H41lSWvsdqFp1chOPRaFjRfzGJyVJMPrn6AOXMTHQWstAm5QVnrc4j1sRqmrAndu3ef2NV/mxf/svB4GT0Rcl7gbRJfZI8FZyKzcVyjil6zrAT62KCWXBAjWaubNp7sff59a6SBaghFRkMI7PsnInqbBZtm59i8f2DbsUxFwm5EMiHPQVuhafNCZ47zfJByc9iMnQVcsU8bcQE75in5WT7BhBKe0lk+rGKd2f6kNYi5Br/tnjtCdD0IemjGNnZ4fZbM7e3h7TYIENijLU8PAP1gZGQHR32hCUVfiHopVKCxdMz9JYhGv8HzqzYeh9HwfeWkdRlFTVkGl9hHUtIg3b29sURcHq6ipt2zIcDhmPxwkqqIKyUsrz76PAWVWK8vxOyJ7zVv6DBw8Yj1bQZYm1bWcZJUHt1ZeI4vLlyzx48ACM4f/9/d9nc3OTc1tbXLp4kQsXdnyt9EDDE/ET5NzmZnKBvRLwHGnX/BssbOYcdl5Da9FFgRqUoDpqrLQt2jpo2kT5QzrLZ2JKqqKgVQrbtrz3zjso2uQBTra2eOqpK6xWAwahKBX4HZuqahhq93cljcuypFSK1kniuOcJU+mel3Rl0SIsjfEwS4Qd8Lz0vPkCYsGbJAgDvFBq53UqqetxaT8HnVLJdFFKYbQ5oSAtvpDZH/zBH/DFL3+RjfEGly9eDBudLG+x4mRULFa9vzDJrxmLbgV3w88r1XlKs9mMyWRyomRBgjqyrHj/eWfYRIt28V6cc6lm/LJ13VvjLO9LbzOQTKEnSCUzkhI90uhQkz7YqEGhFRlUF+87WuEJgs2UmXIddTUpxuAxxB21PKvIhTo433l7YgS9cw7rLNPplPm8YT6v04SIJWRV4alm6+NVWkArEiXSOb+xgHFdVmjcNrBVfiLGANMyGtYyTKzNHkzkLT98+BAgWc1t27C5uUFVDajrmsnKKpOVVYbDYbLylVI9WEdEkpUv1gJ+EUectXEWkWw7NPG7UMVmUDx95SqHe/tsbGywt7fHw/v3Odzb48033mA6naIDdDQYDBivrXHx4gV+7j/+Wf76X/8bTKfHHO3vMz/epz4+5vzlp/mOfcLvpjmHmtVUs9rP8sZ6S7ksUtAuVW/XfnEppfyDd8GjM95TEicURjE9OmR6fIDCMBqWfPxjz1MoTakNzhiaes6jR4/4+HPPY4yidl3xK+06qEajUpKPsNwKjC3SKEUk1TFpA/9cxO9clmzNBcvUBb5+P4FHQu2aAhGHtU2C3PzvC28NGtPD4kV87sB8PucrX/kjvvb1r6O15sqFK/ylH/oszzzlN31LqfbSJzVEZRcrUkbhlFOUu2xNer/rnSMK/XBsDBIvBiaT9Z7fw6mjfBKGFBGc7gRpPCa2yOjJmTSL6z1mxYpIYuLk0Fa0rnvNOm9IhHGMlS5j/kGn3jKDMRyTf5azgpQCnCShLnSJYwbtmYIxM5dOMTxuezIEvYA4PyHq6YzG9jdjUE48hh3KBxRFwepw1PNWdeCfx/SK+JVS+bBnl1w24TK6pg/wkD6PCzTi2ePxmOFwANaGCHuwikPVyrwCZs4Rjta9EqFSHoKaKyiM352obduUC6uDi6icoxoMmdbzhP2vr6/7bMmyZDgcMp9Oqeu6d68WaLWmmc/ZvX+fC1vbjEcrjFZW2No+5+v/Q+CM/+sX9DmslAZ73oAxkPwx5Se5RPYRRAogzqGqIgkr6xStVbSN306iKTXb29sMgoJ14JUgHb0vNhHPkikTLt4xITzzpk91bAP9bRFWcNIJ8zbsiKacgKYnVJPFFzF0cgtU4Wva2zQsywyRk+MJX/7yl7h1+waFqRgOBlzY2uYvfPL7ubizQ1WGiorSbbYpwQhaFJBOxzkY50foH5wQfCehE1J9lvh9KqUQXhdzZBZbviYXP1t23Ae1mG0sabqdvHa+tejjXEcFz0pCHo8/JlOQGfyiw/xdpG/m5xfVMZvibSzmHHyn7YkQ9L6uhU+OUNLtPhMtJQoYKcWo9AHH+/fvsV+VbK1vMBoMUlEmUYo2uGCx/jrigyi+ek03eRYHLi1OcRSh2k2KyAOubVhbGzMaDXn4cJem8bBNXTeIc8znDXVdc35r29cFr0oPJYd/SvlyuqnHSqBQOFFoOuUQefoint8MINowq+sQmPFsjrXNDbbOn2M6nbKzvU0zm+GU31e3Diya8XhM27Zsb4zZ3Bxz88Y7iIH53FuI6OVK8F9nk6LAlQ4zr/3mG9bCMeiy8PcX6WYKqEqfY5EwTmjrOXUzQ0zJ/NihzArl0KDcjBeevcZkMgmbf3j4p0TxfODMe9vY48FKa5pYGhbFcV1z6/49ZrZJeyOkjM4sgBoplHmiz9bWVl+4BYy3yDa/aFxXkjse45QXwIUTQCiKMuyA5F16Y7qCdj5bWqF1QVvP+ce//Y+49/ABzsK1a9f4xCc+gZ3NeerSBbQS/H7KYcx7sCSJ+RKVUizPISI9mOe0OEokQ/SCrKqzckuU5/VnrKa4xnPjKlm6CwJ30fs+jVSxTHhHi3yxxpCHfLLjsj7nhdQSTp8dmycxaa3DDlW6H0tcwPDzoGzQ6hDmsgsQ1TKDM0+OywPLBA/gcdt3JeiVUm8DBwTjUUR+SCm1BfzvwDXgbeBvicjuB5wHh2LWCI1tsbZNWXzxex88EorCMDQjRIS7Dx5yfmubleGAIhucPCEhttOsgURbCvusehfOC+boIjXaVyB89OgRFy5coG09xFIUBbdu3WJlMGTr/LlkwaX09KLb5T6WsrVKetaOt/R9BmfbtqneTdxwxDOPHGY4gHpOLH8wmUy4cuUKX//611MyVtu2vsRz2zII6fNN07A6XGU8mLBz6SLiHINBZ7V+WE1EICxuGzdRWMgA9Mc575kpvDCSAMvUCzXylXdfFWGBWAta4/d09eN5bNvk+m5tnOfTn/40K4MKtMaK37/3+aefoSoKQFINl3nTeEaM9puwz+cNb77zNg/29/ylkxvvLfs4l2prExEgcrvBF0yL86BxFq09CNdm8zmWP4bOclbBEkSE1WqQsnkjGJB7h7o0HDza4//6R/+Q49kB6+vrPPfsC/zwpz+T6tPfvX3bxzOMA1VkUIlPglIdn6EHOZwWsFwU8CKSIAy7IITz3zdIokMv3Wh8wbteZrsu9Rqy8cyFZPR4TpRGUf33+fp/PwiXAOcsg44kwlwBz1/2+8Ricm5pHkGO28fvJcyRQkiWfp5Q5pM5lwzUKe3Pw6L/CRG5n/39S8Dvisg/UEr9Uvj7F9/3DALOZjibczjX7bDirSPh4cNHgLdUy7LEDCvatgG8pZwHXSFzGY1OlmDE8DuMzgdzI++6LMsuWBlw4RgBr+sagAsXLvjFWhS+Tk29z9Vnnk67U0Vc3pBF8oHjpmYwqFLwKFdGhdLJ0vEue9iJPuCoNgi+Ek+ZGxQlVy9d5p//3u/x0ksv4awkzDUyNCJ89NQzz/Ijn/0hlBTMjo4ZTcZL2S1/Xk1EfBBVQLdtoqf5h6v6mbg6BPAKAzZOR5Uw0uykEIPGZeGP1xqUThZlpStsA8Oi5KXvexFTSKKatnXD05euMCj9+McNHJwIaO33K8Dnctzdvc+9R9E2CfkczqXSsJGfrwkc8YA/K6V85cug4Nqwr3EVhKiClAJvYzczvnfyCrRGa8/48Z/5Y4zxJR5efvmbvPzyN9ne3qaqKl58/tN8+hOfpBoUqEIzqCqGA19q+eh4hio0s3rKyqpivaioTBUYatITrBFKip+lmiynPGPoEsoW1148H6HP7bz2Vm6pe7vHLWtx56Uey2mJMD/tnhYt/9iPD2r573MvQ8IzU3ReTS4/oNt7WXrCWFKGs3I+nqBEkvfgodmuf3EfYwgxKa39HrFCKtWet29nv+cPA7r5GeDHw/v/Bfg9PkDQC/jFv4DH5Q9XtOLBo4fs7e3hnPDMM89wfmvbu394d6sJlmN0d0QkbbaggUKb3iRIvFVxvP3uuwyHQ9bGY9ZWx959LFUo++FQhWEymXB8PE0TeD6f89xzz3Hz5k2UUgwGgyBcNarQPgBzYrL6yWLEW3j5VoFlWXoMWRsfaxSHxaVAM8SSCF6ITyYTTFXx7rvvMhwNsNZbbXroaZ2bm5uMRkNMZThu5kkofdhNKZXYF0CyeokTOXc54/AIoB5jOsbNOWJN8VAMq8Uyw/O9pZ5x9fJ5RtUgQS4iEuisnmyrBOqY+KQ8Lbe1lmk959VXX6UYVOQeT85+yQVO29qwf6gK1TGLXmwpURSV72S0nGMOyDKfKgnI8N6Jp+K9887b3L17lwcP7rO+vs6lS5eolOaTzz9LVSkPf0pUCob7uw+5cfcuxhSI8mDFX/7cj1EuwCBxrcWgcBL87yPkT1i32fOOfXBRkQVWWZ7gmM/peJ4IXySIIstpyL2MxUS0ZfcX+5ae3cJ9n6YUFvvWp01Kqnu1ePm8rn8U/rHERK5Me2OWlZYwdHGbvCXPZIly+3aKi3+3gl6Af6o8Ofl/EpHfAC6IyC0AEbmllNp5nNN4K9CGzYild2PxwcTtyObzmvfee4+11TFr43FXOU+pLoU7MB3y6oOLDzEXAoeHh9SzGc3xlOnKEevr66yoFQ83SFeJ0DkbvA3NfD73rIYrlxmWBZ4tpTBGQ1A2eVlaXLcPp7em+q7mZDLh9u3btOIojaFtXXLvfVU8D+U0TcMbb7/FYDDgxRdf5OHDhzz33HMURcHh4QFN4yGkz372sxzt77F/dMgf//Efs3v3Hp///L+b8MEPs6miQInQtC1GeSqsilxln1lCyhpZbFqdjj86AWzwDLxFNCgKjBRosZSVQWpHNZxQFH5sZ8fHPH3lKuiurLVy3rCIEJAA03rOF//oyxRVeQL3XUyn7yx5QbSh0JqiKNHaVxttW7+5Ry2OKquA4gjueNZxi2AVUJhejRqdXVMpT1Hc2tqirufsbJ/j+WvPMt3do3aOo/mc2rbs7u7y/HMvULQt09ZidEnbNqyvjfnk93+CgS5SVm4MGia4JjyaZQL+NMgk/76XXBbhEPHlJMbraykAe1pbtNSXljDIEqgWA+r5/eUxkly494xH6dgvy3j6EXYhX8Nw4p7iZy1+iz9JyVIkKMapsAl5ODZ6hx081I0b9GM3i31LCvTbaN+toP9REbkZhPnvKKVeedwfKqV+Hvh5gK3NTUS1NMiJWteQB1G8AxzdqlhUSimDw/Ui1ZFbH5v15lgS7rlrZlBUYbPfo3pO47xlt7m2zmQy6YKkreXOnTvUdcPGxiabm5u+DG1rOTj2G0Fvrq3j+elq6QSJmKtSPujmjKFtvScS64xjfXliVRiapg4MjzBhwmJoZnNc07K9sUmpjd8kenurN5nbtqUarbBmfPnelfGEG7ducfmpq5jiJPf6z7tJwKktlkIZ74567ZawzwTjvI8ASN9HIeDEm+RO0A4a5zi2DbYFcYrRsECZME5zLxRjslRujQMoY3y6v2354z/5k0Bp7N/L4sYskdNurXfxy0CdjTXjtTZoyTbECG0xYOm71aXwE78PFlx/3nvsf21tjYODfVbCXreUBS+/+RZKmbCdJNg3r/Pmm68zGA659swzfm/ZlVUGZUkVdrzSLN87OadNGhcKgsEJAbkobKy1qR4T1vmMUucV2NFsTlFUKBU5cV3fl8EzMSCbJzgteiD570/D1/Pn1btP+msyv59lv8+/WxYYjkqlWKh0GTOG07UjGUT6Xo1zvkgcZLz+UI1WImUzeolKpdwM3OOv4O9K0IvIzfB6Vyn1W8APA3eUUpeCNX8JuHvKb38D+A2AZ55+ShpnQbmEg8dkg1hAKJYHjvTEmEgVB13rrCLcgpAPBKV03vhdctsDfSwGUeu2pW5b5k3D0WzKxfM7FAJra2sYU3B8vE9dN+zs7ISNtX0yVD2dsbm2vnSsNKRt6+JiEgU2wBkSsLuyLFOqdKE0xpQ9qx9INdYjXLS5ucl4fa0XqY8tHmOMYX2yxtNPPQNKPDb9IVv10GGL0Xh3zqGcTpswKK29EA8ufmoJDKUT8rkAdt5atFawTYOguf/wAa6ZMm8sRrX4Lb2F1dVVCu3hklp8vGAWvDFCLsOrr71KbfuwVo82mVmS0RNbzHYuyzJtDPJoNkvlZ5O1GxWw6uiNsfqiWBeqGIaAq/hgb74DVdu2ad5HGqipKirtg/57e3sURcFkssrnPvc51kYraeOVmBGc+gOejfI+z64NgeFlCirtyOQ6y3QxozRCsu+99w7Xrj0XjCzbW6eLVnmCOwJUtsxyPs2i7t1fpgByi33Rel88Lj93hG0Wr70sPpDuX+u0l0QOxRRKd9h89vnifXe1dyQdqxfiExCS674No/47FvRKqVV/P3IQ3n8e+O+B/xv428A/CK//+IPOJUS+eN81siEQEd3Atm37lCxzksWhjQ/spr/x7nou3PNF6hS41lFVVcLinW3BeqXzqGnY2NrCiv/7/PnzniUTyhVcv34dpRRXrlzxVgjxAaggmzr3MN6rCbiyVoqG7mFXxic4NbM5q6u+Gl5e3jWVdtWasiyCknIgitlsdgJ/jxO3qqpskw0QaxErvc2XjfEW94dh5essYUgrhcMSuYUqCXK8mxst/CTYk7/bP2k28bU4DML88IhSG9bHqyg0x8fHPH31Ksb4ftYBrtEQrF9H3bY83Nvn9oOHONfHkhaxXP8cvDWP0uiioNAaEyz64XBIVVW+hK3zuL2IpBr3BEs4BmPT4o0QikRj3tNhYmDdOQdKsbKy0kvC290/YDqdMZ/PuXLlCt///d/POJSuHpb+PrS41Kdc6UDgbNNBNblQ6xX+6g17J+girl+Iz9eIBknbtsznc6bTKbfu3mFzczvFxJzrLOp4PwnYiuO9BKOP12bhXpa9T/NigbaZ4BzrkAXZkYS/7ZgxNlM2ScAGLyMJ8OABlrofbyhUfy05Bdp5yCa/pzguyhj/lCJsF9GAQDWNZVpivaC4g9jjtu/Gor8A/FYYrAL4X0Xk/1FKfRn4P5RS/xnwLvA3P/BM0rFfFoM8ACJdfZZcSC8KNqMU2vZdZKs7syVPv84fvL+cTphiZQosnhkwKEsfAygKdnd3McClnR1ESMrh6OiIS5cuMV5f88knaR/PsFmE1hQq7u6uEXH+viAJhOi1TCYTH4uYTID+oooMolIbiqJMYyPS8oUvfIH5fJ42jYYuYPvU5cusDAc8d+ViCn5q6/fPVAHCkdaiShUE8YfbREJyCD7NXintyxyAZ9RAPzi/aNHH12BFz8Vx/e49X77AGHbObVFWBWurK8GL8uwXnKMNHqMxBgne25989U+S0ov3t/g+4vEuQgqR5qh1qi8Ui6YlzyoKCfDxCRc3uIl7+3bPtadQUpeDJS+S9kjw0IDi7feuc3A85VOf+hQrgyHDqqLUBl2aUNDP05HzbRGjEXKCv7/wfKI1vmjp9rxKOhikloyniY8l/PZv/zZ7R3v8yA//JdbDHgCKbmvPON/jPcTrKqWScfd+zyP/exnMsmip56+yxIpP8iDCZhkVuAdZLcHyU1KZ6jNhlCIpACBluy7rWwqCC2kTcsi9c508sJjz8H7xjsX2HQt6EXkT+NSSzx8AP/ltnSsI+fD79K9zCztLthPOHXUOOhhG8HXpI2dVADEaaT3tsbU+UJkvxhIvjD2sICmBIdITB4MBR/Wcc+fOcfv2bSwObTR1XXP58mXu3buXLK3J6grgMKZIeF3cTs0pUCmu0CX9xP7GvUx3Dw/ZDv2KZWgjPLW456iP9PutDEfVANe0PAjZu8PhkJVK89SlTa49dY3/9D//L3wguTS0we8zYQG6JhRUyyomfjcttxxTrZ7ANdc2ZJUGWE6s647xPw60S90xdboHnRSAtZZ501IohbaOovCloi9cOkd9POXylW2MCsLNWuq2TVin58vP+f/+5b9I3PVleG/kx0eGTVGUSIBrCq0ZLgj5KpSrFpHkcYr44mIxL6PrSmclxjmdHxO9z7j5/J07d3jllVf41Kc+xcXzOwmS00FJmYjsAVoUCpXq10RCgVXeo4zzsScsFgSbc34f3dwT6Q5VPQgi75O1lk/+4A+gtebixUuUwyG6MEAIgrMQiIy/VSR8Pm9JwS0xBBffL8Py43dRkcTv89+fuJcF2G4xQzf+LipFp6AwRbdLHZ3iSp6zc+D6EFDyPKTP6Mr7nVfUXQZbPU57IjJjEYVt+jjo+72eDG76z61IwoRjynvO2Y0LKQ5TzvPtuVnhwUa4I2arDodDikFFM52GzzylLpYZLpS33KNWj3gdkk2kNNnyB+oPkuC2NU2TMvkMKrAVXKob0jQNtW29C49KkJY2hul0mrC98WDAi88+x4vPv8jP/Mx/4OvqFCGBK9vUIsYH3g97/HZb3AEMQAfrWWJntVe8OmyonOiXAeLxf5O8D98s2BZxSzw+B+uTLW7dPcLognNbF1hfX+97Qwv355zj4d6joGBOhwa62v7dDRVBSKV8iZDVnAuvTgmHc9mQOJUptEUueS7kRXxJhtlsxv7+Pg8ePMAYw2c/+1k219ZDLSUT7j3gvpLRJBfPi6LGpf0Y8v52VmX3GxOyeJOgCd1PnrI9WW8/jrWpSnZ2dlBKU1UDz0IjF7Td3s+LLXp7i23Z8acJeeiz2U7D73Nv4IOEZ/TOojbNxy4+6x7DLvtOFt4bujLFCVJO6FUn42IfTsTovoP2RAj6eV1z/fr1UN7gPtVoyGQySUGdfEPhZRo7evbx+4h7iVZhwoZIeNyIIrhnsXmMWtM0/rij2ZTjg0MuXbjQbdCgPZ1yf3/fY3IhwOWcZTj0EI7FKwNlwqbUIeElwkx1XTOqBrTBPc1dRm/ZO2+dRmZQNiEFPHZodG+jhdjXsiwTTl8UBTubm/zFH/gEP/lTP8Xf+rm/Q+TOLZsqSimKsuzX8P8umoh4Zk1MBnKtL/YVAurONhgRD8/EBRatuMA0gCzYpAXaOmC4HUXPOYcUBS2OJrBcmqZh3hyzPpn4fXQJHqC1VDpuFQiH02P+9Gtf60E26d6JQt7/892RwJM3qcZQLBoXC9xVpqDSBqNNl2zkfN14ZXw5YZOEpUrPIj3L7D5apbhx+zaPHj1iZ2eHa9euMR4MGVVhM5LQtwjxFAIS+udR+bDZhgSPMpx3EYuH5QyTVoX4uAKkT2CIbZGNRDh3ZB5FwyU3bFSA6uK5cogkXb91OLXccv0ggXya4PZj3JlXUbakXIVFAkcG8UajUbsuIXHxGlEQ515SjHnF6pwSjJmUY0B/PAXp5r5SgWauUUW/LlAOdT1ueyIE/XQ65Stf+Qp7e3vMmprKFHzqU59ia2sLMisoptLH1lkUgWMuUWgHypIASiVLp0UoQpEsF+uGWB/I0whNU1OWJe28xiLUbUtZ2rStHMDu7i6z2YzhcMiLL77IwcEB1voNutvWl1kehIXnpKt6WRoThPxJiMpjlSpARV5YNU1DUVWpr4p8YkkIapk0UWazmd8MxRRc3tri3/rhT/H5v/rv8dN/7W+S0jKXND96p7ceBJNbQO9jXSilEGPQhrAJSMAgXeuFf10HDN5PfKxNildF91U5rOQ4ab9eUbyOti1vv/suK+vbTCYTinJIPe2oeSooncTiCsHAf/WHf4gqTFAeJ2Ebay2t9XkAQI/tlUM1nlapKMLG0LrwdeeXFa9a5lnkLQrhaJFfe+oprl66TGlM2vQjwjSIoHRXcjgyZNJzys5bSLeZyGJf83aaED0Nm07Xiusz45zHkuLhaN8/dTqmDl3pkhaXygIsGnaLwvW0ln+X4++LXoxWnSe2rJ+phInSOOWS8aFC9nYU7kFMp4zeiLlHIy0X0rH8sKKvdPOaOiI+iJ9ic1p746kwaWy+nX1jnwhBX9dz3nj7LabTaSoSdfveXf7qT/8V1tfXTzxw8NagC4lBShlUlmFai8fQoyss1oKI3yw6DKwLlk+qLxKYE/EaZVZDpQ0TZDwes7q6yvHxsaeBWsedm7cYr68xHI7Q4ks3+Fo9Jrtfv4hbccHC8g/R4DMyPXPB46bG+M1MRLKNiq0D03k3WhTSOkylk9VY1zUDbXju4kV+9HM/xl/7mb/BD33uxzhNjJ8m4BO8FYVF2xdZEuuuFGZpWnZsUaiposC1rYdpmsazVZz4Z5cLi0U33IVRUwoJgXFxqocTg1e8KysraK3ZPTymbVsGg7jYAr4tkspV3N59yCuvvea9ox6TovMKXVhEsfxETu2NQn44HGZVSj2Mo0tfQ0ekj+uWBM+iN4ez5nwiXdqyD0Imt2ZQaV9kDHpltuMzhC4h0CmyGvqwUC2oey6Z1XiacD+N/rfY4vdxlpwGswK9rR1zKCJfI5qTny8T7idlAkuPTX+foig8a4ul1Vvz2lmN2I7IoE/GjuI9JE8uE/75huG9DVmCYkzehXTlEZRS2HBvBhM2VVcUtTCdzvijr/4p165dO3HPp7UnQtBb65jPa5rGBizUMZ1O+Sf/7J/xuR/9MZ59djWxG2azGUXhN8bugl22NwGKUJkulT5QKtU2yR+er4qoUNZX2FMhYKu1ZjqdsrGx4RkzAlZr7ty5w7nNLYZlRV3XtG3L8XzO3o1bvPDsc0wmE+bzOWPpNLVkzJl50zAYVIhzvaJEUZnE6XDx/HkK8Yu7DRaDhg5HNxpdFil4ZVCsD4Zc3dnmx3/y3+G//K//GzYuXiAX5fkCXLRaoMMg8+iBn4tdAgtKIUqSu6vBe0z02QtAJ7ib1nOCtYai7FzTIlQnjdv1xUUb7i/eYaSVefjOnhAkxhiOj48ZD1apTMFoWFJWnvKWx2zm1nJcz/njr8O9miYAACAASURBVH21x93uhERGAggehqHbdyAK+rhxjJ8nijIEZo1SlAiFMn7zGyHFeBp8BdVcvPeegdY4sRTS7R0rWqeaSFGQLwt+5k058ZBYvMYiRCOBIbIg9E6zYuM5VAY1xrb4e5Udu+g1xPd+E42TXPRF+Gbx+8Vnvkz5LFMKPUUgQcLGfXMzMobLJn0+xj0FFLz/2Een4z4VXUzOV/7sQLlUMz6DlVtxad3n99wE2mcr/TX74MED3nvvPba2tphOp1hr+eIX/xVaG1577bUT43BaeyIEvdfu3qKu627z38PDA37/X/xzzp8/z2RjnclkTFEYZrOZt6ToR+jzCaaDAAF6gihCJXk9cfCLsq5rKP12gNAFdNuAG8e098FgwOrqKgDnt85x9+7dxNABlZSIZ7SoXoEm+QD+a/RYYpVLEQn1zDv3U0tXO10LVEXB01ev8BM//mP84t//73r13OO4iPgSExow1iWBrjxo2mHl9BeIwiskm7DsblJHGCR+o7PfOQfGORAXgFmBukn9kabtUvzpFNAiu0Erh5XOGsybA0xVBt55xK0bxuNxrx/R4/mXX/xist6XBf49xt/SWocoTWF8gbAI2QwGA6qq6gS/7gKxaZu8YNHnOQrxtZC+0HPOdVVT6Whz6XcqBrCzOFXINfBeEJTKw1k20vvCELWZcPGCWtKuRcb1edh5trhzHastVxRtxhaL5RMiBBE/j7kC8WduUfgaDbavSGJZhFy4G1SvUmPvHNnfy5TBopeyyHtfVtHyNI8gxiCikM/Plx+jgtcXx1/FvkcL3Z/5hNfgmpbrt26ysbHB/v4+X/3a17h65QpFUaQ5+5WvfAUR4cKFC6yujrlx4yagqK2lmT7+FqBPhKCPrnUUlk3T0NoWi+Lo+Jj/87f+IX/37/48GxsbbGxsMJ3OmM1mADh1eqbaomsXX+PuPwaVHlRVVayurjJtfa328xcvJHw9TqoLFy7w3s0bfnOUsEnIeLzKaPQM4/E4WX0m8OiVUqmwmVJQaBVcdBXkqq9dE4VyhJqc6qpWRjewyCewdT7jkWBRrq/y7F/+EX7xV6KQ70+oND6FQZrW78EqC7C9DpFaodviTEfr3FfM9Onw2bldt6MOIoi1qeKnsYFbLf3jbahmmdfdj5i8EsFJHw6qbeuVhEQc2HnoyktTnDgKU1KVQw45ZmtjnZXKb8Pnk+pg2jZ85at/Sh22Z1w2T9q2xdpuI+a4WUncCSwmnUXrsyxLivhco5AP/HrXxHpIfaZEm7nzMUHs/Sz0RTqmiKBsn4IXA3uOvpVtpFPOkT8vXsPRhv2IU3ar+NpBJwgPoX5U6zqPOSoBEwyaGDNZNq6LwcIUEM4860hWOAHJqO79YvwETq7pfIxi6wt9b0xGHbMo3PO9lNP9R+veZkoio/YuXqPUBhdodopQnjgzRJvGhgq3vhT7N772NV59/Vu0betJBPM5777zDhcuXKAsS+7cuRMy7+HOnbsUxS5N2yJaUynFoKo4ePToxLgva0+EoFeAa+qwLRyUpWEwqNja2vbW/Noao2oY9oQWxuNVn9aufAJS3kTEQzpaY8OkLMPncf9VjU9skKyexmQyYTgccu/RLgcHB+l8TdMEWtxJaqMpCuq6AQPHc+9lrK/7Egi5dZJko1ahJrmkfz41vT9ZEzcX0GEruaLo+hqzOh0ghWZrbYdf/nt/zwvnJVhjvB9rLUZptCl9QDQugmwC+0GklyHob0qjtBf4QYsh0kE0Yq0XHDYEXMVbMCoWqsss9vwfgKgggEX16JPRoneqs8y11t7N9T9EnMIUGrTl0YPbbEyGHM/mAe5y2FnDu++8ze7+3lKrUIJ3JKJSAt5oNEIbwzBY8HFXL601R0dHrKysYFDEPRPivz4EkXtwMQYQytSGI3LBukxQRvaMWZgf0OHxUSBGiMcF4W4jVBHHLfNiunLIGbyS3U+8p4hhyxLDISqW6G2k30WMORNwce7lNX16fckEv6guaPt+UM0y3P60v31fICZe5vkLCcpdqKTpB6pDBXQIhkblnHsKeTDaBJ78PNBp53O/K9zh4SG/+Zu/ycbGBk899RQHj/Z47+YNRHyxRpFuD4o7d+541CFkYA8ii0l7mMhozcAYxitjbt26dWJslrUnQtBH6yYumLih9Usfe5Hz58+ztrbmBzTxlH1SSFGYEw8VCLS92LmOJ65dN/lFuiBjXKRVVXH5/A71uXM8ePCAvb09z2kPEMW0nnPjxg1msxmrq2Neeun72N/fT9q4aRp2ts95hocpwnX8VTQKGoeqdI8n7Ddj6LDA6FoaR9oaMU8MU05S1cy4EA8ODmjnNWY47EFDKQkn4o8i0Fps2/oNIJynN0arsIhZfDmmqbK/bXgfqWfZOVTcBcoJEq11LFYszvaT4OLeA/H+rNShb+AkuMZxRyRnPE6vg+XV9oWRdYqyqLCtL0vRtDUPdx/w3NNP4Zxwe3eX1995+yTsE67dtpam8ZCc1jrt9TsYDBgMBknAK6U4ODjg6OjIl4c2hqLQIQakUSjP6JKuQmYOHaUCXdn18/mR9ynOyfgqC/BknveRC8Pcso8wUMTkWzooJme0LGOzuIC0Rbgm39outrwU77L7j3MKPLMl4uD590URWWVd/CxCdMsCxsus9RzCyY/7/6l791jbsuys7zcfa639OOfc9731ru6u7qa7sYMdIjmKgjFtbGgesg3GChERQWBw4kTEipVgMFgRiQBjcKIgoThSMFgKSbACxrEhRk4CGNKJjd1ttyuu6nJX163quu97nvux1ppzjvwx5lx77X3Orap2UFSe0rnn3P1cjznHHOMb3/jGk4z/RZTQ4ZyyzMgYpx8EyqTM721ZhuVyOSTo1+s1VgwnJ6f8zz/2d/nQhz7EfL7H8fFx9s47Hjy4n6XW09CoCGPwrhoQjfL9vgJTEv52U/dijMHZiqqeP/Fcdsf7wtAbo4nW0sAB1Ph5r5K8Dw8fD43BSwhdPOIokWT8VgeYMbNgoNkVJ/CCSaDHsAmzJ2J55sZNrh1c4qxd45wnxsDeVBUD27ajbdU4vfba5zk4uMTNa9chqtG9dPUy/tz3CHVOEhpUXKt8r+YQtrvvRGtIST3hwo0H9ZgiKdPshGkzY9bUpD7g6JTfUWCUERdfe6/m/EdKuc+lLlgvuXRb4pB4Kgt1KALK1XtqyYoRTptQNsMCkDesoWH25idm2EGjkX7A1lM0QD/gshoul8uW2TnFqwd1+0TzJ+sY6Ls11tccXL7M7bde48MffA5i4my94uc/+9nyrs3mAvRZYiH0gdPTU5xzHBwcUNe1CpPlpGvx9I6Pjzk6OtpAI84Nlagl4c/ofqsh88O5b881rWZNKQ4a8GFnSg4bIxsIZzDMMFCGx68ft8ArrfIKjn5RZWdZL2E3b1SQsrKm8gaux57hINl81vC2AvUlQTLrTa+FkBKEEFku1zmZ7Yam508yyu8W8YzPp7zvvbwOtvME43t6EZ7f9/2oIZCwOltQTaa0bct6rdTwO3fe5mu+5l+n63pefvllQoi89tqvMp3q6/rQkxAmlfZIqOqaaW5lFyQOzC6b8z9diLlq3+Gs1XtLrtY3GybYex3vC0MPepO898OOWznVzY4xslqpQNKNGzeYTqe6IJ1DZEOhDJqLGxo6jHf50vihABtiEwZ3Tqe+eBRd1w0LPjmbq1W1ZP7y5Sus192wmYQsXfzUjZtMp1PlWyfZmnz5DJG8eray/CNYZxwhjyfl+IaWMDS72njv+chLH6EyVrXVUxy44yEEjYJiUkOSDa24jYBcQfQTJYmkMAzl8ZQVBhV7KA/q87lqdHxsceex8njBhxEhSdiSalV7v/HwgZFekW7okvHifFcJuUCqwiNYknFcvnSNN2+/DugG8Prrr+fFP4ItUsqbkn5mWcCz6XyAaMaFUcV4nJ2dDdCdMWYQKtvF4cfzbve5zfXIHdREBpju/Gu2HYFUIqvRc8NrZBdcyccyaiJy0WenlJ5YMDY+j4t6n0KGKkbGdcD8Rx8ZYyImrUnpuo6u77NB1XrdMq3K8QzHbjaCX+W5iypp3w222fX2d1k1w+PCQFU2SbKSqapt/tIv/SJ1XXNwcIk7d97mM5/5DN/yLb+fo6MjDg8PuXv3HmB59dXPZ0JJN2wYIctXWF/RlEK7qiJRqSAeEGLEWJ13WkFumDh1vlJKWOeonCNmCRR7wXm+23ifGHoZ5IlVmbHBeU+bIpf296jDhLOzM+7duze85tatWyrPu3egsIMAecJfVJqt4axeIIfdCE6ZcoOFdrXk7OyEs9WS61eusj/fY+obOlGP+uj0hKryPP30U2gXqLR1DgOfOlMyGWl5W2uIMatvcn4CDvTFCyKOInGwgYMYCi8S8PzzzxPXLT4nS1PosnCW3eKrl2EkqbbQKPHpsnqeHXuJBYNOOXYXZR4VCmQx7GPDM3hEEiidcaMoLz5JzB68bsghM5mEqB57zjskOj22CMnocapXn/MSKoZOJLLu84bTdbiq4sUXPkgXLXfu3+P2nbcVohuOT7tzibrEtL2SGS9fukLdKHWy/FRVRZ31is4WZ5s5FCOTyUQXZHYsxOQCsR1PdGNILm5sIRRqn5zz+odErGyMZ6FFjkX7xnDQFlyUHZvd7x1vpmXeDRv8yMs3SbbkcXc/Y4iac+5GhNxtSxOLy7bl3uPH3Ln/EGkTKfTE0PKVX/EJppnVllIoZzpcr+G4RnmP3ULJdxpPgm3Gj+86TlrVruPll1/m1Vdf5caNG4SQODw85Pj4mLquWa1WOSK0/MRP/ATz+XyolIfE8fGhUr+zo+BdhbFQ5d2sqSc01YSqagb4M0kkhjTYhbLmrGwMfVVVBJOlN9Km5uSdEvm7431i6DfGWXErxaXa0DOfK4d+Pp8P2emzszNu377N3nR24S4fM6uheCIOM1D/kCwOlieQPiScnupGcnR6xKuvvspXfuW/wrSecHBwwMHBAbDRl1aPTKtRX3rpJVZnC6Ze4aR53TBxniHnasgccaPQhS8QyPmxO0nLIttg9CP8s+DvaNTTrVYqWJXDz1LRqYsxZq66Qh6bBKJsYYJFSqGMiswOkuIN9ySJgyev6IcaYsmeuiHRxwjJgYShlN1FSNh87RK9SQhp49nHtLNpaH8CISLRndNET5KhoWQxFupZxeuvvcKzL3yAh0fHfPELr5BiyEwLPb7ye8BpjaFupgjKl5/NZluSBt75AUctzJoiS1sgjaHg7QKv/kn0v92xu1yHBSxsOhTph2y9/pxnv7PRUGBLY84Z+PFxFcOSRsdWaLzj/w/vyf+KkGtfEkdHR7z1pS+xXCwIIdEnZWl5C5ev7nM960GV+VaOd1yVunutymvGePyToJndTeKdDH4x7uNkbIyJxeKMT3/60wiWrlMY+ezsjK7rBg2pPgRV2YWhiMllOLlyCrNYa2nqCSLC/sEe67alj5HZbEbfBbyr8ZUDkwjBEKqEq6vB8Rrko8UM0XNlI8EkkjcD1Jrik2Gq3fG+MPRlAZVFNRaIKhzlssBSSly6dAnnHB968QPUxm55rCFj3SZtSo+L4RdjsvGSraSM3vxEVXnm831eeukjhD6xiGvWXc/jo2MuXT7g6tXrpETexRP9eoWxhr1LB6wZabvsKAMqRU3hk5rtkHErfGSzByjDJg1JtQKhuOwJl2x+Srn6Mwbl/Afl1gpRceyUaNcKN8ynB2iqEEh2lNw25xZguS7IhjFTcigSI5EI2VtOoJNObIZlIkZ69VBizFXBm0UapfDjhS6zFJSpo6JlwNYmLNJrprYkWpJOW/1ebbf49hu3ee6Fl5BkuH37TY4P77E4OUWCaEUtOtmNDSQRur7lo7/hQ8ymU/quw7n9IRHrvafx1bAxjDXgndPiLW9V692abRXGcXXqGMcuNueixOLuSCafl80NWnYM4UUbyPDetGn+MYY9xmP8nlKhqfLJ+fPLMZhRQRE2s5P03M4WC179whdYLBZIjDhTk6Jw+fIe169fHfIbRWGzys1R+hSzo2XObUznotwSwRRGjsjQDGR3Y9jd7J5k5Mvf47mejPYLjlH41Kd+Nyenp9R1zf7+Pn3X8bM/+7MDE6Yw3ko9RWHaGWMGyPeZZ57JzuMpTdNwcnJCTInpfM7atqgLpZGpdqLTtRJDIVlYokSFCbE0kxowOJFsR1QuO4buiXNod7wvDD0Y5pM5Iol13w2Y6qSqR+qNulhMbiBd101+b0GXdRQIB8iJS/2vJSvy5ZeOQ1SXtPhEpYVXWojkjBrzEGm7NccnR6zWa1577TWMMezt7fHUjZss2zVd1yntsus4ODjgkigEYkyZhGCty0nk8+GWyV5hKcUu2HSZrJtk7OY8JxP1GEJKLNo1i1XL/nxGZZzCMiaAGLx1dMHwI3/7R/jWb/l9KtRGUjbLEzHkjffUxzhEDTFXjKaUCPSDVELZCACkp5TvqEEXg5AI2eCDYsqFmQK6MSu2LyRaNfYlSsivL4Y+RZRymWGDEATfNDzzwnWMm9Gt1iwWC6yd4Hygl56Qvf9V6qFLJKsFUat1zAt3qXTdURvBsoiL0Rzj9SVJPaY9GtG6h+KNiQh9Zmv5PB8isqWFDhcb/CK2VebGeL6O35NyymS8oZSfLeGKcpgX9Bm9iBpZRoyJLiYWyyVfunOHx8cLFYXre1I2MteuXOHK1ctM6ppmpMe/DZMI5PoBxZdH3zky0k/aBIujY60tQfK558fvu8ijvwjKHRy+lPDOcunSfm66/pQiCm3HZz7zGY6PjzPTqsJVFSYlJlNN2N+6dWvY1E+XC1ar1SAu2HXdhswAdOu1qvhIp7LV1mIctGcr2uMVxmbqdHa6omTIC82lmBQV8gw5D/brDrqRTH+0FRUQghYJ7HqZ5b45p306S2HS7hgWh3AOnx5PgHGitAuBNqixTinR+ApjDV3Wr9dChziImJ2dnfHUjZscHx/TNM1wnF0MdDEwsdXQsFyPRT1h58w55EaNx3bbsvJ4aRRdjrMc/3q9ZjabASrP8D3f/19w9coB3/td/4kyfvCDp1lVFVevXmXv4DJtitT5uTEme9EiiztGvkArMUYSUbU5MmQjRFLy2xS05AipzzWBcQhNy2JNRIxY1ZVJWjAlqVRKjnj2FCxae+dGkz3VGImirRKN90iODkpFc51F4ZJV9VBraqraYUn0SeUuZrPZsJGKCHfv3uXDH/zQoPPuxdNabfZSuoGVzx/mY8bpyygV2wMcaQ1DfWRSXZuBB3/BXBh7nFsc811PXECCwgeaM9pAX4OmfTmsmLbeO8zLtKFdShK6riemxNHxKW/c/uKQWOxC4NqVK3jvuXxwiybDFWVDtNZm4S91yEoV7qaF4Y4SazZ+brQen5TEfycY5qIxnsvvBqOVTaRtO1JSyYGqqviFX/gFDg8Pqeqa+f4lbUDv3DCnSnFkkSVADKuuJwLHZ2ekqOukiwvIUI91DmPRWpYyJ62lmXqqZq6Rf+gJoVdiWY6y+rbN1ycOeb7Q9YR+u/HSO433h6E3atytdblCMeKcynOWZh16n7KXgOpci2hBwe4oN9hk41m4xWOWjVitPnWiOhOFfdB1nbJ4rN4E1eF2VE3FdDLhueee5f79BwD0KfLGG29greXDH/6wdnfyuuOnFIewV4zNVayly86mvrRwlp80xGpIqF2jsgc8olYt2zWnywXrdUvoVSujKsZb4xlWYYVvMvbeJXrbUvnmnJHfHc5lPRqjdEgxiqkLgkRLkC5vpIYylUSEFDX/YU1PymGmNYANauzFajQhjpii0j1jzLTBDA+ljZcWJStoGhkKgZJRWOt0kYXMajAYatewP9+jdWe4vSkxZDqntUBHajv1Ki0YKwMeX1XVxgB4dSC8NbTGQPZSXTmXgivnhOfuzt0nLQ7aleconx8uMFIDrDUuuy9zZGQAB8M/Mty6+W5X/Q5/F2djbPAyu2TTFtHwpTt3ePvBfUiOdrVgWnvqquLm00+zN51RTycbI8d2a8xSuQ2Cz2KAQlaKLcc9gq7GHnjKzJPh2Ng28OPHL7peu+e8GwGNXzd2ktbrNY8fH3LvwWOOlx0pQmgDi5NHxLCiD6pkO5vOqScTvLVgrc4no2SGruvoYqRNEaI6KjZXmFtncK7GkKgnE8AiVrsYV1WFJHBWCQtN09C2LW27zlWzcbjPmuDWhGzf9xlC1GhrOp2euy5PGu8PQ192+9CjLAlFVHcTreMws9DbnrTbj8fguZoNBcwkwaMddxJpSEaWPIHpxtx1/ZyHDx8yn+/x3HMNVrRZeNGpKKJr4yrK4rGVNgNFn6YcezCbKtgyxlrTg4BSKu0ONcEVRlhp27b86I/+qCa6JlNuv32Hj734Acyo8GRsRKIRKpx63Rckss9dP2sh5FBcDBJV4kBEOfAgw3mKZH0eI2DTFvwg2dionVZjHUKgNxo6myxrEKXX6thReKPSCAVA1o0n5IW1bNdMZ3tE60kCzcTz8Y99mCgdMWmEVqKRlBJdG7SAq+/Yv7RJvhZopmn03jrnwBqs3SSsrWw6HFnAcx4i0OsQszcX8oItmXl2XnfeMBf8ecNB35YLuCixetFGPRhNa4bIq9QxLJcrvvjGG7x99+4QrZISN65f59KlS8znz20kmDG59yxb0bV+rzpgG0Odk4kXFBzZJGyyYtvXII6iy4ECPXp+fH2fxDQZrl92DCRECttpuVzy4MED3njjDe7dv0fdzJBo8a5m7/JVxNaEXmVNkljaELDO4ZsGP5koxToXZ4bYZjaSNqPpJQ7V4iXn5b1Xo2EclbekqNIeyapjEFKpwvZYhOnEZ+i3Z5X1a7RNqUK+8/necM/n8zmVcxy17RMdtIvGuxp6Y8x/B/we4L6IfEV+7CrwPwIfAL4IfJuIHBq9I/8V8LuAJfDvisjPv+t3oJRHGW6xnsB0Oh3pxmxwy0jKj7msHCdbyHdJYCUR3V3RiXZRX1AzWlTF0NdVo8yQtoWcDC4+uGpPaDHRw4cPuXVLuxldObhEjIHJZHJuQZSiGGstPRHVsj5/HcZeT2keXehVIkm9hvw5RVwtJVX6vH//PsdHJ3zulVf4TR/7xFCyvV6vMaHHV1OtDcgeFwODaLOQrFVPO442m8J2MeJBAhAREzLswlAeHxMEkvZ+NWq4U8bn9aQMoN8d0pqYstBW0mTpAAtJ3Hj9w+JV4y4ixNIIBl3U84me1zo4MIZmorrxfUykHkgRjCV6pxtDPu++Z6h8rSqFbcYCZd5qBbMW9uTNnwIflmt23siPN+qLaL7l/u4a6qHAD60VC7Kpat4lDmzN31HkWjYB2BjE0EdOTk55Mzf2WeWm3ZcPDvjoSy/hnGM+nw9SD0OTazuavwKmFEOZ7U3rnXIIW+dsjdYuyEan/SKvO+28X2BQPLVQ5JgQ47JDKNqKMin89+D+PW7ffpPDoyNitEymc/oorE6PQSzN9KY24rYR4w3RqEFO4jDREkMxoDp/ASbeDUJjY6ZOoZl6p46CsxXOq5Oy6gO4mg6HWI2urbEIWpkeUiKJxZGo8vuLBIdy9g9YLjVadUbJBG3bqt4SuY1mhnTey3gvHv0PA38N+Fujx/4U8NMi8heNMX8q//8/BT4FfCT/fA3w1/PvdxxDT5zSyDtG7EilTy/sePKoQFGZJOVClDFOz46LRnb1N8Z4poSgR5LUoIrx6plmT7+ZTLl+/TrGmEy1SvR9i4huSKfLBVag77tzeYMEJGcVH99t4XdBVDLgqzENCT9jnHpnSaGTsZEuieCHh4f8t3/zh/lf/uFP8Cf+6Lfzya/9OpDID/ylH+Tw+JgPvvRhvurjv5FmMlEAMAkh9tmQbDbL4UgGL1MZQ2URSrQYCUP9gRokwcRIilrtZ42G71E2icFSACfisjKnwhiYDmxCIhhRCCUYwGR9nmQQsVl22OByQ3TEYoPkTcgMHs/p8X369SofaxwiiCSCy6qlMaZRc3nDpUuXWJ6eDQZacXeF2UDhHBszrTXfP0pUNrpnWp+hhrewovQ+jeb7jqEfG2fJRTH5rg8b6e4wxgzKiBtvXUvyV6sVb9+5Q4qRxXpN37Zcu3qVy1evsre3p4J4oybmmhPYbFyDXEPZTOw4chlx7S9KkLFtqMe5Aj1OFb7jws8w+afo1pN/cq9hu8nZnZ2eEELg85//PA8ePCDGSF2pjLmEwHz/Bq6eKv3VJpJZgbM0BwdY41menbFaLbBuhSexOjmk7db0UcUSYxT6bk3oa1KlDkpVVYitMabG5jA/hS5DfZG2X7LX7Cns16oshnhDm+FPb3x2gBLSaWRgSvQjmwKxELR/sxGhW63oigxHSsSuI9ltptd7Ge9q6EXknxhjPrDz8DcBX5f//pvA/4Ea+m8C/pbonf60MeayMeZpEXlX5R3ZiCVqU28x2GoD35zD3/KJioF+Z8KMvZwobGHzZYxlXfXvEdMkRSaVK3ZOQ1unrQQfPHigjKDJhKuXLmuWve9YLpfEGLmZbiLCOWNvy+ewfSwDc4KNBz0OcfsU8yTPG4R3mBjPsUJSMHjr6bue+w8f891/+nt44cVn+S1f+9t4695DLh0c8Pf+0T/k7/6vP8l3fMe/xwsvvKha8WuriWLRTcWIMnmUMZKQIFixSMbOsUqrpOjVSMCKpQ8ZXjKJJJEkm4VdRscIK80hdjIgwWBkY1xEZJDbHZfe27w5iRhE9Hrk7RmMJp3FBO7dv3uukUnf9wrZZJiu73us0xD6gy+8yMx6upzgHzsApLSB8NBNYIw9j438eP4B5+buAKEhxLQNZAz9VDMt+J0Macwc9hSE08WC+w8f8vCe5o3avmdS1+zvzbh648Ygp13ojWLJvWy3nZ4tx2fkse5GDk8aIkVCe/vxcZQ6vDYnJ0vh4OZzt/H7GEuvXrh79z63b9/mjTfeQCS37DQ1675jVvuBmDCdTunWEXEVUbS7dL1WJgAAIABJREFUWWpbYrtSrH3dkmSBTyuaxjBxaYAe66rJUcVGmqHyNYZGHQ1bZ3ipBhmpXBqDMYmzkxMO5nN1QokEAel143AYYrdQ9owFl783GDNw8ocNVES7ru1ESLu5i3+p0M0Txq1ivEXkjjHmZn78WeDN0eveyo+dM/TGmD8O/HFgi7pWwiZjzDZ9bceQVxc2j9gMkfO+UMoYfZlcPi8q7dpUAsNtj8tYNSTF0zk6OqJtW2azGdevX0dafU9VVYP0rnLeN/j3YMRjyjLCm1GaE0guJx8rV5Zj2R3bKokZ03U5wSiGG9dvslgsePTwkJ/6qX/E1YNLOOeZTqZ84hMf5/nnX1C80RpMXWG6DitmoAjiLBXZ67VayVqaRRd2SdFgEbTBSzLaAk6ve74GaSdikRJdxby5Fm9GL4KIoFx5odQAbG6yQkJj7L4cQ+HMKjaqybYC3xU4Y4zTQ15YWC5fvqwbhHeDgNT4mhe2FcPsMJiRyNxFfTt375l+pxk/MLzuScZzd74rg8UOEgxniyUPHh9x//EDKgwxKWz41M3rVFU10EVrtzlW58ZG9bzhvuhYnsRuKcc0Pv9Su3LR+7acrMzmGpy1ssHka5OSGsG27fjCF77AF77w+sCGG6ASGsBjJGGpcG6CpIA1kdYk+rga4L8YVprkjx3GVIqLNw3We4yv8KAJ05QIsVdHBp1PgssdvgxeDEaqrVupG1yP9BFvmzyvskMhMlS1R9C8gbOECCZlJyDp+iLLrWtHi/PX7CJG0r9Uj/7LHBd984Xbjoj8EPBDAE1TS4wRK9vGazKZqDa62y52eMcDGCd2ZHNEBT4YooKRp5jMRnI0xkjlN71ai95Tv27xxmb6UxjaHn7+858nxsjHP/7xbW+Ejbxs0SoRkSFxdRFPevO6/KRTD7Pr+kHpr5SmjxeIMQbfNKzXKw4ODuhazTPUzZSzoyXLswV37t2j7Tq+4Ru+cfhO7z3JqoY6ISKhB2Qo6/fZSIoxGOdwREQ8kt3tGCMYD2iY6fOm1cekHo9EELDIkBDU61yw2ojJXnbxYonKahBUOrgsVpVJSMjIkyJl+V3R/rnzWcNbX/xV+rbdqh5W6CbfGzRM9tayN5swqWotfsrYPOREf4YLJTfGVrqgQhch9ESZMK6+hqI3b4aCqQKJKSS4Kfwp1MgyR0VkyIsULFyDCZ3AXdvSh8Dd+/c5PjzkdLEgWsPNK1d59uYt5tMplffqqWcVWJVR3nRgc8YMZfdlzuwyfJ6U6NzF0sscpzgGbK/LkgAeW4PxfF23LaaoNebnu67j7t23ee1XfzV3YpuwWq0Vl64abDXFJ0M0Hc7XVPWcXoQqQRCLGEeIPV2+92YtA0sIb9nb28O7GtdMWPfaVN7hqMSRbMTUFSnTbGPfDcesDoolhprG1joHjRCSVoiTItH0WIH5/j6rVokSvRi6mKm4JaJzltDpvHVGWTzJJKpRH+lyH3alRXa1l97pfl00fq2G/l6BZIwxTwP38+NvAc+PXvcc8PZ7+UDVqwYy9zaIYqi6hDcceiAvPhj5dMDOZCtGUDbQCGwny4pXIiaH09njG3tBFqCLSG6I8qEXP8jh4SEAy9OzoZF36gPTWosotnTcy/eiipS7z8RSSDJOfJXFk70u7zfUv3GIBwzJob5bZ2/CcXh6xsGVG5ycnDCZzlkuj+nbll/83Of4k9/93Xzqd3wj/+G//51cuXJFv8dr+zuTIx5CT0qCsQ7jKnzjIPTQgWRvLLmcGLMG6yxVUjw8pLFWd0n4amJ42AjLWaftxhXFMCfpN48BJmU/xxiFiqzVwilrEVHWTtPUOIm8/aXbWsHJxosfzwcLeOup9/aUf583MS+QQtBrIZLvoUBSYStQ6YwCJZgSYp9zPLZpgQPObNEmKcYOcgMikvMuo/dFYd33rNdr3njrLVXWzK892N/n1s2bfCCL59VZasOYjVEaw0ab9eCHIq4Cl5TXkHn9gySxtZqLMGx3s9rx0Hcjjq3f+Zy3ZBPye/s+8sorn2exCvTdiq5v6do+q6fqpj9p9nHGYyVReY9zPifFI8bUGOdINhBDIEpLjBBijYjgq4bKNLhmRjSGFDtSOMa6CqkmJBpsFRDx6DaTSNEQe5UUUFnyQm0MhNjhpEYIdGmthj7awRFIxmKMR0wkJUvfdZkC6XDG5p4SupYrwNqQ4UYQVG44mcQK7RmdMmwjMq4ITkDK1Et/bk6/l/FrNfR/H/jDwF/Mv39s9Ph/YIz5H9Ak7PF7weeR7VBERPBGmE6no9BfQx8RUe3mnAwZe87lvbve7rlQmk3ptxfVfndJtOAjpaGxiHqiBqw2mj46OsI5w+VrlzNDwfOhFz/Ao6NDXF3hjHrg2hBlB5eUwqzYhm5cKaVJGpozMnxlFNio8JcjMkokws2bN3l0dMTVK9dJYphMGk4Wa4ybIs7gmzlP37zFW2++QVU3/J8/+y/4B7/vm/mdX//1fPu/84e5fuUadTbOfd+zWi0zXXSi4bk3WBwpOYUQxOEj4CvtJJUS4iLRGGoYvOkStoJuUIPyo62I0qLsHDXa5RzVk6m2KjuHVLtYrGJpg3Pqmxpf11BVvHH3Dm8/OETWrSaZpdvyXAHmkxkH+/tUtXLny/du2j2K9rPNtMjiTaXiMZTzQw3suPNXyQWFrhuqIssonn8gN/IQMyRQ+77n8eEhdx48YL1cMqlrTL6vzz/zDLNmsvmcwYBvNJtIuoGI3SYl7M55jNmCBSxgjVWnqjyR0qa5RtTPDaQLi7t2R5mb+T8DW6Z8H8DR0RGL0zWrpF5yu9Sy/5hhv7qa0tQTEtBMPbJe0zQW21R0nTDBUTvt9NW1lmgdvXFYP0OM9t11th4iDcFhqznGg3cVyQg2CNZGJRn0a+K6pV+e0IeOLqy27FC7XhK7SN1MiXYC1ud6Cq8tLo3LyIHF2R43remiJYolGBU3NBIg9ThTgbH0NmrRX28R0QbwE+9ZXHBNS1K6T4Js0Xnfu5GH90av/Nto4vW6MeYt4PtQA/8/GWP+KHAb+AP55T+JUitfQ+mVf+S9HISwoaKNE6khBKqJioWJbIc2cN5DHqRcdwpVxqMkPHdHSLkxrxhWiw5j1KusrKOqPc5bptMpi8XpYMiiFeppw9PTp4Yo4J00osfn+OQrMfI+hUFOWK+JGiHJXoeI6rDcuXNHE0kJ2nYJElmdnFHPK/peuHRwhbPlGltNMc5iUs2tS0/xj3/6H/Mz/+Sf8pv/1a/mD33rt/HScy/SdR1v37tLXdfcvHkT7z2T2R7GOVanp5izM5LNltZEnK+UmSSiSV0iNoZcBTwZkks9Pc5oKN3HCChdzSTR0JkemwzG+KHBdUIjhtJurkgglGukm0nPfOLAee6seyQ6umhZrwUzqHOKdrFKUFcRsXovi0c/ng+180iI+CpXd+4kIY21WOc2GvE7Cy4ZwNrMgy5aRQzzN4TAar3m9TfeYLlcDhDP/nzOlYMDLj377FBxaozJSdTthb3ryNisPFoiXzHn1TKHGSYbQa/i8CTZhqAGaqYZbUxm40SN2WvjMd6cFU9XEbux89W2rdIbk0VMxFYeTxYYlLIBRpUgSeoU1NUEi6WaTjDMwGjC3MmSRoQWwdoakUgsHckyC0vPRYu3XGqpjQELyQkhQiuCaRyNmeM6T1qoVpPqHk3pY+LsrGfGhL1K56B4g0hQ6IdEJBM3zAbq1Vgh0mYdKul6lqx1M0w9tVUa5XQyVRIFyoRamw2TKo2i4N384ZfhzAPvjXXzB5/w1Ndf8FoBvvPLOwQd46IQm9kPZL2Z4gUbr7+LJ+ZzwU5ZbCZl42+fPBlLpeywUEWDqHz8itHXRYO+p48JZwyrsyXT6VShnUyBAlh12oHqtOuIUbh+/Tqz2XTYdDbHIVjL1gIdjycmlO1YvW9zrbTFoV6zEJVlsGpbppMJJ6dHHBzs0WtwSLsKxNBz+dJVjo+PEe85Oltx9fJTHJ8+5ud+/hf57OdeZv/SPt/6Td/ER1/4EFf39tSjc2if0spTXbmEu7SvjTK6jnq5GuinxJATuHptotOklo26AnzVEIOewARok24CKbbM87mWsvEeyUm2nethDEm041QShdnMKuDqmpOFJt8sWfrAJPp1i0mGkHpSslivBqeqKroYOTo64vlnngWr4mG6sdiNoFe+L2XBlZRPYYzkfuQj4S+VNSj3K8bIeq2FOA8ePOLo9JizszPm8zlXr17l1q1bTJtG4Qm22xHq7zEydB46Kd9T4BjJydBSXFZqILbmfzby4/lm2cgxFHqnbtBkhyvqHMuwonebzWdMbigV3hvI5nzVtfeeuoLQLxHrCU01yE+INTjfEJPW1NS1o6ojxjeEIFR2gphK+wpbi5hAT8SbhKQOIeCCBacsmJgixB7lsVX0ybG2Vr386MDkugxj8b7CmYZ20QGd1oAYy0bCITcAMok+wLSe5uufcAZ6KdX9UeeTUXbcrLakXr/DOlXvjKnHkjCuorUGV1lklTb2yGy0fQZhvSy50DQq4T6ZzzHOwa+rVoJsJqCjKDWqfjtMESn4YzZyMWYBpjR4ZIWWWAx4WYxbwyRNdqXNZNasuRkEnYSEr7N2dFchKVA5Q7M/59GjR3zxzdvDYn3ppZewrefs7Awx0GWcPIg2sN413t5XpB1a3XhchLkVuAo2m4GIsLe3Nxj7tm1JxuGcMk4UQ2xIrRr3k9Mjmlo3qRA7jk4eUFcT1jFgrHqOoYs8uv+Yv/bX/xum04Znn36aP/Rv/dt8xUd+A3XombLP9GB/OK5q0tBNGkyIuBCZoPAXQNe1GR9XPjBpW7s+pYRNpZVfVomMPUbTvflWCUjA5CKrBCSbNGoISRNkItRzw+HpGYt1T7QGU1U4kzDSIt7pvQ4TrN8Uo4BCCLOsUWQkZQdB504jm0R+UaqEMRti09+zbMA2bwF9iKy6lrbreONXfmVoknPt2jVu3boxVJsOzC/vddHnLlNjrH3sCV+Uf9qdL7tdqsbzf5zTGStWXvS6iCaFTYL/51de4c6DB3S9aNm+c+wf7PGbvuJj1Nng56PZ6vJ2LnmLJrMnk4lG8NUEaPB2Q3wIElj2kSjCxCscAxCSIHRoa0qF4yT0SLfGeUM0gcmsxtvZoLAZo9POc64GMXRdS7KJkCwGq7CXGKDCO0FiR3LgG09c9UgPQTrtwFaDcZEkgU5gfzrVq2YMxiaMSVQiNLbG4ZBKWVBOvBZFOcFWFjFW4yOTSNS5Ml4jK2eUSXhwcICIaJ9YY/DTKeKVDbY/aVQOxGpz8DY3Dn8v431j6IshKLCNhrrbIWqRF2h8pdK32aMyGELOepmUJ9UOI0I9eYuPetJlY0hGYRuTNhPVOYd1kOoEPVC7YYEUZbrFQhG1z372s6SU+MQnPsGsmQyaKZLDYT86hvV6NRia8eJ9NyZRqYgbX4t79+4xn8+ZzWYY52gXK+bzOV2/oqprDk+PuHRwmUfHD5hNJszmE45PDplMa46Ojtg/mLNeddT1jLPFCRNv6aNgjaNfd7z6yuf5M3/uzxJCz2/5rf8mn/xtv53nn3+Br/6qr6KYvLquVXd5Z9SytyWRW4SzhgbMIWLWa/p1S5BEF/oB4iFumpuAwjwRwYWIscrxt5NRcrEPHB8f4+oprqpUtyhEiA3WGXDgGgNRIRlnlXoosdfEqM1iXAjWqmfZI0zLsY9gkO0wesOoMqOqTy2+03n81FNP8eJzz2kjCsxW798hHWdEkUZrtpu+7Hjvm1yV2Xrsotfvjovgy3Jvdp8vYmQihn/+zz/NuhN68bRRsFmFtDs64af+t5/h67/232DaVIPXm7Izhpw/PvL9VRaL6hzhapKphnsekibpHZEUgrKvYsQ7cicmzY2oeqkn+YaY4aFkGoKxJGyuUbBIiiQMklT2IhltkmKzVEPf91h6Yh9oV8ek2NJ1K0KKxL6FTqW9Z/MpvvFaKe0qrR5PWimNKPrgKpP1mpzOhxgxVqNSR4WxFcarcxq7SCuAKAnAUynUZKDZm2Ub5FmtVoQYIIZhvocQICbtOBWf7DTujveFoS8azKWxtRr7bZyxZKELrFOMRqElFoxy+Mw8x3aTtWUM7AMRyLrvfYpbi9qj8JFPZsDDb926xfHxMd6rJ++cU0xXNtK2WkaeDVX+Xe9ivfnvMQto6/hG9ECHGX7KtQAZmAizpqFddywX66F6sHGAEfq2ZQmcrdfKCEI5w6u+h2jxDkLs6EXbBdrKAz3T2Yy+60jG8nP/4hf55V9+jWZS87Vf91v5j7/ruy68puNz2zZqO8N7mDTYlPAxMouJ1IehIjDGOLB7bKZ89tn4e/J19jUJqCThXU3oIbQREw0pGZwHrVixxOQpRdfOeqaTOUkCvqmzhEaOAmWT4CxYe9/3GiKzMYjF4Fpy311R0TYtijNMm4a6rplNpzS54xCUHI3OVr3/5+G7XaO8ZYTZwDIlmVpWyG5RYLQX3J9MRw1mW4+mbGZFIkQEfuZn/hl9tHSSuP/gMafHx8z29qiqiv29S0DNP/jp/51v/tQ3YDEjiOPJo3SsiiL0JtK3C0TAI2ASDqd9jn1CnCMFh7WOLgS09bodqLhkiYpk9JxWfaLt20ExduLya0txnI14SaSgsgHGCoSOuG4JIdB2a2LqiSkMNsYax3Q+p57sbyKtrGJqRO+fkBvTuJqYFV29TRkeBIvbQGUmIVnpVUKPdY6UYN119CYR+0BqlbXTprXmDKNuFr6qCMYMsidN07AOv87UK9WAO4hQ+Zq9SwdIiINhWiyXAOzBYHCDJCbWDhj42Bsaj2KQSih+rgkzBmO2E6gSIuIyjdFaehGcNZzmhgTXrl3FGF3Uzz//LIvFitneHmp8tyUOyt+lebaX7WPYNfC7CelkNron40WfkiiuWBJxGdCWJJycnHDl8lWOj05omobFYqFwmDH0KTGbTlmv1zS+YnF8zGw2Y7lcYmJg3fV4Y1T/ZDIjiYcE7UoZNC//yqv8uT//5/ne7/nTg5zDr3lYbXSciuywaEGUzeqWulmqMXJDIZNBrANrsc7SjIxw2/cY75h5SKmjnkxoc2WxJBBvsF6y2qVj1kw0OZ+plOV+F1aNG8Eow8acJTKGvgcZ8tPoUOlx6xgwMBJLG+5aZvJsR3Tje1/GRR77riktRj6ZoZ2Msl1ydDsc7+gzInpZh4jLbOiZkl//S597mS4Yjk5Ouf3W66RuTUyBxfF9sJbp/iVuPfUMGMP//Yu/xL/2Fb+RyrutjXD3fMroug5rVC7DiVejZzzGVERRumzNTCEXawl9omvPMNbSSxo0sZJEkrOkmDBWkGCoSZikhrRLCW8MzhoaF7DOEI0jiR16IodqTuWmpFZ5833vsFk0b1LNaaZTfKPH0YdAU1VIsmAgWp0fDsGZHnLBpbKgVDPHSECky3mAREo5iW8t06YhRS0djDEO8hpV1l8KXcu8meQiTHDeDWJ76/V6a6N+L+MiAsr/7yMl7RKUjIb4TdNQTZqBGvfKK6/w+htvDDx3EXlisvWJ32EuwOxHY5ygGmPhGNHqWNkUVBVvXXXMKw4ODgaudTEKY2rdO4XV72UU2tr4+MYNHqwxrJbL3LAj/xjtw1veU9f1pum3aLMVUoIAkjRp7KxnvSqTvicGofI1vmq4evUqfRc5PVnwxdff4Ad+4Af+P59XOZbxz5j6WoqVdt5BSoF13xETrLp2I9m8XBK6FSEsMCYQUosj4J3gXMQ5betSVbpxlJEy40pGxmo8Bn5/SvR9GDD6i85lzJQY/x6M6Xu8Zu8VltntYTA+5id93jlOfBpj6oaT41P6LnL33tvEviWmXPEtkRR7VmdHGBKV9Tx8+FCjQ568aY2PSTcsSxKnsI2pSOIIWKKAiCeIJYnXx0ZECStodat02NTjY8CmnpqeSjq86fFeCQSV23jS2o+1ARosDc7WYLxWqZsK5ydYaqzxm3vmnBp5wBiVRAhoBOGM4KyAiQMxwEnEEAd5jRQ6TFCpcicqYywxqnHPCIEkA2nTOU9EtGF4vj/amEQrto0pCWiTJcu/POP9vvDoAZpmgguBKMLh4SHGGF5++WU++MEP8ujhQ5qmIX74w1mr/vyC3ITTFzANLjDyJWmbcrPdIl9QIoayyXhXqkQtVw4OeHR0lG9KEVrS150uF0hI3Lhxa/iOcSLNYphUEw372NYF2fWAIrJJKo8qeMmPdVnrpoz5fK5wltFuU5PZhKOTR5hoefz4MbPZjGvXr/LgwQPmkymLxYLKOs7OzphOp6zPTpQp4C3O6gTruo7aN0RbkSIcrQJiHY8fHVJVFTG8ynf+R3+Sb/v938pv/uqvZn9fI5ovd2jIr8VWXlDudcoYrYhylbMEhZES0dV8//f/BRbtGVE8TbPPyYNDTg8PCV3PYvEIMYHKuUEpsVzb9WLBB55/Xnt2lrlgrRqxvttEgAOnP6uO9oHT07Pcw9hjjCWYdHEp+GgOnT/fbfhu995flHS9aAyvL3MoP54yImREMCEyKja/0OM2whAFCPD223dZ94nX3/oC7fIEQ9oyRACxbXn91Zf5yMc/gciEh0fHzJtGhewuiFQ25+uyoJlXr9yAtw4npbAOoosqtd/r+koS8VUYuozZrBzrbEUk4jBUfoI1ajBD1ykzK0EfOu05YBuM1Q0ECVq7YcHaCutAXETaSdaj6fGVQjdFHXI2m2XIzGJzFat1eo7eCB5L6FtEDEGMgsXG4U2i9p5Vb4hBm7dgk1Kkg+CzAahsQ7JK5OhjhMoTAFs3pJW2Kw15bhjniClRWYu/CJ57wnhfGPqDgwO+4Xf+Dtq25dVXX+Xx48e0bcuXvvQlHjx4QNM0NE3D0dER0+mUa5evjBbJNvb9XoOZwrrRTWAT5pbCnoHahNI1uxiIMbBeLynJuBs3bnB6dExK0PeBLpdsz2ZTrHVbk34w+nbz/Zuk3nmBq/FiLCX4xWCV3pUlcmjbloODA1arltT3JOdwQDNrWKxWGAIP7r7FbDonxY714oze1KzXa5y3nC1PuHLlCuv1gmY65XSpBVOTeeLs8BGT+WXWyyVi+iH0PHx8xJ27X+Kv/OB/SYhaCPVX//Jf5uMf/eg5bvk7DTEGX3lCTMSgUdHgGetNKZkJvVop0a2XtKFFUPz75OSEN998k4OrN/Rai+CdxY9KxgtUUfI7pZy8JEWtQO09kjc6lVuGw5MTHj58iFjLB55/ITe4ViNvAZvZMuVeiQiTqh7yDcnIlo79O3n1JZLZzI/N525tCnZEZUzpQuEwI8omG3/G1u+BLcPQBFwEbt9+i9OzY7rlGaW6eHwNxzToRw/uc+XGTV577TWevXaVutokZsdj08XKjMT4ghpNIxibgIjNarEC0Oc8E1p4FEVwxiG5KBHrsbGnchZrKqxxxBSIKWhPVVFZCYclGv0MGxOOREwdEDApEZLQrlZ060MkBfq0pm91k4hBe8OmXokOTTUn2RK1Z/shlrUoJONEqEXhu2QcCUsbhRQzagEYIpICxlsiLstlKOOHyiPeaUWv0TxLudcFKSgCiykmwjvkyXbH+8LQe++5cfUq63WL/djHOD09ZbFYcHp6ymq9RlLi5s2b2gy8rplPp9T5AiSrE/XdmCtljNUGI0Wad+e9zmp5vgjOaoOOGAKL9Yr79x/Qttp95uDggC++eRvnHM8++yy18wN2VhLiZRGGXHHbZLnhvLSwCOSFsLtERATJXZByG1VNPiWFjYqxX61WBBHW6zX7B0q7bOoGkcj+wR4iwtk64bzl9PSU2XSPtm1ppp51t1BN8ukBy8Wa6VQx/aKPHVKLMx3tqh00srX1WkvoOg4X+v9mOuXbv+M7uHHrBv/1D/4VnnvquS/P4Oeoinxuhs3isGwzRFSPqCFIoI+RR0ePaOYNGD+8znu/0TrJ79dr1my1v4vWUhmLteBw+Mz0KgnLaweX2WummGxgklGVzzgk8vNcyt6/eoFpw4MWBv2acvwD/32H9VI46WM8fosvXzjwaeOY7GL3Y4fgolFgQGTEEkLn6dHRiV7P+4/O5weygzE+/kcPHnDt2jVN+Hed6iGZvCGPnS+zfQ9q72ms4swuz20qdVicbRTKERUF60XzTh7B1Q5sQ8KSJNc6mFxbEYWu7zM2bjHJadUyiZCWWg8iAtJTW8FgiKGnW7VIn4bmNuVcK18zne0jKBQTUsLjETFMK00Qp1zVXRqzJBGSDRgjWeDVY5JX9pAzJDTPpe6dIUjCxJ4UewK5UU/eSB0mb0yihWVWG4Qnp7bIfBn4PLxPDL1BucqzSQ1cHjjiMcYBZ7557Tqz2Sxj0wyNvx0bmuVFSoKwScSqYkQ2HAYwWj6uuuojIaGYwG42hZgX1LSeUNcNbU7etG3LYrGg73ueferpIfk2xpXH0MuQaJXN1lISrrtc5g3Wa1mttGE56AToU7/12ul0Sjg9ZbVaUU8bFus1N+Zz7t+/T8o7TlVVPHrwgHXXAScKgfk6ewyeL7x5W7nv1gzXfr1WidX7Rw9JfeDpp27y8P59LNDH9VDmn1JisVrRhp7Vcs23/YE/yPf92e/lG7/xG9/T/U+Aa2pqDN3p2VDZaUbPh3LfRCmWxQAWrSEh0Yd24/WUe28tKQVMinhvh3tRPHpLlqiOuhGvu55Z3zOdqpqhMdA0mw2jSG8Y2fDQS/Oakp8FeOaZZ7bu+3i8kyEeG/Th90DQMRdS6nbn2LnPM9saSueuf96zHjx8zOHh2XA9SzQ5ltsYf0dKidPjY67evMWbd+7y0Q+8uKOQee7skJQ02mwakmkwTDabuqsJGAIWbCJ2K61HwcNQiFRojYIhkUKApC34nOmoXYczNX1scx9qvV+lXsK4GRIV8za0OJtItVGue/BIb0ACvprgpxNMiOje7UBsTrgXDRohWquZBLEDTIhYuigY22uUIhFiB6LNUVzpt5wMziqvnrgpZNsoqBYsuIEoAAAgAElEQVQ31OGcJTmn3a6SRVx6T0ynMt4Xhh7AG0ewMJnUeKkQmZBSlvnMhRYT57EoXi4wJC00xN9UCF400cbGvowyYUtEsF5rifJ0UmOH5tSWoWVeDNy4cZ3L+wcq5VtVXLt2jZOTE5rZVPHCXLVb/PPxokgo3dJbO4TeUYQcB16cdxhho7ra7cASKhPi7OyMt+/do09R+34GYbl4a7gOUYRVCBpaVhUpgaWiXfcY50myQrBUvuH48Iw+JUiBxjqovEIq4vjlX3kN66A7PdkSDkMyndJalY+oK/7G3/hhPvnJT74zzXLrBhnctGbaXMGeLojrFTFvOENBnGiDk+LhS0q8/tprSHJELPXlvMlarWg0RjWKrAC5CQhoYrokRws9Mkji7qP76rE1DTamoRjoIgOqGkUbmMUam6l1jlVMeANVVfrybmiMu58zhkMGGMYoA8lko79RPj2f8Cyv13zTZnbre4qhKB2oUCemRBAU4AqsdRydnHByeqxY+OiYdnH38Xk8fPyYg2u3OHx8TPdcoHLV1vFtnWtxpox2V0pYghE6SZDbElZOpTyQNVjl7osrRZGinaFSYmK0KUwEcHonokyIfgLG4HzUpCuQxBJTryqn2ftXiN2SxGLritQJIa4xZkKIgURDT6VzwHSQPG3bYiuLayaE3oPIUJPj6HXjsZYkidrLIKkdrcNIhafDe0sXEoFKu1tJYl5XrFLMtT2i3PlKmYUqurjRY6owmuczZitifbfxvjD0BqOJQAwmWVxhORio6wpvHFNfZZraOMzV0G0sQbxr5Ldau8nGmx/zjwOwODllvVDtkeV6zd5slgtHknJhjWOxWGFFaJqKZLRj+/Xr1wcVyFL1OhjYEQtHDcug26jUPZFzdMsyNsnAzeItlMuIsL+/Pyy4h4eHnJydDcp7Q5PiciyZheOAdsSn98bQtwtC1NC0txtPRURoRzULkkbl8+j/jUu5tSIgFltZeu9JzR5f/MJb/K7f83v5lm/5Zv7Et3/7BeyZJwxrqOZT/HSihTR9R1itMH2PyecW+56j0xNOFiusceplZamKuq5pW82rOJ1cpLxQfNIaBzVcubQ8J4AnzvPh5z6QOxUVfaXtzfrdRieRLnTa2N5suOXjgqeLRlGOTJJwo+zpwD7KxXyblvL5UunT6lnmBOygN7OD8ZfjIEOEu9HvcrmiWy5Zr84GT77AZFsstDzKY33bEvueszz/qOstyG6AeoBE7qhUzi92pLSmslWWXjCYuGAiopW5k0neEDLMKoDz2s1ADGImWRI5YCqd55ISyRtMVIVKvfba1cmYpHAvlj4ZcrE0fR+wyeHwhHSKMxEJUEXDqmuZzqaYxoCLuBraFDKl2WBzi0usVQHEpBILvWSxP68y6AaLjZ6QhJTvd7EFvYnaUMgp3KTS5C3GqDS45hg0+lQFTKWciLnAcDxhvC8MPcUWoWXA0dphcQyhjDH0JKyx2okqpiFE39UEH4fVtmiE5A3BUZp7bKajVtYljLekVeLw5BicVYOYw63Le5e4du0aj44OM6wggzY9GE5PT0h95IWntbAnjBa5/tauWcSkoadVNk/gvAEYGwaxbijrHjMfBv0VEa5evapJ5C5sLcqhM5IIGE/lHG2GN0xSQ9hcqRDSANMYqkFP3ZgwWpRKr+v7fqhZCFFxfzUIAZJXmMUbmoOrhOD47//Oj/HjP/kT/N7f/Sn+2B/5YwME9U7D+g304qY19cGeGrGYqHzFj/zgX+Xe4yNWbcd8/zKxB1mtBnwTSjObrFWS0iBXDeSCGJ+TpUq1NBi8txl6eGeMe7imo999ilue7znt8NGaLNo4kg2zTaUaVTJXfPMdVgWSLs7fjBZ6wdp3q8F333PRcyLC3bt3Wa1WWHQ+BBOHKPMcIyj3Ah7Ove/xdY3NRX7O7ThbUhrIKxxnRUACWDCiPZQlOjrdlbEm4W2N2IpeItZoRbNy1TNF2FWIbBwrSbqJNabCxKi9Q1K3gZ5ChyGRd3ZMH1i1S7quA7GE0CIkvAdjLZW3eGtprMN6TxBPQ0WKukmUHXOvaYi98uiTJNW8wVLAAC926NMQrcEgep1Ei6nMUKCnUbHxDlNV2BUq8yCJCo1MVXunROkG3Hs33+8PQ0++/tYMWg5l0YwZEltJKZ4QUg8Zfh0pe3QuyVAFCRulv2B0wRwcXAYszt2nzQ2UU0ocHBwQY+TTP/d/8fzzzw/Ytfee/f09utU660Qrfarveyaik0Vy6FWGLhr9u+D//eg52CymsSEveQqTseuUEovFgr29PQCuXL7KZH6JEPUcYzE2FtWykWrr+hnv6FOv/N78navlGdIrncxVjeYaqszXzdxeUuLhw4es2xVd19Guzwhdpwaq73P+pEZC4uj+Xap6zmRvn9WZ4e/86N/nx//ej9NMKn7oh36IG9c3NNTxUARW2TchBJYLzQWs12tW6wV/5j/7Pj73y69weX7A3t4ey9UZBwfX6MVwcnymiVwrQ+9XHJg+X3Rnc5tKnWNVpVIaBrR1m7O4HQjkIoMvIwPYZfG18v8hwtmZn1tMKhTGGH+eiqrp8xupXwbvb/x5wzHteNhFZXL3WMfU3IuMv4gm8k9PT3NPAy3gEUZR4fhaFLWzvCFWVYV06vSUqG/4bBhtSBkOEiGmTEU0DosH3Y+x1mvnMesxYvGZ/ixWCCZigzp6JnYkyTz2mKtNjSNZBzFSO0hWKdPWRFyVaFPE+wYTHaREPZlQz/ZArNZgxI7Z/kwhYRx1ZUknidCBrwVJFm/94DGUjmYxCNo5wxASiERVbUpCcOhG0kdsUlkEZxLeRoV9TKKSCsmtQkOIWF/hnAfMyFEtCG++K+nLU7B83xj6oJmMcyF+8ei32DIi4NzAN4fR4rMGinbJCK65yCPSgEr5vZPJZNhEStEDohWi169f5+DggFdeeYW3336b9XqtpeD7H+XNt9+m6zo++MKL7O/vY5uaKEkld/WURl79qMIShk5DZYxL3IdjHD2/i5OCGrNmMsdUmiTyPqkHolKM1N5inXqYFl10paUiMBShXbp0iVI70LYty+WSvl8yradUlVYsW+Nw1VxZCF3HvbffoLfqCc1uNLz44oucnay0MYtJPP3Mdd6+8xbrIMz2GnosLz79HD/zz/4pX//J387+3iWWZ2cKnUxnVFWdowM1HpWv2L80He7xX/hL/zmP7j3mIx/8KOu+Y3VyyqSZ4WyFMYGq0qbjtW+YTLSgLJKwjVYVBklMJtPB+F27dm17ToQ4NAR50ijzrPQcRjZJ/t2GEAOGXt4bM0Qzuv67uZmLvvsi6GR8LLtzQ0QZJAnND1TOKTvlCR5+jEK77mhXWv7vaUAsvawvhGsQg3E56QUcnTzi8qUrg4NRjL3k6zKcY0yEfiPSp6+JJOkRsSqREJXpZugxZgVJK1UdFlOutICI6kiH0GouBO3nGiSBq4niwSQMiXV3Av8vde8aa1ly3ff9VlXtvc+5z35NT/cM56WZIUckRYompcRJZDiSjQSxgThAkAdg5OEgNiRb+aIPtoIAkWA4XxwrMWAksIzYgmUkTmAYSBAotiEkhiM7FkVZskiRnOFjhvPo5/Tc2/dxHntX1cqHVbXPPrd7yJYjBOMCGn3vOeees0/tqlVr/dd//VcWxM2JvQmOQUemwZPxXrE8fYvIjMEBmASKa2e0tRF4lYxwBummnFmtrAbEO2e0SI0EEjmZA+R9ixMIPhkjyTWob+hjRCXjREmSUFf2YrIiK4kJ7wODQhJHq6DDQBRXOqAJw/DPmQQCwljoNIVsANrSkWc6ggIxmQbJhdc7c4NG3LI+78shUP2j6lspRlkMITCfzxGpTTJsEvf29vDec3h4yO7u7uhVqyqnp6ccHx+PB8ys7caDqWK8j90obPD7qXb+xURx/dsqaDZ9rDZDzjkzrE6JaiXeiYDXxGK9smOs2+Vgfwd8aXQs5okh2ZgEE+3uislWGV3zHDKEMHprhJ4QYeki3d4u3aylCcLNmzfx3vP8i1f4/Bc+x7333+fGs8/wfa++wm9/9cv83h/6Aj/7Mz9j853ziLLs7m8UMatH6pwnTWbDWmpGfv03vsj+4WWWy8T7d+5xeOkKvptxvh7oc8aFlnY243CnI+dIkE3RU9RMBY1Wq5XlHdx2hDid97pWFFubtXq0GvNpXkVUS39c2IALE++r/l6YNPW96jrQx8B30zG993X9gZCLvIP3DSmZkV4sDI744IMPePDgAev1kh/5kR/BXYDMLh4ui+U5mWEkDQgOTW7rkBl/ZntN+6w4X3rzFiMfHxcJlUi90medJqJA40vfVVWcN8VH5yLQk8WbNHGVHvcNWcWqWGNvOHboiNGgFKfK2KADi6pFCsxROMp1LnPxxDQZFKKpZ3n+AUggSGApQj+s6JoCw8kaaC1iLEJ1cRhK5a1JW5iahprGkXOkglIkVZYp02YhDkIW6w6mkvHJurSllBC/cUtVs0lhZyX1VmrZeE+OsXj6H7pkHhkfDUNfcHNx2/owUrrmAFsUseQskTlVqKnPj8mfypigGthyc4ve9tany0aEa6friKq0bR7D0oqZtm3LpUuXAAvbainylK7XIFuH1nSj2HfbhNHTDjwXaWt1Xi5iqRfhqnrgnJ2dEWvVsAjeBWIaOBVh/tLH2ds/LAsSKr9TPNRu9hUh2KKGTq69NtKoz+/t7XFycoJoR4Pw9PWbqPbceOYZhmHg9OyEW79xm9c++UmuPHWV0Db0pcNUpTn+Tobg+exn/gW+/O03+eD8Hs3OATu7l0Ayq/VQ+NktbduQ8oKh77eMzVRCwoqefBGfK/LKF+a1srRSnXc20Q8w9gmYjmr8L3rX07FlZADNj3/+4rqp71O12733nJ2dcn6+4N69++Z0PDxmuTgna6QJM2vuHvvxfT6MfvkIM0oUnKmFjvMxgVMvfreL+TSbP9149GXYQRDJBUOPqpgGcECcMcycNDgcKAw0ZC9kF6xTE2rYtDrDuQGvzhyWkjPwaknrrGoql5MrkGKE0Uym9PbNprWf0wrVyLo4SCot5AAu4jqTRzAtpgGvDvFKVCXjQRuQiXftHCrB9I/UUMEY7eAxGYXqChRnoti0TLVhG+g2p4hz0x4HQ3GIhJqjeJLxETH0lqjwYkDUBpZ4dCOJVJnh4tlItiRNNo+hDi/OFlsNt6RUE2Ydb32BGU2PAqxTj+uQfqD1VnCjJREs2Qzq3t4es9ls9NpfffVVkwvwgaYY5mlkUseGz7sR4ZrKNXw3jw6mxr9gw31P27YMhfFwenqKKx2ecAFrwJ3puhnni1NuPvusKWm6QhcVC+1NIiohI0Nhk/Stv1cedZWJFp8Z+kTXdeNh+MwLz/OLf/Xn+Ykf/3HOz8/pvKc7vMQnnn+Bz776cZ555hm6JjzCHHnSEVX5yZ/8U/zUz/4sp6tId6Ph8t4+c+d544038ERyv6Tx5u2YtHPDY0A75vM5QRytOPPELQdIEosWR8NVwuVqsLaT4RcMJqXj1QXsfYvymDfQzZQPP5b/p4T3Vj+Zs/LBBw948OABd+/e4fj4mOVyORZ7VYZV38etSGPzeYsJhPSo1EL9ueLzJh1s91Y04YKzbhps5qPKOtTPq4bde08TWtbfBUrIE/68OBi0ZyDg1ZNzkfYmoqVbkziLKpxrqyQTTByN8fqxpiNBLBlrrDPBk3FqchptKPOeB6zZSE8aImlYo+JHunYqnyEiSMjM5g1IYDZrSwc1KyL0waPasJFHd7ho7Q2RBArRbyIHi1KtZaMadwP8QNfUoj2LELZsgHNEhCqdXfd9peOmFH9HomZP0krwrwJ/GLinqp8uj/0M8J8C98vL/nNV/aXy3E8D/0mZt/9MVf/uE11IOYkRIWgxjMqILVbjCXWxVpeo4Ge+ehL2cL7gLT/2u+XN4k/kmkhHBHIc0Kax8B8TvVqv1+OGSimiKoTgEWk4Pz9locL1/incrKWw+z/Uixo3TN6whx4dJt62XC65evWqSRX7gMimF6tt+jUSB5wrhignJIMTxWugbcxA52zFQbiqF1IobTLlPtvZWQ8kwRNimDyvqERIsNPM6IeM9gO/8Ff+O2Yh8Lf/9t/iR3/sD3L/+Ay3d8jX37vHU7szvvCFL3zId3yykVJib2+fv/zn/wL/8U/+Sfb3r7AXOqNUhh001crMFo2J1A9ksWTsuCacQ9VYIrv7ByzjwJzZGMJPpX6n+Zrpd6+RY1CriZhSaQ0ZMKegajJVmuz4PQpdcpp0f+edd/jyl7/Mer2m73vrQlQ6dS0Wiw1cVA5cq+otXZnYOAuimybzNYq9eCA9bqiqdZASIRQGiLGQhk0RITU1WDTny5INIdDtHNCvTLgrp4Rz/hEYsuLn9dqzKKpuNNy2H6AJ5sSlFIk5k7W3z1VFJOGkdAMTRbxRhCGBCC5bVykRQaO1BBybDcEY0XZNwDGgweHDjJZATr3JFB8nmtazt3NI03XW1U6UuF6YyF/ToE2DCRB4AkJMGSeZzng0DGqdq0zAbMA35knqYF6418hua9LZ5odsIjaXs2HxMbKzs1Pm36DkNgQYIho8eYjf0zmcjifx6H8B+EvAX7/w+H+jqv/19AER+STw7wGfAp4BfllEPq7fI8YQ2HTXwTbQTGST8MI2Vl3EWrywLQNZE10wVphNWQqjwS3vEdROolRapE092aolY8Yxl2RSHiUArCLUps5wUiFqYr0eWMZIl3XEoC/ejMq1d86NeOZFyGYaquecR0qiTiKc2nh7vV4X5cnMgMkpmya3EqmeY8GhBRNxEqsL8AheNjzpjEk1TOdVRAnt1COEbIpQuLbF54GYB77wQ/8ii/MTTs/PuX3/Psm1eJmhbsbp+ZJFkZr+Zx3VqxGBj7/0IstlhqQ0Raoh51za1HXgs+VbgvUF8JP7IGKGfrVajfe7dgOr2HN9/GIVairQYixqpn1hHFVBvOPTU44ePOD5557Ds2kMUamUY4XS1vWINU7xvhzEjhgTZCUmZb0eLFyfvD6lZFDBWD1bq3zF+NulTmPUf09WFXwxZ1Sv48GDB9aZTBUfXNG+ccy6OYJj3RePvxL3qUViFlUfP7jL5aeuj4yj2k7xkftXKKjOF064U5wOZNblGoP1Ws1rHI4gBmfMmg7B4yUYzVZhGEDHxKzl49aDRUadc6SCTao6JJp6qXMOzcE86MYTBmhcawn8Zo7mHYadhHdGaFDXAUoTgDU4CQzZ1pO1xYw4CQQULXIcWpLQJJAslu4t8yJA0xgs1ktAU0DzQIP1logx4toWRPDemS79emnzXf/ljAyFifS76dGr6j8QkRef8P3+TeBvquoaeFNEvgn8MPD/fLc/Eizpaiq7tkCqt1SXSxQIF75YNYzOOXvebRK301BVnRhvXRmTYzlboqNuFtMyKSFRyvR9v8GkxRIjOSfu37/PyckJO92MZ599lpOV0f8OdnfpUBq/oZZNoRyoB5MyhROmUcqHaUxfxI6rcQljuGef02pV93MkS0vT+sCs6wp2j4l2SfHKUDKGcSoGg32vwibBGwvCKaFxzGc7NH6ff/Vf+RHQxK27t3h4esqqf5fZvqN24PmdhJmPG21rImyzWcvTV67y9r0jzhdnaOPZ3+voY8MQlWtXrhLXZ+xfusTQR2MkdUU8ahiYNS0JWOXEw7NT9vZ2Cc6arkBJfFUHw20SXkmNOjlkqyWIMbFYLHnn1i3uHD1g/8oVdnb32dk/JBX5qizb+PrjPDBVZTabM5vtGL1wtSptGBMpDo8YTGPTUE/crfedrqXMxhB7X9f4o5GtguWdVPGulOYXamsc1sRUehNPCrmUXHBoK1BaLBb8gR/4NAeliO/i96uj7mZRyyFlDTSAyIzcWHQw6xz9CpKYqqVLibYLoEa5TDGR+9JpSp2Fn2J702FQ7LjWtKiXouQsOGeeN2oQS+OUIBbJD7E4Ii6xTj1xoXjX03bB2hIWmLjrWmsQP8LsGd8o3jdQ9Oa99wxaPHoVhB2rxE0m2ZCztyjFBxyOrCYW2IjB1yEEcjSRtIAVZoZJoVkVoXviIkT+v2H0f0pE/gPgS8BPqeoR8Czwjyevebc89sgQkT8O/HGAy5cuFQ/ccHJ4dFP4bKf2JsmJ8WnLgg9glZTBjwVT1UuXUg2pagkUESHK5KBQrY6+JaYkjx6iapEhiInlcskHH3zAMAz0fc/u6T5vv20aMa+9+iqhm5fye3uvAQXdhNHGjCih/odUHF78vYb+o2pgOQA3KoD2nfresFiRgAtqlaLeW1MHDLpR1ArDRAgwlv+Hsmq1qAQ+brNe5Pc7QJJ5nk5g6M+ZzTvOz06Yzeb0qxVnJyd866v/hE9/4mW++tWv8vnPf562bbcYNb+T0XUdxyenPFytR5780Js2Pep4/oXn+LUv/QpePU5lbHhdt4MrEVrwQjcPvPbaa9y4cQNfwud6z6Ye/bJfj/drte555/Yd7h8fsXt4iRxa9PAKN566QeM8oRTa2H2qhu3RBOY2Tg4iVpy3Xq/HxGhUxYcJpMZ2YvOxRru8t586SCmZEXSPsm5qZ4W2a/nUpz/JO++8w3JpHuRyueTtt98u8sCbaAdA1MGkIFBUuXzpUrl26xSluWRjyvNVL2roIykKiRYVTxIlNIb9h6bh5s2nuPXuu3QSjIKoDmK0hjTBk2NJIHsQDSgQ82DQnVKuK5mmToWxSCAJjQYX5VgNbiayJKcSlWGFkzEnDEyHyD4575CZM2+saCvFTcRuipqCF299Yet8xQUxplLYlYuapSe5TIMjRdCcUJ/ZDUJ2lqgVzbQOIkrMiZyL3hCYeJpzRvjI39spm45/VkP/3wN/tqyTPwv8BeCPMQLnW+OxQJKq/jzw8wDPfexjWjH2OrxsNioUjZhs0GDJ2YJU9b0JSyEl07yGMVkkk0x8+WyALQ96SxhKTLOGohSXy+bf39llb2+P5XLJTjcbIQ7vPb5taBtH21pxUg3Xp4UydeQCj0yZDB+Gt9VeqxUvHuEG720Tl8MM75GkZGcleVkUXzs1VQEvvVA0NoG3XLl5vngOGTtErXhkvGfgHL3aAdH3PSkmFicDH3zwAa9+/BVLGKqS+gVu2IOm4+13b/Hunff4a3/jF9nf3eG//bmf4xMff+13bPBFhN353Nr7ieCDo+9XeNfQNjPu3nmPl154hTe/+S1spQTrviS5GL/GWB8o+/P9zf0vqoxDwUbX0Q7yxXLJm++8S6+Zdu+AdmcPt3eJ64dXx/aCsd5nsQRPBnrNdAV3rYqUtfL10fu9cTKmNNoOZV2MZdYPN/LTaMk97nnnqZUkqtvPVWZMEtjf3+fg4IAQgqmDNk3hdStcSCHVtSEioFJ6tFJgz6n0ho5Gvj5vZWEZhkx2kYjHRdung2R8A7jE3uEOJx+sjT2VBfXgSqWoc+BSoRKIqUKGUMTuasXuBKbFC2iDw6Nizb4Ht2bu7eCPmvH9YOSM4NinyBmrEtXT5wzSMEgw6iZaGEk2f5J1ZHCBojKgWYi59KctEUfOtt8iyrrQYRu3caDMJpiWvXOZIUWys8At5zw2U9nZ2eHk6JgnN/P/jIZeVe/Wn0XkrwD/e/n1XeC5yUs/Btx60vfN2Vq0SWmb5ZByIzde5cgEkbJ8nZT/bUaCuK2jZcTpy++18GqEVLwznL16yrKpxt32rD2LxZLrV6+N2iQhBF588cXR+zfv3QNSOmYJqeqYFJ714wx7jTwcpUIYMwymzrlhwoxG2TnzWLx5TiLW0gzv8VjCyZeE2HTeEEcqjRPqjbfakO3z2V143DatI1aPSQZgAB3IJMRnvvHNN0hqCT2yya96p+YBpURoGl5+9RP0fc9P/pmfpvHC3/hrv8Clvb1HmEeP81YFx8npKf/VX/jztLu7NrdxTdsFmtbTtEITDhjW63K4C671ZJMmxTUm7eCC4aK6jkhS+uWqyD8oJ6cnvP7WW5ys1+xfu4rzDbPrz7LXWv1B12zkIWqUpQIMEW/u5Li+tESJU3Gx+t0kb5Kk1SZVRotzbtNjVoxvLuhY7Dadn4sMlFDqHepzI55PLtHe9rzW9eTLe0/XvRRvKmrE5zAW2oGZN1fkPKw61hKej9y34qxND6kUs2nTOBPZa2ht7WajIX7t619Fh4GXX3qB0+NjurZQn71nMfSWg/LWQTnFTL9WEw3LSteY3MEq9sS8Wfc+F136QtwwtsFgiXO36cbcYIdtbfuZYw/rAXGBFGCN0lb6dInIzbz3BuGIFXEOsajuZmcSD6XAyqmCZIJkmlYJao1hQvZozDSTSMwO242D51xhiRVJBnVCSr+LGP3jhojcVNXb5dd/C/hK+fl/A/5HEfk5LBn7KvDF7/2G9l8rDvXVuJfikO3PBUpz43ITg3NW0aiJxnlTwsMMVcAoTRkIeeLxeF8mHVJMo9cFhY9fXrca+glsofRpKAcCkySXJyXl/PzMpHxvrmnbslF1gks+xnhNcwxaDwY2BTRVwrjruvE19V/f92OjYGMA6Xj9qJXYB+9HCWbnHK7gmNP5rHjudJ7D5LnNizPB6dibNLQtZ8sFOvQcHBzw2d/ze/ja177Giy+8xHu3b+OaOc4Xyln2OBrzVIJn7yDQBMe/+0f/KD/2I/8Sf/qn/jRZjbEhYMUn2SoEU1LevXOLn/4v/gyHl66S8dx84QCAJnR2/8ucBO+JrqHH6LYhGz+5aVqj0YIdUk44XS8Y0sAXf/1L3L59i5dfeZmH/cDh089wUArLMsXp8NajNjtnhXoyaRWpibOzI+azXZx400uSDVQIPHKo202vhXdmAOo6q4wbyw2ViFT81mHhnCuRbe2ZYK/Vwpip8iB2ndWj55Frge0QfKRLsqkrUeOnmHdOeU81j94QL8GLI/jtXskVaqq0SoNY8qYtZ9rs7zju/8DTN28wm3mDRmdzcJ7DSwe23s/PaZqGnfmcs7MFDx8u6AuMG+X5cO8AACAASURBVILfwIrZ4zQzlHulQUiSELUiOo+DHMheCRLQqPQpIZrILlqhU4wMfUTTgGii8QNxIeRmTucdkZ6sMJDpvCDJKlUd0DoYSIgziQOcs/d3QlJHr46QPWszApAjWvIxmiKSYrljpskkOuAkmgKnd8Tz8y378STjSeiV/xPw+4FrIvIu8F8Cv19EfrDcv7eAP1EW0W+LyP8CfBWjvv7J78W42VyIJRERY43UysSKAeI2nrolOW1BV7aNGYVUYB3BkRkm0sWP+V5QJHDXpRvQaPgkQ4pjA47ZbI5rWubzHYbVmmGiUlk50Dln+mSY2hRTrxtr06qQrb+t/8M266Z+J1UdcdP6d6o6yiGPh0Q2iqgv1cL2+ZZMrBQ58ywm3x9sMWrx0C4MA4E2ozbb8CIs1muCON69c4/333+fo6MjLl25QvJz7t5b0Ow/TbdzyMH+Lrs7Rl9brtcjQyZF2Ds45Mtfe51/8Cv/Jz/4iU+NyTWhVI+KI6rnJ37ixzl6eMprr+2xiombhReeYqbzzqiUvkWTJ2k0vZGUjQfeeLRUP8WcyYUK54aBr73+unUZipG33nqLy888i28am5SyvqrBkixEtZykQVjFoJXV7cTEvMY16f2ks9IGGqzTPL3XWaBx3qh7k3vbFq/R9kA14JQSePfYdR2KdG2NEKrkA9hhsRXhTUZ93KLdTeToSJsOR4V/rGIKjIriyiE0JQcM1bFgc5DI5HNiLIwhZ+wSX71vVRbnS+IgHBzsIcFz48YNmqbh4cOH7E8invr9guuhFD9lNbEwcdm0rULJh/U9GUt0rllb1CWZ0Dui9qA9vk/EpKyKVFG/HpAUWfdL08Rx++zu7NAGRz+sCY1JHJNbrO+tI2tPkgGSQ6WzhubJ2h0G3xEHm7PMRsQOsomwYYJ2TYWls9Fzh2E92gPvjVSws7NDX0QIn3Q8Cevm33/Mw//Dd3n9nwP+3O/oKqhaN2ZYjGFTsMuy+C6i/9MQGTYGsMoXD86kaEfLVseEFWNdnbbxU8MZN7hnDWVr/0hg/Hlvb89w6mTFQ5KVEJoRotn62PKeFytPpxtu6kUbX1seaRgxTYxCpU9agC8ipJytmfCFzxanj1Rhbs1neSqX3IctSBnnGmyx5OKtVXaBJa9tfobsePPd93n4cEEbArs7+/zgD36GeRe4e/89fvM3f3M0UIMkXIYXXvwYV3cO6JJFccmlwkuycOb05Jjbt2/jQstv/dZv8dT1G4/MXQhhc8+S6c/LpIsUTHTd8aSspCFx7crMqI0hcP3GDXyRb65GLmpGU0CyGC4ctn0WLzI2RJFUAJYLuabpeGzLvxFeeXTUe2jfoxAQxsI7NzH2rjgMaUTh6uvatinRwONlFh7H2ME7iCVnI4U9hDLWok/WoIiA8/hQm1yXfE/OiHNjvmzMhU3gCTCnbap9v1wtSMlxcLDHYrEY+7jmIbJcLlmvejKZrMI69qCx9KUwVNGJoj7h3EZ+YtDa1ANW0XJ1IShOU6EdO0KjiLPfk6pVBpe5GYaBtrP+ryN9W010TSTYmhKDv3LCcHXB4KwsRvIpey+OrzNZFtCSaH503RgM9+jjU+G8Jx0ficpYwahSWbLpRpv2GyXOG/H4OpIzjnDGmgtHKWqAsqHDCdsYew0P7YDQEdKphrMmOavHUdUNawibc2a5XHLr1i1OT09p25YXXniBb33rW6SUePHFF9iZdVsG6MMSrI8b9bAZ5ZXVsN0azk83SioJZ2VTSyDBioGMYjbBJ723xtfl72tRUNZCO1Xz1LKUgiE1EaXib47XV5FWz0ZauWkaO+DK55x98D5peJ/j+yckFc4f3OPk5AE4x96shR7QjNKDCIP2/N7P/xDPXzdilpMMJSKqeYlf+MW/wlPX9vng6JSXXnyVVSy4cC7wmSqu2dyjCqlBwu225sXHDGLFMzll0rCGuOR8tWK5XPL009e5dHDAOjTEIRElsVqe8eabb/C5z/0waEmq5UCvq8098t7qOxSyyyhDWXcFTpLNGtj6eQvWARG31VPBOYc6Ryj1E4bMbDsIm0gxMTZY1+1Q3hLWtb/pduHX4/JE1flJMW0OSefGlpuj+rBYtOJKnsurkkpdR9XzqcVJY35p8p1DsB7BwVkxUjVcmYGojmFwXLr0Kq+//jr/4B/+CoeHhzixDk81b1AhR6Sxupps+zmLFCKH0YtFhK61ZttZrf1m8C2oI8dIkAFJgm/MACuJoV8RYkZStFqJkjt0Ct51rLGmJzUBX+cvZgX1Jp0gEDH9fafJSB2aCUU/aMjJsPayl2YhENjYjSTQVpsVAilnIgYp1cp896RNffiIGHooBRi1TZsACJqyadaUpM40aahqyUocj3hEVtexScBe9IKjwJZzm7YLl6abYBgG2rYbjUjf9+OfLZfL8fedbjaGlN6bKJflXh6lK1700IECVWy8PmA0etPXWRHFGs0ZVw4A7z0xGf4Im01cD7BcqGaadSz6sRneHrVorSZjFRhpdIg1HxEYkjAkRyJwfn7OtWvX+OQnP8mdO3e4d/d9fBjI68z5ww9omx+g2ZlDf8awXrK/N8c5UwrtuplpCc1mxDTg8caxzgIaiSnz/S9/gj/2H/4JfvO3v8KvfPHX+OZbbxFj5N7773P77Xc4Pz7h6uWnIWSkYau9Yb9aEqOFzvPW4cgshiVDv2QWPF3wXHru2Ql8pixXR3zrnW8zDOd416B5QKRFSUSXRsUyJ4poJosw2z20ZVSqSzdrbjO3U+M+vZ81WqwGvgqCee/RC7IGUzLC9D1F8tbjU0fDX6BVjsqS1bCXdZ1z3NonI5QDm4g6m1ORxapUteLx6VGOvtZS/QpLlsdFzPipKNE7VkMcHZOm22F3p+Xk6AGnp6e89NJLHB8fs14PqAbENQQPebk0eA4PpfmHC3V/gkpAZWDQCNnhpOQPtEGTGNQSFB86NIbx4DA2tBJVcHgIgncNQ8xEMTaV5EzKgqoDByLZKnABJFkTc5egHATq1IqrCnTqJEKfCZSIQjKN21Q9lzfCK2PbUu83UhObeghrqPKk4yNh6JXicefa9q3QAuvirR5qrgkcHU+/FCNukmEfPZ1JCKuqtOI2nXwmSQwRGbHR8XqKZ2OJzsQwWAuwtm14+unrrNdmTPZ3dnn22WcNk28aO5BKgtYjI8xRoZWLsM30M6ft4kbPSrNRPCdYLbCplC1/v7u7y+7uLqppQhm16KYujCGZBo6IjmGkU7VrnnjuFZcfr023o5NBlazGOW66jpde/QQ7s5ZrT13l+vXr3Lt/l4fHJ9y9e5cQAq+9dI3zten0f+Llz9D3PXfvlSYX3vOPfvUf8wf/9X+NuO7HPIZLVgbuU+LHfvQP8E9/+7f49pvf5MrlS5YRcokv/eo/ZLed0a8Se3uRRGDWmNc2nzWkuDbZYgl2WHsPzhJ+od1hp2kJwXO2eEiOwtM3bjD0C77+1uus4wpxyk6TcDki4iE0Rhst6zNHWJOMrlrWWAhhgtxsa8d/mJHPOdN13RhFViaHNSKXrXVdf6739BGjX+QJql0WsQShBbvb3v6j0aYbjX5dn1N4xrp1lYOnHHChdMSq7yRiP4fCCvuw4j9LkHo0B3LGog4PjWuI64hgdQVd17Hue876M1O0VLFuaAIqpRhKfZFcKFi2WvyRNZNyrRjuy5o2nfms0RrCS0JFC75fDr4S/aY4WOLWBZrS6SoNA01jcxmTgnhytkgmOGdSCsVZyqlnKP0hvDhjxKlHUXpZ40PthWDohG8KpCxCEuhzou/XuK41/f40UBsHaso4tTzlk46PhKEXBYmpcJ4FH0trLXn0y6iajnwNeVw5EOqiTIVu2VZ/Vc0J69XCL5LRGM2Q2qLrnKeZSAz3kwOhVikaGyLStg1NExBxDDmWtnzK2dkpfT/w3DPPjtcJ1btSKDKuW00ZJputqtaNR0P5Ppsk7obWN/XwnHMc7O7xyiuv8Oabb/Liiy8ym81Y9mtOTk74xje+YZs0RnxrSf6qpFCpq4IlwI19U7jBHwI/BcB8ZEfXdaVIKLA87wmt0HUdu3s7HK4PuH79Op/+9CdY90v69ZK9HctpPHX1MscPHwLKH/kjf8RgsllH0HZkEQ2Dg6To2vGpH/g8b713Fy3NYCQmvCqzecdqecoQV/TDkt29q3Qz2N1tcbmj22tNL0QEp47zs4foyTEiwjw0NE0LkklOSy1EV5L3DieORGsaI42nXyWOH57x8MF97t+7w/n5MS899yIvf/yTpUhO6nIruY2Cg5V7my7MZa1w1bqm3aZ6tTJv6oE+GvVyz/B+CwoZ10vxSqfedVuood9rXDTw04OnmWDoqlbxXcK9kZZZP8MziUBgS7ivXg+Yxx+zSfx6teS7aCJHY16llAomv6IlkyQBVrdBzKShdEQLjj4OJa9UBAgByZGWvhhSo14rZZ6lJ2tAEOIQSas1y9WiKElact+J4lo/HuBZPEMKxGTxbhRYR7VCKbzp7gRHnyPONbhkHbdiFlQc6qDz3qi4PpR6FaOsOifM29kIdW3aBRqcmi3DXO6R0I+28nve1nF8JAx9HYaBOXK5KslqehcFC6ywxuMkwKZhp23WIo1QvNswsVdW3u6MuAumpFSKU6KqcdArc2AC6VQjawu5Mmty4UVb9ex6vaZpAs5t6+TX11xMrnwYjj+FdKbKhFOhreoRLpdL7t69y5UrV8g5sVgvgE3eAe+JlARnmZ+gVqfgKM2xxxyGjtBXrBDahWuUPBBcwrtyiPY9X/3aV/jMZ3+Arus4Xy55eL5gtlpzdHLEycMjLh8cMN+ZMcSeF154gWeGgfv37/L8889teatIqfptWvvewfNLv/z3uH10xLDuLWeSM/35gv0bN7l19h7NjWfwrkXIrBYLYr+iaxryGnoF3zREsUPTeg4IvkA1XddxcO1SYUrZfMy7fZ7/2PdxeHCZ1Xrg1u27vPP2e5weP2C3VCYeiKCr9XgfRk9VFHHbK3TaYGbqgadsLQ6roZwKoFVcfcsZqGsJOyikGIswSfJODxyBUa9pGk1+GC3PI1amP811iGU5nfiN5nxdj4X9VCPlaojGNVzW2vQ7e+/puo4PPjhliD37eweExuMcxLzGO0vIqSrf/va3DQ5tGmM9xQjqrPVja1rxacjWeAY7CFOy9peNb8boOMVkshQSCBqMdpnKgQrQKdL3BFVodgitkGNEgtDNV0gwFUsVj1SZaCzhbJXQAxCIg+UXhxGByAT1VqhZ8H+I4B3RO1J2+EaIJBbDetx3ksyRcTmTnbdEvG4fm5kLWl/fY3xkDL2qllaClgUHRhGvcaGMlK3HFGeUUZttJ92WiK0JXcmF4zvBvqdyBLDxXOpwzjR09uY7HB8fj02Yd3Z2TP9ktabrOjupx8TpJrT2UpozuA838qq6BaEIpbete/R7bhKONpb9mrOzM1555RV7fcqW7HEejckOMa3JK6NSVslnVd0C643cWD+oXMtjvPvaXtBh/Oijo6OtyEO6A+4Onq+8e5drredSZkzegv08n+/ivW2cilGer1b8/b//f3Hn+D5v3XqHr3zjK7zz7ffYdXOu7O5z7949vvH666bFEiOaI8FFIHLr3fdZx4Hz1Tknp8ZFns/nPPXUUwavDD3znR1UlWG9ph8iu21neQLvmc92+Pxn/2XOztbcv3+fK5dv0mrA0TBvZ2ho2XEbLL0tBUpWOFUO9gskicdBNzmbz+9hhAy0GANEimTBBpdV3fSjVexwrYJlFyHAeq+cVCpiZbGX5wt1efsaq9HTDfRQOeklISvZ5HdJiZ2uI+XMIkULIqKRIbxzfJha5jbrxrO3f8nmTjLeBZw4MgPPPPMMOQ3WhzYE9vb2jMLpHGdnZzx1/RpN03D79m1Wx+e0bYdIS5+MyhhFGKKSY9jsafGQExlrUtn4FvKAqNI0HWlwdN2ApkQChmxy33Ewo2ydr3qQBkdAtEhKAzoIKQSchpKkt164KfbgilRywg6WXJqQYDUiqMcNRTQwjlkMUrIua0m1KopvkSuqXMaHOYmPGx8JQz9i9BWKYZM0GlkIdcOIyYAGkZonBLbD1abi99W4lZEAinEb2SflUKhjWzZVx8cSyuninHdv36bvB0LwPP/8c3zrW99iGAZee/XjNE0YjQZMkl3OcRZ7Lj9m00/HyIwpbKPamq1yhqevmdLsuq7jmec+Rp9MPnhM3DYN6oQ+bpqG58LHvggbjUng6aTqJhqptFdVnXDCxaicKeG6dlTUDM6RE+hCOT0+49LVOf0wjNK7bdsSxBHEcee9W3RqofwqRX7uL/8lvnn7Dh+cnlgf06MH6Crz4OQet1dvj/M3axpefO453v3Od7j93nssFgucePphzVDgtlwOoLfeegsRIQ2DMShKN7Hve/l5xDd0s4YQGnLXEbPy3p03+Pirnyghe2nq3Noh1UygtXpoJWfKjj4rQsazyaF8mDG+mFAtS9MOAG/c9CkkMv4PYwGSK0m5rNuQ4MVkfF2LdrMvOg4C5EcIDVOvPqeSi9ANK817z+FsznK9JkkBq1Qxvv7mvaqEhsCoM5VSotdsfWHFEptOHc7BrG25f/+IZ27epG1bbt68adTdYWB1fs752YJu1pq2fQhbsg8JiNHj0oDz1oHOksXJEsbqIEAW64ebESRGyydoKFX2jk6yHRZZWK9WhNbIDHEVcTrgQo1VLCHss8OleuBnNCdEEsFZwhUxGFIoqp2iOBxRVuCdUXNzvW9WRJeds2Kwstcq0WMazf//JWr2uzrGhg9sdB9gs3C3mASTCZiOqhUO1SgVnfsJHl+ZBLku/klIvdkYm1EXe9u2k5DVCo+Wy9UYDXRFIbJ6e4ls3o03qmJXhNVMW8VtwU/q5BFPaEpJ2zAjNjd5tV5bYU0IzPf2uHX3Lg9PTvBNQ4oZTYnlasHzL73EjY89Z+qWWamiaiJjB84x9Lc3n3rvOj6kecNiSliF7LqoOA4pkaJyfHzMd77zHXZ3L3F6ekTWI9548CZvDEt+9Pf9Pm7efHo09lpyHquzY1anM5ogHB+f8Gu/9o84WSdOz5dmVApcs1ivoBRbNc7hug4FLl29ynKxwrmOWTfnBz77Wa5du8b/8Xd+iZOTE2azGQf7h9b8XKx6NISAD4HFKnK5YsveIwjzruVTn/ycYaBAXw+vEHBty8xtpH99qZhNaiC8itCqG+9xNa7TNXUxN3PR6JtTYxEh1DW7qYydGvE6LkohjHulVH1/N8+vGpb6t1NoMGerVjZHwxfowUbf93QizNuWsxRtbWjJUEilOT960JjIoCXck5osMzBWlN5+7x4pJr721a+z6lecnJwA8P7779OvB85K8WDjPagQc0JchDQwUyH4iGvFKk2JpRo1FZE1JbgZIplV7ItXbVW6/WrFEJW2MylkAYa+R1Ga0FnyuI2moIk5EsE5ghRqeLY5SmmJdy0OR1+Knlwyem/G9nrjvVXcOgeSxvtdHVCTNdFRaqG2xBzXqQgixpR60vGRMfTJySZZWqgLVTN+LF4qi7yWek+pizVJW39Gra1Ykg02XccmYbMJVbeeLzBKKIswYRt7Z2eHp556ihhT8QpnfOxjH7M/KtccYzSMfmMn7empdk7KW92wplCMZf6LYS847UU65vi7s7Dy6aeeYe/SZfq+Z53SmMy51DTWZLtIKNh3rSfbhEb5GK9zvBbsMFivljhgdzZHhx6XYH3eI67BSaD1gWef+VjpU3rOfuM4Xy3tEGxbTh4+5FZppO69542vfRUJnodnJ3z6E6/x7I2b/M3/9W8Rul3WD+6SzxcFChFjZmRlVcTMpMBji8WCl178Pt5++21OT28TU8833vgWd27d58rhdeJg/W/btjX5iiKx0DQNbZhb0pWGJhh8E73HuY6uM681pWTNHsrfnKsJyVHYTd77USlynQud0G23f5zCgI/DyXPeSGJPH59SYxnTtptDafvw2HzeFgQpMNub8WHjInSYs2lF5WwH6jAMZC2Kr6TROUkYX33Z92Uuw8jy2TTJM/kvEdjo+myUV0MzlOdNyz2IIyCs+p6YBvJ6TYqR119/ndlsRtvYGvbJdGQGVVv/zpHzgG8CQzQb0IgSJdvB7k1Cwg5yVyeJmTfxtjy5pqYRixzWa7r5nDBrcH2RDUmCd50VWKrSayYqzFxL69oS0RicElOPl86EzrLDOSXncp9EwHn6lAjZIXhrju5LtCQm5xBiHCVUrMF7kVVxpY5GpaiuPtn4aBj6YmxTwaMohjqKCffUjZNSTVDmcZO5YhB9yWCn6vEnHXkPWXXkhY+eu5ZFiH3eNFkbRQhsU9pMzc9a881mI87BbLYD6NiQ5MaNZ4xPbXXWW5GHbd6NV025nhzNO6jYPhRsvlzjxbBa1YpMfNNAE9i7csB8NqPbbdmvPFt1xKIvr7Kp4Ay5sHV0Q+nMZY5COQRSLsmeMr+xGKOje/d55eWXrH4gKzn1dMGSZI33XL92hRvXr/PmO+8gvsER0b4n+o3QVmWU/MZv/VM0Jr74xS9y/cZVXnjpWRwtB23HzU9+ivV6Tc7K8cMTRIRvfvvbLJdLm4umYWd3l939fd568zt0s5acBrxzzLvA7k7D2XnGS2u9br0j+IZcGCihneFbz87ODs+/+ArOiQltFYy8Gi0lsx4GVDwRhzTWqzT2G/VR70CTrR+XcmlhaWsjZ2vqcefOHT71qU9tebVTz34DTZpH7HQbR7+I89e/N5VD68Y0XWN1TAXSphHrxZzL9G+G0nD87t27tkcmkXUsn+2nf58zbUmce++5yPq5eO3mkSpdcKxyg4mBZVx2BGnJ0tO6joP9K7Sd4/699y3Pcv0aKSWOjx5yfn6OZk+WUEQJM1k9PjhD4XMiSzT2UwK0RF2SRqQgSTIMvdh+ZYVTh/dzvB/wbQMeVnmBFCVUoyrYATtzbXkvv2m1KQ6ION+yyook8CEVuWWzS7lEUN57RCNOrODNheqp230zRo7Qp542hLE+IwtoKsVhFwrkvtv4aBh6JguxPlAgkTFJxSTRhNExpeq6KKjf/G3MeSvBWL19rYa9jK2fL7z+4mYw7yqN4ZJzHuvFuQl9jYo5kHOLl7Kgci6vre+dqbwhkxuQsVDscRtPVUvv083YimLE5Hp9sCQX079NOnpmXoS2YMoWLcjW+4XHhPdaQth6XZcuXeL4+Ngw1mHTq7TCTPv7+zx8+NC8Yd2+p6uizVFD+b7vN98zey7v3zBOebPDfD4nZ8X7wOHDh3Rdx927dzk6OiKEwO7BAYeXL3P71h2apmG1jhxevsy869jfO8CFjnZnl/zgiDSAlntW1R2H2OMHXw6TbB2PSmEe1XkYcyEJoXhXat5dNZ5t8IiWNnYUw3phGo+Ojrh79y6f/vSnH4FtxlxKCFuFeOPcj5Dl6KZcWAPbhIPpc49LAj8uarv4mTWaXSwsolK21+PFa0/lNWPOCIdjI34nbGQzxvdRIeVCchBwLmBL1xNKF6nDwz0TKmwDzlsSsrJunPVksj4TYvCHSLCm43iy6ChVYJ/nxk5y065fNRozZ8dtKdoCJjWs1rrQoeRsmjSOzfs6rXcmkckjL2asLE+59MewvVor12MeyE5pvYMcx8O+ShU7eijiZtP2qE4fhZefZHw0DL0+Xqt7Y2Tr4/byVP7lAsqIyKhLocV7n3qso/9ddHAU2zpTbnPiQtibN9WGkhWNiVnTjnRHEUFCM/KfzVPxaDHqqoV2JpQijG0hNDCvfZpk1eLJiUx49WodiDZTZYuhaRpyUtoY6CTQFSkIDbZR1rHnwb073HvvFrMmgDg+87nPI7UwYxru6yZfUedro65NKRobuPvOO+zt7dHNWlTte8Voc7R3YAqDR0dHkJQ8DGjMDGRCUSrs+57z83NSShwcXqLve+LQc/3601y5cpUplbPO/azoz1y+fJmTxYImtFy5dp2Dq1c5PzlF88BisTCPnYaHZ0tiXrBYrRCRkbedu8h6cCxXPcuF5VY+fvkVQMl9xjcO0cyQ18Rs0IhmSAPkpCbPMESkCZvEpzhW0XRXADQlhjCtk4Cnn77JwcEhq1VP17WMeY8LHrZzrtAyE1mqk5OJsWfafvLCxtmar6m3PvZKmMCZF7H96Zqa5oBWq9V4ME+H1L0Fo/CZpsQwPaRq8rH+KlKkBRyqkdV6zWI1kLLgvRTqV6lD8K50aloTGs8wZBPwWg/cu/OApELfD8acaazgKJbrzgxMqcuj8QbQjBT5C+eE5ByN96S8ImZrJJInf6fR4F51yhDXaFzTtH7c4xmKNk0G50wlNpmQmlPB5Wg572D7esjWCrLBQ86k7HBB0Ah9UnxjUFdtp9g0bYHzbM7FKW6IZOfJ2Y1RQe0D8CTjo2Ho2TayjySo2ITT1bCObQMnxrIaRxEZ+3oipRioNibW4mXIo59bh5am2fX56SZa9muOjx8CwtWrV8fWgi+88AJtu9F+ySWqGDeXWJNf1Y1OuGQrB9+inukmGFFVK/Q5Py+Vr5uNulou2d3Zs+5XQ4Yuj82hIw5Njr1un2U3Iw09SU3veugheSWpdeVKWcgqI2wDG7aSejvgNCVmPnDj5tO89957PHv4HHHdg1rFrebI6dkJq/Wa0LYs1uconvnevBiDyOGVK6PhHWLkD/2hP8xsNqOvXrXz42Fb50eB1TAQfMO1Z54l7V9msbBGyYuVMj98imF5TjxdEEveIFbxqL635HzXWtNryWhY4xcLBizKeeWVV3njjTe4eukSTz99nYcP7vDtt9/hUz/0e4klp9G0c4Jf4CTgZx0UHZ5RUKyWoTuLMDOWCKd4/avVkuPjIw4ODkaIZbq2p1WuVXq7Hnj2Mketav1e3vhFR8W0Zwz+lIl08lQC4eIeSCnx/vvvm3SBc6NHUB0osPVZ92FWpR/68fOqxN70ukLpXKZqYnLeKcqK9WJlBrus/9RAcpZpe/vtEVrE5gAAIABJREFUt8frieWaN3MNSRamY4QzvrpryN5omTpEvEBS0/NHwDklONN08kCOSh56Um+5m628imZcsiIRl9bE1NOGQ1wXSDRk9eRcdLMSeA143yDeIMDIRJsqKE2t5xHBpUwkgTr6ARBlJ8g4f/U756w0XUPfZ4ZYJDJK7BBCYKVmA590fEQM/aPJxik8cdFrQXKRMfZjqLRFsxrx7U2TEisuqa8p4l5iiZVpeBRlm25YE7brOHB08pCTk1NiNJ7zcrkcoYxxs46MCSyxLHYtVW8DLLk7pTg+DscccjI1x4nXVmGSvje5gKyJ1bDgH/6j/5vVesl8PmfZ9/Sa8Qgz73n62lP0qzV93/PLf/fv8PD8lNC2JIVYDr+a16jX0LatHZopsX94yOHuLne+8Q2G03PaVnj4zde5dONZdD5nKPDQ3t4er3/rHY7PhGGY0zQNL770yljh+MHRiv29Bffu3+X04UMIAYfyqe///lLJa1DOlFJYv/dXv/YV7t27x80bz7I6u8V6GHj6lc/TdnMWDwMnp8ckcYSuo/O2JtzpKevShCSCNSeRlnPvWdfDcrXCe8/u7i7DMPCNN95gtVoZhQ6rifBFQ8U5Rxwy7awdN2VMAzkNRprLEbIpNmYfrGwdSCnjfShe+aPbbcTpRxv+KLTzYV74o4/LWKQUnLN9ErdrROqemEbP04KqlBKnp6emcZ/zJrkqsuWAVEw+52wc+kI2qNTg6YhF0riy6tYpsezLAecdbdfadWpPVyt5i9hZFisWyqlAV5XV5oQUS8Vu8KZdVYu5alNwrF9FjpFlEU7z3uGdGs8dILQ0QM4rkirtfLaVQE8rzyqB+DzeJ6t0NicySyZKJlDrSgJOIsuUbM9Hq61oJRATrHI2ajiFPOLsoNr0us7kHIkoDINNpRpFuitaO003M4jsn8dkbB1TrwMejys6CTi1FEmUygS2ya8GyxfsPjuxPqDViE5CWdEivSuPYvT1EyuGVzPzy+US7wMhNLRty+XLl1HVkVMdY2XUaPHobYH0ozdnHsMofhXj1vcz9cChbCZFcma5PB+5yxVjjKW4A1UOr1zhUnnuckkSNvNdZk3L6cP3iWKtGC8/dY0br7yCbxpczqzXa9brtVUWitjjfjPn/XqJFrmBGK1L0/7hLp/87Gf45tvv8M2vf50QGkLb8YOf+xy333uX8/MPiIsecuYrizvcuHEDzZFvf+MWr7z8b3NwcEDXdQzDYCX+EsAF7tx+h5s3b9K1M5BtFtLLL7/CkDLvvvcOpydn3Lz5PPt7B3ZIdy3dfE4GWt/iW0/bzMg5cPTwIe9+51s8deUKWW2+QrMhtjrn2Om6Qo11o1Z+aOa4aF3HarWqquJaW5Nta4m4OCTaVHX+fZkje+9K523blvV6kxCdrulptGgHeo3sPKoRS9oJKX148nQ6KhYeKvacBQmVmpnNC53sq+l6rwyfKrs9FSS7GGFXDZ46h+o2XalGGIia9Ldr6uv95EIxojrSIEj2hNCwu7czFsOhwqxpiKqsl6aB04YWxbRoCgpJzh7vhdWgZHUoHucafIlcBo0MpUk9Ci5nyMFgH4HkMiqGvPumIZYyccmKNAOu7y1Rmw2O1RJ2OwTnIo0vvKhcWqCK0DrwKNF7Bi1wi0wo3LnQOLMiWUYnrsJDzvkxalJVGind98Suw2MyME86PhqGfjIsMVgSHOOG8AblTTeKyCbhUxchZYOxwfE1G5whWiEJm+ypbHHSjWGpnkmdQsPxbYJFDK4hWW9Mp5mDg30ATk5OWK/XnJ6ecri3j28bM6LF8F69dJnGNWMxTNUYzzmPnvXGS7N/wzBwfn7G+fn5yM8fhoF79+7RtlagJE1L03V0O3POzs6sM9Oso5s1eN8Qmg7VMys9n89NGiB7luuI9zOuXb9GGobxoAzixqKvrInVYsHq5JiYvS12DYUHnNg7POTw8JBZN+epa9e4cuUKr3zfc3z5q18HF2gk8NILL9DHJVevXi1N1iMHu7sWfq5WpGFNagPXrl0DNrmK1XrF6ekJv/zLf4+c4eDSJdQHdnZ2kNZ6Aoj3NMhY41Bpkk7C2LyjX62IyXrazmYzRIQuBNquK0luM6YVB/fes1qt6ItD0K9X45ro+54YmrGJt+9mzF1j8Bc9ThQKzOLYVL1OG2VMsfA6NvpF5rVOJYW3BPhKXcaHQjiqBGctLS8K4dV9M32v0fROihNrpe8IKWEGDNncG88m4TiNpI2YYBTLWmCF+BE2XaaBVPIeqorzQsoD4gbDtL3n7Pyc4D39MBBzRFJjHb6IxJzpvCfHRE72md4F1usldJ1pN6krfWuTYdwiJC0yKinTqEebQNKhfEdHEsjR44KM0gJaDLIWB09V6eOSLA0+OJoyl0KRZnCJXh2+ECtMFiKSily6Zrv3w5DwmJc/5IygNC6Qc8TnjGoiqfUV2GpeVA6q1teWpUqMT65L/5Ex9CkPlpSJieztiKwFUEMeRuEoVR27QdUFWY01pQl0mrjnG+qTjDghMOLAU4x0+jciUjj8thFWqzU5YyqI3gxxIiMCwxDp+4GTkxP6pemVz3Z3ODs7w6kljpzCbDZDXdFyqdfu3OitVx2R6kV670uTk40OSkrJikhUiKWp8snxA+K9e4Adju3pOfe4b0ZbZPTcw4MT2rVyWhKiXdfx3nvvITnigxB8y3q9ZrfbIYTA9Zs37HBJCfWBnCzSODo6AszYDn3E+57QeG7cfJruqOW1V1/mbLUqyo6mJnjnzh2+9Ku/inOO+WyHH/rhL3D96adZx4iU6+u6boQFbt2/x3feeZsPzhf0qxXt7g5NaIlD5OHpKc8ET9Wabppm5Oc3wSKr2WxGN2tZBjfO9abYRPDOsSrzIGWOatPxpD1ZzTU3aGJASTTSbIf1qigJ8caccjBudLsZyr179zg4OKBC3puntiEau7+1beCG0bT1WrcNnzzq2VsRzcUq2Tq24FALVUcPXEtu6/79++O63Py91jfYuuYgm6YpdQ3XvJhqrXLPxsLJVphk8x1RicQcgAEfizZ7VjQ5FqvaUU2JpTLXBUVjZrk8mRwSmXW/JKZIXtu9a8VDjgglalaYt9BmsN4LPSmuCJIIvmE9DBDVVEoV1GVUoO9LlJN62t0dXDmo+xhLTqvYIzyinjx4nC9pDWcJZgeW+1JXohRHcCbJWIILpBHEZ/ygWG7GbI7Vz1heIaXK+jPIekh5Sy7lScaTtBJ8DvjrwA3sEP95Vf2LInIF+J+BFzHx2H9HVY/EVsZfBP4NYAH8R6r6T77bZ8Qh8uD9o9HQmZEtXnq0sLl6Mt77jfGsXkjBpI1cVcLhx0e343tKMNy0LtSxk5O3npl9isbhz5kYE4vFgtY7+iSjiJNtTuNL1yrEYRhMda8kGWsmHQDvaNuWyiapHnr1EKuXXqtHa6JKtVQidoVBkjMpRxAhRs+dB+8zLCOCR11jXlLB3ff3ZjSN4dFHb72F8w0ZR6/RkoaTw1JU2Wkb5Npl9vf3aVym61pi1xHyAnE90SkPPriPFoOWc7ZmHTGyu7tL3/dcuXyZ5vSUIUaGZIdm0zRcv3mDk+NjUu65fPkSwXsW6zXz+Zy9/d1xnoZo1bCvvfb9fOlLvw7RDqUUM8s4EJwl2GPODIWtYGJXzfhZNt3B+rgW7P9iA+6joyP29/c3yV81obEcTYAqe8eq70djGNhg2fXAEJGxL4CQyW4jOqXYfRuGodxHg/QuGvk6j9XgTx3+x3nvWkJ+V4qzzMsu7TUvGPkpj/5xn1u/C6WKdbVajVGHSK03ka3vVEdN2vsynzHFoq3DWJsBrkD29h6pFDz9v9S9S6hta3bf9xvfY8619uM8b1XdqquSJUGcWLKFlGAZWx1BWsEBtwLpJLExcRoxIeBGHLfSdCMkpBUwpBFDwAQSSBomiRPIy8iOItnYRBJIwi5Vue773PPYe635+L4x0hjfN9fc594qHUEaNxMuZ9+191pzrvkY3xj/8R//P6tAFlLMDOKLc4rhcs8DMWVub2548fkX5GFktep+5EF4/9vf4rPPP+H+7tyOXTAyMQlDNM7TPWYOCwoRkaaAqYaEgRgMLYWgxSu6GJqksFCWM0MImAXOpTIcExqCVyrx6Pc8Xe/IKzqTlWKesA7B+zuoIhZB+n0jlCqIZFe9NAgmmLp4n6VINhga+mBmFK2XUbk2ZV9KwUp1COodt3fJ6AvwV8zsN0TkFvh1Efk7wJ8H/hcz++si8leBvwr8B8C/gpuC/3PAnwL+8/bvj9yqKnd3d9tDunXh8Y6+iGywR/+vNu62hWaoocrcSpke9PfZel8koOHo00TpiwjQ+fDz6eyZdHHBpvv7e2+qNmni8/nMpy8+J8bIkydP+eSTTzmdTjy+cQjHs/CJYt0lvjv8GLoWpnVB1bbFSktxSKNVKg4h+IM8n3yylNoVMm3jXK/r6j6i0UjpSLgC69SvkpEqSFDCmJFkWD00OpvrhAxmzM2QOBchimcRcbz4kdbgtNXh9oZ//pd+mTotzMs9aRhYTzPYy800w8+rL07Pnj1jHEfO00RIaVvMfuFP/AlevnzJkydPWJaJ0+lMbpnjJl9rRoqZbz59honw7/z5v8Cv/fqvowJfvPD9HY9HRJ3104PTsvriMIwJiRXN6s48rULaV23H45FlmXl994IQnwLPt/tgXVeOw4iWwrQ2mzr1GYUaHkpNK7DuVC97f6N/j7LDuPf/vo2198XHF5z1wd+9jY93ppkFfz66wJ/TCN+iBYtc3Jv2zC552IT1z2+Tsa0PdSE+PMyYtgXCxM1FxMfxzRSsGYDvjlnk4ULVK1hVb/ZOpcAwNE6795lSjlvScGpSGHTcP0BMcLp/ybfee48fnD+i1GWTPNFaGfOAycHNSZoNJG2RVfPXwBciySOpmdh3SDhLdgZVhVAdxw+A1OhyICINyg3MJpRWtSRzw5HLohpZnZiPqrBS0OiZ/iJQxKFHUSWEVs3nhKWAreYYvhkhWJPZ8GuYYyTHuPUd32V7F8/YD4EP289vROS3gA+APwf8Svuz/xL4X/FA/+eAv2n+Tf+eiDwRkW+3z/lR+9hW+hACaRxYmwRsH16YpsnZIOFiDjwVN7Q4vblz7Da5e/x8OnN7e+uLgBkioWXEI9DK9GnaZUTQM451WjjN0wPcdJ1mzKBY5aOPPvEBpCEzTbMvBLAtUClFck4wz07TjNn1w1umE2NCEqh4oO2U0CTiUERVDuOBWZ05cZ5nvvjCqx1RXyysVJZ5JpqRY+b66papdCZxzySc+21BHOsM2RkjwafsoiqUhFaB7Lxo97BUSAM3jx7x9PoxBSHKwElPlLow3U18+NEPGY/XriYa3Q5u349IKSEhEMeRKMI6z+QQNg79y5cvKaXwD/7Bb/CDH3yfP/tn/1XGZ88h7cxSCGBKGgb+pV/8RVDlhx99xK/+6q/y3tNn/ON/9A95+uw9nr73Pr/3O7/D86dPGWNkssIhP2F+/QbUxaF6FdWb2X0uoNRlm3Ts92EIAYZAjiNVBFkuUsR+/eIWGMcUfNiqVYOm0ozIL9swDBvG6/ciDwLt/v73Rf4yZ9ENcR40OcOFavz21oNzXziADQ7rv9sLBO5lkZfly7opYcdUA3wiffufy3HNpVBqpQNLvZrcN2ZBt/fkeEDrhNSZQQKhKhqEu3WBuTCmwDeePWN+9Zq704nazm9n99QKp2nh7v4zltUFydQa8UEUYnAZhHY8KjTNH3GD7k6ftkCIzprpUHEO0Zu54gZH0DyiQ0BiJIZIiAFTQ80rHlQxWbchwdr6HEESKsGfWbPmw+vQVmnswQDE4JLTbycCUTzRqqIE3IhmBeZ18Z7aV9wDP2r7Q2H0IvJTwC8Cfx/4Vg/eZvahiHyz/dkHwPd3b/tBe+1BoBeRvwT8JXCHpLXMzOsZsUQyheo668ebawCW80QS90lcywwHz766Tkit1bXrVcmHsT047LK5QK1NV2Qt7ec29r7TA48xQtWG0zsdiyjU8mXDj86q6A23ZZn9ZouBsA3WXLJJTySUoLBOs9PuALdxy9tC1veTGhPATDeWyn5oRlSxukKCUlsLN4CXyz7BF0NoGGemkjas0WVgXaddBaQqKUaHH7j0KVJ0xbzDcSSEK6b7Nw+gDgUkJa6vrx9INfj+PestDV/sAXZdV37zN3+T3/3d33nwWUJjUTXRpyBhCxpFleMw+IMRI69evWI8XPGoVm/q7vDsEAL/5Pd+z+GxlqXu8eqtYmx9kC1Db8cp1fHmTqkT8aAwSkbEG2YikbkWUlEsJadjspJ2mGFolcrezHkP1exfM7Ot8d+b8ftMHr5qYOrB8/Sl8y8tS96O563377P/vgjsh66EiwJ6x9wfMGZCwGptzc+3PrdDXFwID/2ch2RIeQgjiUJoYmFTrXz8+ee8vnvjxyWReZ3bZ1zgTS1CpbL2BYyCNfaU9xAaP95cvgBZKcHQZg0TxeFWCbZJoEczD+q4HjxVWXQhDQM5QNQ2ENYm34O5hANWWFZPUGzTiV8cUsS1boK40KEgDCJonxHI4kNX2/XvvRrDYkTqRXS0X6sfB01/1fbOgV5EboD/Bvj3zez1j6J48XBeom9fqjHM7G8AfwPgvefPbT7Nnv0K3L9+0ybEMmVetrL+dJr89cMIDQ7o1DRV5bzM24mYF4dgjjfXlLIgAqUslNmFmEopnM/T1oADtn0CDDFRrLYMsPm/SuDx48cOyQwOJX3jG98A/Oae1hVWD3y9QknJqXjLsnDIA+viM72b7KhAiHnTau/BUAQsRpSLBELFRb6WWlrvoGBpdZPqFsBvr6/54P3n/PCHn/HqdHK6XRw8ocq5qe8BkohVkdDMTGJkBap6YE1t0Sv4+4YoBHFht5ubG16+fE0MMLTvcfP48QalqCrn04mUM2v7PmbGJ5++ZK2VR49v+Ozzz5mmhatx2IJeH4SzNsLeceu5Tbn27LQzY8S8NzIeBqq5GJaIsKK8ub93nZvwZZZK/9x9BtUx/B5E5G1sW5TzembMuyZtbZ9jfk0R2aScu0bQs2fP+Pjjj7bP6jDe/vnZgn6bulZAzCHGGDOlLF+BqX/pedpsODuRIIqQ+2SwXQae9uegb8MwbEG+VxL9ugW56OAjmzRYc4lS1rVsxyXIpokDfbDKmToP9o9DjUVAi2wLbs5+vbSaC5lFQfHgLQ0W6b7MqivBKo+vc5Pd8IGossxubxukLURu2o5FrmI7NluxqszTymqX8zsEoQ9mqVXUzlhZSVkYwkjMbWBqdy2sQrXIVcqemIkTP0SNFKAECGJE84nxFLyKqRgEIZFcB6d93jiOG5mhW1WGTtnWiq6lnb8v3QY/cnunQC8iGQ/y/5WZ/bft5Y87JCMi3wY+aa//APju7u0/Afzwx32+VhfiN3Xp0lW9uZbE8eicRw6Hq200e5omrh/dAoHp/gRa0DywNuinP7h9SrWU4vZgIWBWmWfP6Pc2a706AA+oaso8L4C1gZcVUG5vbxDxqclixlULDtM0XbLWaaaTL2pdMVOfwDtU4uAQT8gZVSPnCAgxJmotlOZS1UttM7AQeX1/x7PWjN2CkfSb0ptuh5j46W9/g0ePjlBW1u877FCtUKQSZfDSNEi7WXRbINwD00gSGcfM8Xj0MlhoXqlKiq6Eef3oEadpYVlnQBlT4nx34m//T/8Duq78/M//PN/73vf4Iz/1U84tJ/Pic+X1q9krICaGqyu+9f77/NzP/izPn79H90jtW4dZeu/i1atXPHv2zJkcpSBqnM73Tmlsi4taYV4LdZ43KetDYziFXWkMHthur59swawPoT24L4tgYUTD2QfpctxYLWaNdogLgUV8yjm067bUiraH9ie++5PuDcDbOqoX2KZz1rfX1Hn/dddnepuW2bcN2tkNCka8SdrC8499/34ZfIivy1ZBbXTeVjks1SeB/ff93F6+XwjtvgZnwBAeRKYAmBbqIoRDgHA5O9Ke3ZQuhtjTZMjmBoDPTqj77R6PR+7v75nnxoLT1o9RRbTJBMdAGL0XcJomtETnwo/CaMIyndG6sPgKCUDqWXurTjxhym4r2GjaFSPF0NiBHphDKJgECnXT1OmKubkNTlZdKAopuEZPMmNsyIKqMoTAEBIlKHOLZy6k7fuICPaWk9mP296FdSPAfwH8lpn9J7tf/ffAvwX89fbvf7d7/S+LyN/Cm7Cvfhw+3/bRBktmQpM0WKeZungne56/cKeZFsRVlXXyqcfD4dBGmAMV5013OGVaF+p0pi6r+4wOuXWzHUbJh5Hb21uWZfGGXoOBJOwDjmcPViqrNVXK1mASGsDOW9lWjGQR4pDasUBOGUmRGMNWRVh015nQrAvned0YGv2zlmXZgtDSZGHHceTNmzcADDny09/9Lu9/5wN0LQwpoeaLTQytdF0DURyb7wFvASxFFnOPytg0WoJUJCTGq0dUiVTRXk/6JKi6Kfj1k8ecTifHDUvh1euXvHrxgtvbW3e/AU5n72H8o3/4/3B9/ZTPX3zIzc0Nf/Inf44/9Sf/JDdXVwzt+5S3YIrOlOlZ8N/9u/8Hf+bP/DIA7733HleHA1kS61K26ztKpqyVZfbgLe1aPQhc7fv/sT/2s3zwnZ/ks88+BXaG6/iiLzGipUCdCFoYFOqqm1piShcYzV2DjGUtlPuZdDxwGAauhkwchh0NUajqPaOOV8emh6K1aaaLtMWi+nzIW1DJ2+foYbP2Mlnc5WY6bLUNDMpFyEtapq5mmNatSuyf3f+mQ5r7hTDCZsW5FL8vYogb8ye4Wkz7696LqH5O+7MSI0WVVAtVq6MhKZAscj6dtsnmnDNrNcYckOAm3fP5vlUUkVkcGksdTh2VopW1usZNrdqSlblJUVckQLEENGqsLPjgVSQEnxVRgKSs9UQGFu3BvUlI4Dx6E//JVVB9aCuFAWXGEFa1jW7ZF26LkRAajJwC2oam9hCcaqH2CguIw4AvnvIlD+I/aHuXjP6XgX8D+Mci8g/ba38ND/D/tYj8ReD3gX+t/e5v49TK38XplX/hD9qBAZ+9ekmdnFGRgmAdV62FeSmNghhbhlc3Ya9jW9ktGMfjgTM+dt61Ye6ne06niQyM4gqW53lGJGClkkMkpQsFzxs1cGo4Xw+wVGU4HCilNG67B4dXr1/x4sULbq+uXfUQH2GuBAZGkkQk+EI2RG8aqToddEwjkgQkcJonIrKDEFZok5nBvKnWIad92R3MuMqZcn9CYvQGYoCpFpcKrishdgOWywKWwgh1IfZFyxIihYxgWnj95hU3j46uGQLbRKMCMmRiC9A317ccDgdi9qD20aef8gu/+Itgxvd//5/y/ne+QxyMn/rp9/jTf/qP8/nnn/Pm1SfOfT+f+db777O+xU7ZMPv2/4fra87nM7/2a/8X03QiHUeuHj9iqoWqvhi+fv2ab3/724RkDNGgeImMXTDovdF7n1HoE829mVza34R+jqtPJE7ii6HnAAFXMlRWccRXGtz16Ycf8r2PPwTVDZu/vb29uAOFwM3NDc+fPPN7PSVOS2GZ5qbvoxvt9sWLFw/gnr69zcTx11wTR023qdi8m6Tum14+5MHrrocjDwK877eyrp3Bs+waw012uil61lqJ4eK50PfTsf9+TfsxhzBS6koOxmH0ZCpEr77ndWVe12a8saJWsRCYS2vuloKp935iMNZ6EWAbhgFrr2uV1iOa0RrI5gmgU2cAczngKLJ5EZsIMY8OP4mS03D5Dra0Jm11Ln0Izc3OoSGzBCRWM0rx/aQmnxiCK286j762gfC8QYN9SHHD4PszQUUke3IQPPno7/n/1GHKzP5Pvhp3B/iXv+LvDfh33/kI/D1N1wLOVskWuc4DknxVrdVlU1VrO1G6eSZ2lken8NXaVCYFiBd/xSF4MLdSOQwja60cWtNvWitLdSd5rcaqnZoJtRZCiCxFsWXhkw8/cj2UnHj8+LELQNXq0qjqhgC1KkS4n+6ZZ8eXHz2S7WIOQ6Zr0m/DXw2igd4ojRtEA2zwQ23Nx77VWvnwhx/x9Pk3+ezlK37qJ7/L1VVuQm4BEwgKiNNHvblbOMTEGmAtjimSfCrWqjc+709vqPUbxMbi6dcpACPC62Ul5ej895gRwkZ17KyQfpw+JOUaIh9++CHj6JXUb//2b/Ot999/EASCRIyLmuKyLNR1paqLTx1ubznNE9//p9/jW9/+Dkal6spalKUUchoRc/5859Dvs9StH1Avg3equmuaBsY0MPWsSnCTCVXmAtdDrzIugTfiFN/QBtswF4oLw4iqcpomnyZWD3z3r+/4Z7//g+369cShn2OAqoXS5Aj6vnog7j8/fIZ8wGb7fasG3v77PYvn7X1u17g1ZX3fHuw7v77/PoTgpiStuunJx1d5xj5oEquLvtUKihD0cm9HyawhQNSNiLDWiTSMBDGujj79rTFChGzO7loay6U/Gz7I6/z1FCFYC3NSqW5w6z6u6ho8K4G5sasEsGXBpyYMrHIc3NMhhoyaMUZFo6IWqCZNdFERFu+FmOsimazkYSBLbRafPmylAlQj5UwMHgOKKqsZww5iVHVChbRKsNZKleaeJ/DuwM3XZDK2r2AhBM+ghpHTujDIwLI03Rfc4CAAQ8weXOeJcy0cDkeW80SVxpYZRpcDaPfc9fU1MUYfZCorObqR92LG/OaeGFuGZjDPC8t5opi6O1MeOB6vePPmDdM0cV7mjjhiZtv4/RAzc+MoRJym5U0f1ys/n0/kw0g0JQdxYaIAqKDVMwmVCwz09gzABrm0CdBeolcgDG6i/PHnLy7ntHN/JbBSqLVNGbas0qRRvgTEYlOvdN7u1eHAk8dPMW38bHE8egtCrUeBCWWt3jgbho390h9ccBhkaFXK1dXVNlj15MkTVJWXX3zhY+/DwNicsDoraKMZBn/Iqio348jHP/wQMWuy0f47rMsi8VqPAAAgAElEQVTSipuFmLEWp09eSmHdSuN+z83zZdF05o9hwY+7cimjReVBxhVjw4/NK6e1NB75WinWJYI9WVDEqX7B7939VvTCy3esvrjb2k7c7e0Mfk+R7NtXNWiHYQCLHI8X5dO6aSTJBmtZrRAfTuL6fiKq9WJwYReKZvd/hW5anTxJ3o5L2n+X414ao2YJidkqkR17xAK1KMkEkwQaIBSshsbUCaRWRfZzMJ1nJARSHFwqOibWUlwewcwb00QqA7BscgWBiIlhEShKKXrxRS4rJqtDaDm5ZEEMEPF9hIAQnAmjQrHIGoQYtCnjtkUtJ5JkVGFpr4fY3ms+nFVX9Qer6dj0AcY9O6xgpGBYSsxlJbWmeVDb6J/vsn0tAj1yYZSUUijTye37ppmr4cAiwtV45P7+rmF2A+kwehe+KMt54nw+c/X4EVdXNxtTpuOLF3qbW4yFVr53qp/IwJgGD/YxIONA6UyPNDCmDFf+sDx69GjHEPDhIMBle6OvvpIcAhITDskbwhZ8Es7KymxwPF6zrrtGmQQiARGIQ6TMF2OOYRg2788+at5/F2MkDlfMjQESIghuvG2xOnShrYHbglQKCdFh89EkGEsT/8lBiGng5vrWuezSIAx5yBS5OV6xns4bS6gbVZRSkNagxox/+nu/t8sOpTXZ0tYoH4aBK62IBMo8c3Nzw/39PWvLwoPAGhOLQawVk8Dh6ppvf/ABq1ZSbvIGEtFqpIMbf29yBjuZiw599QVlHyz32f1c1k2kaqs2xJu9e6V+qdVFuczLf1s9s0wYoUnzKk0p1TyohZBcjO3oOvvRvK+0Xc/gtnzahv98GKnt8UcE+QeP0oOAL/yT3/8+/+yjj532JxcWx/XxyPPnzwmSuDpeYyifffZi90w4wt4Del8EJcgDCLAfV3uMt+Df+07W6KJdv0dV0bUSrFC0wOCVXwgXIsUwDISYKL3KVlfVOU0TZXWGU4dUtBRvgoexCcNlQqiYrptJu4rn2/OyNIkU9YVFonPwVVsMqpAhhEyKLm+dU3VoSJSoLrHi5yOjIlRaoqZNAoGA1MrQaMre2/XnOphDng1cI1jB2uCf00UL1ph/tVbSYYBSACOZizDqvHg6qY4gvOv29Qj0NH7oWrjKgwdLXZnWQsVVFW123nkXq9JSuBoPhCF4YzKnDT9f13V7mC+DKIaWlds8sq6Fq+umeDhkwHWiY84cU+bl/R25+qlRdT7//f0divHk9qZlIUKIbmUWzE2sPdu5ZIGe+RSCeAE2z5MPU7WhrX58IkbO3rQlNQG3Rg0LjU7Z2Trn83kLSuCaLn/kux9wc3XFt7/5bMs4h2Egpwun+HKid6bVAkjwhxIvGxM+bHU6nchjgyHwoLeuDp9YgzP6pHF/QJdlceVE1a2C6s3jfi7B+w1dAXJZ5i2r9ms389nnL5ibheT14ciTmxuuhoGUHas8HA48//Z3ePnmNffFIT8LLt/gmuhGHNK2305vfSAP0M59p7T2323XJKbLeRMXjM5cGmYQ/L2dIIAbQXTqX11XRIwhOhRWq5FjQK0i23tcx6ma0zF9X/5vSqlVJgI8tP97mOm3oLHDwfe65i7y5kF3VcedZVVez/e8fHmP1pVixZU6qzKXcmkYmjcZfV/Oqam1kiOUNtGZQuS99575FHLDv2MTVts/2/36e99kxZp4Hihlce0XTVya59IWWS1QI6dzJa4rtfR+jmP3UVzCOMlC0ohSXJFSkmtkcfGa9slbQSwQREmiLOL7DOIzL+DBuEYjqEOf0RwaDskTHkIbWmmVmwUhokT1SsKARYRSaU1dp8zWWBgEEgMVpYpRVEjRF4IOky3LvKlYphQ2okDqw3TrQqoXHP9dtq9FoBcJDM2sV1pjJJH8xO4aDp0KWNeVCNzNZ/LhQM2RUXLDWWdScPExp5wFlpZRpmFAzDg2XZlpWUjJM3uyN01thWEYOTdDgvMyU+bF9XRiIOW0SSED5BhYl5bJiWf043hso96eGYY2nZkPXh2UUli1cIgjIpDzCE2zRVQpZSXk3KYkbDvGPj7u58yrlXEcG7WwByC/Ga+OI7cx8/K8XPjo58p4CMSUm/zCuil6BhxGyLFR+dZCWAXNDevVCw+71srSzLtN3WxBW/OxQ0sAIUbe/+CDDWveAk+rsn7lV36F73//e3zx0vn1SyncT2fmRk0MJrweT5yX+TIxQqsawsDzpz+BLBUxN/2elnuuRsfal3XiPPnUsssQ+8KjqqylIClsvaE9dm8IsYK2CVfb4eLLsnDo9NiGDYu6xC2trJ/XlWLKMESQpjgIzEuhmDp8sKwcYtNgiUdqODvE1OAGcKXFfXbem8hwaXB6UPdBwH0Du1/vmDKWIjVEIgNXjYoKONwlipI5T62KrtUJBS1YbX2TTuNrPbIApDbhiQnBBv63//3XfPahLlzfXBHFuD4eefLkCYfBodNPP3nBmzdv/LskCM73wpJ7BogaQ8xYdfw/ysB4zNzcOHRaiyJ47yWm4IJywUkR61Jc0sAMq56hS2kZ7xAJUsnRCLmJ9NmFfWdtEQuiDMGZNGKGhtIDj0+St/tB1SWHqy3NI/hyXg08mVp9MEqtYua9Ak9CKqs5q0ssEoNgVrBmnSni17XW0nTydaOYruo09BBc/PHdW7Ffk0AfRLg6HLBSefbsGdO6MC0LUj0TX5ayZfJr68aDYMtKkYVgEFPEHZzMK4AQ3ER3LSRcD1sBK8WNsvMlYx9DZF5XprbQ5Jw3rY1eLo/NhrDirkG9xPz8M795r66u/KjEle1oloD+cDv9rtYK40gMGTPPruKQGYdxCzoAKbnWRqecdqimr+x7DM9K4Xy643gYHmSsnVftTbmGC0bIaSSQLg1gIKohqUFLq/qotjVzicBmBwdOJVyLsM5urJyHSM6HbeHpAahn8qnNKmirNJ4/f84wDBwOB66urvj85Us+evGJe3O2zKtn314aG2PO3Dx6zHS6R0T44uUb1qKMo3IIh4310b93apO6/Vx1euCerdT7H1/CpWNsUtcRFdceKecAktrg3gXrztGZzaib25TmM6AmTKVyNcatYqi1QsObD9HvPW9A+vTqSvPxbVlhpHP/2Rgu/Tj7Od743Y2h9rbapcAm+e0QnHPrfcjQuf8bw4bA0iSGtT2TX9UHqA1HvjA+jGm9w+4UxKU+Pv3ks00WIsoP/Ro0SeJhGBzOigGVlUFGctxVWrj4W4zKs2e3G9x3Op08oYrJZQiCNKzIvSBMQaNPra6rw04mDsuUWgnmxh9BlZwiEgypQqoLRmUtxlqV5TwT0+6ZGxKWlCoQSJglF9LDNXSSBpBlG7Ar1fU6Y17IGKKVGMTpuurCd8lmormuvuHPGOL3hl9Lv3rHnF0WgsaiazFAYyIkj23vun0tAr3hKm7E6NrsKZHUGxSrdgVJ/1K1VoZxaN5SrvfQs93c3Oj95m0yBMnQeYHqSnC9RNa1uIBQcC2KUgrLupLzQCl1gzz6ilqrB+Fpnvnii5cAPHr0iPt7NwURvQSQWgvd57bj01vGuHt4QkgPJmT7aLMVa8MuoKs3iff9hj3mfTqfOZ/P22fvs1MfePIgTvHga8GnN4M61irtArjpcPUx7aDNYHklWHJKWQuExbRlfE3dMAYsNb/aPuDZSv9+XVR83DuEwO3t7QPZARqzpthFTnhVz1ZySNRSuD+fPYi26+rXGGxdObfFPcVEH8jp90qXg75QAi9Cd/trcclcA2baxuTrJoHQf5fGkRHbEoClGmO75slcTbLvp5te7O+hZV1QXINl2B1bCIHBArPWDRs3cwbYj4Hjt+v9ozD7/fdSVZRIXSs5CVWgWpf68IW/m/L0RbAH9n6cSlsEdp/djz+lhIbI6qvSdo4rvti4dtFFmjvUJrkgM2qexCGeGMdoDOPAzc1NY17N3rszY2ifm1LC1Z0u9NkUIgsX3FqCs1a0BldSpal8ViX1xIIEIgRWohqrOtMu1uozKQWne1f3LSgWsMoDE3ixTA218fHFkYE6YDZ7oZdix2X8vKohoWCqfRXfPktxFcm1QXsEJzKEddnQMOfR/3iF3re3r0Wg9yowuKLg69cMh0OjNC4s88zxMPL67o5BnPlAyt4FFzifz5tg2TgeGVp2XNqAVAjC2YxHQ2aazqxWt6ZcbiJoy7JwMx44DiOLGafT2fHxeLlh76cJC8LHH39MKWVT+TPzjCKNQ4NkKrFRM0WatVoTI0tHZxVZcAqfmfO0O9zhlDXdpGWXxRu8VN1+34NMx+mX7sbTT+UueGmThJAAMRtiebup5jJtI9cxSDM7qAjK6XzPk2e3my5ONVcH7Q/oOi+stpLy0WlsbQy4Bgcae4DHzH1pzRk/d3d3LibWJl3neeajTz7BVCjVv0cRkBRJxVjW2dk1Epw6i7n0hAysdWHWlWU+8/jxYwAKgWLe0wFvYm+DUO0hi035r2O9/VxfqIuBGNJ2bvp/KkBOfOPJE5+fePWKfDxS6A5mikklDW2cv6xYfAi9pByRokiKiCWneKpnwlU86zRaeQ6bLPAGWu3w+f3nvj31++XnK4BKa6YGNETEBKnKIQSqepDb69Hs76X99va+fFFLWG40QzWGZuheayVB45pDJG66OGoBQnJ1R3MFzBzc0GYtSkrXfPjhh6i5YF7X21lWb1yHfGCInTJdyFE8jtRKsuDSCppa0u9VvVM/XcHSVSxByZgOEBKaFkJIBHH3J4Lfd+eTw1F+o/hSZ7Thpm0KN7E4eneRPEcIccCa9nw033eRCKaYtopMBX903Bc2+fKDxkBJgaW2RNJcV0nFOfjlK6isP2r7WgT6EITj8cA8n5lPiw8WNVpcMWVMkdvb69Z4gtM8kURIKXOIiZtnNxt+2T9PxM1/p1oY8uBj2uo4Z2pZ0MvPX3C8uXbaX+uox1UZJHBumUFKaQsypVE9c/Z+wDiOzlxoGdO50eLALsYEdtFR6Vi9mxAsJA0+Bn04EofBg1jDur2BrA+CTT+eTYOkZVIdltifA3BMMKCIClaN0GCYulsMhISKIaaoOR883mS0wqxuDF7VF5J5mpjnmeV08rFyPPOwary5XzikA6SJN2/ecHN7y83jx6yLezW9+OKLbfLYMXOfN3j+9Bmv55k8z5yWiUN21sybl69QlBxDo9R5DyyqV2hBXE00Jtkyv1evXnFz+xgF/vgv/Iu8/PQzQgg8evRog/7gQmP07P4CG8Q20OY9mwTquvfRKgklxcvC8fTpUyxFXknHRsBqoDTDiigX3Z9N9wVILclYRdxjgaZgqNaUdJvblRgpClY7TfFh4N3/vFGTd9e9V3wOQRiki5JkWRaOcSA1mKprJ/Vqp39W/7kzvd7epGH0/f5MQ2JsVcBcK0F8IauW3Jh+XknZ+yWLaDfjQtwB1e8/cT+IeTLmGUqprKHtK2YEz4Lv7u4YWvLTz4QpVBSV4hU9/dy7DtG2QJk0Bpr38CQaQc2n2XV0W0Fzb1mpK5q8OWvNlaqKL1SBtpC0xTaaX5c1uHtc5NgW6t0AoLptYq/eJZg/53RjHJc/NhHWtxZcaz2Ijh5cvvkfvH0tAr2pcn9/x3mZOQ4j57OXaml0PO98nhhzJiafYi0BihqSM6Yua5xbidPpcdM0U1sm7Eln4Hi8Yp5nTuczoU2rBvPR6bm6khzizTuyZ+ynJpzWWSLPnj3bsutOsTQzznf3W6k+DCNhV8r3QL8xhtrqrUBIAY3NPKXxlF1zxwW76tIYROZCaxeZXN9ELgNBvYTtWPSqgcWifzeFFOxiu9gaSNZ0kqNFltNMHgxdK69fvWG6O6OhlZvm2b6qbt+Z1jA0KZTlnu/+9HdJ8kc4z660+Y1vvk9uo/Pvf/DBJkJnQMUD3fNvfINvhMA4Hnjy6BFjU/Ds2vxm8PrNGz76/g+ayfcBJaNLBYukEHh085S7uzvqPFOWpU28HnyCN0bevHnzwJUMIG0YeF9As4tzdZgHWKsya6VKZCWTrWyYsZltRvLQMPT+eWIsVkjVNlgNkwfGJ6W61EZBNt36uBPtUqtbFtv7Av16bwFLFLhw+/vv9/CUqhJzIDdWTjAjjb7ArG0K9yCRMhtBHwYVeGhJKP04oY36t+GqZqjj9OFCBMbq2e5iIMGPU2NgXibS4NBrSl4FdoCsJ2D9ewzHkfXcfFXbLIIEw9Sr3qE19n2w0BqlwBuvzg5TCMbQNOAHCe5ypQW0UAJUS63iXEH9GczZOfwA4ZAYpA0smZJiIhOcq49SqlcTQZyQsVShLAVN0dl2op7J40kRFjGKexi36WUJbeK8xZVx9DmgOs1bpt+vRVg6/dWP5123r0WgR8SFzEIgxrxNWB6AISdfwZpO+5AHZDi6nd66cD2MlHnhDI3O56a/xVx1L+TE3fmETO4VqloYx6EtAInzMrPc3283W8UDdek8fGtNrRhZRdyzETZnn94T6Jl1D7whCLI+FKqaVodikoRNMwVV1nVxSlh1iWQrFaJrZ6QUmOcLnbLf2CK9cpGN8dIx1X5cWYyId/zNjLXW7WHyslOJsiLmmf/NMSE2EynMp9esIXA8XHM4XDGvK2vrU1xdXXnzblmgLqQ48BM/8dPMZWFZ7nlzuiM3YarSGBABOHRzkZZpdrGsHOPW/Lu/v296/5491zbxDF7NpCisc2VoToJK8//NifV0opwnVIJbFDZp6R5gxwavXcAQdtlr01Qp3U4wQlC0BHyQ3SGnz7/4gkc3N958b9ckN5y4qpfcDsEJqj6V7HiyB7UsICrkwYfOglZsp56I4Do1m33cQxngrdFu1uYcLt9jz7zp3yvG6M12U4qZN4v7jMKOxVXkrUVkezR3rlXsWCC744nNYc0sOOUwVCwqRCHVy4KTDFJOrgBqgkhxvLkWvFftOP4qSr1zeeKN4mmRA4lgrlI5DmGTkHCvZIh5YCmKFheF6/BbESMGHwyLIfuMiQQCC6tVZC7Q+4CxUJfFCQjBBxSPx6N7xwYhSJvbaIJrPUhDw9frQkTIJCQUNFT8DvLfr+KyLm0CESVR1BjGzLQs5ONxEzXsEh3BHMTbL+Cobr6177J9LQK9NhngUgr3cuYwHAjjwHB9dBpW6ewlY1mmdjM7DdIZA35SyjwxzwvPnjzlNnvWdTpPnnmPg2PuKVDmhWk6++BOSv5ANirjafXflVKd4jVEhuFIXQosHgSW5p0aY+Tu7o6Xn7/g6urqsihIoJbiuG0LusfjkTG5d2wah40ul1IiSUCrbp6aKjDmTK2lDay0hUF8MMtKJYS4wQ6v7k/kz19dWCfRWHYibbo4v1lCY2aIT3HW2ppYcWUcEo+OV5xenzdYaBgGxkOGUNGmaXJsOjfTUKnzzPTmjikEPvnsQ8YQicHhiYsgWctEeSgPLCLElIh07NWHrpZGxbyfJm4ePWI4Hiiq3N7e8uLFC5ZWLUzrQqgXN59gbHDJrJUwz9SiXN88aubSLlBnBo8fPdkqMn89sq5zYz1kVozVfFT/eIiMOTIB5/PJJ5ybraUdRkiX7J5WbosIV0OT+i26BdHYejDhkFnm1Rk7qWVyZpTqPGppuLUfo5vJ7yG8r8LOqzrnvv/+MlXsg1trk5UwdThMVYmN3dEppKVPAe/20SEbrwBrB5EeVA4hO9tGizsslaIMYyZJpOJQmIkwBSH379GSFOGy2Fhwz90sA2IN+mlsEwVKCEQTDGNefRhQgGVd3RRcaqOaupcv4o1tMYfhxFxMrkrELKAWMVVCduQgjhWti7N0gvcbcs7NNWuE0Gmf1vyCwed7A7D69LSMaPa/QwQtaYNv1Jy91dpDDNkZDEkqSeIGuXVkojN11NX5qEGwFAmakNImmt9x+1oEerCmU2MsyxlVePToFgmKrLZR8+7uljZVefDpS3Eee7m7Z0A4jFfcHq5b1p+RGLg+ji4R3IJmCEJqgzR1XUmxTXHSrdyMulbc9heGgzdh3DnI/WA//uxTRITb21s+/fRTSikcrq+wIOSYgAbbhMvp7Q2uUnw4pXvEBmuDS81wPIfMMp2Z585/Z3OnMrNNu6dvWo37V3d89sINQUgDcTwiEiglM9eFIs6SqfNCyKFN1jVpAE3U7LIBr7645zpHjkchj5nx+paluEDU4eqKZTqxzgVqxapDa3Vd0HXl7sXnDM+eEdJwuaotWOwFxbZqotMhVXflt/+Nu4SdON/f897775NS4md+5md8MlLgMGRYl8b8qV7URx9LmWohrqVVDMqzb32TcTw4syv4sJWZTzh7nO+sGF+cEKekjubMhkUEyXD19IpHT64YBWSZOd+9JtJolbs7OaozZbTa1iMJzd9V2sK0rstuLuCySYNpjIeZ9D7L7kF4D+X4uQ7+3rcatiJuHiO1bg11GgvGYTcX+nNq6UN4aD+QY6YblCTmWj/dQrCzP5yiG4nAijEVhVIJyeEpo2IWN7prrZW1LFs1OoQBZHWIhOSMsTx603o9uwRwzu04IutSemLs8FA5OTVWBFNFtamV4rRLRb0XIEKxBVDP0CW17xAwiYis/uyqIXWh1EKMM+qkVz9XIgRVtxEUdZ96acON0QckrQXpoGHrZawqDb6plFVJOTjOj3JIia5Z5Bj/hQlGjiS7SG5biNT/vzVjpWXcJrj/aQgMLSOaz/dUrAlDZZcSWAthdE5zUSUdjxyPV64jvxZn6oSRtQ09Aaxr8aZjpy/GwOHqypuDEllqYW569MfjcbvRtTrdb15m5mnio0+blWCTUHA9nLxp3tRa3bw6NT315jOqAufFS7LQ9MtVShOFcoplxYeWxpSbt6zDOA/oiLQZgLWV+2KMh8zTmxvieKSslXnxm8iGgRyUaK2sTxHKQqgFRMlBUV2RNbZMz1kfC4WkiSGApegN2uCsitqhj2qUyfFnteoKlm8dZw8YnYGz57rvewv7RnV/n6qyzCuvPnvB4/eecTgc+Bf+6M9R1urSB+HAUidQCJIIofLNb72H1YpIAQksqzK0Ia2c88avP4yueJpybvMPgXn2CijsMtg+K4l5H6kAQQLH60ccD9fcnU7tAXbv2CwOI9VaGXJgxZyqqSvX8fDgu/dgDjTKaiXk4PemeNDvi6BZa8rhMrdBpN0/OzYRQtlh+d5n8IVIg1d0tInVISXOZXXMuE3EdtbNfoHJIbTGsMNQses3NUkDX3R2VMM2uKUhIUlI0SFUM2XQgFlsEg99Yl23CXGzluwFIVpgbMq0sQ1FhXygGmiNjb0Tqbqiolj0Y65aMFs3bf8QKiEYZk56iK2fFCxsA04leFLXadcRAy0ESdQQmRav0E0LY4K6TA5/1eDUbC4U10p0WvV68tdidHc0AdOC1cbe0mZnGDrltLBsjltCCD49X8UlK6qBNRXV0O+b1rR91+1rEeh7A7FDGf3m7cMmuVTqUojBxfeHYWhY1oRqZRwPrjI4z9Rl4XyetqGOPrY/jqNj4dWY56mtjH6BhjSwLk3fvnW8uzZMMe/al7KgWkkSyFdXjOPI4XDgkAe6sTi1+s3YpmdTSqx6UWbcJhpLZbgZWKprlCcCOY+EWhEtLOLMlG6YklK6PEQte9rr3VyNB7719MnWJO2Z2B4q2WO73WG+4+y9HRaA169eOaQSI4cxE0PazqPVgRP3xN1glIhsi5yYM51SylgpzgnoFLjokw9SK9hFt6c3SfvE7J7d0RlGLz/9lGmeKWslpIRqJI9CHl3TJkzWsiqnMBZwuqYaoTqd8pd+6ZeYzmcsBIbhgAyDM6lK4erqipwHnj9/xl3zAF5qATE0qNM/20O31oqez1t/YaqF6OstghtivBaoberYxHtDsxWHYzrcJMIq7hYU+9Rx1Y0FrrD1ALZzzSWwd2Nw2msqrgT5wHWoN+dDwtQDPKKc1oUqXTe+BY7duRd1aNDvp84EuRiNez9g9deDN8SDtcZqSO4SZk7JddzKqw1pzd4+xd37J7e3txRVzmXd4MtT85UYhgFqRXtWLsqqRlKcr86l4yIErAas+sQ2nX2khtbKEqPDIKJIcChyMKgNtmN3zquWJk4XKDIiWimzEtNIIaC5zZGUQjCjlsbK8VajL8hmVGu+0M2fOpgPW5lFalVnr6WKaGJpuHtKiQIcc0YFnx0w1+zpk7n6h4Bt4GsS6PfY47quXF9fbw1ZH5A6kJfSSvOV+e4N4+omHFYLM9P2XvCG6v109puv08yGZtJtleN4YK2VUvzniHB7OAKNm393z/nu3uGVlJiq67RrjDx5/rSNKrcmU/DsxqGn4loeNOd482xgGBI5xE17pcupxmFwTJHmqtWlb6sSU0J3wz59u4hsbTp5roudc9MRcf5vNybwjOAtG7ndz9dXhwfl/tMnTx5cm8uka+R4HHn69On2uz3e/jZf3eCBfEBnuEiM0IL8fr97eh9csvyejR+Px80cpooPUXWGQh5uGfXaWUCtJK5FKXIihArqMlLH45HPvvgCIzSss7BMJ7744nOOVzf85E//DC/v73z/remGeOOx25KEKC4u1azYx+BDfhIjZVnQZXFKZorE4mP5DyceaQyLwCCBytxYOO0+3Z2vSs/6d8JiXwHdbEyZ8FBPPkTPDIcQKKG4aJf5uY1ErChoxdpMimmrYEIgJWfye2P5LYpfW9xByNlZUrUsBPFzMQHBAmtxOC2Lua5LrAxymertZiavp7lNXgsahWVdoMmQ932u60ohXIbygvtHd/XPnpFP20xJggqBCLgY3orTIrMosfHfq+IKlEvZ+kpVi4M0SfDpjEAIXtEtJXBx1HKpYjWHUcwMy9F1khZ3pItJt3u/f/Y4CjlHyqqUupDFK4ncEszXr1/7dHTvc+mOVWXmmkuwSWm/y/a1CPS9bO9OSn2IpeuDg8MV3qhzc2aXH3KTstKajv2ztkYRTbHQLtSzKm14YfChCBNpbuqe4ZhWmpBj04V3OhUSWDr1cpdJuSrf5aFLEjaFOyd7X/j4sNfmdl4RuukAACAASURBVIW//t49HtrL51BdJyOEy+Rs/z0tiHcHzyiyTdNCo8D1c/JWkOhNyw4f6O71fULYJRLexoMfHMfu3771haj//KCi8De44uCPeu/uvgA2Hf8QwpYE3NzcAN7zUDxICV7Ol1IoqyLpluurA7SZjBgjN9e3Gw1Sc3YKq6lLbgSB6DMExEuQ3c6qaMu0L7RKP9fidFpxDRJJsV0AVzIMiquPNoaQtetTGu79pXNo4uybtv/9edn/3Vc1ZffnG9iovJv/bxd3EWluYtZ0XhLVZr/+7f51tpI3As2M8pbJuZvWL96sjJ7ZxwbvqbmqpLxFDe1Ydb++Rtg8aaHJcYi7Nkm4JIExRorW7cQrFS1478kUrb7/JIbaZVbEZSWa1HfTuM+WPCFC/Zo2iij4MxCS686LRFI73dZorBezdfPusT1MeMRc2kSjkgNegdJgo3bdBTaJjmmaqPNEkLdmYOTS7BbxRqz0Z0iE9a1ezB+0fW0C/TiOPkHXMjfvnjt//fXr1xt9sf99bNne2Ghlp9OJpRbG45FH17cPuOWZ6KJcKRKiM1hy6E2hzOl04vXr11s5PgyZ9XhwGloMiLjgWhqHLWD55lKhr1698pszCGtsfp218cVbYF+WhXwYNxGykBsuvxP6slIptboYmlZvIJeV1N4DbFVLaUMahrNDUowbbtu3PQzydpPu7QGY/T2zr7Au79m91rKXjhHv39f1UzAfse9YMeyCY+zYJu2/y6Kw/7efY2dEhc0isgchx8IvcFUphaCBFDMlLozDVau2zoCwLDMSIlor62yk4y3c3GKqLGXFphXRQr17gxxGwnAgtMDkOGvcFllaVt8dyQSgOoX1PC1ukNO0zpLiGaJZsxL08yQinmWqejbdm69B6KQ9PxW23fdfFfD7OdtnyrV6ozEjRHOtdAQkwrouLhkR4iZdjXmw71toz4ffC5f9dme3XjyCB+Hj7SOWVanTvQcps216tPdeVHWzOCQEijY20LL489CqKFGjNJlnx8SMGtlK0eI0OfxT3XwcM7QWEBoUtm7CdCJNR0gqRkTVM3S/loFEvUBmsrv/VSgFUnI+PsG8+RsDVbRVPwWrruaZJFBDIrcFoIhfA38uu6fERaNoc5ObHM7aG/Bon3sI3j+y9rDoW8f4rtu7eMZ+F/ibwPvtVP8NM/vPROQ/Av5t4NP2p3/NzP52e89/CPxFXOri3zOz//HH7aOWQr27J48jq/mQSa3Gk+sbcnNWX8rKIMLY9GnMfDXMV0eIwuH6iN25omKtlShu/tE56tOycpXaGHNV59uqAWdUrdn3lS1zTCkxlcK5iYq174WVyl0bwBmvjnz66adM08Tjx4+3THw7hnYh++sRIYdIEb85u1SAqHdZKk1LRqA0x5u3Dat75RP7Q9jwulorIfuw+T5wvn0zPPz/XpF8OXDQAjFdH6QxAXoD6NK069BC/9m3fjNvVUVnF8GDxdKDdPfKvNikXQTI7MG/ju13I5F96dr+zqrjl9YDEbvPgrXU7byV8gV6H4i3T4jXj9CriE4vWe5fE+eJfJggD6wCcThiEqji5AGtrqS4Uonm9E7UJZ51XrwnkQLB5+FZSnGcFiPp5fuHtiBgF9aLVtd+x4wYBbNLpbYXN4Oue/LwOl/OlytiLmX1TLVlo8Mw+KyGerDaaMBmbmQTLg1pM2swzqVJfrnPvZqNMboDVVuAHUP2GYIQG2RRGiWzXr57NCWaMi+FoIoOA6VX8FUZ0kUquk7dYDwg5kKHIRWfDekwEAIaqFJJREQbxBLUzTt8msFtIvFKUNX7OWqVrkAqkoitCtCtWi8cQrcRNO/BgNM4QyDU6E1dXcEKUquLqkkgRSW2inxV4dAsE3ufal0KMT9MdqRWYkqUdWUxF1CkCTHmVonuiQ9/0PYuGX0B/oqZ/YaI3AK/LiJ/p/3uPzWz/3j/xyLys8C/Dvwc8B3gfxaRP2qdOvAVW2/WLaVs6pRxSJs873w+U1FiysSY3KnmdObR9U07OYpp5fr6ilIq87qQQiQH58gPw0AI3qlfpsXLTDMOObOq8ma6JwQfwBhHD6SSImkcoIkvLYvzaz/97DPevHlDzolrbGPg5Jy3h2AcR6apuVS1/db2t6VUcvaBLW3soVUrofjQCXRNDh+YGobDDsJIDEN6IGJ20Ud/WLaLeKapvFU6+1/Ss8QflRX09wPNMOMSYPYQzkWY68Lz9v/fVxN7/Y/LZ/bP6//2rLz/2xcBbcbVbzN2+nft+H7YyBQdGoiXXoC6gqjRxePU7eREKJ9/TL57RXzyjMPNc/TqKeXuU6bXrxHze8PGM2G8JuYBi9E5zRYQawNIBtI7oU3CNoVxO8ZgBsU9sDoe7ROwl3PSMzg1V8Y8Ho/UOmznZ21Mq14F9XOXdtexB+Ot+gWapRRKaa5J67Yw9dP14B5SJYShXcvefL0sTL6f0CbP/XofUmRuQ0ohBMbD5fp36WarlSE3s/K90XijTIp6IlHt4qC23c9mrKu26XXXkp9mo6pQAqQxOjvFlIS7uPaeWY4Rq1CtMNfq8IsaQ/YqOqgSmiRGmQspDjj5sk2vhwNJIotEZ/nUuvUKIG4sI8c5V1adoRZCcUjIcEJASAkLxhIh7ajEpa4Q/bplhGRQS6WmuqPaNmZVWwC+Crb7cdu7eMZ+CHzYfn4jIr8FfPBj3vLngL9lZjPwT0Tkd4FfAn71R71BQkCGzOnVawCuj0dU4NS64bW6QNliSi0r43jg+NRFyIpASqNb1g2Zep5gcu35gutP5xyb3IU3QUQbN1+aYFcrmYaU0HnxBy0I5IRGQ7UwrTPn88Q0uQFKSgPjeODx4yebtMF8mnzRMX8QwpYtu3aG9BvFfCS8N1u6Vk0QIUsk5YFF1i3DFe0YYKAU3YJb37rhyj4Ivw2p9CyswyVvQwD7UjAYXgqHPTMjPIB3+t9tpebueLqcbz9OEfHBr30HwC77lBb4vAJqSoua23eruwWgNlx43dhZpbgHaC11k4LeGmXaYZ8mg1Hr1jzdO0opsM5n7POPCfdvGB6/R3j0PmF8yvn1R87IurtnXAvjzTWrJkjRM8wQsRS9j25GOGQ0ujBZqSs5NeaI2BZgDRd661O/XbuoB+erw4G8m7TuSUStleXcBuGEDd6LrenaF9taK2vrwei6EtLgDKDQvRwaHBX8/o8iPukZbONub1Vo7PDNBXLY8+BFGrPNDEx8qjTFDXp4O5Ho32MvPyFdgykaVhdqmVitbBWvFw7KEAFb6SI5CRhSQEPBzCUUEDAcY48xXirfWFnORqiufR9jRolYdIgpiPPtTRaW1WUaaqsY4xIJrU9EcM8BAFOHu2JLGNSUIBA0eN9ICu6lXCgSyda09FWYT2dUYL6/Y1oWhragSozOZEoJXVaqQBpcGpkcXU9HZBM7fNftD4XRi8hPAb8I/H3gl4G/LCL/JvB/41n/F/gi8Pd2b/sBP35hADOEigyZjHB1deUnYV3RUjgV9ZI3RYbkLlCd2rbMC0OKDIfjNoh0OBzQsvq0oVbeqPo4vDjbK0afOg3TuWngOOMmJKc4mQmrNgMQg7W0RaTWNmgTHvDnOyvAgntpqgjD8Yg1G7B27i5ZbKDpgbcsuTjcUNuDmmL0YYzW7BLxxs2+VOsBtNZKqesD1yk/pRdOdOhMoK+4L/bNrr6Pje2xW1DM6gNKp7SbLfTFYffg9v/v7KR1XR44XT3sc3y5quiZpH8Ha0EGvCkYNq2ZTs+ruTLi3Pjew+gBZQ8DdQ64U3TtQZUAYBjLdKIsPyQNA8OT5/D4m2CB6f41ZbonnJf/l7p3ibVl2dKzvhERmTnnWms/7rl1bvlSdatMYcAPhAwIC4meRR8hgWyQLCSQigYdRJMOSMYNGpgOyKiQGwaBLMuAsCzoAUKWkJB4CIxpgFEZLrdcVfecs/d6zDkzMyIGjRERGTnX3OfuksrWcUpHZ+215sxHZMSIMf7xj3+wUlgiYQRvRn8RxWnm9PxosIEUFVIpLA7vrUjJ2bi6jtJ6nCZCrZKuhXSug0tUoUSNh6IMWY+UkvVCnudiQD3DMHKg06nPpRhNjKkidTzK+wshMOJRGRnDsfUTVrXo0nmrRu0juIa9S9FrEc8qao1OUkJjtEpUtpxENf5VQiEXdhqlwbbGRIoR7yBfYpvf57iyZMjq8e6Ad0anRQ1y8V7AFwgwRXzIJC2RlDeKpLRo1yQ5yMmkup0jjwPqTa5cotjm5sVqGOPKkk4EN5FXW7s5GQ0UCayhqx0RY8XUQqYUrY8GJbpNISPOiqWWXOjIOROL+m6DO6UoV1ZHUat6gL2TfsP93OOzDb2IPAD/KfCvqOqjiPwZ4E9iluxPAv828C/QA7Xb8SrOEJFfBX4V4O54JC+ZtK4cCs2xcqidmCF+Pr2Y91JYLZfTCYbA4TC1arnz83NbLI/zZUv+pYSuK+PxQE4JjSvrav1JvQ+kUhS15sQ8zwRxzHEtHNzUvOrDMBbv3VHhD+d8mbwO78XCy8IcGg+TbSgFz5SsxvnPkXEIOCc4kYLLK5RoYAGSpuKNsuH4KbckZGOx6MZH38MrWh8dk0u4nhilj6XbqI31WvXocxN10XXvbxde1+/WHIUZ0bV9bpqOLQ9iUVokpS1h3kM3QLfBbBFXm0yf2Cgqe6vmWmqktI0XwL7ic7uGSVagpg+U5jPzb/0ESl3FEDxpcPj7LyzvM5+JLycz3uNA9ubZvn3zntMajU47hl2twOG4NQjJ2TTp3z087PIwdQxF+gbd+moTrc+dc941WanGvXb7skpsLOpwxjaxyEfxxTNeU8LfHfmFX/oV1vnM6ekDz+cX8uWEkMkISTdhP+99y7lImaPJG/QyOL+9MxISE96PIJ51TqizCF2KwfcJlsXqXhhM5VKcedDLYhRqiQmdTQJaXLSCMQG8xyFkyUR1JpSXQdZM8B7NUgx8Bpc4jMBgvYXnnBBvLYFQKz4KwQoG07Kia7bkqlj9wBozfrT31KAvsBafbmi6PHOO5LSUupLS6ctZMeTgIMuFNSYUkzSp/SXqf614slByU6m1kZggZaOTUllcn398lqEXkQEz8v+xqv5nZXH8Zvf3/wD4y+WfPwZ+1H39F4GfXJ9TVX8N+DWA7717pykl3pQG3I+Pj7abNQ73xN3dPetq5dIfHj/ipgm3KvfHAzFGPnz4Bo9wDJnpzcSbw7EZg/N8QabR+MFiL//49m1J1Bgk4rJVz0pWLuuFJa04V7pFlcOV6tDqLYu4VnSTV4MQPJDSWoxYwegLdXMYBhLJmhOIlOo4MU2QRIOpSDV5uEEa1RD2hUqwGcSlVPVWryXUhJmTlrTsaZGFzk5Ke4+6D7d3Ikr0Cdh9Yq7/Wx9F9P+uZe4i5ukfDsfGvY9xbYVt1djXCMAm+rax9ZtcmUf9nHr1+7rR9Fi+lCTzlhA1Vo9kqwaNMRGcKTQKGVHQxSool/U3EIUR4z6rKrIsZCCoEkbP3Rffa/DEQQsdDuV4fIukxHJ6JselbZyNTeM9inVDE7GGFwgtGbo9U2XAhJbsr89aMe3afD3nzFxEuqz1SClUEmmVmqrKxw9f8dVv/c1We3J/98Ddm+/xxRdfwBo5XS48nZ8RTSyXC0lgXiNjsOYwWnSTYufm5ZwZJoONSAsacuGkuzY33WFglLL5rQuIR0VbVFPnwfEYSJoRL+TS91hFISprzrhgZAAR89J1TVY/4py9w1DGJi04PxoV2dmGo2s2cTJVljWSljO1KblIKSd0iltWlLz19wXyknEhkVJJNmvJJ5Wm5SbXUITyLkWaOHaaQnnrz+vK57NzpQp7i7RVTdumYfawa2n6s47PYd0I8GeB/0NV/3T3+x8W/B7gnwL+avn5LwH/iYj8aSwZ+/cC/8O3XaN6pcuyEKaRSzRpgXVNxdArEhyTO1ijkJRgXTgcDlwu1ojg4eHeSoQVlmVm9J5hmLhcZg7eGpBETaaRsyzMqzERjFFiHssOP1wz4zBtPHxfZATiBgeICHFdmz401aC7QCrNAlRqIZc0eVG84cQBixyccw1GsASq4e7Ob4sabOGcTqcm99sn5PqxVM2kbB6XJ9CLXUFNYK6vvPeaxLs+Zx8p9JtF70n3v+v/Xc/d4/EiwvlcF/wGGYUwcDyaKuT5dMI5x/l8JoShJa5sc9ozkXqP6JahVy3Moe55REp5f0qFVr5tCM5VltRWoCZGLkI0d+csoaphHKw5IzkzeU+q79QIfUjKpOevAWN5OCmMlJwZhoCEwRpsi2M43jOvJ9bT2aSAVQuHGnqW1JqNmeUMmG44f/8ssW5+au0JVXPhSdl9i1rF7eQ8LieyTySB5+WR808/8tPf+nGpjrbmOvf393z5w9/LZT6R5pnnx4/EZFLbOSpohKHkF7xJa8zzjGLwqT8eS1TsUe+YvMf5Qr/UtHtvRvl0LGlt7zZm67fqRfAZ1lR7/poyZQaWKq0hikoklz4RqqYRs4ojZ0e82CJJ6dy6iQkONx6sHsJFUjacXddIFg+iLWKvc31wgaTJonIMcaiCY5aNK05Wt2ZzjK09Z3XcDLbaoDHEFGaDw6qvl5VQqNiXlMhXFOlvOz7Ho//HgT8B/G8i8r+U3/1rwD8rIn+4zJlfB/6lctP/u4j8BeCvYYydf/nbGDcAznumh3vTf7+YPMEYAgcfLKnkIKdEUDh4z9O6cr6cALi8nLi7u8OPATU3jHi+MN7dW1n4NJaXs+644zWBqsuKOGGZY/FmzRAYrOPJgnWsibVRRTEqAmjty7olFJvBLtephrHfmdectm5Z0LDJiuNnwYpunIXZTblSN0NcJ1u93jRNpTn6Skpqm1qDDTZdDJugm0dejeB65b33x6d+3ydirz17eE0F7M937fHbceb5GSjFZBWKePPmDeM4tq5UFY+u9Qb1XL2x76EgyVp0XSidmywhbl4hGw+TjYrZQ0f9/+tC7aGgujkPzYMrcgVOyCUx40LXGKdGW6rUrkeqGUnROhCtC0PJcUQxz22YJuJpJpd8jHm6PROpvOMKidToJ23S1EmtCEnVahuybpW4w2T1JTFj3YtiJOta8HRljS+s8YXT89d8/dOfWKGehFaTEsRb8lGEkHIjOWRNBJScjP8eYyRlg61zSozTtKmBYr0Y6ntHhYQpYV7OpcsUQsqFbFFaZVZPXpLl5UbpyAGFJmkesunsuJxJ2dgr62KsGu+KntAwkArPPmuE+SMpr0jNc1HwcynFT2p6QnMu9kVNTVdwTKP1tUACkosGklfOl5NRyVMiR9O7umahVZp3jYQ1x/Kswb7nK3z8ecfnsG7+Crdx9//yW77zp4A/9dl3ITQ8TlUJCoMbGA4TLLMlRcWXZh6O4/HQ2DQuBE6nE8NsWu7jGFpRUloW/DAwjhPPy0LSyFAShEGtY9IwDOSUmYaB6D0xOtZ1adi7iHFFPGIFJglcMA5yTKUnbE5ExWQMKOXkRZJVtWLAubAIYAqm4VPZFuJkY94U5mNSRYrWRn+8FC2WNnRlEdfm5K4kvCoUssEZ9iy2kCg5Bb+Fpuy1ceq5633Vv/fl3L1X3xvzet3eAO8NegdTcXtziHFt53x+fqTKMlfDX43xPM87SmZl5lTcu0FMsPX2LRFYVW20wxZOb9hvbXBbJGUTt7JPvNuiAaODmndX9ZTqUaO2qFYQaBHNtlEOYpBRWmcG5xkoG8bLJtA3eDGBv+KpU+AQBfOiRSAMHIY73vzgjtPlkcPBM5+Mlnu6LKx5JUSrMCdn8nxh8hMhVt2pDN4kO9aUjHRQoLWcc+H8J1aNBD2YzrpaknlZjEKasLZ4NlSbtHHK0dgn3jOb2pjhziqFpVJ1ZxTNylzXCbQ+EWBrclGDKgeR0p6x9N3NRsNUVbs2EdUN+hhdSURPwpwseQug2fSNIpbYdZ4i5eEQHGs2wTywuhcVwadE8MOWlyjz1LuBrB4ZAq40ngkKOgphCgwZ1jiTX54LgmFEgioNUeErEYOVEsGaqudcIobfRejmb9cxhrB1So+1jR5A1Y3JrYI0JWXIlhCypK3heKFk/0MYkJKUq7huCAMi5hGAYy0LMZaw24ljFAsVU+FfQ6fR0hm1evRe3t7oUa5nk/A6CRoVK3TqMPcqFJZQZK06FxiI3tGoeoy+GvFa4NUwxZwbK6h6f/V+pfMcro1Z9VLr7d5KeH7q6O+p/13dLPuqzltGtBqxOib15/48AOvq2tiKSJMdrptbLLUYIr5spNs5nHOoWNs4u5d6HwZppBR3z1A99f75JWOqkmz4dv27lgYRfSRza4zxlhPq4bR+8yRnJASjCLLJA7Q8SKFOqkiDXhBL7qacrWpaFVIkLSemIeCS0TSXJLz54r3VYmi0lpd4ki6s88x6OpPyilt9gxja3C7rs69hGJHCgrG1pQqaI84P9lxGRTFoom7uOZe6hoSIwVsJcGqfRfcEAaAoU2rRZrfDNgfb7Mxh2tQk81pzXIDbRMCcc6RazawJ7wJDcAalZIgskB0xLzhNuNriz3uT2XCK7/JYBrEoqFUzq1r/YAell7AyqhUcDqXvhLGMBoI358OLkNetWHCd5yYlXutD2vypSEDKO8mTn3V8Jwy9E9P8jnG2jlGDsjrh6ZtvihRw4G4Yme4OxoCYafDIwXvCYWJZLHTyBwuXlvVUJqWpS4hAjit+GFCBaIpHBOd5OV+4H43eFKUmBK2JcyrFOiJF2iAraxLrFg9FxAxqSbVxm9cyoezZxnFgHK3YK5GIcWFwB8ZpJBVlzJSyFWipeQr10K5aFNiJh/WUxsqGABrzBDbPua80jXEL/3v8vDIJpOp6iCvtyuzZ1W2bxedsBr1h/1nYfv+3a1ZMPYddO+8w+sulTxabB313d9eMfzVMBvX0lbcJStSgSsmzmKFQ3SqlX92DmIdqfHNQNbhv+z/t2a6T5xVD75+5H5saHVxDXqJFg6XgtlqjrJSKcyPc3T1YNffl0vJdznvup5G3b9+ypMg333yDzjPx9JFDuV7TqfGBcZzI04PBUNMdIXjmyxMxrTjJnM6W8CcpXjM5LWiK5BJROTcguVaAmqqjiBjrJCWiLmaYc0ZLLYRtAEXTpTxXzZW1MejgNClCa2m+MMdILkngYTzi/For89Dg7R5zZlXBZcF7SxbHLNZ/WDKqC0MwTvq6RIIXsqwoCRU1aQMfCNOEaGCAXYcuMOhVo23KEkpCWoUoVlCW84y4oTR/MRFD7ww2G8WxiFh1b1aIieTW1g3O5JgzCcfkLCLIKZlYYfpWRHx3fCcMPQiBgSmYdOxxmng+n5pnXMW/TidrLFALSIZpwh8mpnCPnE6lcOhshraIUkmMnJcVnHVT18vMcRzBm96M6yRYh2Gw0uvRjGmWTAgDeY2mnCiY2FLwDFhYjSrrGqmVt7Wcf11nNBoTIGdlHA+EaYDILulpuVZHIqGXklwrBm9ZK5PmNSzS5xsqxNJ7o5WaVYtb7Fa1GPdACMlognnzdGpVo4grhJ+txClDgQRzuY895FLPX+/n1nHt0ffQTf/7T/GDq+HsN4Jr77//XT1CMI563QCAttH1G6FtCtX4l8iiRFPq+g1FWoXtLejq1v1ce/d9hNO/nwbhOava1A76MRzbXk3PyNgovlsv4zq/VJXTfNkZhVDvORcGSbLOUU5XnFjhXZ4/soAlBzE48mEqtQC5SOlqJLvA4XhPzhNzzEVKIBLXM+t8Ji0nRsxLFZ0aBINmyNGac0vJb8WEtDE1B6O+h2EYWsOdCtlt4wLLfEKix4+DVUqkiBusSFHXRFWRcCgTQlKHEsiy8jgb5OK9a20tR5/RdW7KnV5DW1/OWdezXGHVIePGzKQD63zBO1vfa40ic4Z0sUgSiDmiHBAvpLA13qnP5lMu9FOH9+MOMgVp8/V3lXXzt+PQbLQvLZDJ/PxCzokQTKc958S6LLhU8GHnuD8emdeV5/OJvEYO48jdMHKqg1J2YnXCEDPP5xfWosmSQ+Ddm7fM82pywd43Ns0wePMYveALjphXKx3XspiAnbdoYX+posM1IazqQa/rysvLSxPAAi0MjWpgNg68x7rUuELdTGUjgH3ys3o49efGOZY9DNB7+g2+0K3YqHlQRQE0aUJ1j9HvwtQOx6730uP210dv9K8hjFtGsodp+nP2z95/7xYcdM273/eA2t0dIZjUgJQFWXnNdSPYpBhaJmOH/9s9bZBYPbYxAdC2uW8bh3F2bBPfj2lVOpVQNsMuT+JKxFMbpNjvrQ/AHNcGJ3lv7+o0n3DrpX22ShbYmFk+IObM0G2+BmZRtGByaSyemxxIzpll3Tb1+WzSzlPJD6gPjOOBNL3HDT8EF5ic53R+RvMCccETiets49GizcIRtxOzlhajtxyAEEzNVnGo5CLTobAulj+L1jxHxBQlNQvZga6lOBNfNpEByZGsVsS1Rmu67YPgNeDFEv7LOre8QlYlJqNFiyvOmoQG3akkw/g7Z8Y7QbxjUDH54+XCUmqH6nyp1N+0zqbHE4XhoCAwZyXGBe8dLuVScPd3mKGnGKf5fEKCFRKN48F0buYL4zjh7u65OxyKUVp5eXwhSmaYDHfFj4a9dRxuM2LmMY3jZJKx5W9Vi2ZZLoAgwaFOGb01zchrLJTKuXCZt0KG2otVVTtqZTH6KRldrkxM49c61nVmeRGmMMLgd3LMYNBBSskKIobKpjHpgNqEpGLvdZJfe/XrOreCrhLlQ9l4+oYl1UD2SUzfhc19FWv1FO1aG/zSG9keh7/2pj/l3fee+XX+Y+fB3tg8eu/42tj393f98/W5qgGPce3uwwz0OA68efOmRUVG7VQT7yqbUd1QbDHrVslYkurFpO+NlHNls++qILMlibPbJ8RTxfsVXImyRIR0Y2NVDCp2JUmcr1oV3t6QrSVecAFXYAVfWlrWud0iz+6dSbv7gpHXa1S4ZV2Bs6W3i7OQvWcSQcIBDvfExMqsKQAAIABJREFUnDncfw/U4Vk5nV8QtW5Sh9LIxq2JMVnlt8bEtG4J6ZQSd4dDWTP7eZDLu6TwzhWsRqHmRXLE9CbX4smbyJ1Jo/Ry4qX5TM6keObgBtYEaypFUKtnHA6IUyCSHayy4jL4HKxgy6emNzSOk0EuQQ06JhF0q4+xOVjXUCpJ8oWkSkDIaqSVtEaCgpfXa+NTx3fC0ItYhdiaE4OM3D3cU5Nahu0lXEws0W73sljYlrLCOXN/OKJZeD49t+RcoxNqIg+BQWA9nYonHjgvBlvUa4xuAFWWZWZdI+sa8dnvPCCrdtNdki4L6JpaB6jyuoonYjs8gBsm/DC2ZgnkSIwLtepVYdM0QfF+IMbcCrb6qIFy1tR5tyZ37HeGom4E3knncRYWShakXK/38qtscv25sncaA0k2eME2qs0wXLN26tj2WPy1Z379+fo3e+bbE7k38te/68/dn+NWLqFGOHthuM37n+dL9x3j/E/TxPFoxXhVi2VZlrb5V8onQF5j22D7Z8rNk7fR896jRWemZznVd99YTwVOs4Idexdtc8p5lxzut9vqIGzvsIy7c2TEvPmc2+Zgc2ITprNou9t47EPlZ919x34uJIFqtNSKfZIqrCs5f2xQYc6mBz+wJeRTTJZodp7w5h2CMBzesM6Kpli8/kRczug6k5YLokblzCU/UZvOQ6k+LRtBxujcVGeB1SBYEbKzrlguF8kBUYtwsehnxeQkEIjZ9Iwu8QUnhQbrAppWCFacFnNEJENZh+cUOUxHNFkzFxxNJrpGkjXPk7MSJZOakJ1V6Q7eNWQh3vahbh7fCUOfUmZJ0br0xIX5ZHo0IYwcj2bkzJs6sa6RtEbupgODGj7pDxPn8ws5Z87LbGJnqfSiHANpSS1BJcFDXPHesV4sFAohWCs/59pAW9i+kjCstHY8Apq3E4s8wpqTyRjkSFLw68I4TuXpbFE653FDIImJH9mqdQQJJNbiDRrly8LzSEprM2C1aKh6LjXj3icMY0zUYp8Nj/do5/k3XNiQV5wzI2a/d6S09/irgch54zjXDdIKsZrPhMnpVpiHV9e8Pnqjfwt77/99baivvfr+M9fRyKeufZ0grd/pjy3q0JYEXpZLw0tFDD9+eHiwDVLNSz6fz40FNM8XixLbIs7dpmTjZ7RMxWlJuqLksjolb41h6uZkm2qNQjCRqxubZx8pNQZZiR4UKTmlssmWjaLKKLh2rwW+6zeS0lltG8O++K6HGuuzauHzF5XRq/ex25jWtX0vX14QYOE3cQhSGVfBMzCg0xF/d894fMO6JFJeeTsYE8826oXx8gJrJKe1RSCxODA1qvXeWUTklJhSER9UrEhOCbgihwLiQ5OWcN6aFXnFCpvENioJipOErolciyxFeFkKUaMKo+lGE94gx60y2qVsCphiss6ayiYQHOu3lyftju+EoQfre5oFnucLT6cXSHB3d0dNlIbgORyOHA5F0TCuvJ0eWNfI5ekZ8Y7jwxvDvQXrCyrWaDdIKrzUAShewTAZ3uUcx2myusmcSwu+urhtAURnG9EkA0uKLCm2xZpSqj0JindYsLNsFZfWK7Ik9xRiXovHUzzmwlBoi9NvXlQ9p+UQIqv2SRk76ubz8eNH7u/v8X7Tvhc2WEBECNO4Y30M5RyqCklLp6ncPLKe655z5nCwyuTqfVSPdqOg0j7bcOeyc37K4H7KC7/ltd/63qf+ViOa/jz9tRrmfVUX0HvUsIe6em94YzFZIw9P6VolGwNqKM3HRd6Vz5n+TGXG2PyJBTLx3UZuG4Iv+PSOX1fuvy+W+xTbqYwGIYxoV3WqhQ0GRiemwDYuZWvQUcfQO3zaYD9HTSrX9eF243J9j228thvrP9HBfPWzfXLamcJsSogh6oBCNIJCmi0iQU0VNT5aW4zgPavzIKFISHh4+JIQBnCOIUzM6cK4rMT5GdIMy4x2Ehy5/L8l6ksksCZz6Ny6NDE/0UyOBrl6fyQj1rdYwMlQUjJdRey6FtXoTdO/OlW2thZACwnFNSevwn/DUDrjxVQgss87vhOG3jnhHFdr+l3U3ShNGLz3PD4+MgwD795NhUGRmWdhxcTAZDTO+DSM5WUZPxhvxRen04nz+VQM0WacRYxbrCIsa2q4eeWlh+CtmMM5lvOFuSvigWogS2K0zPOiE1X0ynNh1Uhj5YDj+fm5FIcl1rJJ5Lxxzi2UB9W9ngxsn0nN09wWmHnGhf/saiu4YtzUGrpUYao6ccxDNy5z7vj6IjCOgVSKwrLtgzg3Mk1jMfQbc6Xei/eOypTYswXYwTjX997G8+rnaix66ONTSd1bx6cSun1Cuyaxt/m43WO/IeSrMe8T7kmzlcrnriJXpEl01A17GAYe3rxpfXxzyfksy1JYJZtYXa0DCI2zb55x9YdvsZM2j3vr1uS9dUp6BZWptqYlqhi/f/fc0iKF8tu2mUsHK/WsIugb0sDWX6zEfeUEASNhBJEGq9R7rvPEdGDqufZzCslFYrk6ZoUhlsClBCxtYxF5NPlfHDOm4JmCdZPT8A6GgbQkXFqN5p1N1C4sJ5OFWBZ8LPTcLodV59CqRRk2R1wRU6uFW6KFVy/menkXTNDMKYMDcUMH+0VUhzYWQIs6atRcIcRb+bBvO74Thh7gdH4mpSPH4xHnHPNsvPjn52culwtm5GrZdymWiIqKYxwGE1t6eUbGrbWcA5C+QbgZ8Tt3V64x8/Lywv39G4DiJSXmecF7kwUY8IxjMLGzy8VaznXQQCzFEXmNJgilpovuyiYgzroMDc7hx4E4z7bQUmQo93FteOqCARiPB2yH98R1a1ZANxnqYd9PwJ7O1+uf1IXU0y+bIaqLtAvDa+K3YtlQ2RtG/YLJ8MsWClftkY1J1BvReu1bmHl/3GLWXD/rp4z89ed7T7wuoj4fcCt6ENmam9RrbNz6fWXwPvlbx842gBoh5SyshalyPr8A23mHYeRwOPDlD35gSd8Ck53PZ3vXKRPVFD/NcAdrSN6NEWzRR7854fZCdfXzW2J1r0HUw1nV2F9vfC25nHIXbVTBuloL4NvztxGp41SgTy35qW732Potw9U97x0Hu/6Wc7Dn2UeCWz5aIUVMtQYCEZlr+8BvbOwoSdzgGUaDjcPhy/Jtjw9CikpcL+S0ML88o+uMpMhQmiXFuOCdJ0WDqda0IsGxlt62xmRaLf+ARRsOaRWw7969a+O+lqrbwXuW84U4m/DfZT6XNRyJnyKT3Ti+M4Y+ppV8LlCFbB2bcs5NxwXKJp0tebRieFiVTvDeJBGqZK+IEOe5eFOhLcL6+bogespkTVaqgoqypJVBfaNs2T0Ur6l44w1niysUsay8mg4OxSuJxSOoHrDJFRv2m0sizbFhxL6UVItudMMYu3uA5tVXJo5hvd+OSQM7Dxms5aL4rZGzdt+BzcD1Cd7t+1q8/7FtHObtW4+eFmHk17BTf416X5/6263n+dTxOZBPHY8+73LNTLmdJBY2meprho+NR79Rw5bT6A1wxfs9wryuSAjM89yanh8OB+7v70s0esatK/OsuCpfLL671n5MNs+3tqLe3nXvVPTz4ZZ3uFH+5NW5gV1/4sou6sd49z6wqLKOnIgpwdLWiBi1vjP01++w9+j1Kn/jFDsXNXrcazepaoF/aPBqf/p2rVVxMeH9isoJ9QEJIzlP4D3hcEeUe47Ht7BG4nphSDN5PRPiiktKWkwMza1FZsF3EUC5XlJLUOeypt4+PDCMYxNlc970vhxwPNyhMTGfz8xLB5/+Diz9d8PQCyaruljiYy049jCMrZGILUAzMjGukBJrtL6PosoYJsDwzLopVC0ZwycTedkojd577u/vuwRjbl6rOuFcQu5hGKxyMASCc8ROQ31NEUW5zBdiyqSkqEa8Ly3Ecja+tMBlXUgfPxYZB9OgX3NiKThgva/eq1cnXF7OnM8XvA98+PCBGCPTNDWt8V77Zcfn95sK5bWRvsZUE2rt1Cwz24zdptwou/NVb3fvDScQtepejBJaWTuGKW/aQb2x6LH7/vy3DHV/zz9rw9gSlnsa5vXi74/e6Nd/19B58xyr1MGte9s0cKpHL7IVoTnXlbWXS6cqD1B6BC/l/4MrgmHD0Jrd1OvM88zpdOL09IwMxbHocgaqyuB8q7B2ziM5N9ZM3QDsO32B0utnuhUx1Xvp+wDb5wxWcjWURrD+fva5UAx+g3oojpsPlbtjG0E3D6BPiO97INRke4yx5Bb01eegMNKcL1TWDp7cxCWwfENGikhaSsk67K4rIhv7KoswBIN7cY5hOJCnt2T/3lr94XCCCTDOCxpn3GJyE3GZ8aotYqt5sGmaQIQIDIeJkErNThjJCVSMRDIdjzw8PBRBM7Nvf/M3foPPOb4Thl4zHN0Bf2+42ZoTX3/9NT7D8XjAF8Gfl5dnW3SaeTjecRwHVK1JePYmZhb8QNTI+Xw2zCumHT1wLJ6TulKYVBbz5VKrBy1hImIeWoyRpUATl6Uk0ErypJ73cLgrrJS5LFQhpmzytzmRVsU737x/g59eM0p6HHpdV06nC+s88/XHD8wFEnn79m2LXrz3HA4Hw93LuXoGS79Qr8Pz+ru6sWy4LQ1yqp+p/28CXpTOPN331hhNQK4sAjU8h+eXF8I4Fh0xAQUtcqz9s/8snL3/+VOJ2mujfr1x3MoV9Bzm/uipiNfnvh6X/vzX1FDbHKqg8eY552pYu8/ZJmBR5ZwXiJtRV9WWP5qmiYeHB96/f4/3viR4z5xOL10CXSBrM+a62UEqy8eMsUWC1QPexsWiZiduR9usz5az1XtUb7yHAfvnx+839etq6D4SqJDj/hzVyUgbJKMGkUmQlphW3d5zTxeux5o3+MqVzcHbjTSsf3u/fQKffuBsDa9Ll3c4W8FnGTdryziQ/IAbJ3R8A2+/jzrlkDOsRg8dlhf05ZG8XLYoa1la8ZjETF5jg2pFDcpZOieE8Pnm+zti6E1n/eHhgY8fP/LmzVve3r9tIcqaDPI4FfW9Y2mqMB5LljtG4mzZatXcklsxRtbLbBtAgR+spVuBSFJuZf93w0D23np41vtSGKvCY6FAiUjBR63xgxn4C+CaDo33Hl9E2kzACNO2P0xlwQ4MzlQys1hIm2NV1qz67Z7jUXbe3DgOliDGMTgLgq1psD2DhcKuJWEbj77zgmDvMfeVs/aLkjMoLKFU4YFkKp2qhVYat4WnqozDRBgGk6eNkbQsfPPNN6w584f+4D8IQ+C3fvMnXE4vhHkBzY2G1xuJa6Ns72Hvre8+k/IOQujvqU8U9ufqveNeX6YaLHEOisZIbTJxa1O8vr8amqvIhku3DWKfWO6rlfskvEeaJ27PscF5cbb5UqUAfIk0p2ni/v6Bh4c3DUK7XC68vLyUnrSLRZExdve/71EQgjHStt/l0hjHNT31vuagf1+8etat0Kp3PGycQ9nM+g1z71k73dg/5cxUhs/G4zeDr8152T59/Y4qRbi70SYVnVJqkhAWofQb0PYVu65rlcO+ncrOpTlbUlms+CrohXx6LHImpY51CNY2FEuEqygMA0G1FO0p5FKZ7EFzghQ5VDafbnTcuKxkmfnc4zth6MU5NHiT+fWhedfDEKyvZLYBfbizRK1TE3FyzrFoZl5XUlwJ4cEa+ibF4xEnJJcYR6Nu4ldO64LGxN3dXes9SrasduWgp2QKgDknGJWxEBHVmZt/HI+I2KBfLjPzYk2gD4f33N3ZAvDDgBuCVc7Jpg2yXB6LIqDJPkg23DIUVsY4jEzTtOOvV8+iTjznKKwku04YBhwFZgpb4rWHL4CiGLiXRvDsk5Q9V9+opsU7TqZtXjtq2YCAYoUtVR5XAMmZbz584OOTefPfnE48/OAXePejP8DblPBx4Zvf/H9Izx/RSkfldjXrt0E0qkVPvs6j7nt9uH9tcK49z1ec/fpZoJqHyv34WZGHbP/YQSn12NEOb20czm2VtaqvMGvXnbfCSpfLhaenp+bxe+95eHjg3bt3zcFZloXHx4+8vDyXPsf7GowKJ2nO4PZQ3fUz2m3uE7R945rrZ+xzPdVj3uc92shTu33RbUgVdxfp3pExK6nFobdgvR6K6zf33pHYNKLs+gPSjP01RJdzbGtwg/fqJg5eaiRhs8agKrMvkjOkFQpktV3DbE7rE1GisOpwVa0bj1FxzRaZTn/6W9Uc/G/lMY4jL2crGri7uyOMgw2UE1wIPD7O3N3dt2pMY82czbP3Hrm7K56Q4+HhjQmglYWwJOvwBKbnXulMFcvPuRcIUlJaG+45zzMEixRqrsAWzsqyrkQNjHd3TM43mp4LAT8ODM6D2DWSCOfTE8vlXBoxqEk7OOHh/oG3b99tGHql6O287oKLloXs3KY46RQI1ppNoOG/LWlWMf8S/u+wT+fwGUvG3vD6RayOIak1aH+lmOecGXs2yOmnX33Fy+lkTJGc+PFv/BY/evsDpuOdJRGHgfe//PvxmvjJ//lXGeYTpLjzcq/v4dqrr/+vHvKtTaI3RtW4X/P59wnS7dlyjBtXusIqr2CF19DTrQ2qNyx7KqJFhfZjbgayGSXdnA+onn2F/qpHu11jWTYSwuVyKobf6k/u7u54eHhoUctXX31VCrqs7aVzjrxmoxML7Ro9HNKPc39cG9brZwQTJ6yGM3SEieujN/x1jrdxTfsEsF0HrpPS9fO+JmZ5PZ/qZ3qKMdTeDLpjDtVN0PmuuXk3bxoVlS0/1CIbhST7nJmIbDINYJXSoVa1J0M4S95ORFofBdeUa63GIoTbxItbx3fD0Ks1G5kGj5sGHJGgjnGaWHMqzTYcp8uM95GhiEPVJFnUbDzm1TYD4yubfMHl4jm9VA49TGoY2liFo8Sy/77ANrW7k86REAZGPzCOI8tywUd4OZ3KgvSEg8EqgwgHb96UdX0vvVqjY55PhRZ1YnCZQ+H2j+OBh4c3vH371pIxbIk6a2igjH4rRsoCwzB13rqFvM651l6sYdAodJrh1SD0Ho7GBCKsklgBv2766v1CqF5f9Ryrxs7d3R1hGJGO5bOuKx8/fuTp8bmo+wk4YXr7HnUjEUdwpvXiULKCn96Sz88g+kkvsjc4tzz8a0y2996BVz/3Rw8r3ML9+2vsEnk3Npnr73zqd72n65xJGuQOSmiRhwjSvdf6vSCOrNkac1/h530kU/sIz/OF548fLaE3HQzf//73NwOXIh8fHzmfzoUNpKj2VbTbPKJy66+udf3MdXz272srPqvv+lNc8Ja07sZdm0tBm9M1iVrlF3ZzpQHp+yiwv8f+O5K3epja5LzCVxUm6qnBPdWzT/z3UU3u7rmfw6569uw3SimMQOnG13sPvnu2mCCEK3jr24/P6Rl7AP47YCqf/4uq+q+LyN8N/HngC+B/Av6Eqi4iMgH/IfCPAF8Bf0xVf/3brpELTpmWFXXOSounzPPzMzkraynFX04nw88PR07rM3hnk947VG0HjjExDPtEmgTDs9c1gfPc393jgm+67ADr2VoTppSaBGpeI348IGIwxnlZcP7AMATDT/y2CMfCEFIRsgssS+L0+Mj55YmUV7xExuPENN0VTPW+a6Sy8dObbHCdfOW/0Xu8uFJlmxCxyOb2grKjLirreLPf/dV1nAOxhJRm4zencqrecNbPHY9HLKIKJDWYpl7r+fmZx8dHUo7m/YaB4c33+PLv+iXCZFxhKu6PKW5+8+Er3sYIJanYc9yvw+3+mW5x9KvB/5SR7zeu/nu9h3ZrI7k2tP3xqc2hfTdrMUjG1O57vrbn+cR6TejWGhDZ+r8WY6sIXPHpb91Pzhk0k9JKWhaenj4SwmC5omHg/uGB73//55Dvb/LNj48fifNs0hwFQnSjUZ5rpTVX8E1/D33eo0Ib2s3p6/vdQzjSxNXsHPXcHU2U4mU7oCaModEuq5Ht58N+UzHJCZEuWnHSoLGM3XSbD2Wjy/IaJjLDLayfIFkALd8F7KCbwH6ONcN/Ne88tqlnAR1kF7F8zvE5Hv0M/FFVfRaRAfgrIvJfAf8q8O+o6p8XkX8f+BeBP1P+/42q/j4R+ePAvwX8sW+7gAAvFysEmMrks+pQe3teM6MPBs+khIhyd3ckinA5nThMd4gMqIM5LnBWDiXxOR4nssD5fGIKnrdv32JqkgtrTjy9PPPm7r5BMnOp0HUlCbakBXUjIIThjlRkjuvLGZ3jGIyCmf1Aisr56Ymn54+ky4zzwt3Bc3//wJs3bzgcDs2wbBIHtdt92nWY38J7bwvbmYqdBL8rgrqeeJuB3zaB/ULavJF6nd1ii/vJWptnHw4HwCZptj+2z5zPZx4fHwvMoyYA5eCX//4/hB/vEew5nWIdxFR5fvnAsD6hCCmtzcu71qi5NmD1eT61wfVH9QyvjXXvlaW0cSiur3MLZ6/fq7DBNo42m6VAH/b7jX56KyKp5+43KVKGzqDknEtrvPLeCo5vx2uv1JX3szMgYkU6pZkeMSbWNbKcL1xKxOuKZMM0Tfz8z/8egCbZ8PL41PI3ptlvTJNPRUpXT8jG6ddXnrq9RxvPEDYdH3tPW26qfkaky72U7+eSRBf2/P/eW77Oh7ii8yRZW64q6fa96w5jFRrtG/aobpCaUYj38hhtvjlnUWwu6p9Xc6G9q+57zrmmjuucyZZTNvp67c89PqdnrALP5Z9D+U+BPwr8c+X3fw74NzBD/0+WnwH+IvDviojop9ye8lBv7x+Y55nj8YgfB86larUamDmvrS/qOs/Grw+D8e/FilLUUaCWqSQyAYyi5hSmw9RVhAZGD8fjPSY1YJXeGm2XV2qCyjUZWyQbm0YCGaO5DSIogpOBeb7w+PQN8+mRYYCHL+754t07xnFs1W+9ZMCqEb2U5r+a2w7dh4CV1y+ajRtdvPtPebb13L0h795l+/ma+VG/Uz2bZuC6dwRbcrKyEox1ZJBNz63XwfMr/8Af4e27H1ruwhk8h8DqhLQu/PZv/H9MWUt+wGEpAwvFjV1wW+v+U55rf5+3vPpdlLeDG7aNsX6uH5M6XjvDeSMC2Jy/bhF7t5VOdaH79l0BumroZHhtdTTqaRKmBqkqbWOqBm+XaC4Kpl7rDZlksd1v5e+3t0pCW5JRlsSyXExnvdSvHI9H7u/vefPmTYO4zuczLy8v5DWy5krnTLvn6736eq163fq7IN3mUKPI8s+ekVXrZ+wZtnnfOyfOGU3U13Z95Xw9U+iWYc3ZFGJVi2hc3iIsM6xbdCDt3vxu/njvXr2H60ZA9TrRFdipfw10ekLluXzJF9SGN2VVlxHKhbP/u5yMFRvp/xH4fcC/B/x14INumq4/Bn6h/PwLwP9bBiGKyEfg+8BPP3V+xSoB6yKrfT8rXTFMIySjTQ7eM4WR0+mM9wv+YMlOS/Yop+cXmFJ7OYjRq9aU8H5gWSLzPONHe/ShJroQ06NIvnjVlrikGVLHNB5RH+y+1JFVWIuHczp9YF0e8UTev7/nyy++MI67t+ssaSGVLvW5hIveKSlaleNSaILeW4ebqgUuxRPzrurTGL3S9C72Hnv1hPuCFrCinI4K3Cbfppa3/S6bK9Umae+p9WnYaqSenp6Y55nLsrBE606/ovzi7/+Hef9zv2AbnBGWiV1S+Ouvf5OQ5lL3YJGMeYix8/5ee7/fBlP0huZ686qQUP/Mt87Ze/v9eF1HSv24fQ6k03t4+0N3PycSkmpXMG1e23a+11GBR5pk9XXUYzmAjBOb4+I3qNAjeFWTD+7ucSHjYmK9zHz8+IFQHKq7uzu897x5+5a37941nZ7Hx8fWpN3gjbwz8iK+QRpON+NVm7Nv3qlFQ85V/afNGdltqNkUY3vROhGKMN8+YVsZK9UkXnv2zjkrfsKBijUSoW7+2/vZOwb9+7xyLsThRNsV699qwxJfuoFZ45itUCsIhr2Xk96KKu3fRWEX8PwuJ2NVNQF/WETeA/858Adufazey7f8rR0i8qvArwLcHY88Pz+zrha+j+OIHI8sxfv1hfJ0DGOBPaqhinis1aCoQkzEeWaut+AFFWwQiye/FnVLycZdJ+dC4UykJlBWXqbr6HJlgQV/xGHJMDBO8zzPrJcXUlx58/6e779/z3Gc8OKIuuHvNTSs8IRIKOqBNA++jLfJkmKTduwmey9I1g+reRZ+Z5hv8cvrz/U71xPJySYy1XuvYjPaPlOuXPMZtXt9UgVxpAHe/+CH+GFq51VVkEztqXv5+BGXZsNBO9bO5vlZ4xVuTOZPyQ9fL8JPwQm9d/d64e7H43W4v+fl99/9nR56Nc52/Q0S8j7QNyzvvcMWsaXc3ks9V4V3NJpXKo2htXnbWW1TcWyRSDdC5pGbT1mYOalQngcOhwOHw8FYIc7x5TTx+Pho+ZmUSoMP8z63zdfOWz3jfrwlW7UovVGvXvuNTVSddX8Tkc3zLY6Csk/qV6qiY4vCdk+6iwCrkwOqVsl8zT761LsWsRyKu5GDuYYNb0Xb2z10rCOly9/08/PmLXzr8Tti3ajqBxH5b4F/DHgvIqF49b8I/KR87MfAj4Afi2UM3wFf3zjXrwG/BvC9773Xr16eGh41HCbuj/foszUSSSkTdBscS5baxIsfV9w0os4kPP1hJDthnhcCoXhyAXxmjnNhxowG9WhizhurJMYahm6NGozaGKzStRjoSMGlLy88Pn2AZeZ4GPjRD3+PFTgVb2RdVy6l76vJHLjdxKpeTxDH4Uoet3omVap2oCatknFsV5NuCB17qJ9Qn/Io+8MwyE/Pmv58pdbS7g3IKfP1199YVXLOpJzxDlxw/OIf/Ectr+EcSmJdjcaZkkEypw/fkD7+hsE2tpoMOXalX2133MLr+//3Xp/xirtN68rQV5ZWez7nml5QLWJ5NUYddHM9jtdsi/64hnbq+7jF3On/bUqTkZRKIvfqea6jDicW9jvZPNXtufXVvFAt7Jnu98XVaF63lk2gGnx27bBOAAAgAElEQVTbUBKXy4l5Fp6fn5oQ293dHeM08b0vvuDN+/doSlwKtFMF2UyGO+/uexdFCYXY0I1v8fotAtgX0/XvIHm1nI+TFpn0R+889Uyf3Vpr9MjNk9+Ncbe513vYyVcXi1wrbbWN576o8Fbkl9La7tPqdMq9tXkhrTCzl5quOYXPPT6HdfMlsBYjfwT+CSzB+t8A/zTGvPnngf+ifOUvlX//9+Xv/7X+rDtS06N3xZgu5wsaTUo4zWecmM4MpaBiOIxEgfn0jBsCPgSW05l8ms3bmcbCkVdcypzPZ7IYlhacMIWAcxMnmQlsTSJskYDq9jKHYTSRorTy+PiB8Tgjw8i8JJb5xMPdwPsfvOeLd++YQmibxZKiVb6uW5u6Vau+dNgSsSUa6WWHnXNMCsGb3onp5mgrhioOT9t4emMPe2P0Kc8VMJ6+7rnkt76Xun+DFYo9Pj41XfUMaAYfAu9+6VcIx7eEwRK3S21LmIWcIuty5rd/8uvcl029RgMmb9x7K9vi6KmPewE62t/tvvLVfe49uB3kAuRkkJGqcsv3vzbC10ndTzF1tmtt3mwPK11/brtPY4J4b3iztZ+WhmWvfSP36tVjNmG7N2FrZvI6+hARKDmAuqlqqfTOeV/IVZOoqgret6YdzgnratXnLy8vzcs/Ho+t2O++SHUs5zNPT0+lriWW813JRJS50LOPmkFuCcjt/nvjaQbX/paK4FvWCFzldqqSrEjp4LbH0HuPeaNZ7t//9c/t+9pF5QiprM/tc1t002+2qcDDt/JCe5aQtu/Xv5PyrmH9zzo+x6P/IfDnxHB6B/wFVf3LIvLXgD8vIv8m8D8Df7Z8/s8C/5GI/F+YJ//Hf+YVBKbDwHxZeXOwydK8FzfaTp31qrLOvpgWEy47Hg/M88z5NDM6UDVPcMmKDNbRRXBknNEs6QS7ENNeysYGoSQjQxg4ny+kZWWeZ54/fmBcLtwd7zlOAz//w+/z7s0bgrcG4qeTMYeWtL7yYAy6oCRRIuoVEvi8FUm5QtkctCzY4tWLaqvKvIZg+s5X9f99suhTnn1eY2sdd2186n3f6l+Ts/L09Myp1BNY9aiiXji+/x7y5guS3GICRS7Pj7x8+CmH+bEYDRPfUlebThi0Y0VEm6fc/1eNeu8hXRvR9rxSkNLCSe/vpzb0TuVzsFW/Xm+KNg9dw07316vn6sdw00ipcNT1/d2KTGxxm/zFNscpZfU2Vm1T6HIOFWBU7SOJQr9riXXDg8VB6ipiGwlAX8N7lfWRqt679EnHvWje09MTT09PTNNknv79PeI9090dd4UtN89zwfMvRd203IPb4JrdkYyhQpfsrEf19HPO1jUOcPXviRYJtYikbnoiSHlWp9Ugu53gmbH96vf3SqX12nW8pEk92AadNTX4x+ZFheJqBFUkHpzi2Jg9tYCsogFIr8O0h3tSSruags85Pod1878C/9CN3//fwB+58fsL8M989h1g4ec4WYLzkiLLJfPu7h4RIS4rCbWGyJUDrcrBD6TjHR8+fOChVLjinSWMgoDaiw3TYAJnuqKrYgqTWrpEGS0qYQUra8wFCjDPcl0vpBRZ1gUVuHvz0MSkpmnCh8BakpDVu06FK92MTaft7oqxKONUvKritZrNIChITGTn8FkJFUQtyRqpPHPvdl7JzlvVvdbLLUMuwUPnFdfvpmK8+42iGsC1GPmXl5cuAnJ2b4eJd7/8+xgffo4wHraQ2RIirPPM6bd/zPzhK6Z5QcritrIqe/gKTdX+p5QFOsjmnVUH4Br2aM9VN4ScrbFFcQ6uDa3IjcRRMQT1uaEG813UA5ZTaO0Xa5/PLppI1n/VKUUHRXf5kptrwG0N7VNad2yjKlJWx0XEshqKbVSBatCsE5mUh1MUyaXyUsz5ybHng9sT5Zrg1ddRQELxbPUbzUFOujP2uYiGXS6X1uehFtYdj0cr6vOe490dcV15eXnh6emJmCKxdUoySW/Javm1mJqjcw3ZqIJkdgqafUT6CipJ2TZr7Ds2fhvZoDbLqe9gK1baV0xX/Xx1UogLdVO08e0/55ESpWjbTEGLx1/mpPdI7poAYWvT988AO5MeQmiR8Oce34nKWM2Kj47JwVyw7ceXZ6YwtGQKupXf18a4IsaomeeZZVnM+A6eoevAcpovFuK5ofRbNG58ztaSEEpj8uJheC/tRZtg1B3v3r03LL14z1Je1LosDVZAAC/4BFoobT1emnM2I56U5KQJqtVDRMi6EsUT3GibW4oEoXGmd+EdxenwNDpkhYOi7jVMeoPYL5ZrfLm/3/739T5Pp5PR6so5kyqrM17/u9/79+Ee3uPv7pl8MEMjQhbjrc6XZ+ZvfsoQZ0JLlvVJ0byf/MVb9lLplq+jmR4jvzbmYJh7jrFFQ3T/r+3hVGnFKHXx9lK5YMbal82jN//1Hq+hMvUOKUnSlgyFV8aqf566KRulNpthQhpDy96DNJXEnK3lXRXkqlRcKw7cnOM+sV6NVwKceLRhJbL7TP9cql33tA6K2OoT7D06t23EOWsrvIox8vz83Dz9w+FAGAbevH/Pm7dvWYsGTxUh1JjJ3t5pKHkydeYVG+RTcipiRligNSCpzo1kxXUFgiltAm3m5BTjLZuImu/WrIjBZdqt4SYrMmyduwRejc21gyd0hX+5vv/rBHxfKV1zCtXp9FRL39s/7327p885vhOGvlIDoWDZOSF4cjRx/eM42SCVBwwhsJ7PxKUmOhXvIS4LYRgJo1EgE8p6Sk0eeNXE6AJBHAuRGJe2G0+TRQV1EEUc4zjtXoJNpFj44iWccpUzYvyQUHTAN9S1hHulbL0mmRp7BvMwvPcogg/WeMUNwRKEOUIQVEtieTCmg6/69R1uV3f/0CUvbyWeenwTaAtEKfTKcmxeEZzPF56fX5p+kGYLucPdA8fv/4DpzZfc3b1nKOOXynUyjnU+8/Q3f50QZyQlcqGQ9teoxqL/Xa0UrpofvaHs+dGvE2ubByTd+USk6QchJY4oXjmKhfT0IfM2Dqpa8F3bZN3Vda8Xet00hI1f3RujOvbVI93x/lU2I1yDhEIL7Te3mkzvvf46hlk8oolKx6sed73X/b9rZNjnIMCYJ1uStt+UnaubgmvQlXNlk7KZ23n/RtU8n8947zkerZPcMAy4w4HvF2p1WldOLy+8vNg807haoWChSFaK6DXs9cpRuUq4GCd/75lX461qm0AunnpULaSALTfQjLzYWIFWWH7naVf1y+tIs34yiyK6r8Tu78eObX6raiuA0+6c9d3/To7vhKEHWqPpuCw8HA5EMRghpkS8nAkKx+ORnE1orEIvIsow+FbOLc4xx5U5rtb7sZRvR82N53suzR0qo2MYtsIriwSM41qN2lao0bX8U0WzNPJffVHr1Qv4FN1xKIYqU4y8QHCDZTVbeI4lYINDNJTP7bsBeWTjJetrRgFw0xDWz4ONc1JrxFwjofpZ5xyXy8yHDx9MC6g9v+DGO959+QuM77/k7viO4F5jqTln5ucP6DcfkKq/k60Je7/RiGyTe9uMcmfw8+7e9rDG/rjOS2y4smsecDMWxaBVL72O4a1DVTcoR2tA/ekV9+oeU26QW3/9+jfnDRjKRdHUmYijYdVZm5PQNmDBmttoKbDp5pfkIo6llmuqFMb6va2xt0EOKW2SzhWXzl3y9/VYgFPXNqTtOes41gQ57V3qnFDveU6R0+nEOBpzZ5omBu8J08Rhmnj//n3T4T+fz8ayi7EUDm64+1YE59v99hDf9TqoTUpsfLTBpdXrFinwWLYkeK6waKepb7m/13r3wCt4ro/W6nygRHctRyD7SLV3SqoNqOfo10u80fzm247vhqF3woeXZw4+GIMkZVJcret6jBwLp15PJ0RMjtcBK5s3atS5Al2UzkuGvQPesZ4XVOFlNR0bm2R3XdWqeTnVqKcUSSmXLlU2aW8V26RiOKyRgZiOeflckzqgeAXeNYx1jmvz5MEmSRQIEghjLfDyhpDqZhicUnb5YsBk71X0k6ouvt7zuYZqqlGFbUH3/57nha+++rqNcVIF55HBIfdHxi9/SJiO5nmpVb86X+ilOXF5+cDTT/46IV4KJtzDF32FYTJKYecRiWxYeAgBOoPdL4h+g5BPLJz68zW8U0atM3zfLq/Qc9F3m0nW3Ybbf3dwnpxsobauTyXpVovkCN4KZrxrOi8xxQYjuSG0yLcW2VTPrib8mshAi0CMV+40k71Y3ooNeumCm+5+K0a/j+z659rmEda3wFWvfks81ve3zUvbqHJO+GQ1MFU+ub7D+/t7DoeDVeWGwHg88j5nlnnm48ePXc3GnsmUs9XaCNIKHPv53PdVqM5C/VjUrdCwjxjt3vfOwvU7v94AqzG+bq5yzWbbwTtXcN71XK6OgEtbZW4WZ1IR699hrQSbpxE8DIEVxQ9D83ZDCBwKl7RWywLEZJFAFoo0gTCvJ9YlosvWUMM8URv8YTDjcjgcW4FRXiNRzOuoOGFsHsrrnbM2h9i9yOKt1Y3FyeZ9KHSY/R66EYUxBIYaUVAMefHeKQqW6ix8E+dMVwejuRkDwIxMNTbXmHy/UPtkW41M4o2krYiwLCsfPhT8NGfSWppODEIeRn7uR38P0/Et4odtkyCxJltYl2Xm/M1vw8uzFZJ0G4s1uth7Z9sGY9CZLwk5EdOjCcG1zlfwuul1NRgN5tAtf3Ft8Ovnt7HY01vtd3K1Od2mSKpaM5bgNg2k/nOVPeXUPPWcEgSPOEu6tfMV2mNmSw7mbLIb9T69NwWSWjRoBC1p79IXm6FOWkI7i1F1VbVoKuWSi9pDH+Wb7flrsda1mFc/tnS4c5+MtM9BjXps8+o9f0FkD9nGuPL05JrC5jiOrMB4PPLlNLEWOue6rqyXmSWtSKFUGrSxadRYbqE4YU0oEKjzvMpCqEkxaDcX6zuTDibqnYv+vcOentz7gXVN9br/9T4qy6eH9PoooZ9DqmqbQrm27xyezz2+E4YezEuvTbuvw+cYI0OFZtounpGYrHVXMX6wYZ1JlZRXNMtVz8/Na03Jepp6tgWdY2RJEQoTpH4WunALW7A1pKt0qKbq0V2nb4wgImbAu/NNITAFkzaWsoBSzrjSR7N6fq5IKfTYnI0V5fdiuLPySTXE/lnsaXll5DfPBZZlbS0ZRaQlSROOu7dfwN1bcGGvrZ2zVTOiJlvx/IhL+dX5zfuhfOe6vdw2Lyxct+e0yb1dpx634KgKQdSnrRtuX2lpr/wqgesqluvYfm3zo09sGy3T2XiTXm2gu6eom1b9t9sqQK+5+RQYpl48eenmrjWnsE1gW7q9kXBV7I7XhxULDrvvtXHWzbggFV6oLJRUuphtG7KIEHxocE1jqVDHR3fn75/Xfq7Xr03MKRLJnsvl3MbEB5tfOMcwjtxjG/wTkC6Z2mT92gCLCKFcrxp8oVSbX42Jkw126Y3rrTqEa2N/XYNyPS/7/g8Vc+/pm7Bh+68jpr0Tcx2pfts6vz6+E4a+GsZhMJaNsWCMvlc938fzqfHrwVT1GoYu4JNx5s2bAxxG7YNWrh1CKHBK9SBigRiiNTkpC6YKn1EKRlJKoCspQ2aTGfBX4kn1WWp23SaReelBHFEw7mxJWJpuz0C0eJtUNoshBJMNZo/NXcMaQCv+2MUdN2CLvnOUJZEd8cpAbpPJhOCenp5a6bst7IEUPDzc8eaXf4Xp/g0VR6zdpVYUHyHHyPz4NfHDVxw0oliyzhcBM6sIzLuFUW9dNRvf2wBesggh+G4B7tk3vcfeL7x+A7KxYsfA8WCFQOUcrXFMgSKc24tX7edsz7qB3nxcQ2D9Ar0FB70+93bNcffd2sB6v0HcijKu/3a9Ce0N4+aEpMLn3mPQG17f33Ndn68oiN17aNctieKk2gqvNvP7Gkqb5zPLMuP9VifSH7Vp0JZDa3fW7rVuOiP7jacfj1YtXXMdRRLa1rxFl7FLUm8VqbYZJ//63nujf52wrxIQO8PtvdV6XEE8vXd/vencmkffdnwnDL2qWiOQkmitk2gcra1eX7peH74OYkJJsTBBVBl9YDhMjaoWgjFwRh+MYlW6JJ+XtUBBAae1yw+oe912jLSFmLsON1rpjLmFi4arabmWfS4D2Tu8yK6fqw+BucPQa3ishTfuSwThsiIpm2CYJhybpsnrZsvXkITuvLD6O02pydnW79TJ9fT00vjQ9fDekwaHHO/5PT/6A4zjW1AHriQ5MRqOGf3MPD/x8lt/g6CrVfjaVaiLunqWGyRSONSyh57EbR21YNuM6jjemvC3flc3795r5SphZwVCPZ/6NR3S7rnXcKm/e+1R7pg0N7zD63v9FCy0/bw3np9KrJcLQs471lEf7vfn9d6zrIlM1cPZrrV5+1Ax6/589n959fv+2arUR8zFIVDd2jXm/XUq/g6F4eRizejuIn2Lom3jyNk6xEmBW2yDhlod65wUivJr77xqZ/U1Abc2Rq7IGE0wsCum6uHH6kj2jJ0WdXXMqXrU39VG5/an2MbveoP+1Hz61PGdMPSgrMuJVYbWZCSLlXx7zcxxRQo3N2ejQ83LvO2yxaDX/6YwNIMcxJUMulUE5jWWTUHMYIaif1HOFcRSWqYpU4wfm/50ovDVMREvEcHl/HqBFkNfiz2cmqc+FA8+58xyubTqRSmekSMjLiNaQlZfYKnOk782In1SRksPy4Y55y2sD6XFYYUwwNg//YR5fj41elvO2bz+IaDew3Dk7ud/iXW6I3gHzhQ/vfM4FBMtU9K6kk+P+PMzQTM+DDsj3lfz1qNGc7camV9DK9dRzWaU9lj8XkFx3x3IQIN9ubm3C3QLvRqdbZ7W+dZ7rLe8/hpl7EJt1VcLtv6tNwC3GCOVZHDr6GEGxealS+lVkr4/b1Tj5Tsg5dRa6FV4bLtv0zFyzjbx6lgkSo/UbHTKOs4tGhZHKCyXOiw551aQhwrepa4HbvGw1eSCnRQHKW9FksLmgaecWzFSU8dULSK+zjqqFenkPtw1MQIt925RUv1A7wS4EIg5t+jDY8WW4ziWGoxicLGNq96fJXbtPIdhLNLSRhPOagly5zzruiBCU4vd3mPonNlht7Fdbz5/xxl6VTjNiWNw3B0OnC4XG/SYeJ6XtrDmuJqxcptmTNV5GZxvWjBRc1OFVFVYI+fTibULL30QcAEp310br7ioV/oOBqiQAUDh85IyvoaiIltxRTf2plhiXimlK9WilgDKgkmVOlssQsXjKauoGJ8atnW0LNiza9zwGpGtXlYW0yYfDhPOe5u8sp2rnyzns8E1fcj5/7d3/qHWZtdd/6y9n3PuvZmf7TSVSVKMocG2iJ2EogkVf8QfxCLaP/qHRbBKIFQiVPBXglBR8I+C2CqUYlBbBbFqarUEdSxJS/GPpk3aaZqaxqYaaIjNGJ0Z5533vfc8z97LP9Zae+/n3PPO3IHJ3HtfzoL3vec85/mx9372Xnut7/qlyVJEbDYbNo89zkNveIS8SZxJRZZ7lj8dYTrZUHWhLjO6LDy0PeGJb3qKs9MN987vssmnoMncaIHNiVAvdui84+4L/8dcM1kbvWJDinw0kcu/bxThghk9WGs1YzK0l4M2WsETfAOPebLHuPvY1kvH9pm9ai+gckgi21fpR/gptNMRGrIkfJ2RZ5GWyiDOtfS3bnRt+PrS5m4ttTEkdVx41PaadrjfNjqvtOtde0g9T7y9K18jDnlc6EX7fQUhApvtKUVp83GEiqI4yn7fRmNvGLEtrc+gzaQuKMSYZ5/vESQXrF3GdT28n/Y+wNanqkO7FdXZn+vvWYRaFLzv885yAIXNsRu2fS5QqXW30voY3HStNoDBm23zjo3QTxNRiwe5bRh9+Pu2ICFX12d3d8x5w+78nO1mYztijkpRXbK1km09LzulT+DkHjEjRo32aLfzedcKcs+RssDd4fCEYmFkbLKjKlS8ajy4c7KXEqz+4retHmxIyODudNLdvkgeOOULUT0IK+FS6JC8aJ261OiQ9Deqgtk1gqJrIzesGeDJNPH1TzzByelpm+yRmrbZLpbnKXdeQF7smg10RjBBk4LOS2EXftWbbWdy0FJJB2w3MvnuwROpj7smYG22u9iiXHtDHII/9seoqnmo1FpXGSurKnPMGVaCYLv3apxhxaT221GqUrWYdhh9CsYW4xSbmjOWOvTBGHJtWTkjXXUCtGLG2ZS6ZpmKwxfjJu5uw+6RgiQP5OqJ3MIQODJbEfEw/J5/KHBp4l6R50UDArEUHYF3B2NFpDHbJmToQiKv8inlbEGSOSfmUlpgWk4JVStM09qXzHXUkoz7xpAyk49H1JSwd29rTxAk5WacjT6vrA/+TuLZ1pfaIJqY8Q2qAaZN7pup29++/OUv8+Y3R4kO9aAtu0fKucWsxLwxDyea1haxPF2Dt6bN89I28GVvPr4c3QxGjw3cblmYsEIjwRhjN9+enTZ3yMl3u2VZWjGLSArUpKdiE2KaJpJHvSZ6NfYGESRlShNoWkkUkswHPzaNMO7tJ9WaU2o5TYIhCZkpT5xutitJFLptQXxTaIEPkhpun3wDC99p0Q5VVNTy4cc90mHfcqAZF80f39ooLiH7DYfxT6RTm4ylKrtl4fTkZNAiTHqeMN9j8++ujUkkUsNL8d8mZzo5ZzjgWSPiQSkEdGbSuUgvcuL+O3aP0id2i1HYwztHjHj8OzJS6FAALp0Fg23S3Z6Efsl2MEp90Wi1VFOqHmWMuCCW2O2WFSON+4Y81+YVtXmQ9fM96nReiMwno/1gXyOwMQh7RGW73fp2azn+baPpxUpy6lHGMTa4BhEC0rLMbRxt3MNr30i9zXMJ4WysCmXxJmHYb3Caw4zxLvc1lKCA9ZZSmuS9k3W8w7gu+zP2MfE17DZCZXH9ZrNpeWS6xN3n7TgPxuv2198TTzzR7I3b7baNSa2lOXicnp62dxibuWow+9LaEveM7KAvvfQSYS+4Kt0IRm+qv03GuRb0YmkMKiTSlVskysXuwvLF+HxIivlcq7LzYKTNZsN2u73MFEJCnhcvwKBUZy2BrduiN+mF8Leva4t6Sp71Dti4pJJz5sw9AlriL2CTJ8txUytJigVaaWSq9ImUex9VleVit1Ilz+e51au8d+8epRTOzs6Y5x2PPvoYjz32uI2FT/Iox3aJQXGZcUHk+bGsiWcnm7aMI/d/UPWI3oA6BCx/eeqBKFH+LSQ4+xzt8ftiavWhKkLhBYWI3VeV6eSkCQABb8TfETK55PERi2noa4zBJZzTmfd+aolLUIuIJy6zORLGNoBUhIuL88Zw9r0vGjSlPRXxCNeoJ8mLaSoiLPNu6CuArN5J3DeSmgWTt7neNZ/72QhW93AJcz8/f5dq4/r4t6bwEzfbiV4ySMbciHNbzICIwTNDtbXY0NqcGcaO5hbt928beyRui3fYWk31nFYpJRa3Rcyz5/FXOC/OWKu932WZfR/P7RxQL8oibU5HZa1ohxn2rePz+TlULziee078O3fuXHoPsXkltfiftqkoK0eVcTO9Ct0IRg8Ggex2O/Jmg0xTgzyg79Ix0TPS3ed8MCMZVVUzggQGvj8YKVm1mSklyFDqTKaiRZqPda1rNRZAkqIZUu2RmjEBR2kqjFEFbYZYYwyYSijClE6IVAfhTB4bTLJGkrcbn3DWvxdffJEX7rzIm970Js7O3mCBTpHaVCIQK/DOkG6GTST6cYDBB43wUh2Ywn0Nj8N9srtsjjLGSgraOz5KSsFMx3bVYLhqHhpaI0r5MG6+j/OOTL6dF7+xhmXGDZzkVY3cC0OGOrjAAMWZxjfvFqaUmOvSIIuLiwsu7t41hp0uJ1+Lsbb21bZx2SIfA2gs4nOJKFjXHk0TGqC/YQxk5QET49A3BwhIw5h0+KH7Hey5nt9Ghn5HgOAI8dh8FZZ6+J2MlKvZvgwb3y8MbvfN0m1eIzV8f3hzY9bKWmsv7l2sxmyDaW2wXV4Yop8lNORuQzAG2qHPUkqD59rz/Lc0tCsg42hr5wfRPrXC4L4KJr/X4sx6f8xGvhO/j4LqmIb8qnQzGL2Y++H29LTj4tq9FPa9DYIhWeKo2hj/NE1sPLow4JlUPHfFBLrsqJp9ize8cldMpUUT1Q0mzUgzeHhoNWy8SuCDpkVmBc2WZCyLslTbhSfZog7/EFK0J39aBGqyaNosBr+k2pOMTdPUNp3ZF+LDjz3KQ489SlHlhTsvGrqgapk/c/ZUDps2uVrSNLVlfb8ouhFW2mechz6Px/Jw3yZlSccVw2A2lj+83wQ9yJjV8V9gtRRKbaHrI+MZpfvwzmj983nQFvigvo/PDOk7JPU2D9M6pUS8y30GHs+g1OaZZV2pztSxCOr2HO9SeAzVgPjUGUSlKLTaosM7WrQ2BwMb/8t2ivCiqe5BUhvDNi1TnAGbdxbDvbz+atsYOmOd1Dy9Yr4uvi5azVNMUwODr6pY8FKS4sbYDk1NakJO2ObafHBNJDWDVE9VsO/iPGo2ofFEn4GWgqRtGKlrz/vukqHtj4XLGxNX9+oRc+BI4MGW9m6WoV2HhaTU3n1oS03Lqe4e2jaKyGZqtpGCXVNrbfn5Xw3dCEZvmSJPydmi8NrLu084v+Qesmy761pyFVVStcjYHYVSFzjPTSIQEXAVbpJkEoAUL2Ltg+8L25hMQfLGJqWVWLaEZimRJ9uYmreNM7Oc1m6CsRsHJp9TMkjIN6ViQC2SlJ0WcjX4p5RCnRdj5J62dVaritUZs1JKRuSEvDcJqmsSwaD2F8X9aFTxC91w2N+ZtPatmLga9p3wDXG4JiZ9uL8u7kprUNS52106TBSYbvEEdsG0a1WKezcEPKaqlshuWdjmiTLPKy+rfRhn/Dvi0/F+kq79zS1k3aXuuhqKoY91WLjOqFOPLp2rBfNlEqNPfH+2zc9JjTHNETegQzbUvfXQ2u5BS6EBRuqMsDM9HBMAABbYSURBVFXF2ski7di93GsKjDakEaZUdXtVUrQEI8pULO3DCKXszxl1/3VR69ukBtPiJfZEPXVB0Zb6o82vjdcR8KC6Wm3jXCgmlI18bkjI1jSPYuMYfdIBZhUFnZeuaSZpWUAjbUkICqrKVhIFZaf9OfNgc5rcFiCqzeGhacZC08pSrVBifPx6sq0Zr7xVygDxUdb9jM1oieLiV6ebweiRQZJ2I2xSchJqGXJtS3dhDAxvhHJSStTiaLvYBiIVJlezY9mP7l40w1lQCQ0fcLdNdfUrWw7vKGwSzC1vN13CkUpZFMnSjEjQJces5osf3kFxD5ukkNUXVLocDAORga8bxUSUpGNu6jWEsfI2qesETiOzjjaO5zcVFpqRMqTBmHUhDekmoo5rK4wwTZPVDfXzwsgVMEVoanfu3GGbN7x0bsw+cpNHf22hm/eKLsXzvXRYIiIhW5+2W5aLnbmyDuM3wjujjSUk0djc7VyrcbtOObHWfCxXTIfKJBmjiYhsi7CsxH4TBeVLFKgXNzX7M0Y4QlXb+Rv30li9l2J+5AWPtKyRNM2NqLUHfsUmP0roIqYNC1HlSF063QsEc2ajVUlszANNOxNTWGUEHaG9GL8m8IS2pRYfGkFO8S6CdUWxkbnaxpUwLWJGHZpSqCMEU/uaHcavLZtUKKIEu7P6TJYXKOBRlfU6k+iPKkU8HxS0ilsNbqzqeRVqw+FHLTDy5Vj93962aKikGMcKulAHTUJITLWvs3AJFZGVcHIVukrN2FPg54ATP/8jqvq3ReTHgD8EvOCn/gVVfUbs6f8Q+A7grh//pZd/iJKKedDklEjTZJNyXnolFVdZQl3c7OFVCqgszuA9qrQKJUPJNomibF8MUlMFoU0ypZCciYcxGGheMEHBMOL5JycnHiqd2UymNl4sHVOu5wYrbDYbEA7CUeAGpKLUNFPV+l93leX553nkkUdIaeK5556j7LoXxHk2Bpmee65hwjEJyzy3zJmhWo5FC0KCDQNg9Cs+h0Qdm20pVmR9miZPONYhgoZ1hnSXkhX+yLl5BzU8vFQPVgOTa+w+UUg6oJN2f1Gqzl6pZ68e6Hq+toIXhwyg8dnu6RJyqSwsJPE+RbqFpTToJbDw7AEyDZIZIYLGi33s9hbiWMlJi5dldw2slGK50EODGhjZeVmaZC1FnFla/EJAL62PtWtey8Wu4ckM0mqkxpXqtWKx9z17hHfAGkkVIZufOFAlvGIcrqus8vJXXUhMg9G1j3cVKIZlGZTpgo0AC4ponxc5Z06miXJhox6pOkabTyqVKupSu+V6L4PGqqosK/gKoJcvtE2xO0ysMPZAEsoaLopjIWQ2/lCK25T20k3sZuZaPXdWx/qbMDF1z6SIsh+TxwHsasfnQxCJ+1w9pdnVJPoL4D2qekdENsB/FZH/5L/9dVX9yN75fxJ4u//7/cCP+N+XpwzbabtSAS+WGS2lMaOTlExtSan1cmQ04WCu8b8soJXtdMqSKlnXtVRTsvw6o9ramN0w4KUUqlaWu3dXOGJIStvtlsU9L2qtnJ+fN8PhaC8I24PUYKCDJ8uwOOKcxQ11odJ+JX+lMYVDePoK3x7aSO0LeLfMbJp7pklJ1TeFfp+hXquaT3JJEaCkTY2ekrHokNICZw3tJYxO2UvChYRdazUMdJ5bQNbiUYyV5MyrB5KI1sZYd7W0+9YRMhtonvsmCC71Nu8N1wox/Hyl2TD72NcOKwS1ew1jizZVvH+vTQtJqafHiPfDlFk8ra5d5L7YGA+MzaB5rSy1GdzronS5sDOMlq2R3ueoU9ChqH7Nvm0hwE/VLk0nw0a7VEsfp7CPBATUDMKlktJyKS87Pi+Cca41p/WGHVkx8/m91TzfbDYN8ktDbv4lNtXFatKOOW32cfLWjgO0EgLEbQbamexITQPJVipx8pqzafB7L6Vwvtt53YyeR2cFjZXUPLzauor3N7inxrWjcDpq7Vehq9SMVeCOf934v/uDu/BngH/h1/28iDwuIk+q6v96uedUrAJT2c1NildZ54tuRYAR8GLJ2ZMOZYTJJe5xB5SqnjTMVNhgEsE47t69C/PSJ0j457th72KZqfNiftdiXgHN+8dfnIggU264XhRxPgSFBC2Dz/AoYYJjei6RTu7JEn0cC0YA5DyxLLMXGnZGnHucAYhJS76Allo5F2FypqCSG14YcFQkcRpdxFSlbVyRBmIuEKxPTAeniMFwi1Z2LgE1LaM2bkOR7hURhulZxnEqq9ztEZiW6mJFaYq4TSN1g2Sulieo9HTPDQohHu3Srm/mifUGG+cUsasObSSNSfn8Ylh0ttmbt0a8v8XT/eaqlPmCTPb4usF7Ju5poZ7d1pGzzb1SEffMqpES258X4yrhwhf9le5UQDINJbtWsDIcDi7FYYTUcVNPiZPaU36UUrnnkFwwnzaXFz049+9HY+RwtDWl1DbruG9Agqnoqu3WCPsTGvQhTa9h+GVdlWyEqpQhrUlopIOm2vqoHf7b7XbgidfifYwpy8fNqkFoA6yq0CCZpH0b39f4W8EU2Y+cvhpdCaMXc3z9FPCNwA+r6idE5C8Bf09Evh/4GPBBVb0A3gz81nD5F/3YfRm9qppxcSiyPVZ+36RMWUqPXlVLyqVLIW0m7l1cNLhgPr9gcWgkmGMMyjxbaUIVacmDZPFowuFFLkKzvic1fDA5EwOz2o/MOZhBSMBLpCJNluyrLQZNSK4USehQA3VcUKrKWPa3uqpY8BD9wHPdZ3dXlhWjMi8bM/o0Sa/BJYMXQM5MajhtqRGNOuCL/i8Mg8vgLWJ45uV3GEwzNJE2JnWBkrz2Z7+wQR4DNj2OSUzjrLCIUju02cZ+loLkPYgGk8jGCOJ9KKHgnRokp/h9rmVgeIdproUsuSXnCi0wLqixyWnPQ1OSIOJ2mySXNp99BtVsCqoBGpsdB2caIoMXTcBCwz2LuyzOEW2ZKF6pZm3MLC1wTfd882Nswg0xJUvjcT9vrfGaQ6SqKyk2qTa314CB9iE3sGy1OVs96DbfhzqwwSLb3Bk1BRHmUeBSvTSBm3ZEd+091I5xbQAtrqWG4NY8nC6n5j40TuP9493GNStNZ3ANZTjnqnQlRq9mbXpKRB4HflJEfg/wIeC3sSygHwb+JvB3WS3Ffov9AyLyfuD9YMm+vvQ/vtBe5uihMm0NzqnL4hbzXsU+JloYY72tbcePgQj/XPtiKQ12Lt1nuoTfFtYeTqYSEEFxaMEWaVSySs7YW/6LMBapMicPGhFjzrlY+Pmie37jgkl+VUlSqY5Dx7IzKbNb6rs7WNmb2NIiZ3d09ThSLCQfg6U0Od5dQM0mEjhhUI7qRQqFvYnvsFIVW7iFiIJdSKIok2827l8/MFOTZgoqVmiGgHkcnov+TApMucUmpNoXQUKgCKI9aEWFFbzR2rr/uVa2YuOgU6YupWkiKVkK5zHddFBKCS3FBYuO30aO8Z7F1Ca9BGML5iAWIhUW2nB/Xc27CARUmkdJmye1mtZZ17BJUhrGnlLiQmuDFMAxf1WzO7h7ocFU3XXUtLXLnj3jZxGhDjEt+3aP+Dyux5FpNdgId8HUXiBk3MfHDR+640XBBAqLU+lS8iZlTk5OVpDdPiNcSe86RhFflu7HftS9eTtqKyLCcrFrbaxLx/BVdRX9Cr29kyR2ZVlBx6GFByy0/9wR+hmDRa9Cr8rrRlWfF5GfBd6rqn/fD1+IyI8Cf82/fxH4huGytwBfOnCvD2MbBCfbrb700ksOCXiTxHb2i8iDPbhLaUrUXAymU1voi3ouGk8a1iaKJx6LBcBQO3NRZZEKNTXPAhGzlNdaQYQkVtKteyQUW1BUSOZitgBSrN1jKbFaa8+OqTaxF4Wk1ZjXgHvWElgsVF/lebS4i7n82eQb/X89fjdAVswopbIgaph3xj0sfKFoWS/KVu0me56Qam2dJLHMpgEVq8xs7UgWc7BBWLySUZOAVRGSc6+6LvQhPWzdfJszy8CUzaZYu8QN1CRoWZrxqTqkgtCSb4XGNOLqTdPKxpgPMaW7NSoodVVckzQpTUfowMco76nyo+++qrIvxxap1rHaF+lcu0towHzQIbExylZEmJdu76m1UgZf8uhX8TKEBfPqiUjNBhsI7OrCpImpJhbtm2md7dq59s2haawDRlw8rUICzrYnK/x/nMujFjOO+z78YWkthkh1LjPX0fsqINWRQmPfJVnNr2h7XFtKaWvYMtP2tA8NMx/GPhwaYi60c5WWtCzefxROmWfL01OWHngYSfgCqWjanWrzyovfa/V0FT722+22tbv4xtmOnWxXrpivRFfxunkjMDuTPwP+GPADgbuLjep3Ap/xS34K+Msi8uOYEfYFfQV8XlF2LFYiSxeYhLpYAEiEdGfEsGe7AGbhAgssmBJMNaFRzqma764tcm142eLW7zRsBNZHZQrPgmzYb5TyC5W7OhYb18y4BFcKqDANbq15km6kXJaWArn4xrOosgGb5I6nT2KuoUuqpCkhi1AkFr8zBc99MUoj0GGTyeUhrcoikX4Zis7+fM8bXxVS+Clj2kdS0s6wRZUhW2BO5t9d++KNPNtLVoqJ0JRaDuYRMafzHpwSv2lKTZ2ORbUrC5ncDNDRz5wz4jAI0sdx9BGP+0TZOJ+7ZsiNRVoPwwzM5q21pGqAqaZ1LvFa28axnwBshUW7cXg/VsHeU+kGUDfaigg77ZJxrbVJ1GP6hMbMtXtEQZfm2zzWtTE2tBPTdBZQYVZlp2uDqYhQF3d9PSDV5py7c4HbRMZ3uSt904jrGpx1H1uVRcfa+9Ram3Y89n3cKGJDjeNggYVRWxmMAW+325VUHOc+8sgjnL90l83pSWtXbGriUG5cH0VNRjfk0FBakkBMrpqmTXt34dzR5qLHiYisNYF4HnTPPVVlmiwFckomvC3LTEq5ucjGGG42mzZeTz/99OX5fICuItE/Cfxzx+kT8G9U9aMi8nHfBAR4BvheP/8/Yq6Vn8fcK//iKz9C3BjqVuellztLAU8231+XrqQHP+w8Ki1Vl9pTYrcsSIlJ7/fyv/GiVomQciyWpQWVzMUyaiIVWGNmkySKG4XjXo0pReTfcH+DYZQp5RWDknmBaWqVspImyhLl5CqbZN8nBebFQ8nNWybuEQxu426KAXGYRw3N7y9RzMFMc4MOYlxqtf5memSwSTlrL6MmLdGgVfsuslJBiwd/aVU2GszIJO5dWZB5XUSiaV+7ecWEtPZgmZD+VIQ6l/VmgqUlCB/naO/4WZMZ/EM6lsmSTBW1zVGXkMw9WCYNSas2xlTCqN1ghdLd42J+7NepPQQdjRL7JMYglnlpgThtXAetwq4R6tQNmCND3OapSdk19YCpmhO7XRSunldeI/E5pcml18TZ2QnzvONksqylu2IBe+FqfHp6ynx+ATlxdnbW2hkwRLgeBkVSr1IKDz/8MLvdztueV20pxRh0SLgxl+d5ZrPZtOe3eTsYS7fb7Uqij7UY735s0yjFgxde2fUcOCNjj76NkbLm0JFcJpDW1oD+DmkyKxiqAVTdqcLOT00zkmb7G2tguMu0NyXcaq9CV/G6+TTwjgPH33Of8xX4wJVbAAjKRrBUqjp1zwHVZjTZJkgs1KrUNJmv74Bz1mo56GPixKRoKjm+84sy46pt7S80l4YOWnEEZ/xad0QK4iy5YWNVLchihMnC4BuRjKkukKGqQLXnLCw2UZadeRU5TJMUUAvW0io9XzYzkrwJi1vyB0ZsGLnnSxHLSmiujANziXwrpZJyxwm78XGdEzzn3INU6kxOHUds0owzveIplkWxGrqECptZSsAGlkpWHQcXfKOOzJ3q73BZ+wuXJikOWPQSTFuam2owhrkWNsly7o85YIa52Zh8jMv4W1Lz3Ag70YpBD4VuRngh3CkXlwzrvLSo1N1ut1rs4SIX49OC5ZLw8MMPc/fuXba1Nj/2qI4WGu327A0NehCBzeak3TclK7cY8z6kSVXl7Oxs1Y7RRc8gkcJm0yGDqPNwfn6vawSDFhmbcozFyNRtjOulsRrn2+gBHpsRrA3EzdspJ6CuNrx9Rrx/vSp756wx+3AlDkhORFoOo/Gd16ps9lwr1SvU5XbP1CAUm9sd8opgL21j0b3ZWrnD2IyAOs9sU8TtROIP08qjvGHyoiavJqEZgBxUZV9nEpEXgc9ddzteY/o64CvX3YjXkI79ufn0oPXp2J9Xpt+pqm98pZNuRAoE4HOq+m3X3YjXkkTkkw9Sn479ufn0oPXp2J/Xjl5NFO2RjnSkIx3pFtKR0R/pSEc60gNON4XRf/i6G/BVoAetT8f+3Hx60Pp07M9rRDfCGHukIx3pSEf66tFNkeiPdKQjHelIXyW6dkYvIu8Vkc+JyOdF5IPX3Z6rkIj8MxF5VkQ+Mxz7WhH5aRH5Df/7NX5cROQfef8+LSLvvL6WHyYR+QYR+RkR+ayI/JqIfJ8fv819OhWRXxCRX/E+/R0//rtE5BPep38tIls/fuLfP++/v/U6238/EpEsIr8sIh/177e2PyLyBRH5VRF5RkQ+6cdu7ZwDEMvW+xER+XVfT+++CX26VkYvFm37w1gO+28BvltEvuU623RF+jHgvXvHPgh8TFXfjmfz9ONjfv73Y/n5bxotwF9V1W8G3gV8wN/Dbe5T1FH4VuAp4L0i8i7gB4Af9D49B7zPz38f8JyqfiPwg37eTaTvAz47fL/t/fkjqvrU4HZ4m+ccWNGl/6yq3wR8K/aurr9PES14Hf+AdwNPD98/BHzoOtv0Ktr+VuAzw/fPAU/65yex2ACAfwx896Hzbuo/4D8Af/xB6RPwBuCXsNxLXwEmP97mH/A08G7/PPl5ct1t3+vHWzBG8R7go1hg9m3uzxeAr9s7dmvnHPAo8D/3x/km9Om6oZv75a6/jfQ71JO3+d+v9+O3qo+u4r8D+AS3vE8OczwDPAv8NPCbwPOqGikQx3a3PvnvLwBPvL4tfkX6IeBvQEuS+QS3uz8K/BcR+ZRY2nK43XPubcD/Bn7U4bV/IiIPcQP6dN2M/lBG5QfNDejW9FFEHgZ+Avgrqvr/Xu7UA8duXJ9UtajqU5gk/PuAbz50mv+90X0SkT8FPKuqnxoPHzj1VvTH6dtV9Z0YhPEBEfmDL3PubejPBLwT+BFVfQfwEh2mOUSvW5+um9FfKXf9LaEvi8iTAP73WT9+K/ooVg/4J4B/qar/zg/f6j4FqerzwM9i9ofHRSRSf4ztbn3y3x8D/u/r29KXpW8H/rSIfAH4cQy++SFub39Q1S/532eBn8Q249s8574IfFFVP+HfP4Ix/mvv03Uz+l8E3u6eA1vgz2L57G8j/RTwPf75ezCcO47/ebewv4sr5Od/vUlEBPinwGdV9R8MP93mPr1RrCIa0usofBb4GeC7/LT9PkVfvwv4uDpwehNIVT+kqm9R1bdi6+TjqvrnuKX9EZGHROSR+Az8Caymxa2dc6r628Bvicjv9kN/FPhv3IQ+3QADxncA/x3DT//Wdbfnim3+V1gN3Bnbld+H4Z8fA37D/36tnyuYZ9FvAr8KfNt1t/9Af/4ApjJ+Gqst8Iy/l9vcp98L/LL36TPA9/vxtwG/gNVL+LfAiR8/9e+f99/fdt19eJm+/WHgo7e5P97uX/F/vxZr/zbPOW/nU8Anfd79e+BrbkKfjpGxRzrSkY70gNN1QzdHOtKRjnSkrzIdGf2RjnSkIz3gdGT0RzrSkY70gNOR0R/pSEc60gNOR0Z/pCMd6UgPOB0Z/ZGOdKQjPeB0ZPRHOtKRjvSA05HRH+lIRzrSA07/H1vH5Tl473soAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x7f1c4df390>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "%matplotlib inline\n",
    "\n",
    "ret, frame = cap.read()\n",
    "assert ret, \"Failed to read frame\"\n",
    "plt.imshow(frame)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "d4422962f9624879a748e8cbfb6e2d2a",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "Image(value=b'', format='jpeg')"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Warming up... Done\n",
      "--- Time Stats \t Loop: 5.46748685836792s \t Inference: 5.326673269271851 ------\r"
     ]
    },
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-9-58b864e1b8a1>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     29\u001b[0m     \u001b[0mstart_time\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     30\u001b[0m     \u001b[0;32mwith\u001b[0m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcuda\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mamp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mautocast\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 31\u001b[0;31m         \u001b[0mpred\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpredictor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mframe\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     32\u001b[0m     \u001b[0minference_time\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtime\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtime\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m-\u001b[0m \u001b[0mstart_time\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     33\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/engine/defaults.py\u001b[0m in \u001b[0;36m__call__\u001b[0;34m(self, original_image)\u001b[0m\n\u001b[1;32m    316\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    317\u001b[0m             \u001b[0minputs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m{\u001b[0m\u001b[0;34m\"image\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mimage\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"height\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mheight\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"width\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mwidth\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 318\u001b[0;31m             \u001b[0mpredictions\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0minputs\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    319\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mpredictions\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    320\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m    725\u001b[0m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_slow_forward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    726\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 727\u001b[0;31m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mforward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    728\u001b[0m         for hook in itertools.chain(\n\u001b[1;32m    729\u001b[0m                 \u001b[0m_global_forward_hooks\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/meta_arch/retinanet.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, batched_inputs)\u001b[0m\n\u001b[1;32m    277\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mlosses\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    278\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 279\u001b[0;31m             \u001b[0mresults\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0minference\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0manchors\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpred_logits\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpred_anchor_deltas\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mimages\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mimage_sizes\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    280\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mjit\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mis_scripting\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    281\u001b[0m                 \u001b[0;32mreturn\u001b[0m \u001b[0mresults\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/meta_arch/retinanet.py\u001b[0m in \u001b[0;36minference\u001b[0;34m(self, anchors, pred_logits, pred_anchor_deltas, image_sizes)\u001b[0m\n\u001b[1;32m    413\u001b[0m             \u001b[0mdeltas_per_image\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mimg_idx\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mx\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mpred_anchor_deltas\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    414\u001b[0m             results_per_image = self.inference_single_image(\n\u001b[0;32m--> 415\u001b[0;31m                 \u001b[0manchors\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpred_logits_per_image\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdeltas_per_image\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mimage_size\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    416\u001b[0m             )\n\u001b[1;32m    417\u001b[0m             \u001b[0mresults\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mappend\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mresults_per_image\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/meta_arch/retinanet.py\u001b[0m in \u001b[0;36minference_single_image\u001b[0;34m(self, anchors, box_cls, box_delta, image_size)\u001b[0m\n\u001b[1;32m    452\u001b[0m             \u001b[0;31m# 1. Keep boxes with confidence score higher than threshold\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    453\u001b[0m             \u001b[0mkeep_idxs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpredicted_prob\u001b[0m \u001b[0;34m>\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtest_score_thresh\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 454\u001b[0;31m             \u001b[0mpredicted_prob\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpredicted_prob\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mkeep_idxs\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    455\u001b[0m             \u001b[0mtopk_idxs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnonzero_tuple\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mkeep_idxs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    456\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
     ]
    }
   ],
   "source": [
    "import ipywidgets\n",
    "from IPython.display import display\n",
    "from detectron2.utils.video_visualizer import VideoVisualizer\n",
    "from jetcam.utils import bgr8_to_jpeg\n",
    "import time\n",
    "\n",
    "image_widget = ipywidgets.Image(format='jpeg')\n",
    "display(image_widget)\n",
    "\n",
    "vis = VideoVisualizer(metadata=mstd_metadata)\n",
    "\n",
    "# GPU warmup\n",
    "print(\"Warming up...\", end=\" \")\n",
    "ret, frame = cap.read()\n",
    "assert ret, \"Failed to read frame\"\n",
    "with torch.cuda.amp.autocast():\n",
    "    pred = predictor(frame)\n",
    "print(\"Done\")\n",
    "\n",
    "while True:\n",
    "    loop_start = time.time()\n",
    "    \n",
    "    if cap.grab():\n",
    "        ret, frame = cap.retrieve()\n",
    "    else:\n",
    "        print(\"Error reading frame. Skipping\")\n",
    "        continue\n",
    "        \n",
    "    start_time = time.time()\n",
    "    with torch.cuda.amp.autocast():\n",
    "        pred = predictor(frame)\n",
    "    inference_time = time.time() - start_time\n",
    "    \n",
    "    v = vis.draw_instance_predictions(frame, pred[\"instances\"].to(\"cpu\"))\n",
    "    image_widget.value = bgr8_to_jpeg(v.get_image())\n",
    "    \n",
    "    loop_time = time.time() - loop_start\n",
    "    \n",
    "    print(f\"--- Time Stats \\t Loop: {loop_time}s \\t Inference: {inference_time} ---\",\n",
    "          end='\\r', flush=True)\n",
    "\n",
    "#camera.running = True\n",
    "#camera.observe(update_frame, names='value')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "cap.release()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Export to TensorRT"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "ename": "ModuleNotFoundError",
     "evalue": "No module named 'detectron2.export'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mModuleNotFoundError\u001b[0m                       Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-31-b2741599bc83>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mdetectron2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmodeling\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mRetinaNet\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mbuild_model\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      2\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mdetectron2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcheckpoint\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mDetectionCheckpointer\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 3\u001b[0;31m \u001b[0;32mfrom\u001b[0m \u001b[0mdetectron2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mexport\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mCaffe2Tracer\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      4\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      5\u001b[0m \u001b[0mtorch_model\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbuild_model\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mModuleNotFoundError\u001b[0m: No module named 'detectron2.export'"
     ]
    }
   ],
   "source": [
    "from detectron2.modeling import RetinaNet, build_model\n",
    "from detectron2.checkpoint import DetectionCheckpointer\n",
    "from detectron2.export import Caffe2Tracer\n",
    "import onnx\n",
    "\n",
    "torch_model = build_model(cfg)\n",
    "DetectionCheckpointer(torch_model).resume_or_load(cfg.MODEL.WEIGHTS)\n",
    "torch_model.eval()\n",
    "\n",
    "original_image = detection_utils.read_image(traffic_sign_detector/test_maps.png,\n",
    "                                       format=cfg.INPUT.FORMAT)\n",
    "aug = T.ResizeShortestEdge(\n",
    "            [cfg.INPUT.MIN_SIZE_TEST, cfg.INPUT.MIN_SIZE_TEST],\n",
    "            cfg.INPUT.MAX_SIZE_TEST)\n",
    "height, width = original_image.shape[:2]\n",
    "image = aug.get_transform(original_image).apply_image(original_image)\n",
    "image = torch.as_tensor(image.astype(\"float32\").transpose(2, 0, 1))\n",
    "inputs = {\"image\": image, \"height\": height, \"width\": width}\n",
    "\n",
    "exported_model = Caffe2Tracer(cfg, torch_model, [inputs])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": true,
    "jupyter": {
     "outputs_hidden": true
    },
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Failed to load OpenCL runtime\n",
      "\u001b[32m[04/26 08:28:06 detectron2]: \u001b[0mCommand line arguments: Namespace(config_file='/data/detectron2/configs/COCO-InstanceSegmentation/mask_rcnn_R_50_FPN_3x.yaml', export_method='caffe2_tracing', format='onnx', opts=['MODEL.WEIGHTS', '/data/output/model_final.pth', 'MODEL.DEVICE', 'cpu'], output='/data/model_onnx', run_eval=False, sample_image='/data/traffic_sign_detector/test_maps.png')\n",
      "/usr/local/lib/python3.6/dist-packages/torch/onnx/utils.py:258: UserWarning: `add_node_names' can be set to True only when 'operator_export_type' is `ONNX`. Since 'operator_export_type' is not set to 'ONNX', `add_node_names` argument will be ignored.\n",
      "  \"`{}` argument will be ignored.\".format(arg_name, arg_name))\n",
      "/usr/local/lib/python3.6/dist-packages/torch/onnx/utils.py:258: UserWarning: `do_constant_folding' can be set to True only when 'operator_export_type' is `ONNX`. Since 'operator_export_type' is not set to 'ONNX', `do_constant_folding` argument will be ignored.\n",
      "  \"`{}` argument will be ignored.\".format(arg_name, arg_name))\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:31: TracerWarning: Converting a tensor to a Python boolean might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  assert tensor.dim() == 2 and tensor.size(-1) in [4, 5, 6], tensor.size()\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:385: TracerWarning: Converting a tensor to a Python boolean might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  if num_classes + 1 == class_logits.shape[1]:\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:394: TracerWarning: Converting a tensor to a Python boolean might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  assert box_regression.shape[1] % box_dim == 0\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:401: TracerWarning: Converting a tensor to a Python boolean might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  if input_tensor_mode:\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:448: TracerWarning: Converting a tensor to a Python boolean might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  legacy_plus_one=False,\n",
      "/usr/local/lib/python3.6/dist-packages/torch/tensor.py:593: RuntimeWarning: Iterating over a tensor might cause the trace to be incorrect. Passing a tensor of different shape won't change the number of iterations executed (and might lead to errors or silently give incorrect results).\n",
      "  'incorrect results).', category=RuntimeWarning)\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:462: TracerWarning: Converting a tensor to a Python number might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  for i, b in enumerate(int(x.item()) for x in roi_batch_splits_nms)\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:76: TracerWarning: Converting a tensor to a Python index might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  data_len = len(value)\n",
      "/usr/local/lib/python3.6/dist-packages/detectron2/export/c10.py:95: TracerWarning: Converting a tensor to a Python index might cause the trace to be incorrect. We can't record the data flow of Python values, so this value will be treated as a constant in the future. This means that the trace might not generalize to other inputs!\n",
      "  return len(self.indices)\n"
     ]
    }
   ],
   "source": [
    "!cd ../detectron2/tools/deploy && \\\n",
    "python3 ./export_model.py --config-file /data/detectron2/configs/COCO-InstanceSegmentation/mask_rcnn_R_50_FPN_3x.yaml \\\n",
    "                          --format onnx  --output /data/model_onnx \\\n",
    "                          --sample-image /data/traffic_sign_detector/test_maps.png \\\n",
    "                          MODEL.WEIGHTS /data/output/model_final.pth \\\n",
    "                          MODEL.DEVICE cpu"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "&&&& RUNNING TensorRT.trtexec # /usr/src/tensorrt/bin/trtexec --onnx=/data/model_onnx/model.onnx --saveEngine=resnet50_engine.trt\n",
      "[04/26/2021-08:57:34] [I] === Model Options ===\n",
      "[04/26/2021-08:57:34] [I] Format: ONNX\n",
      "[04/26/2021-08:57:34] [I] Model: /data/model_onnx/model.onnx\n",
      "[04/26/2021-08:57:34] [I] Output:\n",
      "[04/26/2021-08:57:34] [I] === Build Options ===\n",
      "[04/26/2021-08:57:34] [I] Max batch: 1\n",
      "[04/26/2021-08:57:34] [I] Workspace: 16 MB\n",
      "[04/26/2021-08:57:34] [I] minTiming: 1\n",
      "[04/26/2021-08:57:34] [I] avgTiming: 8\n",
      "[04/26/2021-08:57:34] [I] Precision: FP32\n",
      "[04/26/2021-08:57:34] [I] Calibration: \n",
      "[04/26/2021-08:57:34] [I] Safe mode: Disabled\n",
      "[04/26/2021-08:57:34] [I] Save engine: resnet50_engine.trt\n",
      "[04/26/2021-08:57:34] [I] Load engine: \n",
      "[04/26/2021-08:57:34] [I] Builder Cache: Enabled\n",
      "[04/26/2021-08:57:34] [I] NVTX verbosity: 0\n",
      "[04/26/2021-08:57:34] [I] Inputs format: fp32:CHW\n",
      "[04/26/2021-08:57:34] [I] Outputs format: fp32:CHW\n",
      "[04/26/2021-08:57:34] [I] Input build shapes: model\n",
      "[04/26/2021-08:57:34] [I] Input calibration shapes: model\n",
      "[04/26/2021-08:57:34] [I] === System Options ===\n",
      "[04/26/2021-08:57:34] [I] Device: 0\n",
      "[04/26/2021-08:57:34] [I] DLACore: \n",
      "[04/26/2021-08:57:34] [I] Plugins:\n",
      "[04/26/2021-08:57:34] [I] === Inference Options ===\n",
      "[04/26/2021-08:57:34] [I] Batch: 1\n",
      "[04/26/2021-08:57:34] [I] Input inference shapes: model\n",
      "[04/26/2021-08:57:34] [I] Iterations: 10\n",
      "[04/26/2021-08:57:34] [I] Duration: 3s (+ 200ms warm up)\n",
      "[04/26/2021-08:57:34] [I] Sleep time: 0ms\n",
      "[04/26/2021-08:57:34] [I] Streams: 1\n",
      "[04/26/2021-08:57:34] [I] ExposeDMA: Disabled\n",
      "[04/26/2021-08:57:34] [I] Spin-wait: Disabled\n",
      "[04/26/2021-08:57:34] [I] Multithreading: Disabled\n",
      "[04/26/2021-08:57:34] [I] CUDA Graph: Disabled\n",
      "[04/26/2021-08:57:34] [I] Skip inference: Disabled\n",
      "[04/26/2021-08:57:34] [I] Inputs:\n",
      "[04/26/2021-08:57:34] [I] === Reporting Options ===\n",
      "[04/26/2021-08:57:34] [I] Verbose: Disabled\n",
      "[04/26/2021-08:57:34] [I] Averages: 10 inferences\n",
      "[04/26/2021-08:57:34] [I] Percentile: 99\n",
      "[04/26/2021-08:57:34] [I] Dump output: Disabled\n",
      "[04/26/2021-08:57:34] [I] Profile: Disabled\n",
      "[04/26/2021-08:57:34] [I] Export timing to JSON file: \n",
      "[04/26/2021-08:57:34] [I] Export output to JSON file: \n",
      "[04/26/2021-08:57:34] [I] Export profile to JSON file: \n",
      "[04/26/2021-08:57:34] [I] \n",
      "----------------------------------------------------------------\n",
      "Input filename:   /data/model_onnx/model.onnx\n",
      "ONNX IR version:  0.0.6\n",
      "Opset version:    9\n",
      "Producer name:    pytorch\n",
      "Producer version: 1.7\n",
      "Domain:           \n",
      "Model version:    0\n",
      "Doc string:       \n",
      "----------------------------------------------------------------\n",
      "[04/26/2021-08:57:39] [I] [TRT] ModelImporter.cpp:135: No importer registered for op: AliasWithName. Attempting to import as plugin.\n",
      "[04/26/2021-08:57:39] [I] [TRT] builtin_op_importers.cpp:3659: Searching for plugin: AliasWithName, plugin_version: 1, plugin_namespace: \n",
      "[04/26/2021-08:57:39] [E] [TRT] INVALID_ARGUMENT: getPluginCreator could not find plugin AliasWithName version 1\n",
      "ERROR: builtin_op_importers.cpp:3661 In function importFallbackPluginImporter:\n",
      "[8] Assertion failed: creator && \"Plugin not found, are the plugin name, version, and namespace correct?\"\n",
      "[04/26/2021-08:57:39] [E] Failed to parse onnx file\n",
      "[04/26/2021-08:57:39] [E] Parsing model failed\n",
      "[04/26/2021-08:57:39] [E] Engine creation failed\n",
      "[04/26/2021-08:57:39] [E] Engine set up failed\n",
      "&&&& FAILED TensorRT.trtexec # /usr/src/tensorrt/bin/trtexec --onnx=/data/model_onnx/model.onnx --saveEngine=resnet50_engine.trt\n"
     ]
    }
   ],
   "source": [
    "!/usr/src/tensorrt/bin/trtexec --onnx=/data/model_onnx/model.onnx --saveEngine=resnet50_engine.trt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "ename": "RuntimeError",
     "evalue": "While parsing node number -1:\nbuiltin_op_importers.cpp:3661 In function importFallbackPluginImporter:\n[8] Assertion failed: creator && \"Plugin not found, are the plugin name, version, and namespace correct?\"",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mRuntimeError\u001b[0m                              Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-1-9f6157a5317a>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[0mmodel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0monnx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mload\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"/data/model_onnx/model.onnx\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 8\u001b[0;31m \u001b[0mengine\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbackend\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mprepare\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdevice\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'CUDA:0'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      9\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     10\u001b[0m \u001b[0moutput_data\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mengine\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mrun\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mimg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/onnx_tensorrt/backend.py\u001b[0m in \u001b[0;36mprepare\u001b[0;34m(cls, model, device, **kwargs)\u001b[0m\n\u001b[1;32m    252\u001b[0m         \"\"\"\n\u001b[1;32m    253\u001b[0m         \u001b[0msuper\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mTensorRTBackend\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcls\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mprepare\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdevice\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 254\u001b[0;31m         \u001b[0;32mreturn\u001b[0m \u001b[0mTensorRTBackendRep\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdevice\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    255\u001b[0m     \u001b[0;34m@\u001b[0m\u001b[0mclassmethod\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    256\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mrun_model\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcls\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmodel\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minputs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdevice\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'CUDA:0'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/onnx_tensorrt/backend.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, model, device, max_workspace_size, serialize_engine, verbose, **kwargs)\u001b[0m\n\u001b[1;32m     84\u001b[0m                     (error.file(), error.line(), error.func(),\n\u001b[1;32m     85\u001b[0m                      error.code(), error.desc()))\n\u001b[0;32m---> 86\u001b[0;31m             \u001b[0;32mraise\u001b[0m \u001b[0mRuntimeError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmsg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     87\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mmax_workspace_size\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     88\u001b[0m             \u001b[0mmax_workspace_size\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m1\u001b[0m \u001b[0;34m<<\u001b[0m \u001b[0;36m28\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mRuntimeError\u001b[0m: While parsing node number -1:\nbuiltin_op_importers.cpp:3661 In function importFallbackPluginImporter:\n[8] Assertion failed: creator && \"Plugin not found, are the plugin name, version, and namespace correct?\""
     ]
    }
   ],
   "source": [
    "import cv2\n",
    "import onnx\n",
    "import onnx_tensorrt.backend as backend\n",
    "\n",
    "img = cv2.imread(\"traffic_sign_detector/test_maps.png\")\n",
    "\n",
    "model = onnx.load(\"/data/model_onnx/model.onnx\")\n",
    "engine = backend.prepare(model, device='CUDA:0')\n",
    "\n",
    "output_data = engine.run(img)[0]\n",
    "print(output_data)\n",
    "print(output_data.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Loading config /usr/local/lib/python3.6/dist-packages/detectron2/model_zoo/configs/COCO-Detection/../Base-RetinaNet.yaml with yaml.unsafe_load. Your machine may be at risk if the file contains malicious content.\n"
     ]
    }
   ],
   "source": [
    "from detectron2.config import get_cfg\n",
    "from detectron2 import model_zoo\n",
    "import numpy as np\n",
    "\n",
    "cfg = get_cfg()\n",
    "cfg.merge_from_file(model_zoo.get_config_file(\"COCO-Detection/retinanet_R_50_FPN_3x.yaml\"))\n",
    "cfg.MODEL.WEIGHTS = \"/data/retinanet_output_3x_scaled480p/model_final.pth\"\n",
    "cfg.MODEL.RETINANET.SCORE_THRESH_TEST = 0.35\n",
    "cfg.MODEL.RETINANET.NUM_CLASSES = 401\n",
    "cfg.INPUT.MAX_SIZE_TEST = 224\n",
    "cfg.INPUT.MIN_SIZE_TEST = 224\n",
    "cfg.INPUT.RANDOM_FLIP = \"none\"\n",
    "cfg.MODEL.DEVICE = \"cuda\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "from detectron2.modeling import build_model\n",
    "\n",
    "torch_model = build_model(cfg)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "ename": "AttributeError",
     "evalue": "'list' object has no attribute 'shape'",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mAttributeError\u001b[0m                            Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-3-49ef2f4116dd>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     33\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     34\u001b[0m \u001b[0;32mwith\u001b[0m \u001b[0mEventStorage\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mstorage\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 35\u001b[0;31m     \u001b[0mtrt_model\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtorch2trt\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtorch_model\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mDataWithClone\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch2trt-0.2.0-py3.6-linux-aarch64.egg/torch2trt/torch2trt.py\u001b[0m in \u001b[0;36mtorch2trt\u001b[0;34m(module, inputs, input_names, output_names, log_level, max_batch_size, fp16_mode, max_workspace_size, strict_type_constraints, keep_network, int8_mode, int8_calib_dataset, int8_calib_algorithm, int8_calib_batch_size, use_onnx, **kwargs)\u001b[0m\n\u001b[1;32m    538\u001b[0m         \u001b[0;32mwith\u001b[0m \u001b[0mConversionContext\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnetwork\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtorch2trt_kwargs\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mctx\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    539\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 540\u001b[0;31m             \u001b[0mctx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0madd_inputs\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minputs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minput_names\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    541\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    542\u001b[0m             \u001b[0moutputs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmodule\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minputs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch2trt-0.2.0-py3.6-linux-aarch64.egg/torch2trt/torch2trt.py\u001b[0m in \u001b[0;36madd_inputs\u001b[0;34m(self, torch_inputs, names)\u001b[0m\n\u001b[1;32m    393\u001b[0m                 trt_tensor = self.network.add_input(\n\u001b[1;32m    394\u001b[0m                     \u001b[0mname\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mnames\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mi\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 395\u001b[0;31m                     \u001b[0mshape\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mtuple\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtorch_input\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshape\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    396\u001b[0m                     \u001b[0mdtype\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mtorch_dtype_to_trt\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtorch_input\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdtype\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    397\u001b[0m                 )\n",
      "\u001b[0;31mAttributeError\u001b[0m: 'list' object has no attribute 'shape'"
     ]
    }
   ],
   "source": [
    "from detectron2.utils.events import EventStorage\n",
    "from detectron2.structures import Instances, Boxes\n",
    "from torch2trt import torch2trt\n",
    "import torch\n",
    "\n",
    "H = cfg.INPUT.MIN_SIZE_TEST\n",
    "W = cfg.INPUT.MAX_SIZE_TEST\n",
    "\n",
    "instances = Instances((H, W))\n",
    "instances.set(\"gt_boxes\", Boxes(torch.ones((3,4))))\n",
    "instances.set(\"gt_classes\", torch.tensor([1,2,3]))\n",
    "\n",
    "data = {\n",
    "    \"image\": torch.ones((3, H, W)),\n",
    "    \"height\": H,\n",
    "    \"width\": W,\n",
    "    \"instances\": instances\n",
    "}\n",
    "\n",
    "class CloneRet():\n",
    "        def __init__(self, data):\n",
    "            self.data = data\n",
    "            \n",
    "        def __getitem__(self, idx):\n",
    "            return [self.data]\n",
    "\n",
    "class DataWithClone():\n",
    "    def __init__(self, data):\n",
    "        self.data = data\n",
    "    \n",
    "    def clone(self):\n",
    "        return CloneRet(self.data)\n",
    "\n",
    "with EventStorage() as storage:\n",
    "    trt_model = torch2trt(torch_model, [DataWithClone(data)])"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Custom model optimization"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'predictor' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-1-ae463435de6a>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mpredictor_half\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpredictor\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m      2\u001b[0m \u001b[0mpredictor_half\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmodel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpredictor_half\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mhalf\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mNameError\u001b[0m: name 'predictor' is not defined"
     ]
    }
   ],
   "source": [
    "predictor_half = predictor\n",
    "predictor_half.model = predictor_half.model.half()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "type(predictor_half.model)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from detectron2.modeling import META_ARCH_REGISTRY\n",
    "from detectron2.modeling.meta_arch import RetinaNet\n",
    "from typing import Dict, List, Tuple\n",
    "from torch import Tensor, nn\n",
    "\n",
    "@META_ARCH_REGISTRY.register()\n",
    "class RetinaNetHalf(RetinaNet):\n",
    "    def __init__(self, cfg):\n",
    "        super().__init__(cfg)\n",
    "        \n",
    "    def forward(self, batched_inputs: Tuple[Dict[str, Tensor]]):\n",
    "        images = self.preprocess_image(batched_inputs)\n",
    "        features = self.backbone(images.tensor.half())   # <-- This is the important line\n",
    "        tures = [features[f] for f in self.head_in_features]\n",
    "\n",
    "        anchors = self.anchor_generator(features)\n",
    "        pred_logits, pred_anchor_deltas = self.head(features)\n",
    "        # Transpose the Hi*Wi*A dimension to the middle:\n",
    "        pred_logits = [permute_to_N_HWA_K(x, self.num_classes) for x in pred_logits]\n",
    "        pred_anchor_deltas = [permute_to_N_HWA_K(x, 4) for x in pred_anchor_deltas]\n",
    "\n",
    "        if self.training:\n",
    "            assert not torch.jit.is_scripting(), \"Not supported\"\n",
    "            assert \"instances\" in batched_inputs[0], \"Instance annotations are missing in training!\"\n",
    "            gt_instances = [x[\"instances\"].to(self.device) for x in batched_inputs]\n",
    "\n",
    "            gt_labels, gt_boxes = self.label_anchors(anchors, gt_instances)\n",
    "            losses = self.losses(anchors, pred_logits, gt_labels, pred_anchor_deltas, gt_boxes)\n",
    "\n",
    "            if self.vis_period > 0:\n",
    "                storage = get_event_storage()\n",
    "                if storage.iter % self.vis_period == 0:\n",
    "                    results = self.inference(\n",
    "                        anchors, pred_logits, pred_anchor_deltas, images.image_sizes\n",
    "                    )\n",
    "                    self.visualize_training(batched_inputs, results)\n",
    "\n",
    "            return losses\n",
    "        else:\n",
    "            results = self.inference(anchors, pred_logits, pred_anchor_deltas, images.image_sizes)\n",
    "            if torch.jit.is_scripting():\n",
    "                return results\n",
    "            processed_results = []\n",
    "            for results_per_image, input_per_image, image_size in zip(\n",
    "                results, batched_inputs, images.image_sizes\n",
    "            ):\n",
    "                height = input_per_image.get(\"height\", image_size[0])\n",
    "                width = input_per_image.get(\"width\", image_size[1])\n",
    "                r = detector_postprocess(results_per_image, height, width)\n",
    "                processed_results.append({\"instances\": r})\n",
    "            return processed_results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import json\n",
    "\n",
    "with open(\"mstd_metadata.json\", \"r\") as f:\n",
    "    mstd_metadata = json.load(f)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Loading config /usr/local/lib/python3.6/dist-packages/detectron2/model_zoo/configs/COCO-Detection/../Base-RetinaNet.yaml with yaml.unsafe_load. Your machine may be at risk if the file contains malicious content.\n"
     ]
    }
   ],
   "source": [
    "from detectron2.config import get_cfg\n",
    "from detectron2 import model_zoo\n",
    "\n",
    "cfg = get_cfg()\n",
    "cfg.merge_from_file(model_zoo.get_config_file(\"COCO-Detection/retinanet_R_50_FPN_3x.yaml\"))\n",
    "#cfg.MODEL.WEIGHTS = \"/data/retinanet_output_3x/model_final.pth\"\n",
    "cfg.MODEL.WEIGHTS = \"/data/retinanet_output_3x_scaled480p/model_final.pth\"\n",
    "#cfg.MODEL.WEIGHTS = \"/data/retinanet_output_1x_scaled720p/model_final.pth\"\n",
    "cfg.MODEL.META_ARCHITECTURE = \"RetinaNet\"\n",
    "cfg.MODEL.RETINANET.SCORE_THRESH_TEST = 0.35\n",
    "cfg.MODEL.RETINANET.NUM_CLASSES = len(mstd_metadata[\"thing_classes\"])\n",
    "cfg.MODEL.DEVICE = \"cuda\"\n",
    "cfg.SOLVER.AMP.ENABLED = True\n",
    "cfg.TEST.DETECTIONS_PER_IMAGE = 10\n",
    "cfg.INPUT.MAX_SIZE_TEST = 640\n",
    "cfg.INPUT.MIN_SIZE_TEST = 480\n",
    "cfg.INPUT.RANDOM_FLIP = \"none\""
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "ename": "SystemError",
     "evalue": "Bad call flags in PyCFunction_Call. METH_OLDARGS is no longer supported!",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mSystemError\u001b[0m                               Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-5-a3ee74019c4d>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0mdetectron2\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mengine\u001b[0m \u001b[0;32mimport\u001b[0m \u001b[0mDefaultPredictor\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 2\u001b[0;31m \u001b[0mpredictor\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mDefaultPredictor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/engine/defaults.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, cfg)\u001b[0m\n\u001b[1;32m    281\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0m__init__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    282\u001b[0m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcfg\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mclone\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m  \u001b[0;31m# cfg can be modified by model\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 283\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmodel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbuild_model\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    284\u001b[0m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0meval\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    285\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mDATASETS\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mTEST\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/meta_arch/build.py\u001b[0m in \u001b[0;36mbuild_model\u001b[0;34m(cfg)\u001b[0m\n\u001b[1;32m     20\u001b[0m     \"\"\"\n\u001b[1;32m     21\u001b[0m     \u001b[0mmeta_arch\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMODEL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMETA_ARCHITECTURE\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 22\u001b[0;31m     \u001b[0mmodel\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mMETA_ARCH_REGISTRY\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmeta_arch\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     23\u001b[0m     \u001b[0mmodel\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mto\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdevice\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMODEL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mDEVICE\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     24\u001b[0m     \u001b[0m_log_api_usage\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"modeling.meta_arch.\"\u001b[0m \u001b[0;34m+\u001b[0m \u001b[0mmeta_arch\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/config/config.py\u001b[0m in \u001b[0;36mwrapped\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m    172\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    173\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0m_called_with_cfg\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 174\u001b[0;31m                 \u001b[0mexplicit_args\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_get_args_from_config\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfrom_config_func\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    175\u001b[0m                 \u001b[0minit_func\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mexplicit_args\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    176\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/config/config.py\u001b[0m in \u001b[0;36m_get_args_from_config\u001b[0;34m(from_config_func, *args, **kwargs)\u001b[0m\n\u001b[1;32m    227\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mname\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32min\u001b[0m \u001b[0msupported_arg_names\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    228\u001b[0m                 \u001b[0mextra_kwargs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mkwargs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 229\u001b[0;31m         \u001b[0mret\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfrom_config_func\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    230\u001b[0m         \u001b[0;31m# forward the other arguments to __init__\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    231\u001b[0m         \u001b[0mret\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mupdate\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mextra_kwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/meta_arch/retinanet.py\u001b[0m in \u001b[0;36mfrom_config\u001b[0;34m(cls, cfg)\u001b[0m\n\u001b[1;32m    157\u001b[0m     \u001b[0;34m@\u001b[0m\u001b[0mclassmethod\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    158\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mfrom_config\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcls\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 159\u001b[0;31m         \u001b[0mbackbone\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbuild_backbone\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    160\u001b[0m         \u001b[0mbackbone_shape\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbackbone\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0moutput_shape\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    161\u001b[0m         \u001b[0mfeature_shapes\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mbackbone_shape\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mf\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mf\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMODEL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mRETINANET\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mIN_FEATURES\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/backbone/build.py\u001b[0m in \u001b[0;36mbuild_backbone\u001b[0;34m(cfg, input_shape)\u001b[0m\n\u001b[1;32m     29\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     30\u001b[0m     \u001b[0mbackbone_name\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMODEL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mBACKBONE\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mNAME\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 31\u001b[0;31m     \u001b[0mbackbone\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mBACKBONE_REGISTRY\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mget\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mbackbone_name\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minput_shape\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     32\u001b[0m     \u001b[0;32massert\u001b[0m \u001b[0misinstance\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mbackbone\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mBackbone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     33\u001b[0m     \u001b[0;32mreturn\u001b[0m \u001b[0mbackbone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/backbone/fpn.py\u001b[0m in \u001b[0;36mbuild_retinanet_resnet_fpn_backbone\u001b[0;34m(cfg, input_shape)\u001b[0m\n\u001b[1;32m    241\u001b[0m         \u001b[0mbackbone\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mBackbone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mbackbone\u001b[0m \u001b[0mmodule\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmust\u001b[0m \u001b[0mbe\u001b[0m \u001b[0ma\u001b[0m \u001b[0msubclass\u001b[0m \u001b[0mof\u001b[0m \u001b[0;34m:\u001b[0m\u001b[0;32mclass\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;31m`\u001b[0m\u001b[0mBackbone\u001b[0m\u001b[0;31m`\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    242\u001b[0m     \"\"\"\n\u001b[0;32m--> 243\u001b[0;31m     \u001b[0mbottom_up\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mbuild_resnet_backbone\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minput_shape\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    244\u001b[0m     \u001b[0min_features\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMODEL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mFPN\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mIN_FEATURES\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    245\u001b[0m     \u001b[0mout_channels\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMODEL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mFPN\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mOUT_CHANNELS\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/backbone/resnet.py\u001b[0m in \u001b[0;36mbuild_resnet_backbone\u001b[0;34m(cfg, input_shape)\u001b[0m\n\u001b[1;32m    624\u001b[0m         \u001b[0min_channels\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0minput_shape\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mchannels\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    625\u001b[0m         \u001b[0mout_channels\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mcfg\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mMODEL\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mRESNETS\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mSTEM_OUT_CHANNELS\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 626\u001b[0;31m         \u001b[0mnorm\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mnorm\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    627\u001b[0m     )\n\u001b[1;32m    628\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/modeling/backbone/resnet.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, in_channels, out_channels, norm)\u001b[0m\n\u001b[1;32m    349\u001b[0m             \u001b[0mpadding\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;36m3\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    350\u001b[0m             \u001b[0mbias\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mFalse\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 351\u001b[0;31m             \u001b[0mnorm\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mget_norm\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnorm\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mout_channels\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    352\u001b[0m         )\n\u001b[1;32m    353\u001b[0m         \u001b[0mweight_init\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mc2_msra_fill\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mconv1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/layers/wrappers.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m     63\u001b[0m         \u001b[0mnorm\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mkwargs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"norm\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     64\u001b[0m         \u001b[0mactivation\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mkwargs\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpop\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"activation\"\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 65\u001b[0;31m         \u001b[0msuper\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__init__\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0margs\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     66\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     67\u001b[0m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnorm\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnorm\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/modules/conv.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, in_channels, out_channels, kernel_size, stride, padding, dilation, groups, bias, padding_mode)\u001b[0m\n\u001b[1;32m    410\u001b[0m         super(Conv2d, self).__init__(\n\u001b[1;32m    411\u001b[0m             \u001b[0min_channels\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mout_channels\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mkernel_size\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mstride\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpadding\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdilation\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 412\u001b[0;31m             False, _pair(0), groups, bias, padding_mode)\n\u001b[0m\u001b[1;32m    413\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    414\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0m_conv_forward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mweight\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/modules/conv.py\u001b[0m in \u001b[0;36m__init__\u001b[0;34m(self, in_channels, out_channels, kernel_size, stride, padding, dilation, transposed, output_padding, groups, bias, padding_mode)\u001b[0m\n\u001b[1;32m     81\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     82\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mregister_parameter\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'bias'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 83\u001b[0;31m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreset_parameters\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     84\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     85\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mreset_parameters\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m->\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/modules/conv.py\u001b[0m in \u001b[0;36mreset_parameters\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m     84\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     85\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0mreset_parameters\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;34m->\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 86\u001b[0;31m         \u001b[0minit\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mkaiming_uniform_\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mweight\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0ma\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mmath\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msqrt\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m5\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     87\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbias\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     88\u001b[0m             \u001b[0mfan_in\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0m_\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0minit\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_calculate_fan_in_and_fan_out\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mweight\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/init.py\u001b[0m in \u001b[0;36mkaiming_uniform_\u001b[0;34m(tensor, a, mode, nonlinearity)\u001b[0m\n\u001b[1;32m    377\u001b[0m         \u001b[0;34m>>\u001b[0m\u001b[0;34m>\u001b[0m \u001b[0mnn\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0minit\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mkaiming_uniform_\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mw\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmode\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'fan_in'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnonlinearity\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'relu'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    378\u001b[0m     \"\"\"\n\u001b[0;32m--> 379\u001b[0;31m     \u001b[0mfan\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_calculate_correct_fan\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtensor\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmode\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    380\u001b[0m     \u001b[0mgain\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcalculate_gain\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnonlinearity\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0ma\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    381\u001b[0m     \u001b[0mstd\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mgain\u001b[0m \u001b[0;34m/\u001b[0m \u001b[0mmath\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msqrt\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mfan\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/init.py\u001b[0m in \u001b[0;36m_calculate_correct_fan\u001b[0;34m(tensor, mode)\u001b[0m\n\u001b[1;32m    346\u001b[0m         \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Mode {} not supported, please use one of {}\"\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mformat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmode\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mvalid_modes\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    347\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 348\u001b[0;31m     \u001b[0mfan_in\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mfan_out\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0m_calculate_fan_in_and_fan_out\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtensor\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    349\u001b[0m     \u001b[0;32mreturn\u001b[0m \u001b[0mfan_in\u001b[0m \u001b[0;32mif\u001b[0m \u001b[0mmode\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0;34m'fan_in'\u001b[0m \u001b[0;32melse\u001b[0m \u001b[0mfan_out\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    350\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/init.py\u001b[0m in \u001b[0;36m_calculate_fan_in_and_fan_out\u001b[0;34m(tensor)\u001b[0m\n\u001b[1;32m    274\u001b[0m         \u001b[0;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m\"Fan in and fan out can not be computed for tensor with fewer than 2 dimensions\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    275\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 276\u001b[0;31m     \u001b[0mnum_input_fmaps\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtensor\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    277\u001b[0m     \u001b[0mnum_output_fmaps\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtensor\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msize\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    278\u001b[0m     \u001b[0mreceptive_field_size\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mSystemError\u001b[0m: Bad call flags in PyCFunction_Call. METH_OLDARGS is no longer supported!"
     ]
    }
   ],
   "source": [
    "from detectron2.engine import DefaultPredictor\n",
    "predictor = DefaultPredictor(cfg)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Img shape: (720, 1280, 3)\n"
     ]
    },
    {
     "ename": "RuntimeError",
     "evalue": "Input type (torch.cuda.HalfTensor) and weight type (torch.cuda.FloatTensor) should be the same",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mRuntimeError\u001b[0m                              Traceback (most recent call last)",
      "\u001b[0;32m<ipython-input-8-6976c18c2d34>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      6\u001b[0m \u001b[0mprint\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34mf\"Img shape: {img.shape}\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      7\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 8\u001b[0;31m \u001b[0moutput\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mpredictor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mimg\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/engine/defaults.py\u001b[0m in \u001b[0;36m__call__\u001b[0;34m(self, original_image)\u001b[0m\n\u001b[1;32m    316\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    317\u001b[0m             \u001b[0minputs\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m{\u001b[0m\u001b[0;34m\"image\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mimage\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"height\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mheight\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"width\"\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mwidth\u001b[0m\u001b[0;34m}\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 318\u001b[0;31m             \u001b[0mpredictions\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmodel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0minputs\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    319\u001b[0m             \u001b[0;32mreturn\u001b[0m \u001b[0mpredictions\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    320\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m    725\u001b[0m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_slow_forward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    726\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 727\u001b[0;31m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mforward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    728\u001b[0m         for hook in itertools.chain(\n\u001b[1;32m    729\u001b[0m                 \u001b[0m_global_forward_hooks\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
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      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m    725\u001b[0m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_slow_forward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    726\u001b[0m         \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 727\u001b[0;31m             \u001b[0mresult\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mforward\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    728\u001b[0m         for hook in itertools.chain(\n\u001b[1;32m    729\u001b[0m                 \u001b[0m_global_forward_hooks\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mvalues\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
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      "\u001b[0;32m/usr/local/lib/python3.6/dist-packages/detectron2/layers/wrappers.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, x)\u001b[0m\n\u001b[1;32m     83\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     84\u001b[0m         x = F.conv2d(\n\u001b[0;32m---> 85\u001b[0;31m             \u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mweight\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mbias\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mstride\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpadding\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mdilation\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mgroups\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     86\u001b[0m         )\n\u001b[1;32m     87\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mnorm\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mnot\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mRuntimeError\u001b[0m: Input type (torch.cuda.HalfTensor) and weight type (torch.cuda.FloatTensor) should be the same"
     ]
    }
   ],
   "source": [
    "import cv2\n",
    "\n",
    "img = cv2.imread(\"test_maps720p.png\")\n",
    "img = cv2.cvtColor(img, cv2.COLOR_BGR2RGB)\n",
    "#img = cv2.resize(img, (cfg.INPUT.MAX_SIZE_TEST, cfg.INPUT.MIN_SIZE_TEST))\n",
    "print(f\"Img shape: {img.shape}\")\n",
    "\n",
    "output = predictor(img)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
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