testing.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2\n",
    "from hp import hp\n",
    "from pathlib import Path\n",
    "from fastai.data.all import get_files\n",
    "import pandas as pd\n",
    "import random, os, sys\n",
    "from fastprogress import progress_bar, master_bar\n",
    "import torch\n",
    "import numpy as np"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "source": [
    "device = torch.device('cpu')"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "source": [
    "ds_root = Path(hp.data_root)\n",
    "spk_folders = sorted(list((ds_root/'wav48_silence_trimmed').iterdir()))\n",
    "print(f\"[DATA] Found a total of {len(spk_folders)} speakers\")\n",
    "\n",
    "random.seed(hp.seed)\n",
    "train_spk_folders = sorted(random.sample(spk_folders, k=hp.n_train_speakers))\n",
    "test_spk_folders = sorted(list(set(spk_folders) - set(train_spk_folders)))\n",
    "print(f\"[DATA] Split into {len(train_spk_folders)} train speakers and {len(test_spk_folders)} test speakers\")"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "[DATA] Found a total of 110 speakers\n",
      "[DATA] Split into 100 train speakers and 10 test speakers\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "source": [
    "# Getting embeddings:\n",
    "sse = torch.hub.load('RF5/simple-speaker-embedding', 'gru_embedder').to(device)\n",
    "sse.eval()"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stderr",
     "text": [
      "Using cache found in /home/baas/.cache/torch/hub/RF5_simple-speaker-embedding_master\n"
     ]
    },
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "GRUEmbedder(\n",
       "  (model): SpeakerEmbedderGRU(\n",
       "    (rnn_stack): GRU(80, 768, num_layers=3, batch_first=True, dropout=0.3)\n",
       "    (projection): Linear(in_features=768, out_features=256, bias=True)\n",
       "  )\n",
       ")"
      ]
     },
     "metadata": {},
     "execution_count": 4
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "source": [
    "mb = master_bar(spk_folders)\n",
    "out_path = Path(hp.speaker_embedding_dir)\n",
    "os.makedirs(out_path, exist_ok=True)\n",
    "spk_embs = {}\n",
    "print(\"[SPEAKER EMBEDDING] Gathering speaker embeddings\")\n",
    "for spk_folder in mb:\n",
    "    \n",
    "    random.seed(50)\n",
    "    sample_uttrs = random.sample(list(spk_folder.iterdir()), k=hp.n_uttr_per_spk_embedding)\n",
    "    embs = []\n",
    "    if (out_path/f\"{spk_folder.stem}_sse_emb.pt\").is_file(): \n",
    "        spk_embs[spk_folder.stem] = torch.load(Path('sse_embeddings')/f\"{spk_folder.stem}_sse_emb.pt\")\n",
    "        continue\n",
    "\n",
    "    for i, uttr_pth in progress_bar(enumerate(sample_uttrs), total=len(sample_uttrs), parent=mb):\n",
    "        mb.child.comment = f\"processing speaker {spk_folder.stem} ({i} of {len(sample_uttrs)})\"\n",
    "        mel = sse.melspec_from_file(uttr_pth).to(device)\n",
    "        with torch.no_grad():\n",
    "            embedding = sse(mel[None])[0]\n",
    "        embs.append(embedding.cpu())\n",
    "    \n",
    "    emb = torch.stack(embs, dim=0)\n",
    "    emb = emb.mean(dim=0)\n",
    "    spk_embs[spk_folder.stem] = emb\n",
    "    torch.save(emb, out_path/f\"{spk_folder.stem}_sse_emb.pt\")"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "[SPEAKER EMBEDDING] Gathering speaker embeddings\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ],
      "text/html": []
     },
     "metadata": {}
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "del sse\n",
    "torch.cuda.empty_cache()"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "source": [
    "# Training:\n",
    "train_files = []\n",
    "for pth in train_spk_folders: train_files.extend(list(pth.iterdir()))\n",
    "test_files = []\n",
    "for pth in test_spk_folders: test_files.extend(list(pth.iterdir()))\n",
    "len(train_files), len(test_files)"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(80238, 8090)"
      ]
     },
     "metadata": {},
     "execution_count": 5
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "source": [
    "from spec_utils import get_mspec\n",
    "import matplotlib.pylab as plt\n",
    "from data import get_loader\n",
    "import librosa.display\n",
    "from model_vc import Generator\n",
    "import torch.nn.functional as F\n",
    "\n",
    "mspec = get_mspec(train_files[0], True)\n",
    "mspec.max(), mspec.min()"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(tensor(0.6570), tensor(-11.5129))"
      ]
     },
     "metadata": {},
     "execution_count": 6
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "source": [
    "tdl = get_loader(train_files, spk_embs, 128, shift=12, scale=12, shuffle=False, batch_size=1)\n",
    "# i, (spec, embs) = next(enumerate(tdl))\n",
    "spec, embs = tdl.dataset[10]\n",
    "embs = embs[None]; spec = spec[None]\n",
    "_ = plt.hist(spec.numpy().flatten(), bins=100)\n",
    "spec.max(), spec.min(), spec.shape"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "(tensor(1.0771), tensor(0.0406), torch.Size([1, 128, 80]))"
      ]
     },
     "metadata": {},
     "execution_count": 19
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "source": [
    "def showspec(spec):\n",
    "    if type(spec) == torch.Tensor: spec = spec.cpu().squeeze().numpy()\n",
    "    if spec.shape[-1] == 80: spec = spec.T\n",
    "    librosa.display.specshow(spec, sr=16000, cmap='viridis', hop_length=256, x_axis='time')\n",
    "    plt.tight_layout()\n",
    "    plt.show()"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "source": [
    "G = Generator(32, 256, 512, 32).to(device)\n",
    "checkpoint = torch.load('outputs/run3/checkpoint_last.pth', map_location=device)\n",
    "G.load_state_dict(checkpoint['model_state_dict'])\n",
    "print(checkpoint.keys())"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "dict_keys(['epoch', 'iter', 'model_state_dict', 'opt_state_dict', 'loss'])\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "source": [
    "with torch.no_grad():\n",
    "    x_src = spec.clone()\n",
    "    s_src = embs.clone()\n",
    "    x_identic, x_identic_psnt, _ = G(x_src, s_src, s_src)\n",
    "print(f\"MSE reconstruction error: {F.mse_loss(x_identic_psnt.squeeze(), x_src.squeeze()):6.5f}\")\n",
    "reconstr_err = (x_identic_psnt[0, 0] - x_src[0])\n",
    "print(f\"L2 norm of reconstruction error: {torch.norm(reconstr_err, p=2):6.5f}\")\n",
    "showspec(x_identic_psnt); showspec(x_identic); showspec(x_src)"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "MSE reconstruction error: 0.00642\n",
      "L2 norm of reconstruction error: 8.10954\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
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JT7nd8DmDlulSdbYrItJBem4txncrnPFp/6/zdpZL+7gyXu1vXl4/M26Vg1eNi7ZneMyggiAIglkSL6ggCIJglhyXi+8YGqe9syq34e3nljkGtWsmOZ9X1ln4sscNyJdHd5uIKIkxDajeSZcSJRcrwzmunbQYyu3OkUlK277ZMIMV6f6x36nKA4uuqD2CeTtIOVUpxsnh5pUcmJiSvADL5MgslfIqyVFJuF1VksQcijoXJ89ctaqqI+3ohZwdTmpklPtFOf+829s4xJRkx91wiDCw2AQ8q75Yj8XPlSutIvEp6ZYSq9Nfo+kXJai7tk/nc/usWDhtT6p2XKpP/9aQa7Miw3pSYGuuhZhBBUEQBLMkXlBBEATBLDnOxTeRuLyyGA2bapXrXqRzz9nW5Kyop3hSGs+xFuDYIgtWgn69qbqSPXhajnQo0ubK0sdl/k9Zj587JTq6PndSZyU9z3GlypM45SrEXEoGB7PN8iAsy2BLd3hDrKGq6FEkRz4RkZHH5gQaey5Cex6ei9DPD1lZX+HIcirI2qxSOc6bz5XhtXxNRUSGFf9flg5TTeJbjcW/qbHTKPHxNFl6ZFJh9rPPrcTn5d9T232+C0/EDyb3JGXVXpr7q+XnBPaRDdR1pM8I1A2CIAjeaOIFFQRBEMySV5aLj7yyQNuXRUPVYBu8rAJiWc0SkpPrqhLjtFmWZQ8VHNr5x9hUsNQJlny6cTj/WNoA0/vFMs/n+5rEx83iT6r8APPMTfRKNvEfT+7rKzKqqqjrHKRjUJtIOamsZSVHYpvkMKPzkg49J1C3Zpxzj9kL1qyUTNDKDM+L8lObfONJh10qb9fm4lPyk3I0Ohu20qXT/0pKrDhQ1bZcedj5OaGmw7Zo8EoetoH0jsSocptKcZmJjLp07ik+H3r/GqmhwOvSOEZiBhUEQRDMknhBBUEQBLPkuIq6k7IUDZqRyk3mT+9c+c9bp7G6bwvVchvedhtKclTXb8j5Nvmb45aji3DclQPkRKyrK5U/xzWlXPf0WJh3jQ67fJEXi7zOEu1aF9kqoyXs5WbgLgN6KUu5iomR8TpU+VTuL66vgji5srOPGrVAXZxL6srSTMI6SpKsxca6AZq+o1Btz3O1qR06O7d/a4BSmJWaeU/wT6PTL5P7gG43yuZuHkksb82oynWKz1WOQezjlv1SzZ/n5Yv0tuWMAxGRcYW+QB8lKV+XWm7NgZ0ZEl8QBEHwJhMvqCAIgmCWHJeLb6qzHM1Rjr6XFNx7VKCux8TVVW578lNzMK03pVbBqWbbKnivLDdOXEYNtMzau8p2ec49JTpHurN/Sw2yHiWfbqv/5kl8yrHEZXD3TEpcoAxIEroecby1LlbjhS4pJ3ejF4wr0hRo3CxXern0+Lkjd4m0OUgH195n/1+WsQd1XSqD0nEIKlnPc+HZj9UH5Ru8JmHvd/kCDLvycuzjWqkW71mjFlGScNmpJyKSVLmRBimv1t1HOD1jBhUEQRDMknhBBUEQBLPkxbj4DpWDKNnU5oRusCSnurcL+h0r+e+8Crl6HbjI6G4z1V3V39Ry5fYkiLQvT7U9KYhSmE2hv1+X894r91PFjdMpKS1fJAbk0rm36ttcfMxhBiVNOsok5nonRGgmLyDW25+Vn1qkai8fW2Vb4965rlzfSpdSvi4qOBbbVZVMqwGpbPs51PQGyrKeK/fhuJKVtehwcyTC0fl88pxhcK1y8ZX7buJQ88rGdM69prDPQGyrYexNcvFxvLDPvPFWORQ3ANv73BsTovuCOTU9avfd6DyrasQMKgiCIJgl8YIKgiAIZsmBufhSWeJrwctf9xry8rU6SBSOFDg6MuBEuXQkQneqXXMBEs66u/L+J0GgXjr+xq8rLQG1HlUXnzNEVG42uz1Kmc62lGKjFrIHgHZDEKpSWk2f6KqqaDNWkdJfrU8d+ci9djbNm7OcGm8VJc0t9+E45FIlp6HaNtocU6yG7JWeeLqxcrtVlXOdj+4u28a9qoBM6ZHnZQ5SyXruObc557zr6st6/rZcWqRHsfd0uPiCIAiCPyLECyoIgiCYJS+33EZL/rzaVI9TT0cKHG8hN4lIPZee59xrkPtUWQexbr3y5+JMxye40oQTbFhzzOCYmVq/Rz4yWyKjpeInA21123cCpYZpvw3iHHEBvFRfbiWD1gDHBldUM43yk3vN3HFU2YdTomP0PreHcuh51jpG3a/laNM9llGqq+kT1+zWerwqTx7/4OUbrMjTvEccB6x67JkLPnpOSQWfR86+xTxrvMBsNXZ892vyninEyTc4PVC6O8PFFwRBELzBxAsqCIIgmCXHSXyDkWlanHhH5Otzg3BfpPNPpeM372tOXaWyXIFJ0Cenyi1xgLXtKVdVWc+g9GnzkXXbw/Jo2Wm7F0jJKri7fW736uB133Hbqoou5Qy1P31sVZdXiWMMqN46NYMZXXyUU2ouwpadOg65mnNu9P7TKjd6bkUvzx0rANuxh78NDDRmeRNVTRnOt5qcr8Y7jxfLVNyJrvym/+DjycNOAPOk6ylrMtDZedTUcwxin4eO95rL1ivpwp1UHo3HPLZjBhUEQRDMknhBBUEQBLPkOImv4nZzUS6jtsguN0/fbZ17pNXF1zkWMbV8bk5cfMwP5pkbHVeViMmnR3dj72g2NVeQmp6jv7EtryLu01Xg/EObDr1FX25bF1+nnH/5b5T7escdKCKy2+d1rrGcko9WkIxQemS/VpuaVpL9bB0sN6zQVtV1TSd7Q5Ryn+sWM4GzqkLr7Vx8ajnHyTWBgd2svNuVx9sxcfAeykVm+th1zjmB8JOv407uSVaGtvv0UEoi5cYFt3uEfOa6OX0ntO6X548X3Ud6fx2Ov1/YmjLT47WB+OrpxJ8Ddm1zo5hBBUEQBLMkXlBBEATBLDlc4ivN31vsGbd15N2iau+LILVIj5x17/3gORUciyswqNIAZtOUVhhEyxT43GW1KioOxelXXbrCTPspgWDarqS8VJb1lp2WCSgJUC5cYP0B8iilPxGRbVfW5SizbFDddn+a291WX8fBcX9RytPtisOrZVhXyhyo0inK7ebIV5UAZF/awT5VRV3r2nTO08vHVnMKeoq0kgjzH6isdws9WN1+wXVRZSzsUFHnj33i/mIJmZpEt8M43KtbvRzoOt7yeaZ+JrDSp1NuRCUScAP89bYo61H293JldkbC12VUcE+mthLlMYMKgiAIZkm8oIIgCIJZcpyLbxotebv1PTz5qXH9ppTuKoa08bi4fzqsKMtMdJaG4NiKi0+tgil9v8zTbqbz3yOYerSVRJ3ZtSoToEoetOkRXi4+ynULIwHw/x00HwbqUvrbGYmPkqGX52+PYM895L7toDuCkp+S+CivrtCmlGMvby2QsrDSJPeiGyTuu7eKK1i68j7HRcW5RpnGCXzVAbHlfrT/V1WHPbMarmm/MG61oTxGBi5H6W8ihWG8Up5GXyx6ji//+eB1uRdcPAkwbw3gvtkhFqr9HODk5XNLwJg+6h03bufk1+wrQf3DEVHyMYMKgiAIZsnhM6jSV52WmUprBnNVaQ6f89vWiwy0qOFlMHeoHpfzAyXbgxebIPpbUcI3vPV6V9zddpG/Lm3Olupvu9Pyt03us3e+LYmI9GoMYKaEdVaLfFxrtE96fbyHzqBsNnPOqLwZFNMuXaxzvww784186cyg+M1zqQZibppt8Vy8H7T5DX4ya/HC2Lb4nLOh3h97XqE6NUvj/qszheenYNI7r/zfMUkQPWsxcTgY1ltlkmB6JJqL9MHwPuqcWRNjAKszKKWeZJiqiYxGCahm2b85SBqXuBOzbTwrlKlHxbOVt6tMV6LvadUXTvyivQe9mMnWFGUxgwqCIAhmSbyggiAIgllyXBzUqzJJtBzOEdtqlgjdbUMKclJtT1bFB142c/1juFmf8SCQY05WWfPhtPsy5bn99VpPu4celz15WhKWb0wtxdgnSlw1k8SqK0uUZAeNbWe+UzEGY+FIDUqaWCGd0t7IEZDpGGPjynJKcfJzFfEacx9qDSsfeV2uBowX12LX8bbV0BbR8rpnhkB/MdStM9Jn8jKdY4zR1OLFR9nj5D2xhww7VkwSXKfz5DPujrJWJev3BjKsuncodxnpT2Uw5ziEyUHJsNy/HTtqvEq57VzvWsHCFlnPpjry6hhMrqVDzKCCIAiCWRIvqCAIgmCWHBcH1cptpbwXmN7oZTn/3O3az92swpj2cwpuvzqodCTluIMl3Ee7Rd5AzSHmmrIgTSxs/Igju/CUeSyU3hYmMMb+/2b/ODCVSsXokEriw7YYH6VSMEHu2/emk9PzpRWVrkapbX7sUFtKoErc3POVZjVeJgULHdeoXsg/FiVLbp3vtJTrKFcZ4x0VXUqB3Mdum28Eusq6SXwW2kry4g59KcyTmVoKco5mXTpFB6f4oIqJMrJ58vrPcz2qXEPmvLzYq8Y4S7UOzx/tznHk2bvZ7b9w8QVBEARvMvGCCoIgCGbJqwvUPWR7n+G9Pl930K7D6BVKszhyX1V6a4gZ1o4bdNIkxQvazsa8LMQipkihI5PYgFqPndNRdO5R7rOpjlQQr1COYNontHc4eeukchxq/FyZ6FB0reZWU9euL293tLXguE8lmaXyMpVUOSq9EPej3HmOrFTZp5fSyGtP/q+WK8tiAx4CyUu938hkqDdI3fo+cCy3ZjlKfMqtpyJ4zQZc+U/pmOXd21uwJW2Scyz2cewF16r7e+A10hvQsh4/D4kvCIIgeIOJF1QQBEEwS15uwUJPi2rNy+et87Jeq9Motecv50p0xgnVkIuvxqgCCeFqc9rNOMfPLNI2F19K5cJldO4x596KjjpbsNDJv8flBsh19lgoEe6cvGdacsEBT2Q5XhgeJDU66hRYZuLCKx6K6+KbqFepLPl4Qd5VXOde+Xzt7ZwOHbC1RV5cjL6Rk7xnDZqVfXuZ+FU2decebD1GVeHgmHvVle7MOOZ4ceRdTxK2cr4ny6nUj5XrzWfSvvVhx/UPXiMIgiAIXgHxggqCIAhmycES35jSNP+dyufWMHVtXf4F5ux7aTglOSaKD91bjqym1qk4qTw3TatzTis2PC4EvbJ0Rq9lORWwhwNVwbEd189ynw3M7bxAXXTSALubdf15eQK3++zW28K5NyLQNF3pbbkSH3Obdc4ytaHqBNTWXGRunO9tTatqn540b/+P5Zxil5Sv3PIe9v/O2O+c8g+2FEQ1T18DSqlPt5P1vID1pApPQs62HaMCiqXcJocWOHx6AHkVV9q3cv7z2zUGdY0OXz9mUEEQBMEsiRdUEARBMEsOlvjSOE6CO9Mxrrw5UnHxaYmOObmcZUyeN71+Y0Av12euNSf/HuWzTSWST+cCxB+gOuhKokaGQ/Bdp9xPflmNFlQ6f1iOlPvHbHbDw3LyfqnyDQyu3evr3W2liHI2LRr1FE9OoYRSk3Tb9nI7PHfeMe7AljIgZtvKYeYY8pQsNNk/ZbVKZxa2ZdfvHHl76YxjK6dz6Ci5z7m/k9nuwNyPnmu0VettuX7O6lYyb/vFpuIkdvqvj1x8QRAEwZtMvKCCIAiCWXKYxJe0VPUZY2NepZvNvEhJsB59d9i2KsG1/jpcHp/XXv1e/G9FFWuJSSTHBe2Wy1rYbak0c05FW8qNrJq7tOU24PzrHW1ijxO+nP7xBubp28DFx/x7aQsHopH0um1Z5hqcu8QasRQtgYyefCPGxdcyDCsBvG5MZ2vUr1PaQcnO3PCuMlgd6VNVKnZcfNWSJs4+avdKcuTppVMtVjG0fbenlKfMy2Z9JQWmch8rSfPAZ+7TjTlt7sL0set09KT9ykOMgfhRbiMIgiB4o4kXVBAEQTBLXm5FXQdKZ5OgX9IS0Ps6ym0c8Vo/OMDSSj7d86fXaqoNd5+tqKtlg3Kgbi1AUckh2A9z7lHWWztt+/+lLb/6jOtxedNmGQ4Rk8tPlQbIy4yHGwpdmUg7INuic9VyDPrtfYkvldVG5VZTx9Ioa7nLOcGlk3U89c4rgVMb946M2TM413HaiYgMDdd1rJyX59xbOM5YBolPpTBHolQLOW0RI+uVJVU1Jhaqw/W2eudP3jjGtmwfsy9YwoefM0D/ZKHvb3JMUoGYQQVBEASzJF5QQRAEwSw5TOIbZRIoWeWIirhVye9QDs0LeAxuLr7GQLrWuE/0pcoVxmk3Pt9D/+isxIer3iINTfLnYXte/j268yjT2MBHynpcTgXdon1tLHUXuyz/XaG92eblBgTn6uqwVkdF23O7vSRqQaSHRu1WXXxqQTS9XHCic8jd1jmnK7niY7QZLNoxqN3cz61OMBd161aCTQvsjQvPPRZnH1Zu9MZbcgK7k/j9omphOHkR2eZPAFbi690A5rKsxzI7Ft7TdNnWiBlUEARBMEviBRUEQRDMkoMDdaVPdensGMcUaHb43axwhPzyCpx/9thZlfSoqqgOe2XJY6VbygSmTIHn3kJ7hWn72jhzGBDLKf1JnyNf6c474+dJR8daV99nbGFFonNvY1x8V/s8hFVw7t6zuLWhUtM5AaXKhWf24Y1dFdy68AeClnaQSxDrjKgI7OZXtP9XuRfL7sJaWYtxXx486nQ7p49Emu49r5xMsn2scvGV28pBWXGjrhxXGqW8VklR9ZBzXFZK26v71XEMOw8Oe1S8FsMCpWacMZ3g4luv9P15tsrZLk8X+W93l/lz3vdsi+iyOTtVQidcfEEQBMEbTLyggiAIgllyeKDu86boLeaM2jKYn6ocf5709wLluonz7hW/vqtyn1Oxs1c577I0wSn0xMWnJB/2MZx/FXvhwpFGOL0/dWQ9K+ktPYmPch1EDBuoSwlmt3++HEPJZzSlMwZtk8I65bYsqaWY/VAW42aZc44BqbaMB663KjfileuouOi0pFuWvyg52cBuVQkWN8W410sVMU5JVWKDbTgth235xktLf0yqkiqNeerUNXJKtVCW4pi0LjSOPR6LCujFjTvs7TniWNgvHDsYI6pt5UKel/pbeXzzetvq2cqtBzlfB+VDHjWO34HOXMjDrblCYwYVBEEQzJJ4QQVBEASz5CCJb5QkY0ovNpi2Bl+fx7gDX2SgrheQe8u8fK6ZxQZbOrLF3nHJ1Lblzq5xMNzWstFxw+m9l3/vxNS46LDO4Lh8NgjOZWCuiMjFdpWXQ3DufkcpCtIC+tFWBmC/+Dnr2nLpCRx23O7gyDfWOaecaAi83KNS8+iUvphI1c54o7TTL5FzbWFkGshR6i902O3L7c6mV3QkPvYXqx5zkb0ZuFa6LqFu20kuvvJDhWN/syu7RDdbLfFtMfZ2m/JvGLymDB4XERlR6iVtKVWXA6i7Zb6nFkvdyRzv4zLfL4xxZ6Aur/d6qSV3uvXO4OI7W1zftJepHKAvoiX5QUn1bQ/OmEEFQRAEsyReUEEQBMEsOTxQt5OpLnVoKYxbSoRNlW5r+2/lNutb9QDnrIw9juRhpRHKJltUiL3a5ik8HX2U/vYTxxCPsxz8VwtKpANn4Uzve3RAXysVDLbQHVhi43Kf21biu0Zf7NB28+9RxrPdov5GaYUBrbnplcQQMddVXW9IObXcbIdSy4Xn5fVT+R39XHSj0j7RpKxHiYryphnHHNcD2h3WGa5xHSuOvIFB00NZxxwrKqx27jE4OD8WOb6uN5DLzHHtKctRvnNkYwZZi2hZj32p8hXScbvOTVv1d4d+GdQ4Lvcl5eW1yaW36ssldCjrUaa3Ltst5VIG1Q+Riy8IgiB4g4kXVBAEQTBLXkxF3Zb8Wgy0PWYfnKpWFKPbOAwn0mFLQLBXPXQSh9dw1pVDV+4rJcVhGUeW641DbFBp97lOuYwG3TsiWgLy8u8tVbkN/4JR1rvYr9CmrJc/3xppgOfs5T2jFKTKD0y+npVdcWqXq3wuaQWNaq/7nq4s/m1Uzrm8rdN1dktZLsd8/gMkJ5WXT0lURqKjewvH38H9tV7la2fHCx1r2+Q8MhyJcfJrQIM70sOO7+QF9XNTDfeHiAnSVq7LrvTxROJT21b7L99fExqctVyGkuxyoXVUBhpfI7iZLr4BY2eF623LZaj7G39bOEkBtuamunLk+et926snZlBBEATBLIkXVBAEQTBLDpb4xq6TicbWYNJ6ocG9lQBe1+HX8iqeBDhSmmFwbjnP2pjKy0yXQ7uxKkRypAoV/Ebn3uC7+FZULvd+yYib7ZqgOi+PVo/P1wjIPeuyfDUYCWA/loegCvBzcqbZ/7sSjmcytZ97Q9Rx9NF5V83/5u3fqVYqonMhbiHhbLHcuKBzzCnXIFpWpCzIAE3KRNZ1uU2O44rn7EhsNeWuKUi9Ma+eiyONT3bplPjwxt5kHHouQnYlf+aoVHNWh0kXnyNn27GzwrW8gow89riOuA0XdOqZXHx07mkXX17uGvewvb+9QN0otxEEQRC80cQLKgiCIJglB0t8aRyPyovXGlzbtJSTn0pE/GNrOeZqsOTzXXxKBpwESza0iT0UurScoN3ekzCsHEE1wnHxqen4pH6DFP+2V9JIV2zX2ONi0g1EiXFv5EYtweAQh7KcogJoJ3niHMdVg0Nscr08WY+Ovop8pUqqMIgWct2OcqO6puZQnCq+dOstnLx0Iiau3gsyb1XwW25wdY0cGVHMM+WIqslql844GpxrP7l2SoK/1aH4Fa/RLzyumjsx8ScEuneV9JnbVr7nM6Xn88G5v2sVry+RVIA5DmvEDCoIgiCYJYebJFKqp2Xxvog1ZiZX8VItKZTsMi/yldsS+9SKY6xQm+V/Kt/IR8wiOIPyfgQeW2e8+HauYh7Mj+b8luUVNmR80+P9yU3bzsYY+/Rol5c73+Y24ydqheJUhmgvLgXYiR0L86lZiDc9aJkJ2306P9rXCkTqfdIMge3ynrSbYpFEzJSYzZu30d50jIoFajAtNM+mgBsf5aRWerocTSLlmVZy7hsRbR5irBdnJEyfxQz5Nhu5ZxhR+29MZ+Vm1XcLLOp+4f/Vve/Mfokdh1RFrhFIxdhGfs7KAyJ6ZrpzVJEaMYMKgiAIZkm8oIIgCIJZ8mJSHR3KbQsRHkOL9HiMdOet0rotFZOEti2mx2zPkDqUTOFczqGWzdwLG6P8ZDQbr5ggp/pXA7Kso/O35hf8S0h8bPPHVWZB3plzGb0fi910M/i48//PeCFh28tcM5Fkb/ejfeekbWKKm72Kz8LKdqx35ePnEFVmFyMZKaMA+9/JEl+Fy7n3jrO8lRd5v3hmCicTu4g+r70jYyozghPrJKLlRy97/lEjwkvbtOcx+pLsoePQSvAqOzl34xgjrATPv7GPIw4qCIIgeKOJF1QQBEEwSw6X+JLU5au2OlT+8sxQLOVpe2rJMm454lWsYoRUGiNnhUpYRtOMtrZMTU4qLT46koeYYohqW76sR7xUMGxT1mOWcys/XTcUM2xNdeTKeskZL63qh7Oc3rdeSO3ScxFWBgWL0K0Xuf92S8SErZjOSgWz6I0hg/kCGdjXS2afR7HLiWRUjhFyQ/hq94GS1Bva1dBEz3VZXsa6j70ijXs6iR2pdbQXtamiQ/Gwqsu19JF17y7dVEfYB578TG9Uc5MyJmqrUpH50h3derXx7hEzqCAIgmCWxAsqCIIgmCVHSHxpMm33Amq99EbVzOa1INzCdm+bJb01BZNajnKfamOFymZd+eeY1DFc3ZtCT1LE8GCk+B9PuhMxAXdOypO9893HSoeUlpadzT30fFoKNqrlHRfbZDnHCOUGUx8eZ1sPjnWiq5n2iNnIB7QnEh+LJCK9kSrqyMBP45RULtCGgNRaCiSl6HrqrpdayWzLd85R7pTy52LciQj6pUuWAbmD52C0+3eGcU3NTk5qrtEp1Do66c5EKvK+K1Xntk1VRHSgbV/83K7Pcb2tVFjwiBlUEARBMEviBRUEQRDMksMkvvRU+phMtQ8MQavJaq5Dz8lj1ZIbrJnW13WLrNgq+ThySC0BuCqupmSWsvtoqrNgWw3dt5vIT89faQfL0Pl+fdO2gboM7r3el4cjHW3WsdR5BQQ95x6XsVm/eVpwP6XF87VXOw7dHnJyw9ngWAYkW/nvZh+OQ83ej50j6xHmXLPHojPDF1dvk0HFdB/HoVMUsiWnYnU5R0IXMbn5IC8rNZ+Z4Okwtm5SNQ6dY6lJyo4rz3M9qmBiK11SPlM5CqXcbqSlKoHNij+MuV8p5+8q2fNJzKCCIAiCWRIvqCAIgmCWvNxcfC3qm5ULPYee5+57ieU1Ri+oU0lGzue9OXlHVlPtZokRcgzKBLCYnVrcSjbefjDrZoCdnbbvnJxazOO1VcvkYbY1O/dS9XvBuROJypNGxKHivGuNDy0dV7Vg4REBimoo4cLsO2dMNm/XGSOVYGgdoMo/lO9PFRBayXfoBZ6OLA/C47LlUVQxPq6Dz5Vcp8+dpUeSU66kU1oYx7SRqHo6/MoHUCu3kXpHPuTnyAnJe90OA0q67j4bxw5dtwvIoEpWRFfY0jw7XCRK9Ys+JL4gCILgDSZeUEEQBMEseTES36HaiLeuWf9FBuT+kSI5U31WSIXExlIdIiLdFpti8N9AiQ7SYWPUMPN4nfZ5J5SorselXgdyyE7tMy/nyVJH0RhM7a4jZVkv1QI3nZIRQ6VkQpdynjyvgvUOOdf2yNE37PRy3aIsrfRKEsWYsvtzJGnPrdccqOtd1lZJNCktLq/OY6ELz0p8roKPAGbl4oMk2OvrRcWPUmRSeS/Lgc1Pd8Tlyu3kfG5R58LDdORV9YtF673uSH8Lo8N2g5PLMMptBEEQBG8y8YIKgiAIZsnBEt/YpWpOqePKRjrre6U3XlUuPuUsohsHbScX37TMQHl918lk14eDp0fJhOWynPhrwNR61y2Ly7RSC8z1pvpn3Sa3+2tsS38netyd3LR76BZ09F3s8vFf9kYiZLAqXYzK0UhXE3OmVa79ytOpWgNHsYYTIFkLtqQcsmQ5BMpPkmVU3ga7hY5AXmB9lmKgq8pWKlbH4gXRqr7ECjUpyusz1x2IzyvSo+eaHHEfTKrglo17bY+wyXk4WpyS1fxg6kMfm82lK9ygX8pt+eOdkZqtK6/0Od27K5NPc8Bz83qX7+m+ocyOSMyggiAIgpkSL6ggCIJglhzl4msOKG2tdqs2Xp5suznAXqS5zwbqekG4XnCtkgH1plX5BigwzE4/OMuIiPoq4VX5JMq9tNCdN/CqO5eIjjxW3BTRchSn9JToBmfDnbmQJ7AUnvaQBRdZFjzpV+6xbCBZqcqvPeUzOBqVZFQ8xKcodyS1IEgjtVIGvSPnVFxlhBLOdt8XP/dkHuvE0jHuCPJmLsDKTZ08GZX5/zpn7NceAS33ruM2myzGa7Ev9/ek7IySs45ITucdC6+9Eyg8qabC/vMUZcdtN9jz4hhBuRDtoGTwe/7YBuUrhx42wCrZvKfpyrVslvlet/k9PWIGFQRBEMySeEEFQRAEs+RAiS89nQ9OgmudnHkt3Fajs/vztneM3MjNqql2WXeoGWu8nHvKVdYojVCa2O385Vw89xOkAl09s3E6jqn+1ZDddgz6tZV2WZbjYp/X2TmVPafy1YsM4i3LegyGZnDtbR2rPPbeSCveeanKt3QBOvkRny4IKa+ntOO7CG+DV11XRPzAU7UBLO6UUxER7epDeZRR18jIzUnUcDmfHZdTo5X/MbK5ktX400Tr8HT6Ra3ujE/bL6rScNnMqt2kWMa69ni/8f5eONL+zrj4+BzhzwaeO9ASM6ggCIJglsQLKgiCIJglR1TULUkByiaEj1tkg1aJrmGZ0vYOYVJuA/+hy6Z3ZD0lTZjjcGRBrkNVazSlM0Yn556X30o5eybVP7ldSox5u0tM1W3wHaf995ZXN+27CMg9gyOPVXT3zXJh2UW46rWmuVyglMcu72dYlN1uI0+l5gpL5f7uKOlCStnb3Gye+4zSDK4pA2hFRE4WWylBuVQFWPYYPCbotlPjJX/OXHwdr7F5KuyVRIgATcqFcG+5jj4RnTOPKq7jdtPWNX1P9JD1hs5Zjue70n3MIHf2P/vLcz1a5xzzF+5QAmdwdPuJ9Md+URU+OA7xMSTG9VLfExyL21WWzVH1RgX+c317f93BfUznnpL4cDJ7c1NxvPI+vtg15vxrWioIgiAIXjHxggqCIAhmyXHlNiYuPv7tti4nRy5Ui7w4x9HLwk7hRy/xl9NJE1OVV2KDEt/ekfVsuQ3O4nFcLBGx2eehMQ3eQ4VX7Iey4BoBuN0kKjFzgX2qQF9sd1cJKG3OSXaDL32q7TLol9LOPhWXsUGgDBxVJRdwLZREaKRPnifzltH9RLlt0ZdzMtbgkGRgtb3tVJo7BnjyHHdsS7EtovtC/Q2fM7hUOdfM9Rp2zrXwniEv0Kl4FHTOTcqzoO0sR5mfY7Iqm0MiHBZl6VP9NGD7GAtSvjvmxXGMUzRmUEEQBMEsiRdUEARBMEsOmqmN8sz1dURspFfWolouY3Cm6tUdHXBQIvWAWDq2eqdNtxicRDbOdFiW12dePBabHc2VSSj/cLqGswbuow1ytl1v8gYur/TBeDkGRyeq0Ep8Z3CYPVhe3rTfWzy+aX9x+clNmy4fBvCKiDzcn920P9zdK+7/CgG858mXG+nE8uQEpgobJwkTi6toV5U3vmywpFeWApeCLj4bqKtkPfyN57UUuhudfIMGu58WOidAVKUiPEY9c1Q55VxT2217Vij5DBuw1VX6RVnaavnWbseXKzWr8+Ln9lwa1lftWh5H/uf5PyHUgt0ZXHuGKtnrBAlfBTabcezI9q3EDCoIgiCYJfGCCoIgCGbJEYG6Mp023kJWm0h/3FbvfP4yK/qS1rIBB9I0053E+VIOQhDrYofPGVAKWW2Ry1XYbaupvtOvnbnAdJItYT9im2U07qQsSe5NAPPS2ryecbHPx/ywP83HYuQIuggZqLuHE2yPwMkRQafjVn8/UznQGNxLuU7pWpCijFNSOdwaJEIrEdFFuYHDS7kbcS6sVlqtjptyX9i+/Iy9cSTSJTY650UHKNsmxlu71ZSjD/tclPs+9fq4lHMP1zJtHVnLnK6qPExDJuVCJ/h9b/p49CRGXlenv+z/k5fvsS/vw15vBgrLFdyg11h/hcBi/DRgK17TxbfFOOg6jCNVZufFznliBhUEQRDMknhBBUEQBLPkYIlvWHXtKeRvy+CVljxiW8dIdMW8g9oFN3juvlpFXa9dc+k4x++5h+gCsznI9mus35clCOJJQSI6z97FkDf80e7uTfsJ5L7e7ORqNPLjM5j36xTuoRObi68hL6EKdmRAqZWCvNNsuUsqgdWjkyeO+dt6o6/yXDaU7yCzXG+Rh5D532zQMHffl2XgmpPLq+Dsj9fKzebF06p7opyvMPW+tk83rXb/YnfmnqQjUcnjypHJtl+BV5WRUVKx0y+NzyNdpqfcL7X7k9ZFNcT4OdY/6XUOyFPcu0vHAUrZeWuChre4sJQLWx19MYMKgiAIZkm8oIIgCIJZcpjEN4p021HSME4+L3Jb55uqMuns5PC4Qx8ryzl5BSnZJPTggH4ZeysfleU/upxapVO6rDZ0rnE6Xcsz530toUqC9Tc26hgq28NtdtiddVnWe7w/ydtqHAg8/sshS3+UCWzQMKWZvnu+ZJWq+fNyW5ckcaqXdpTxzP5cFx8+xzq2ZMKpU25jt8n9onLpsbqucXUpKQuXctGXg5xt320gJe5Q3mTXleW+5Clkpf+XcIJbO1OChnLlHjsdOtatwfJG6j45gdMUwe+9W26DUpa+JzaQWHe4J3d5szKM5SrRzTDeG+e+XvlltS9YbgMOTvbrGrL5nUUumSMi8mB5kffpVMxuleu4XEh8QRAEwRtNvKCCIAiCWXK4i2+ZZBpFmpttQaiVhRpy7r0yF6GDVzG0VklU5dzDTFtV0W2URAc4Za7QZsCeCui81peZWfdVajxIUczrx/Zk21b+ewbdfZTrrvf6WLpUdpVdo8MYPGgdS6wAuoJMpqrrsvKq4/ASMcGW6KSE6qWpK8t91jmncvMxCNUJ2l0YF9/9FaoTQ+6jHPO4yzLqJfbHcxfRFWJPIAetEeS97n2Z6AkO9KpfFpfxZD0v+FtEdOAq5dXGHJzsf1aYJZToFmst8VHWe/s0S1msIO1J3XYcX3a5X55IHu/7nSPrWZOu02eqXxxD4MlCXztKlNen+bj2p7incE9wHLAqtojIvT5XzO6cAH1K88tkqharPJJdsV0jZlBBEATBLIkXVBAEQTBLDpT40tSdZjgmz9zBG3gNEp8OSsxNHahbXkakIv81BC6KaAcTpSyvmqaVefSx5DaPX1XtRSdb59zdZZZGvnT68Kb9S6c/ummfdVkq+BQlNZ4gmFdES4FsX0N7/BRBu11VMyqjgl5xupOUdQxedKS85Dn6jMOMymfP/WC5BZxzayPT3IWbiud8ttignaW/T5dZ7mNg79P95/UpiVIaosRYq6p6jmPessIrxy4lbPOE4d90uyypqsDmWqCuky9QL6T/y35hADjb7IvF4O9/C3skHZE7loCB1DvYvIJqjODzRXnssYLyykp86AvKmpsTXC/k4uP9/NYil88REXmrL7v4Nh2CxCvuREp5byMn6CfLO+46JGZQQRAEwSw5MA5qlG436qpv4psWjqhP5W+3tWCht34Dk+NVxfzwOb798FuNTnVkp1BO6humRamYTfjt8XTJ9CMsWIgM2JhBbTf6MrsxK0BlTDcpqfnt/nPLRzftX1z+5Kb9bp+/iV3hG9bDIcdNiYg8xv8fIXaKsy5yudc/0i8ckwVngCrtEX90thnI+f9U/rbrpt6xMVXOdVWxLJwd2NgjTMEGVLLk5xe7/PnlBssYUws9Sfymz/FSK2T4BLFXzOKtMpu7a2vce9JRFWopmFTG+g0y1m+Q2ZzGH3ONzld5Nk+TyGZZjkG7wsz0crty/8a4MZoktPmjlg7qsAeXnTHzWLZXud1tymOas8S9kW6YvuwKVVS3Q3kGZU0SnHXVZloeMYMKgiAIZkm8oIIgCIJZcrBJYlgkXUhQXl5cklb1ICc07k8tZtMzlTCynCfNUKJTcUw0Qpg+aslmrr4umNQ5Sxgj3j3JP1w+WGUpTcs/iD0yEsDFKstqKoypK/8Iyx9RRUTuLXNsxD1IeScwMzzAtjjtf3/MkqCIyMXw+Kb9CD+ifgyJ76zT+yeMlzrflTOjEyVLGYmPRe/EM0B4ykwtpY+TqZtmlzOT2oiS3wWu3zmkpUdXWRJ9fJnbu53+3kmDzZ4Gm2U+GRtLQ2jEUXE9nhlBBfUYw4VKIeXuMq9eMUkwo9GAc9ZFUL22iefDjWgl0s+w8pfH4EjKNSHUe9Z47d7JxC6in5ss0MlQN/o9ONZsVn3Keh9t7920vXvNStW9UMZGfJZ1zzjEDCoIgiCYJfGCCoIgCGbJYRLfMyYS24vMZu5s63WkN1JOLP4Bc+jE6Xx1Y06xMs/Ys9BbWy0puWUX3fvr85s206+co/DYJ2faOXd+8lbeJ2VJ7JPZtBfGxUcJ42MUJvzW9t2b9uMhH9dJYsFCk5Ga8gJy3zzoEI+x/Djv2wwqZlW+gsPvCaSwq23+fMts3KaPmaWffdEhlmS5zjoJ5aetSSc1wEkm13CVYbt3Vlm6fHf1RK3Pgo3sbzr3WlHxPnCo3T/JUi1lXBsHRSfd5TVS5yzpnCs7WKtOXuWMLbsjGcdz//RKCLOxM2v35QlTDeW+X6+1jPr5+1lu/uA0j1ebduozlAxoJKpHm+x2+7jL8vQjx/UoNp6UkvJQflYwPuyts3x/vH+qx05KOcbo8SLf+2PC2MHwfHuVfzL43PJTta3NSAk9y8gPx7zdPS5ybx7UnfNUDIkvCIIgeKOJF1QQBEEwSw6S+EZ5NmX3k5nfHm6sRdZrcee1Yrdlg22fRyVVUYuLD7Nplfrl6aEgozSkrJ9eZ4mNLj5KEDYdkusiBLXiYp+iSOG3Upb1PtzmYxnw3WeL/S+N4+g+XIBvLbLU8E6fJZcVXIA2EPCdRZY3Lte5X7ws60qu6rUTiXJQDznl7DRLqqdwwVE6e7zUKZwewRHIgGDKV/cg1X755BO1/nvL7G78ZJ0lm++vHty0f7q6h3ZexmbaZhDqu8ja/f467+P+Istng/ne+sOr+zdtBoV+iCBQFgl0U3lVGJVbr1zIkZKkiM74vjkpBzAzGPnBWqfx+cW7H920v4j+pwy9F94H+cRYkFNEF+486R/k9TH2Hw95nb3Ns+U9O+jWg8z/1ir3xZeRbkxE5D5cttcIGv7pE0h8kE7v4doztZGIPueLJZzBCB7n/W1dfHpbSBtlfjbwiBlUEARBMEviBRUEQRDMkoMLFo79NKN5OlBma8kF93TBhuVepLuvUkjRK0yoCxGWA3if/i23h0U5oHdYwsm01FIY8++d9WXHlS4IBlnJdN64QubqZT4B5pnT2Z21+4nyGduPRuTSg+TxcIPAYCMXcj+UJt6DO/FtSH/LTgeU8pxPcZzvYn3KDsxd+HipZZodpAr22QpBy2dwu/Fz28dPLrLkt7/KfdTBxaezSGtp5UvLLDl9fvHwpv3lVXY0/hhuzB+e5bbNV7iEK+0+slW/t8x9tO5y310MRvrENfvwNEuJD9f5um68YOZJfsvc5D2V0F5Ayjpd5eOyAeMcl560xGt0f6UlwndX+fzf6bNUfIK+YHDuFWQt9peIdqBerpG1G310RQfktc12wDbzezL7Pa4jzuXza+2843k92uKefCcfC/uLgfC9GAcjjovLvQsJmnn57P3pBeq25uWLGVQQBEEwS+IFFQRBEMySgwN1x06nsJ8ugHZDqq5bY2W5Q8ty1GQ9J4h2dGSKmjtOFTZ0lqNcuFjrqTIdSJS/yGME0qmg3YWWbBiEOjq5+Jgb7tRIfANz7i2Ziy8vR+nt0SYf15VxmDHvGV2IdCo+XGZpwh6L57jaORICJcVrk3+uw7HsESy5g+PqQnJfbgcUpjP52zr05U5JWQhChdxoJY+PEABNGKi8dNyNl6Ilvi2dWJDvPt5luY7rW4nvyU47FD+DsqYXkDstYeP8zSnkeG/NYOJrIZSXH17nMXaBIG266GyOvTso/siAb/YFrwvlaXu9GHjKgF5VDoYO1km/lPMX8vHU0wGKkjdWbrzYlvPkeaVLeL1/tHug/vbpPt97P7rOMvLg2H/pGBURWSNIXwWfN9o7YwYVBEEQzJJ4QQVBEASz5CiJb/IZp6QHVted5vVz3ECtLr6KZPdcrFrolNgYPecePh+M05GKgNuG9LZcmoDUdXZ5fWmdHV73uiyBMBDwHIGEO3PR/nCVt838XMwtR4fU3V5LK5RAvrLOwY7vL3Jusy8sH+ZjX71/0/5wo6UrOs4oodBlRDnBOtSY+2s7eHJhvjDM0Xe5NVLYriwLLiE5sTrv1pEELXRHMgD4Tu+XEfnxLgfHssyBkm73kOuus1x3biQe5diCdEu5c1WRX1i65RJBsKNnx8U4spWlvfIylD7Z3w8g8X2AwGIRLT0+hIxMWe9aXVMtVf7wIvfxJ5ucP0+V4RjK3+HpDhTRUp6qhoy+7CulQ/YIdFbPRDpr4Wh8sMzPA+a6FNGSHaXPzUX5XmeQ8U8WuU9ERL59+c5N+1uPc5vuRpbosP3ijT0v36ElZlBBEATBLIkXVBAEQTBLDsvFl54GmVpZTpUpOLD0xmRxBphiFthqzjvUIVgrB6DkN1UJ1JH1nABcER24C8OQalPiW6+0G4bOva+tf3zT/uOrn+Rt4dwfDlnOeKv/mtrWN86+nNdZZQmA0346zNYm+O4Mkt/nkZ7/a8uf3rR/Dcd4cfqPb9qPBi2zPEZw78M9ygRAoqR0ebHX69M9RWnDc55RftmaaGrKhSxL8TYclCv0C7fFcgsiIudX+f9bOtQg7TAwmVKtiMinqCjM6qWfbHIfUbpk/jmbe7GD7LJwXISdW1vGONFU4CUCyz03q70PFuU2A5jXkPhYhuRXTn+otrXH92v25XdXb9+0KXfaqsF34YSjDH7hVItl39ngdbpLt6qydb4u5zivZKYGlIFVMWbuE8f/9jL3C/NRioh8iGBsSm6UZFNjhgPK6ypoGfI4c1Ju9v4r5THukZD4giAIgjeaeEEFQRAEs+TwirqpIMs5xWJvi8rV5c0IzcFUK3g+j9Z1xwPbtdW5T0ojZn1KWSqoEFs7gWNqnZCOf5WddiIip6gsSpPTuM/rP4Kz5yMjZ3y0zTITJYCHkKXOuiyfsFxGZ3J90QF0D1V0T1J2uN0b87lc9dp5x/xolPjOF2VHo3InLrSLjjIPJSNWLWZ5EAZr/vhau5+eQM64PC/LjewL9peI7pdPl8xlmI/xbMHj9XObMXiSpRXozvSCU0VEHm7zdaWs+eOU3YWyhXyEtlGHhdVS2N6jJMleuTlzP9AlKiLyAKUh+LefX+eA0gtIyjaglefMgNRPd/l8GfC9wPLMSyeic9BRhmZ//fRJdrDut2ZugArM6qcNXGNKtzz2d3vtbvzyKt8HH5xkB+237+RjZtAug+3fNnLhBfIKakk731OUem1OxI3K23n4fChmUEEQBMEsiRdUEARBMEsOLrcxLApyG4JjD3Xx1aQwZSyi6tBo6Wtx9FUlQZ4X5bdaOYFDURIfXFFmuwxQ/e4WAXP4jnEHMhHlMkqCIiJ313m5D+/gD9gn85YxiFFE5HybJYwfXmY55RvpK3mfu3JushOTq4tSGqUGBiLSpXSv11VRKfO8iyq8+yUcRzj/x2vkKzT9wlx+zPFHOeU9SEmULt9b5n4QEfkIbrtPHuf+o+OJUtrKVAr+APthdeEnp3AHjocr9MyXyPFCuZGyqYjIx8gLSOffD8+zrHmxyBJZtbI07+OGe4eSpj1fXqMPIHPdx9jfYB0b0Mo+fzLCATqU+5ilKJbJaJdAr59P+PtP8hj5pLuj1hmdnwdGBIAzGJz9cmKO5Rfh7H3yVj6WCwR20134wao81kRE7qCa9BdW2bF75Yy93jzQee+xL/iThYjI/1HcWsyggiAIgpkSL6ggCIJglhxeUbebTtuV5HfLUhpK1nO2lRqteu6hNJQEEfGlvJYSGzZA0c2/53xFsOe+wZT4R5sHN+1vX75306ZE9S4C+awri24gxr0yUJey3MZMxykPMG/ZFT7/9AJS2jWjkXWH98g5yFxjd9bZcfTgJEs2zEkoIvIeqoe+DVmQLitKdOwj2y+UIy7pCETg5g8XWaZR5QPMeTGglWUSGCzJHGjf3uTrKCLyGC7EpeOCpMxEKcpKdDxPBgB3jjXWllKgnMPzpFzZjBew75Q3eQJZyvYRpW465ygfUQI/MS4+68TL62CMDOVHpK0cy2tEmYsuwK7R2pvQF+wXyu4fbrPs+h30g8hULv6Mt1f5/ugkjz323cedzpVJZywlcZ4L8w3ac6Qblf1/r62gbsyggiAIgnkSL6ggCIJglhxRbqM0R/fzeB1MS1mNF1mRt4JXOVfLffiP5/SrrN/qAqS0wpILP7nOwZLMO/bJSjvvCOU3dYx7ynV5HzZvlptCH5LPk+t8LFfY7mBKWuw3yI13ibIYkLg+WmTH07cXWr44Qc7CU+TPO8FxMR+Z6sedHv7sV/6N63BbK+RGO11o+egcgbrbbbkq60O4I/8wfaDWv9x/6ab9aJv7wkqJn8GASHteHskJsFwY6Y7Xn/n/PjnPx5+u8wDvNocH6gqkLJY9YdVcVgAW0aVbvvvkwU1b9T1kMRtEemKu2c0+cbOOTn/bdb0yJpSHP3qSj3/c6PugQ3Cz4H5JzPsJaf4cstw/udZjh4H0P7h8cNP+1qc5RyHzBTJ4/eFSPzd+cJUl7R9flKs8s1/7So495hKMXHxBEATBG028oIIgCIJZcnC5jf2qVAX3+RV1ncXry78iKc+FUt4tHH0i2rnnlduQddY87q61w+g9lB14f6Vzb33GosvTc+Zcu9zr8gErOOeuTpHmn+4hnLANrqWT7iunH+fl4NL5J3ez4+rb91D+wJSloGO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"
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    {
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     "data": {
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
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B1VTeDe016sAXtZnBW0nBMmnUFg+aiMgW7eyiOGpnvcU69Mbptp6uo0qXPzuU/MkBj71rSUfNjPi1qgZtiBlUIBAIBHYS8YIKBAKBwE7idhRfVb1Q47moocTidFDLMW7G0HWI3EhODWOmhFC7pTVotTV4IVegsB5xvkojH+mblmRzH3UEqiRbN1OExjRMRZ9XOtLECzVNBXVgOQQl6r46GFVYy5Tc0CctBdxERLZ77OQWtVtOysKtM2JxN3KMushCdRsaPQt7vU1aNIYIk6s3+3oyPvbI0AYwdXbnUF2iXRsoFT2NSuUhzZYdKJ42E9B9uA40Nos09NlVY7AOaVSX7mwUmaDfaBZldM/6SO8p7wE1NHCL2OzyLd3eRyWZ2CdSdnkzLZfwee3SzLf75NJ0sbvXnGNUrHBPuOs1f52dpss0iY+fQNHnlZ14PpEWIwXOZVJ3Pppq+BwxSGhWCRo068Mk3rWyzxoXzfRft/n+ojrSj731VM9l8JzhAaS30UZEHXmqen3YrCLkteA4vhbR5gfjy/VuSHoiYgYVCAQCgZ1EvKACgUAgsJO4HcWXZ1JPRtdoIWbrUS1n6D6aZkmluSKBpPLqAWgLUHeJ+X1OsZRAxbEYoDHW1dim58LdCCrvLhDPvac8E9toPJgDu1/SeiyU5s2DV/vypmEyIy3mVqvQ0kVvju2fN9NPvTPd8Qp9VzuzpaH12HwosSqofIRmQ/eVqIAaqZg10yykVoo92zFsW74AxXeZsIy2s5CiG/1tiiO2xbTfFNR0xk10ERVPpMO5TXJGX6oYN1NtTAWF2uoQ/cV0ava9WGbIHIP9+nozlXMjTIe1KFNdvxiz5hzth1E17zbzPz6HcfEad6yLLGJZsmipO6+2jMjNRJcNvcljOIovgdfrsFgCVIj1IWg5R33y/KsNAgrI8OFeaaob29ROUygWG7UZ6TfT9nvd0PP8CaDteSByLfygcV83IGZQgUAgENhJxAsqEAgEAjuJW5bbEJGytqZXkfYSGS3r8LV4rbDftqUUR/6D6QQREcGU1uybajtuz/a6MiL1HrgSLJv9Yl/FVKUxzMMScWUOtlTBYTrfVpJDLAVElRIpq2LMyoBY7NnpNE16PGcqa1JL5L+IiLQocEghyID9irISfctlJXAYRY8GRZQ/IE3km2UMxVitTUTHc/RfzzjEUvPnbQZoT8kaFV+XqjYeRBeZhyYicvkO9l1qQ3sX2C0M0MxRpEJLxCk9OURoKGWMpLu+beVdiAznyGtara08sQMa19BXoLUK9pEZk/aYvCdIyZpcRO7KUYQF1Wv4vy0ovpKFJ9mP7rHVu2g2qZv7EH1ROxrT0HcsDVQ2jxfzCKzbaVSqO3ugjUdPYAyeNBdFFLEGahrhzX1nFJyvlrFXb19tbhQzqEAgEAjsJOIFFQgEAoGdxO0oPvkkR88ZWtvKUlC5ljbNJRS5voiIsKwFc/1MyQPQBG1cjscKshsY1pgFeI1iy1re36TFimYzL1U9ft9GTbPUfslg1L2mMHNGzqv1us20XlulWxGR3py8A3LeoH6iCs7zajQGmjy1smUbXKNez1U1ZYYbqIqSCrdLKKQu7TUpYdwl5WOqhOLSU8B5o1LSNBL7gkKLtNo1Y7VRBIICQZ6aN8QSFSkfthk75hAz6kRHZbFtpqopzqVLw7RTfa6O2TDchy00MM25yWXxGbqRQ8Go/Zrvu9xV/R09Zg4k1sO172KsV04xvNnXv1kd2bSrJf+PJViubfMKT9Xt2uWZgsY1ylRm4bWZXt045rNiO4aydQbFLPIWTZmctT1GfY0H/+Rzfsxr7JvYQg97ZXAbYgYVCAQCgZ1EvKACgUAgsJO4vYqvqq+/1li+Yqnz8DRU5Vudt9AZ3shFsR1UfFQHplVLlUuRF0biBqQ+JUugXDbtoVBpvmr+D5Orh6kyaMxs0Zwt9mIbmpabzcSeMlof6TJLOZj+o/gH62wnjtrYY/v1+FSokcbzij7+X00jHw25c5wXKokWhaM+qfgqWr4v4fBdR1d2oQpjn5HWZPVQGmCvlRbY8Jz18zWyBEnrMcOsHDkDMfPJeF5ZS1kJn59n6EpQwizgDCqL1N21nDOyraQ+SYXBzNxZ23uKVBjbQnVoXbXc3yvHTVNVxwy5vuExsUF7uY2y10Ix4pBUOvqqwQkrbsfNlCoptqKFTr7WNlJZFC+jpEbeteOl4OOCOXd9tItq0LJ9HG8xLkmLdmZ6wddf1pudxu5s4yi+llvStB5hA9cE1m205LZlvDjEDCoQCAQCO4l4QQUCgUBgJ3E7ii97obpLW++YwxRvpPPLaqzzXqNwY1mKG0y3tnQH3qWgDsWZhqmqY7w8lXPm+G2lM3zbuszPa1P3gS4bWj6CfVZOdHpdjHS/2z1QDqCSPKi0IRtStrgor6l8jNgO+Xv3kBV2CA5jac83K0gvgO7bJ8/EAzY2S0REqhbjKqkFlixYHdu20CDZhYmVarveRXMg2LWyEiwPAxrYnC+Vc71mqlNEpDbGVf08GyBrso0WE0stGcqOrCBPi8dwJlLbsMZFU7X3piy+ilVdcY7t9Ky7+C3XOINxlcKxAteelL+IyPqweb+kLo3J+dr1xnpkGNHf7EvSq5mj+GgS571bjXRno5HuoJPbMblGlfKCy1XzvW7K4QzsvlILL8dKyyyrYVSf7tqb8iw057L6NlWq1w7dcvO3ZPR5xAwqEAgEAjuJeEEFAoFAYCdxS6NukjrPr9FyxuBKtZ4p/4Ap4ZCZa44+mqlCL605p24xjPVbwtHcMQ0tSbpu2P6O5jbGdNyS8VcjOMwr36qxtnM7obSnucwBq8uKOErB5Oxhm3mbEsnua/QU55U3O4BNNpjjfIyKkKBii3H6I9I3dtsMvAWNunWFNuLauyoFUoBa6p/CnAwlWmeBirTIQdzuObMk2kaFmKF/XpGaMHlqRtWF/eJ4lTMu8nrnGAukrzhGcpxv2W+nstrUZjzfa+pGKsFgmjasXqsKz6LNoNmBwq0Luo862qprHchGVcfrgo3YFxtPX6VmepnNN4bvdfPnItfN8C+xJEV3U4kMrGdM2qTQsQ6r83qKz4YG6mI5aH7cGzrd3dtm31kLrcdrmvnrywbckKnZgphBBQKBQGAnES+oQCAQCOwkbp/FV9dGrSYiIqXyESXKUmwPlH/qQoGTz3SunK3aDa2m2i3XAy2WtlZOw2w/Q+vB6Guq4FL117Hva9J6wvWGlMDgc1OF1vURM+8WbeZgXg7bFmbzkc4gZUMqh3lqmevifAuFGszIdWdfjwEKQTpOJQT1VheqtM2CZmi9RjnW6Xfby23kMLFuSP2B16tdtdgC13u5ZTCgHr93wdyx5vw2t4mhhmh8JL1KNWXdcTQo88mYn8dqqaRDPOWB/xo/Ap1i6KeW7a9RWbrM8+J4WU/bt/fZfler0ZgtzZSmr5xKReRmqmNhjIxGk6+J5e3EhyeiX0h/gcujSb1/4juG+9JFU3qEhukbVHyDM23b+RT5d0d6f01HelNO+zbwcFXqOP7odIrP9VnTn2gDSI2vFo6qxrmQ+q27zfl7vL7l0BnOqUZdc3uac3Eduu3XyGb2hVE3EAgEAj/CiBdUIBAIBHYSt8ziqyVtCkt9iUg1giqv00x7GBPkut1JSPqNyr3EUCtODz1FOFLOi6qshPXSOSQ3LJ3hVEKGLsQ0tgIVWKEKbDVoqYkhVumYraFqA0VYoNyGpxCoGqIpkMuklQpwFplT8RnF1qi5ngDpp8xN2yvQNMWm+ZyN8RLT/Cyz++rlXA/0F8Wg2L505tYt2rY5YHYjywzo8nit63u1W4G/20phmGrGZBQdxUeahYrOGvwRzY7ZyqlZcb15nMEpKGUe4wYztFEksgqtaT+Od0OpF6q3rHETVBDP1/t02WZQcesNKihTTblqqawsItWw+fgVuNt8iXIVbqib82KOI9SRHVzvAtv7vEP2MTMas7xZ9lk4frlCx5j7Bec17OMZhq5YD+1zi2o9lhvJNlCz4pnAcjTVxv3MUfI50pbJSNrcZW2yhA13HSq+QCAQCPwoI15QgUAgENhJ3L7cRtkwZa2b1RmpYMkBUBO99sMacyxoQdKI2SXm3f0WiZHY8hc11IXGwDvXua6hF916VAHy+AnbZBvSN476uiFz8CVoIu2f+0qkUD+BQmBF3XIP9BVVcC7D7BKG2r1vg6sgNQOjabmw32Oo5uHxa6j9KpYkgel227NtKUr0GY2jUO5R3dftWG6lwnqbAfIOh81lIRb3dOx5Gs+o1aiWo2qSxmgjxHJqtZa8RFIjbaZZEUs/zR9gG/Tf8Dmrxer6xcBRl4MffExDWbnbM5lSHs00T100U73XVXz4P9K1XKQ6D2PqmsmX++7yWQMFKagsb35vo5x4XfNVc6mW3P1KQbUccxQXULYu8azoZnYcrwr9v+22WelZeZf6J/CZjhw7BYIIRh8ql1fl+hAhbX2t3Aapa1MRl2vxZ5325xyvS9YmZHaIGVQgEAgEdhLxggoEAoHATuJ2FF9ZilxcStq4UhLIWKdBNYPaLYG+MpVquz4PDdtQ7UcTLfPvHJVm1II08XJ7KktI/fm8v5b8wFdqb+mmup2W6TnaSxWfrxZq8tToE2aZBx6SRjqvmOHfLWUGhFlyWz/tb87eypbaSJPhhXPcbu31NhV12WbSGTBx5pWjPrkv5p6Bitois22z154HRmqHfWGq6LYouVjqQ0SkaCmXUrcIPb0Kj9eY7aShNqGP2C6er4hVlZkSF1RvcUy5p0LvHNtQTYrrWjPD7QbTsMnMo4cTas79ofJyfVz7s227wsyUn8A4KNba4T13jao20S2Z/RGVnc3riFjzu9kVTLQlKjOvy/ZH73ik5z9f6IVd496hstXnW5rSHyN/83/SFlM9G9veMGUhRVrzGWqud7ua1f5H+3GImEEFAoFAYCcRL6hAIBAI7CRuR/GlJNLtXlekbZERBeVcVrTk4lHh5aivhHIbRm03dCFsbBP/hFrQGH3XlA+RM4Fq0JfuYNM4pWVsPSmLltIVIiJpAT6FtGTRTjkRphQH1WOpWVHHfXVndsfDp+wjHIMGYMbpO/MeVV2k/6jSSaR/cB1IuYiI5D0adfXziso5mG5vKhbLCq9tCrWWCgvXPiDNZSm+ZrWWL79A+oy0SWpRBBZ7N6mfuC/0MU/XKLfs9ryuZl8twzX32Y1QwtkqvlC1Qf3F/vZ0If+vd6YdszjQRlPBWUDRJn4cosRHgiG2NoZrPGvcs4KKwgKPl/WRNMJkWvqyL1BKmn69VgrjBTal7fz5EgED+JwlaCoKbmn43nrFsC5SwVpRPc373owdTxeCOkVfmjHBe+2GG/RVjeVEzKACgUAgsJOIF1QgEAgEdhK3o/jyTGQ8vE7LQbGWljoPzk2gmi7WUO4Z6k1EZIW5I1V0M83PSwPMx4+0RISIVRGaCb3hdjC/7DZPe0XEKtyWDK/idL7FnFvYqT0z96rUafw8UQnkpsCGpmqp8Oqr+L6Ep58M2F8tCqubpuPGiJm1fE5l5cBVYza0HukMUDN18+ciIhXLukJFaMyWLRVdvMKI/VSMsD2zDLGRyUt0fWTVbs3L3G/pGGyqM1Nbv3JIs1vcOG6tApya1/EVmJlHt0Y7jeqT15Fxmp76pNCVzNRC/1izM2junFsqq4Kqj1l8pl8MbW3bYuhWHJLtN+eIMZHcY4vZj0aBiXvy8kJpzNoNvprjmGOJtGYPNGbV3i/GDE1KF6Zb0pU06pJCFrFUO7NNSSMbI/rabm/ov1esRk3EDCoQCAQCO4l4QQUCgUBgJ3Hrirp1J7PKNRFLxfk8u0+QLXVuT4qwzt36/enVYtpA4cWpZ0lazOfeoy0sJVFiX1zHcEx2V6mg8hA0FWjJegSKjNl/zvTLvyvE45Pi6yz1ePnWX5rmdpKCaPu24akNlpkgJduZU/0Ew7XL57IUSnOFWhp1WZ03uTw1T9npzrBIA+41Ryv7pdlUaSqGkn7xZsuWbDabVYZl0FW9S2lFieOTOuR18eUb2soUkPpjlmBqGRN+e5sL2Hy83BZ7NTQRza4rqN2oQjSZaz6zjuUrYCg21CVy/UymoaOwWa6EVJhhz1poPJHr53m1SZ/PB/yHoVrtNsbQizFmBM+8b/y50HSctXDqoEFz9Ffn0tHeHG/o4xoDnLQ3z+X6zwG8pzD2ei1tdNSlLxt0W8QMKhAIBAI7iXhBBQKBQGAncWuKL5W1yeASERGW1WgpcVEOVPaRscSFL5fRYrTl5zy6VxQa+mvTPL9k6Q7m5/m2VF1tPylK7jcVWAb1l7yZGesJTImcdq+O9fgmM05cvFlr7D0+Tzesw+1RioOZa2Wv/btLBSUeq/hKW1uotnIVRju95tz9ukXx49VPbSBtYaoUsKSHo3yMwo4qJ6rtWvLYfP6dqVhK2oSKKVPF1l3vquU8acKk2oxqLbepoRJ5e7UYcH0eG2kiZv5VJpewxUDs2kLjLo9PGpl0X3em62x9vmELy5SvQH+hou41EylVjKTK0RaO77Rtpy5Ti6LTlKbB4PGlQxIqKmcsF7JoVvexvV6laqjbFqVl/1wv0nYMY7Qbx2wn+8WUjeHzwBmTWSmYz+ZXpf5iBhUIBAKBncSnK1joIn3KA/3llz/6U4BgRBJ5s7BARFoLFkpLdE5yfiMjwICBhGKAhG9VbSnjIiLZDIUJl/xVke3Sb0XVRL+S+3YliB44uyr7SCguWr4SSnvyMr+Rtv1w6b+N55u29XS5zccj4r4lDZpnQBQz5PBvTCb2l2kWbtviJJcZ+hVCitInWrdNNNAvTPOWG2aWOb6t9y60/esDjGP60Vq+nYrY68JZl0kNx+cUD4i4eKK2BPA5Psa5VI6UMD+CU+TBWQOut9/e/M7P8+et2zIOM5eE30Mfzyc4BosVtLXFC2Q4A+KsA9/02a8d18dEF31pxBBV86wpc16x1DK7yQ60w3sD7bDN2j56q3VbtQQsv+Jsrk0gJBWvS4vn8obZtxGRUcjBe8rrqdq0FK84NYoZVCAQCAR2EvGCCgQCgcBO4pYiiVqkro2PSEQkYwwQk8r7zYUF6bHJzy3l0+ZLSojyNTSej10CtVaNkRDMQoornXZXGbkUn31DAwp+CASlSYowrVoyda61BX6ElU77q2P6o+z2hrLCj9OMHzE/aDJpu71ZhjpdH+rH24MbckmGei2yTjPFZ3xEXdB4heXVevBITQc6FliQbbFS+qPbtZTwaqn/V8GLskHzh4+bC/v5SB/zYzMTnLAvsqWtkThi6TOKR0z0DvvI0zQcejcc5yVM0Tkf6cN0cXrCyPLcQH22bW/OhRTdsp1+Itro0jaq2ae0t4kkSlLduGAd53siRcrjUPBi+uWGOCmOF3rCKAKyBTnds2aM9Wb4CQT3tKHP+LkT2AgFM/i4HOh+F/d0eYu0OJ8+T+9TPcTPN6DtGcXli5vKmu+AV4wwB2IGFQgEAoGdRLygAoFAILCTuHXBwrrfsdSXiKQVFHoQoyQThQtV1yUUdVtL2ZioJHIQSyjqsvbCgCaSaInpJYp1cdmoAzteIaZtydD+7Fy5gXqivANpPE+DFmNGPNNn0XwJvMrFxpdABXiAGKGh9mXJ2B8XP7V92Ey9slhZNSLnYtvSG+r1zuFronIvA/XYyXVfb+7DbCUio47ua1FAuYeDHo+0v9el7a8L0IeLrg6+zRrXpSVNvPDRN/ibqq624oVtVNSLA+lihz4q3h83KO/Mesajg23aYps848MYIuyLydW5Ua7Z7Y3fC+df7OmKbR6Zm8BzLEeg5lFkj54mTz2SMuL90oWniLQePVV+G+Nja4m82qIfGTMl4qhXeu0Y5cVU/tUNxU2N6RHNYkp5S+UCv57x861+MB1fDp0qesKdYRy1+JvEK0AHLQaxNp+fQ8ygAoFAILCTiBdUIBAIBHYSt6P4siR1r3ONvmJcjlHeMZ7oHPPrBebd0wO7L1BOqURs0oFyCybBvPRGXRQQHDBXBe/iNVRolze495jSPuxhWak8xiYVo+Yk9xcH0sXtGG0ExUjawEfntBVUExRqy2DkK5B83Dt330PosYOKMIfyj4bYNLH8VZY3K/xI8e0PtV/7uR6DNJ6IyAqU3VG/OV66ABdz6Nbhvj/cTK+WqTLaHuBcQD913aU3ZlUaT8k6Uy2HbqUizO/LxAPRqMuw/b67p7jvJWlo/TyBvqlvuJM7C5rcsQ1v25sK+6HNnQW2MWnqjCrSdXxieHdGurGZFiQlyxidayowmsTXUAnjPmCElKd0e7NmyqpqUSfeRF3yfjWG+ZXuLIdiNR/anzaqdfMFpAGZ+60HzfTqizaDIgW93JnpgCn7Qyxj274v6YBlFlXEMyBrU/SJSMmUeW4fFF8gEAgEfpQRL6hAIBAI7CRuncWXytqaaUVEoIpjtl7Fz6cavJUNMKd0YGafFDTnUvJD+dQNahbsi1SckcmgkKHPGKzG4ASYC0gzMvMGi3ZzK6m8zT5lZThES0aeX69NYccA9dTRtpAmEbEUAJGZImagCbpW/bM3VN6ghKOUJtzFRnmxLoy9b42tiq8HydGqpIpPr9dRX3mljXMSFjj+wUg5O7arOMc2oH9YuFHEUlurI1BD8GWb9HbAq7pMzp6hWXSZtBBVbCJivjquJ1BHQqHWO4VaDRSjT7cmZba6o8s1KaMbngRteWw12VoWAe2QlrL7Yp+zXyrQy9U+FH2gsH2xS1JmpPvKIYzZI2Zg2vu7C7pyg18aTDp3v/l6J0f31VDWyl5zVHfeZmoXkc22+ZnQZmA29KzP4KQBG/d6sacXg7ReMW7P1uwMms+F+ZjVtoXGEzHFFz2t+SqIGVQgEAgEdhLxggoEAoHATuL2WXxVdY3KMmUxqHpBYUJvyNUW2Gk3TbTVPspXQHknPWzjTMOk72qo/bIFeA+qCHvgIHI3PQX9V+cw+vahwgOdQe9aqhytlmfN62EdUny+NABLRmRzKJawDpfThba3O3PlNhC1nzZKg2YtZkOPyzkKUWKqvzfWRvdgzmXRsg9mU7MvqvDeHJ9dLU9xWS42ejwae0VE9ns6xp7PlTPbzHQHaIp05zcosXxBvE9AA3NJcyroNk+rkb4yxQRN+Qh+3t7hCSotZi9uQf1RgSm+FAQGBo2rZJWKCQMH7fYZS5y0+EtzKgWNCs+uR2qJtGQxYmfoIpV+vgboYNocMrkEr8ixl9wjiPS8ucZHKDwKervasEyQfVbkc9CKUNBSAVuCAq+80RaZdSxYaMzgVOvh83Lf0nLs4xUo8dUd7ReOA+7Xk5AsEFrMkRXKMQEKvzNynQxlb41zblMtesQMKhAIBAI7iXhBBQKBQGAncUuKL73I48vd9NSUxUAkO+k3ml5HyKxbuRAz0Gppzaku57o0fDk+gkoXGHUTK/ruKxVU91l+0lXBhSKRhl7mBZLGrJGrVznTbkK13GT6q9lUSEOjiEgxgFqQdAhopqqFO/S5fszqMhQrDslpf7Gw55L1mlWEm23zcNofaN/dG9pAtA46Y7ZVPoiGXtJ6G1da+DHKsi5QeqOmChF5bjSO+sw5UkAblB6hkovqxu5lO330Kuorkw3nZHTFhAF8upgv9I/+8xZFnPOLM1ewgHKQxtMauZXekGoy4LhMZWlLGZHM02qk/0BblyMG2KFf2ZY9S0AVoJd7UMgNRkr94dLLemX5xlajMMpdyKHut7un+y1W9npVGK/cb4X1OCZJi4mIOWfzMcYeDdsc0+XIbduSq7iZ8D908VWr25K+I93K0iHFwvYLqcCaiszsht8QgJhBBQKBQGAnES+oQCAQCOwkbmnUrSVtS1uuQkTKiVIr2RpUGnL1JDk5z8uPfekO0GpcZuVaUofJU3xmZ5hqj+lMw1STxuKh5UbY/nyjrr40B90HupLrZ2vLbdAwSJqDRjrSfduJnbYXLpvvanuuRs8xVEXMTxMRKXmavF6mXdiXM+91e3puBYx562VzFuGTy0njsojIa/sXV8tU8fVMfl+zKktEZNLXa3GSq6M2h4rR0ExkQR39RFMpqcAhaFRWdSWN51WXpFa6C72um31mL+o6ngojlUc6x9BtHPot1XFFRNbT5m2o5DLmbc82tVCU0nJ8cy430KiGWsJ6PF/SZcXAqYdBLa3W2pnbJaj9c/28f9ZOhTE70VCX2FeBjvWGVOZdUhHJfZGurF3ZGKPWW2aNn5vrSrbO0YMVDMyG/sPzkOPb0IVbe15U6SZSn6QIkd+X+vZZkfhzAMtEr19tbhQzqEAgEAjsJOIFFQgEAoGdxK3LbVTD7nUjH6m4lnIbpowGy2U4RWBi/l6PhlhMNUnRudIfRl6Cdpnjb5pNw8YM7NdrUSF6uvMKvl03MJGNcOsblZaptgraAJlcxT5Nxs5USFNnV9tvSnow38tN+zPsj5lcPeR27Q20wQ8mSuPdHVgV3xDcyhacT4Xlz41OrpaXpQ13+/b53avlgiUX2H7mJYLK6bpSEBtSnLisND6SsslvqNRC+m553ELRsWqvy6xjtl8JE6lAydXVbjWqQ9dFxkRMis5QlCyj4bYnzcS+MNVecQyaXj39ZCgv05dtJUHa1V5bmD0zrJdBLcYKsczoE7GmVKoQSa+SVqtB0eXOqGsoTlDChtYjLedpVFK0zHtsMe3eVAYkwciftdDTZoyQBXTXq2bDDvDzC8ttQJFXuWdFfQl1I8/l1UR8MYMKBAKBwG4iXlCBQCAQ2Enc0qjbgppGRtJiefM6qOLqX5HVRHkm5uelGTkuSpFclh+pwC3pQpwq6T6q2GxTpJrAUPwK2VHM7qPqUEQk8fxp4sRBO8sWM7I42qXFUMtylsxGy5wX2qjXQNdtoT7KDhkmZ7cfj1zY2yeYL7S/np9psN3zU11+8/6p2eanDz++Wn57+Pxq+dFa6x98+/Le1fI9RxG+saflOy7WOnZOTrUtpDPKYyw7YamhYOiTZQUYlN6g0bRrm3XNLNv0OY/vaTkOjO4FDZpoC5SdbWPqxXqgpw0thz/88QFmGWY+rK3hc8ZQerqQx19PkX93TJc0xjHUqOJKnfSGemE4RKkmJV2XuWFrr2Wz8s4oDXH82mdtdsgF6qI3g18db9zO+fOcLb3aTJ161aYpEYKfGgyNi59WOHZq18c01GZnzW5sU/7HKX7zQzzDMz2ZIrL4AoFAIPCjjHhBBQKBQGAncTuKr6olW2wMjSYiUk6U68hZioOKOpjqTEbeDSq8ck85kLpL6g7T8a1T3jELsO3ssE01QH5bt6WWgIh5lReg/rIN2oJje0WgVD9YtlL2aEZ2h6cSqzl1XyoY5kgl9c58JVFWP23+jkITpEeF/+tAzUPq73Uo9z6/p9TdvnO0zgvty+8vVJG3hqyKeX3fOlW6T0QkB23QwXJCKYZyq8fonzTTZSKWyqOqq43KI1Xq6cI2ys2o6KrmZRFbCmK7D5UU1H2kbMr2ItXmnDf0SZO+obLTD4mW3DZbCgKf91oGqN8txxiz2ZD5xgq8vT1bXmPYR6kYdHKGcbBgTtzKdhKNylTlFcgFJMXFLD2vdqPKlnStySik8m7lfgLAWMo3zfeeyU7kLe2UjryWxuSNZ21qoSH9eQkqc9fH2v9UTbIppVM3lmfsDLk1YgYVCAQCgZ1EvKACgUAgsJO4tYqv7mQ21+4GMNuO5lpjYvVZejlMZszJyxlnj0q5aytRq1g+g4q+FnNuttJpa5Xb8ypRVqMDRWEO+o5UDOlG7ldEJEP5DVbOJcXZWevy6Imdal98rtnwZ0ycND5SveQKj3JKz2vZO9NtNpB1MWtLRGSBKsR7Y+U2upByna2UF/u+qHTuJw8emX0d95QzewL+6WtP37xaXiJnbW9gT2a+VG7t4qnK2pjFx2q1a6j4SJddQwsFQrMj2crkVHyIEpTume5shmw0UkG1Y5dp6O2cNVM7pBWNcs/dUm2VgjmOin0OCtsvLCtCkL7a7OtydoOikH/31X8txRjXC6UoEk2v+3Zne30dexcYB4tHesJUxOVOxcfzZ3XiCpl/pkQE8+N8lR8KlrHcaak0XN3wa4JV6eJjPq2ZjdCz14dUP3MQOkvd8fw+xuEAB+xd45qvFtMzZGKS+tzXxnSG9nmcg5YtkV9Ybm7qAEXMoAKBQCCwk4gXVCAQCAR2Erc36lYi2crSZaZMBXPPVs20GlV0aWvXoZKO9Fk2Q4mLDqUxzjBHEy4VfTDqtpp5vbm24Fy7eZtqrNPeoqd0WderE9lGTvW7VA/p56tDN21HFxv/M411oCYKTNWzwrpGqYzKz1XKlK/ABeHw4/sIjRORu3vKZy22ev5U1D3YUxUfS2T8+skbZl9rlB04Hqgs7d5Yj/FxqfzR6SU6SUQyqAj372o750MoLR8q/UNFmzcwE6R/NuoZNvQVVYDXymUYVReUaGfNx/AqPNIuhVERNqv4SLF5Wm34WJeXEEFyNarKjNFT3NhrYUV9uZGXyF2pF/b5+gj/MaHplio0bdfqBB0hIueoors/1AYM3lHu8Pk5qmd/144dY1ztcFzgniQ9CkNq5b7asywFMzETPq/M5y4/jx5/3G4cR2vkLZoqyyt3UWDY5xhbTfF525Pf7Wq0r8+H3h29J41AG52xWNiBvH7KgE/8R6f9+UjEDCoQCAQCO4l4QQUCgUBgJ3E7iq8sJZ1dSH1pJUv50VT/6OsUr9prVvtlayqG2t1bbRV1mWvnFYXZXOfEpnRHH9H88xZaz1f/5DQUysEalGadN3Me5ajn/m7ualbRNSojR/HRLNpGs9BUR5pne2z5p/V5M0VKirHeRxmMrVXcPJ1BJQVa78vHz66WWSLjEFxK5TiE7y/uXC1/+0yNumdzPeE+Kvj2evZc5me6XjWCcRN9UUz02q2Q3dg7dVWLWS3XmBd1eXuA/Q5R+sIp3aySC9uDiqMKLjlfN7MUTYVXbLNtqbLMchciIrN30C6or2iULSfoV6fkqlD2xpRM4PYVP9dtPZNDk3iGfQnLMrRUoTVmXhGZXSh9dEnlHsYuK8Rm7r5ZHeM5MkKjef5sDMq5sOqtiEgHZVAqtJnUbyutJiIVlKYlxhWzDNsUu+WBHTwsUZK2PCiuFwuMIxcw69h9LS61j+foyw7M1OOx0qvTA/tzQL2vg3+NtqyWN4Q/AjGDCgQCgcBOIl5QgUAgENhJ3LKibiYyHEjqus1g3GS5DCr6yqFuQzNt50OlhUREsg+f6B+gC2Wo+yV1SErvxYGg3BuQigPnklHNQimVi5pvMfeWfd3X+hDHAIfQnTnOpm5WrdiyDmi7K7dhSz6AmoCpkXlk9YzSK3dQU06gOYOM2MzsdJxUWr+vffT9M5VlfXAxvVruol7DnaGlAEYdNfK9Nr68Wqbx8vSh8mL5yErvaAwsYP6rYQqkQs1kxjlKt3+my6Q7t/vN/cJyFX5fpHYKl9N3tQ6pwz17DKr4aPYcPQT9Q6PsVJd7F5bL6oCRX93BPcmSD6yE6ilkZr1BfcaxS4qK7fVjz1DaUJ91eU/ieFSpZgtn7uxh7EMFaPLgQB127dAz/TR/k4ZaKCX3cCFRSqIs7E8LLH1CtV7nEhWnz5opNn9MwlSABo1MY7F4RWCHdCH6EsfgzwlUFOZdO5D3JkrfbQvtf6oWZ6ABq5lVDHemeiDS86QFb0LMoAKBQCCwk4gXVCAQCAR2Erej+PJMqoPRtbIUzJMrkTmXrZHRdKpqDmO0HVvzXXUMV2RLKQhWwa2cWo60XFphfkzmEZ/XY/yHPxwpP1CELP3RpqhLvuIm6L/tsHmj+kD7ZTux/2eqorL70YCDQ+3j/Fin6qdnTu71gfY5DczG4MkT29qOAXMrBY2IcHROhjq1XxV6jG98/JrZF2P797BNF2qizh7om3On/kHmYHWAa8+KDzAwZytQza7qLTPrSIGQFuR1oDrQV0CmQo2G3oQhWeNU8nXLQBJL9801otBQZEa5Z28pY0JlLiFpyRp9N9y39EvCwFjOUWX6Y13uzJvpTt/HVQuVZVA304jJMe4V6LsKyrvhIdqPLLhFxxp1u6dQJ3Ls92HIZeVaUmlj25gSj1KWxSB4T/t8TJb+4Hma/ksty75EBijOLijGHFmfZrzxXnE5jCVMuCPkYE56eoMc9LW/WfJGROQMVa5Pl9r/5xf2WrQhZlCBQCAQ2EnECyoQCAQCO4nbV9RdbqVydAYVavkcVRdRooK5ejVUcOXATvWSyelzSriXzUAVXF/WIlHVR7WhoeuaTb9SOMkR/w9t6cxgYt0DZUSDnKP4Vke63uYAFAbLMsybK6eKiJQ0EiJO/wD5WHeRX3eOchd5x067jSGX2YWkJlYs/erUjfibFXW/BKPu/YEq8mjOXR5Zzue9Sw0Ye3KmHMjmmbY/geLrHFr6qYAiNLtE3iKVZziV7RGqta78OMZ+qapDBttgH0ZwUl/nVqrXvUC5EnrBW0psmJIHYqmt4aNmhR2NxaZyqqPCTBVfXONyCOqzC1rL8dY1aB7SXJ1ZM61HU3kO6krElpoxzwT6cbfNy6sDJ5WEWTQ713Gwgqq4x/IPbhxXULvVMCp3B1ju6vJmo+OrWDjuEvtmfiCvo83gtJtzjHRcfuHVvnhdyeg+sMEJNLafDZW3rr+DPkLZmfpA++itO6dmX1TgfnSmP7+cnOh+7xzpvc4MTRGRe0P9+4sTrayd3bfX8r+SZsQMKhAIBAI7idvNoFJ68Y3bxRNVg2ZhhGwgRpjih3qmlC+tr4UiB/6Az9lMtmSckW1LvYdvstiG65k0cwou9uy34AqzixwzM84MO3P9tlYOUZBrYIUknBHRA5Fwivzh0n/DInr4Fj/ua1su8YPkCX6ELE7teZmaYnnzj6U2b8Yev4QfYtDXnV1s+o3LJwtty+HQfqUed7X996b6TexjeJrSI22/ESaImNkkvwXzG3UG/4gRP7iZBn+45iyA3qHVimIZREu5H5e9yOUlNgf0+Ojn1dCNYxPVhB+9z/T4Xe0uWd3Ffl1K+xDeqSU0Kvwxv8SMIOV2plEzxugCwgSOY1yW7gWWnfeIoA+MMUacZVJs0j2x99QWwghGc3E6tsH9aQoOio0nqhH/tZ1RrATPH4vvOb+QMaUBvI0yTP4rp/XJDJPSvFt6rehdKgrbL2Q1cvgU5w+aZ/VEv2Nvii9OlBX58X31qF7A3LcqdUy8d8HIdZHffXhf24IxfbTXMk10iBlUIBAIBHYS8YIKBAKBwE7iVhRfnaVrviMRS5nV9MxApECKzRT8G1ouK2FfpNIYYUSRg1xaDiFt+aMoaJcB/BuMUAJdmZ3ZfWUd/rqOqS/2m2qdd6ctfijdOgoAv5CaAnD0wjhvhAFOZXOh7X8ICuPgSH+Q3N9TPuFkZS9zB5Ex/KHaJGqD1smntmH9QXNDS/AGZwvlyGYzpQPOn++ZbRKm/RMUR2PEyows5DObEdN7pOe2vg96+Fi5vAr0UTHXzs8vHA2LQn2moBzonOFd+PlAJa2eOLFP1bLMhBrQkzK01GVirA8TiQ51PSaj86tm5aKVZm2+O8T47B1q34969vqeI1mejDrjjTJpFkz4qCPDhNGHRR0IPWRggrx3KH+PMWP6+fodXXEw0XGw6do+Xue4+UCxjuAn5COkA8FA7vw+K1zY7T4aA7qwe85iqmLB0PQpPsfxS3o5GZM1t89QJrhXl6A4WRwCTHsNGrBwlRi/eaYU3aijz9Y7A31WPhieXS2/PVIhhIjI2bHeF883+qx8NG/hwB1iBhUIBAKBnUS8oAKBQCCwk7idik8+iexx0/Z8AbUeKLpywkgdTG83KP6Xu3ckvRGMVGLsEX1YR+Q5XFvhkamNchBSLkzz09JxCEvIbuCtMCnphu7T1btnNmW9c0BFIs6LIetkJ5stYC82B/2U9Ug7gGaAsserskit5KBRM1bAY8KxK2I2hHJvtdG+2CDSaDpaNi7PN5Yivlwob3FxCpoMxeEYPSMHVqK2EaRVP4cPCnRKcR/bYF91Zik+ppOXUAtmYyg9QeuR4mPStYhIDrWfSVAndQgatd7Y+8Cw009wLU0COjfAsV3AP4fbdoKLj0OuVtqP67V9LFAFmoN+yxiXg31RwejFbX0kiNtifKDaqdyb646Xyja92GZA7xHadYbCeIZTtVQn/UpyBM8mruudidLm/bydClsO9WSenumFKVfN185Zsq5Tfp/AUHG4jqw8MDyw3kBGErEmZxe0O5tf4rlBGk9EZFPpQb/16N7V8jcwRiYH2sjjsf2Z5PWxSjqPe/PGZRGRvyfNiBlUIBAIBHYS8YIKBAKBwE7iVhRfKkrpPLkQ2TonIFRxdR80Cyk6KEgyJo4/gdtQROpxS8otDKUllISdUztVNIX+IDnKSkQoXapKpzpUinD7BpLURSRbg+YBjcm2ZKArs40er+rbru2fIj5lrv1CVg2z6etGOtIDoEMY5XI5VypmQ/WOSyMvQA1VvRaDIRVWLvpms8U1BlXRg8mPKchdODK/NLUqH5nq4kdzvRYffqxZLNkJ6FVvIkVS+RaF4jKknJPyIc3DBG4RR7HiHJmAtTnBWOfmrl0sKMdCcVS+UR2YXBxVNtY+W+Ea9T6GoZbqviMoY12E0/gDFjlEgUqT0M9ifI765P5oPGV/oS2M0vLJ6iYkH3FSNRSNFWj/2du4pi7xnTRXca8l0miBlPGF7RdGNa3muh4p7dlar3fV0/WZ5i0isil1+5IUKWhcGpO9Ed8UJkRaEPuyTR3J4oEiIjnOfzhSum/+ul6MIerCbhZ6fy0K27A3x+dXy9O3lEp8ttKGMSDg/SdatFRE5N0LdYbz3s2GzcVgPWIGFQgEAoGdRLygAoFAILCTuJ2KL8ukHvWl7rh5OyVHzL8rSXPoKjTn1iPE6oqIZFQJsXIXKIAeaIpDW4yPlF+a65S0HmGqfgdUHtpIis4jlVQeNhf5S2hjcvviufRM0b3mnDhv2iVtwyJqa+SLcQpNWi9tvHqJf6CQ4j6u1z5SnC+t8m6L3DYWt6OK7xzqvOUMxuKxVV0ejHT7EXL5JlOlYS/XyklSqSci0nmi57k+Rp7bkXImOdKpS5iWNzY2zNJ0RXOCtzDzDfRN56kznGMbqrc6C9BtMBaPJpYyopKugqpti0Rv0mXM7qtGlm68/DE2TBeHd7SPWWDycmnN0AuMpfwC1CcT31uoLK8oLEZUvWK8QsVIoy7N06TkRER6Z7hGGKM0MzPxnM8NEWuIff2Bpnh/5VD5rz5C8s63+tx7uLBG04fP+EzhTwAtlQus8M5QfKaAIG490sak+DbP7fP4KSlGMsotaeiCZ8ijC3t/Xqz0Ph72tJEHPT2BOwMdR58/ODHbn22QD4pMzvOFe4e0IGZQgUAgENhJxAsqEAgEAjuJWxYsrF7QZiNLAZiSFwWoMGTxVfu6TYacuuRKd9BEytIbpAVzqOuMjExEiiOl/EirUa1Wd0kn3EDrVaTMcF7Y13YMum+E3K0LV0gR+9r7WNt10UX5Amb0ef8yaRNQLrSH9h40R9ivz/ruE1A2T9VIV3V1Ct4dwXztfb5QDVGt9+iJ0hws+kbKY/uhpWSfTJXDyGGiZTHA7lR5om3fGmKrp7r95F09zmKln1fv6DYjmAqL0qrVNqAux0fal8ym22CbizPtL19wcPiouXQKTbsV6Mb8wJYh6TMfbaN0SP+Z9jdVcPkZDuKi92jOrQ+a1VNnMz0GS1SIWFqPNFWx33zvdE9RkNQNPRZZpCov64PqhjmX57I9sH3Mnw36z3TFwVP9j8svNGcqvthe9zeGKm9R6PkPUc7moKvX6KFYiq+isXwJBes5njUs6ujyEmloNt5iFrhEgcV8QTWmK3bJ/WKMDbRyhn2+dNwNDpxc6P1aP9KL9z6KeGYoKDo9sM+g45H+5PLmvioCH0wuzHq/13L8mEEFAoFAYCcRL6hAIBAI7CRuncUnIlLnlhoh5ZWdI6p+juUpcqBAsXVO7ZSQVW2N0bcF5ciqp6jE4/9ZkxvNf6jCemFpFpqOWe6DJtysaJ4e8xxfbMMSF/p5Z4n8vL3msggidkpucuL2wRkxsv9M+5GqKBFLJ2zfUCkbFUeM8E+OGsld2YKXeP3+2dXya2M1YGfgLHzM/tNzVeiZ6qcXpGRxYiNLURVT/Xt9qW0mnbHoal8s9nFersLq4Dly30A9zg9Bd0Jt1n+CNrpLR/qJy6Zy6gky46Z2HO+NlHJaHqJ0yLneR6zATEVd59I2ZvQxlI7I3FtsKQMExXZp77se8vNINbOSawWaiH2RHKPIv6lUrWmspniX3eJ/DRjpB6t7yO+70H31QLGVPdsvNYzdH5zoffB+pWbTEdSNk4Eu08ArIjYLkefCikGO1jNAl5MW7Z/pMp8pfB7kYxuc0B/o30vQ8ezvDW9DjANfRmRvrGq988NmHrJC9euTD23YwUkx1T94Hw+anyEeMYMKBAKBwE4iXlCBQCAQ2EncrqJuJ5fitek1+ooKNWbhGeUbDKEsySF5O41Hio/HJF3Xe2jVIKz4W7HcRgeKIVa7hVHXlNcQkZQjCKvT3E6aDVlioxw6Q+lMp93bfSjXUIW3Bts5eGrpiNVdlilALiGUZ+US1COURJ2ZvV7M+jJ0J6b61RKUpFjQFDoC7dFG63Vwwb50AO5NRB4gjv/dc6VZnoAa6D7Tc8yetVfB3Ux1maZdqqI6pzCajl1V1AfklprLN5i+ZOUK10lUX3URF2no1WMdE8cj62h9fQ9lCqCEen+gfbRCGYwMlMnm0F7vTYuZezDV8V7CmFzUlr7aIBuvdwrDOCkb9jFuo44Tlu491E47OcAxcS1IX9HY3Du398QW4ZUs12HMzFS4jRytxGq1OP/pfnPV5Cdnyoslf8E5XnAfZS2Rc5UVSppz5v25ZRYfcxAxXIoTZ6weQHVJxS8VgbiNaJKeL+y+jvZ17L3zxtOrZWYRdkALzrb2xGj8vYTqVeav9uqJGVQgEAgEdhLxggoEAoHATuJ2Kr70gqpjiQkRS/HxlVdMIVsx7jEoQAa2CaTGmOVHtV0Nuq08sJlONN7SBJxfYHtQh9kaCq0pS5SKlPvYN/IG85lOb3nuFfabnLrPnBe26V2ijVBllQNf7VWXjVlzgm3GzdSGr9ZJ2qFzoedS5zhf0iGevgKt2AUFQBPr2Rq5ZcgpY/y/iMgYRkhWBN5DTty8UrNg77EdLywlsUa2HmnQzR1QzUfI/tuztBrpHBqFVyhHsKYyFOrIzrm9XixnYLLVOs2fz1eWGvneWjMq2a7NstmQW5My6dsL3jnQ8+xCgXk80Wu3RnmRE1cttgRtU+CWNkpFqviW2rDRk3YTKJEvm6lDUl9bKwA198QQmYwsYVNw2Rlaswko1gPti7sj5dh6ufbXw1zpqsdPXSVv0Ki8v0zxbFCf/p5kWQ1mBHJ7msFpcvb7SgvdiEZhjhdm/5lMR1d1+OlTvXef4jj9fR1T9w+U2j8eWE73x+/ojVAco4yKowLfk2bEDCoQCAQCO4l4QQUCgUBgJ3G7irpVLflsLdnC0jTMvyMtl2BuLZBTl1G5ltt3JI22OUy81UTVJdyvz9KjibbEMXPQgty+hDHY5wJmK50HFzi+QCno1Xov0b1wdQZQRmQzUJqm6Nsp9dV+XcVNUh1UAJV7qBp80Gza3ThV1vAxFJEzNSdnqD9RgiYg/SIiUh4qh3G51P47myGbDqqoaqv7mj+xWXyLITIaYQjOoRTMYUZ2RVVNxmIfxXq7plCzHn+NYywuLD1MtV6FSr0yREagUVK1f78jlccKxqRjWDpk0/cXHNs8xdjH+Q9gyKWB1mfxVbkOmNXnlWc6BaW6uNRj5A/teBmgzIUpsUFDLpRrxVDXmb1lG9M/bc4oNLQeljPk8nkqq8RxKvQFVXADVH/YnNl7dX2k4+I5mnl6qeN4AqMqaV+v4ksoh8OyNQKTMxWN9Q20O6lLTiE2oFFNEV1/vUHPlzRjn0ARyfsj43nZfXVRsZtldrbv66B+/1jH1weZraib4T6m6bffCaNuIBAIBH6EES+oQCAQCOwkbqfiq19QeOXEUiNUtRGbQ0p+EBWPchmk20Ss0ZcKvfxSqai6zzw1m0OVjFEYFCPKYuQrPT6rbHrlXb7SeXf3qap8qjEoEJoKLzE3d9RjVun/Gf1KBroQyrPMzYBNPhl2kKBE6kChxdIR9dDubLsP4yZKp5AaKZALyLw7EZHBgU7VJ0NXGvQT9DCFbyvJISJSw+BYItOreopMRqjSOhN7vTOYTRcPoJR8rue1hzIcObLoqJwScfQdcvmKPdKd3BfWt80y6itSOyaPjapBRxnt7enO56R2LrT9NNCS1skWVlE4eAr6iUWDwROxXERvZTkjc24mdJD3dGr6+Fq5DbO5qRzbojrlbp1XvkQW3wJUYob2d5YtNKhYE/D6DEpF9PcJ7qPJoV7ITs/ujHGXzCUsQeGb/Ds3NcgxRpi/R0UfwUzD6tDenz2UyiFbWD3E2Oc4RNunUDOKiNyBSXy20Yv5ca4Nq3Hf8n4WEVN6ZI6Kuhcjx3G2IGZQgUAgENhJxAsqEAgEAjuJ21F8ZSXpYiHpyBpamX/HKridBcyxZqqO6fjSzbtNVVlQEFB7GbVdZt+xOcp9SI7quqDvSEmWaDvz+kREEii+GoZiZglSdUhFYbnvqg63qBuZBZgvuY7lM0gNUUlVIX9vw6k2DHe+3AapDpqWSceQVkvO4DjsK4VQQl741ePHV8vvDFVSx1y+53etiu+DOcocnE+vls8XSgXmMMFWK3u9i7GeTD5EBWWUyJhhUHWhqtoeurGHPLvsXLfpnTUrLTdgK3MrbLUZdLjcpHI2++2qMJZ2eH1fc/nmd3S8Pnw2vVoeDbUB260dO8uBDp4c9BOvS8J42Uwd/aKHsWOJ1a+pQkO3dixjJPsf4Bqh4jaVouxLQ8P6+DvQ8+UezNhjXZGsvac+SddShUijM++jJejhqrDjsGJJmrqZVszxS4jPKKSheHUsjTDPUGRQ1u7+3lwg6/MSVb5xTJra2a8LZxjf9JVqnvb1Z5bRm3qROI4qV3fm+UJP7AxZfPW5CyNsQcygAoFAILCTiBdUIBAIBHYSt6P4OplUxxOpeq6iLik7UFP5XKeBpJI2U+WSuK2ISOdcp5T1AFTaSvdlyng4g2ONttWpmZopx6AkkYvXcaU7ysM9bKPHyedKH63v4lwOUdH1iVU2MvOvrQzI6lDbvnjdtrkAbUGVEjPnhLQepu295/Z6USVUHCj9Q+Mj6a68ZymfEuqvtw7VCcnp/XMEol1CMkTqT0TkeKoc0J2Bygh/Fcq/xVy5tP6JK/UChdpmCjM4lVR7oGqRyzcaN6tPRUSWoGzWUFrWpJLQ39kjeyuR2qECc4MIN2MG3thr9BAZaA/unV0t3x1qf2V39Rw/fKycTe1oFmbxDVFtddjDmLzTkvcnVuGXUIaFKjiON5575Z4wFcvusJmsGA2qeTtpLgcjIjJ8jH091QNt8QtEQSO7257/17ur9NXBWJfZR5sCeYUzKwFd41rStEuDPdWJvl9I4dOoy77snbFsin6+8RmDoPxIT5vjs9wGxvFqbqm3d+d3sKIuDpCpeX9fXb/3kWMoIvLm+OxquTjWg84K+xNIZPEFAoFA4EcK8YIKBAKBwE7ilkbdWtJ6K8lRZwlGPlJZNOeSVuO0lyo4j9RS+ZYqOlKHIiICCqHqsx4AqDxUt6XRt9qzBuQKJS8ymIsr5u9hdk1VUeXLZSy3jevx/EmPVi6azZgMqfgihTCGabevG6w7LosPdEj3ROkMqcAzQB2YBtaMSyqPtNxxT2VCHyyUcvraB29eLf/W4IHZ1+FYtyF9dW+itMGjL+rx5ieWWunBfDh4zHHJ/DjtpPVdUIeOVhOovIxRmubDGdbB57W7k3xu3EtQvcUsv7LvVGEw5H5YaL7ZBczvG5TIyN+Hqd15p2nsnr+j13uR6bgoYVTNnFKSmX+m/AOUZCZ/jts+djQ7/lwjto0UdmuuoFfx4R7hObOCcb5ppttERHJc7w3UvE9Bce5P9YLR2EwjvG9bjv6jyZntRcHoa+ifYj2qd0HBJ469gaPgubyASRuPNyol633loMcTS3uv16BOZ9pHm8fqOn6vq5zqu/vWNDw60PF2COp0v99s8PeIGVQgEAgEdhLxggoEAoHATuKWFXWT1L2OZHM7DSynmDtukK02gULM0G03H+MlaLotUdKDJS7Knn3H5utmboVGXVOzgMqWsVWwsHIwTbg1eI4u6A9O7auuM5QegGbD8YsRVVE0+1n6qQKdQrMkab0JptOkf1LX9knBQsEwVlOJRZ7AmxLvHiut92ipsrSTtV6jJwud9lNVdvHEmrxXB8p7PEq6rw6y/A5GSgfsv2GpgZMDpfwWH8OYveZ10eXBY/RrZfuYtFwHzGfJYYGyKYaqdoJAbkMVH9VavXOopwbuuyIrGq+0nZfvqbqPVZPlGAbYC3teNCdXpyhvgkP0z0k726bQLMvMPF/mQVfCosvi4xgvJs1ZglTBdeakQe2Dg7Qijb68joZic0+73hn++ABZfFAOXmDsjnF/Dca2k1Yrvan6z5qNumZ8ub4zJnkMBVLH5YTO6HaTd3fcnMXXg/ncmPVBg7LCtYjIACpGDCPZGmMyFrfuufcNHa8Px3p/f9y56SWgiBlUIBAIBHYS8YIKBAKBwE7iVhRfnZJUg67krpQE1XYVMutIc3XPlAPJXIkMcwxk69WDbuM6LGvRqd1UEWo/5uGRYsxgIGbpDK/yqVGdVzAFZ3Vgow5ErmDlqEdWDi5J55iYfhg/rRjGUFY0GNLtOLtU/qi6VMqic24pH2aCrV/XaTfLBDCL7yYUMNSeLpULulxph/V6ejK5y3krXG7cS2xO9VwWyJKjqkrEKoNWn9dxdTmD2g1G0/wJcspcWQl+XSPDSkrUl9VoWl/EVUAmxYd9sYps99hSl4cT0Nu4xpcLnBeUZKOJbr/as1R1AXWmMWvi+OUAirwDd0/h+ByHqXkYGhWdL3Exfx3PB+Y9jmCmRjlpVkam6k9EpEIOoxzpPZ2z7AxLuKwdpVuj/ASr8/aa6asKyrnC0d4ZKcYW9op0Z3L3d8IjhVSkeSaByqux3BnaneU5+pXbkN3GMfgTQJ7Z+/N1GG+P7nys26NhiwL0qHuIPn1baXeam1fLyOILBAKBwI8w4gUVCAQCgZ3E7SvqbkpDa4lY4yxVTlTBGXMtpCnM1XvRIuwL5TqyhU7hqQ706Dw6u1qmco6Zf6T+KhyPFXRFRDpPNZtv+UXNwN+OSdE155F5A3IJ4+56imwzepGRq9exkVaG/uuegbaYN1MLGTiXrtvX5ANM6WFANlVgx1D3uWn/4ws16TGH6888+N2r5c/3n0oTPtxYnuYbl2rc/d6Z/t/Trap/EtRHF3OE2YnIOeiYPjLnBsic64yV/lrvgd51mXUJHbiBQbGaITuRyjlQPt3T9lIOpAU3R6CSUOnYf1O8AJV3PEFe4R3NMuxg8KxKbe+TjKVbRTZf1GvZB/1D42n2WruqarWAyf4xVICgSI1FmqU3HCXaP6cSDevlpBthMj/GzwTn7noVel1KqGGrYx0H3YE2xkXxyeZI9927o1Tx3QO9YUh5MYvvfGGfQWuMBZayIJ3OZf9zglF69puXSTcmKDtLp9ItV3istxiVTRAADMtPTuz9RXTQF/cH+mz84kjv9TvkZEWkh8EwB8d5yvoiIvIftBwzZlCBQCAQ2EnECyoQCAQCO4lbUXxJakl1LeJUfFTlFROdxlFtx8y8YqKUASk2EXmx/5fbg5ajUXazr/NTY8AVkXykx++eMmcOSkMo92iwrPq2O6p9lVyxOnCCwZNGW5bu8CbG7R5yv5AN11mD8gFLtLpnz4ulMHLka9HAW3e5jPPt2fM6+wKOjwqaLEdQ0HDnDK003v6pu+9eLf8Te9+6Wh4lvfaLWo/xxd4Ts6+vDj+6Wv6N8dtXy3+n8+Wr5Y8qpf7SpT2X0ftQYu3p8hJKx3RfKb4uFF6lr4qKc+6NMKZxLYsF5U9UfpldGROoUbsZVRVoLWdw3J7pGP3wRMfh8AjZZnuq9FuDfrp8aCk+w/2CyqIJc4lxsFm4k0GJjXKIfgVFSBVgOYAx+qm9EVaHOE/cuyUVdliuoSx17LBRCHYv0Zat0m8Fh64ztHZwHxUHKAWx1vN/gGrG466OaapURUTKCYzSGFf1JX9CIKdpNjdqRapGLcWH7TF2so59Hlc8aQzeDdSZpvQI1JCVq8778NFUl5Mu06h870Ab/8X9Z2b7t4dajudOR9d7s3cir4KYQQUCgUBgJ3E7kURVS1ptJK1tHAZnPV34kNJsKU2oHkzRAucXguigHOk3YhYy7F0gjXxjRRZpoVOi8ki/SRohB7+IXGgb81PrsaEPKsGTxWTzwaW2pYbva31kv4XSd2BiTTBLzNf8dm02N9/C+WPr9ljb0ttHUUd8W9y4ryH1Mz0XTo56qNdYTFD8b2qvd45vbDlybT7YqpDkMUQO31ncvVqedu2Y6OPX4TU66auHj6+WjwZ6Xb53oscQEZnnGp3Uf6YnM/oQydOX6r/Al34ZnJldmViZ9TEENvgW35/h2zHHkYsHolCAExjzLTrhh33/VRHbDD+GYAMp0g8PbbL7Swye2MHTgS9pVuk2a7YfYpvMzf7rllgangvjt4zfxod+U0SFZ0XFJPlV8/fmcuIEVejYbM0ioHgGIXrN5wt1YD2rvqfTlguIq84P9Mf8Tl8vasfNWnL4uIyoBmMq59D3DAs0A5wZmsgtzMbMDOjYtoXFBFcdsFV48LBIYYJwZv/APgMXS3hJMctnYcOzrvbd3z//vNn+766VCRkMtV0+Uknkl6QJMYMKBAKBwE4iXlCBQCAQ2EncLuooz6ScDCWN7Q+EJukbYojEZaRmM/Ync4ILgvFExWs6B85Xuk3P0XLVVNerezh+iR93Ec1UdzpY34kk+vS/QEAwxjYHzZHO3geVJwgbGGsCCiSRM3JeM8bSrO8qB2CoBXgxShQclKUTA+CYvXOIP+ClIWVTuTiiDFTHt2f3r5a/fqGepmdLvQ5Pz5WGK1yRwKmLLnqJYVepU1J8Xzq2P8Ke7yFZ/TX1cFwiKikDfdRFandhg9VtXI/x3KBfYX8hlVSVdhxUsJPwB/DOHFQYfzO/bymP0VB53MWh3m9bppEzPR9imc2hHTuruyz2CRESI7CwSWdjz4XnbFKwsTl9PDl9d54dZPI1D4M0c9aHNN6f3O4sh5DFaExIN7IQohPFlMtmMQbjnBgztTeGz65jPZMnoE63a4qwmr1ipdOhMAaJVKCn+q/2i8PXLlupByFQW1lAPk86PV3/C4dWvHD8mvLDY/y2sA9+dItGfrScmu0/XuiN8OhCl7dVy4k5xAwqEAgEAjuJeEEFAoFAYCdxOxWfvFDsFa6wn/H/gJrKodKpR7oN6bbOmVP6Ic28fB1F76DAqbrtfgJDJaKdBY7fO9FjppJxTM3p6SLWr8Xjs2Bi/wzHvuHVnzP6RsVuZhv6TUREakT6kNbrMLl50dL+kVM/VaQ2WDwRq+D4wz1bjW/Q1xP4cKYnkIFq6KIaHr1HmfOilOBzWEfy4VPd76NcqYHpvqUE9/tKNbx1dHq1vIRXbrnFMtReXklUgYSZQb3Efu2PmuPMV+c2+iY/ZSQ1xi6ouHKsfXy0Z8/rzlipldGRHrN6gCKHZfPtuyktfbJCJNDpXBVXObx2Q3iiShcBZRLUH+v2CdcuAy1IhRgVhCIi+RaUm6H7TE6Xbg8asqgcnY5rMTjQcdDHuQy7eq/4fqnehF8LlN3xUBvNMX2+aY9Y2xvpPfIcXkxS5QX8YV71SbUeFaDLe7pML2Q50rEz7tr7m/defwiv2x4o/HMUfd22P6w+N1DK7yuDh1fLb3U1cmuCCpfV1F6jJ6U+w9/b3rla/nhzaNb7zZbjxwwqEAgEAjuJeEEFAoFAYCdxO4ovvShCWOzZqXLitB10H9PBsyWpEajjnHIuu0QsDUywLH7IYoDlBLkgIpLPGRmMdtFATNUhlHrbqVUn0pBLMzJm0MLJdTlEhNDCTbtnoLlYRA2s3IYJNXtWJdRDUTIq4TYnoB2QAk2jbnXDFJ4UJYu25WPt+27HngvpEFIg/+T9714t/9jgUePxfJr5x2ul8h6vlMr7bqWG3MtzvcbPP5ya7Z/TsIi4GZ7/0ZHKyt6Ynl8t+zTzxVZp4HeOldro3NHxwvOdYf1HTkm1FG1zifT7hPamifaxp5+++1TpEPb/8Z7ST6Ry2PbSuX6ZyE1a88HkQprwfGUNwMsc98gBTPI453LLMa33NOOERGyaeYZE7oqqUwbG8/HgUruLOdLMN1A6HuozYI42Fmv7rGHxy0EHqtG+fv7FsSZ1Z2jYhytLUf3Wc1WwZj3+bMDr2lzsUcQpGpmmxfWoYgTN7+/Py6U+E0o403M8Q8o1I6e0je+d2/P66FLvz6/tfe5q+XMjpdO/MgL15yKMppn25Vd6DxuXRUT+kjQjZlCBQCAQ2EnECyoQCAQCO4nbGXWzJMWoI8kliHeWOsVkujez9EjxlUMctu9yw7Bscvao4sOy2ZeIbPfpfIVhjwq5kXPJvWzj2k6VK7SNBQeXR6AmcPhiiHM5dDQos/RAifbOMLefYl+ubR1M401hPSim7t1TymYCddvzhS0OdlYqldb5RRgkcb59mHFLp54iHfWzdz68Wv6nJlqw8Ceg8rmfK+XQTZb6W1RKOb0Hdef/ffzjV8t/68lPXC2TchAROXsOt+0M+YEwJz9DOvYFKOHt0qkekZT+7J7Kqno90KugTCoW/MsdZwOKkW2poKi8d0cdvPfHttDb47nyvU++q3TnbKj0W1o2mx0zJ9oU5q69juKNSEBfLJHZ5lPemY7NZHZQx9lM16EZObm2sNinyfijuhM0KNcZ3LGKX94Hi1NQqi0F+8QldV/M9D646Gh/L97SvliVOkZ+bE/zIccdq2ztgfauaWxnLiD6rnAxigm/gFDhB4GcUfKyEONb+2dmXwUedu8+V0p9w/sYY+Irbyvd9hMH9v7s4gLSkPvrz9+8Wv6Vp5+TNgyRAP/aSMf4Yc8b9L8rTYgZVCAQCAR2EvGCCgQCgcBO4tZGXUnJZOGJiOSg7wzFB4VYmuoUnLl2kttp9/YApsApKBvQYlyu3fblgGU1mim+zaFO4WlU7cwsH8HMvg5Nx3dhdM1oxNNtfYZWd67bb0e6Te+yudCbzO2lWTmD60t8+XNKO/zpO9+7Wj5AoNe3FvfNNn/zVCkznr8vAXDVLqcKo4m14LR/8c7V8u9kb2gb+9rGn+rpsojI5zpKP/4kTNrTyTeuln+ir0UNafYTEfnGG3qc71xqWY/3zlSNdIECftUHyq1cI8ioHnsPZSnweTHFGAHlklz5hR4Kuq1Bp2RzPerxSBV5056lr0jT1F/Qz0+Qa1jymLh2laP+ek90LDH6cr5AZhzGF82dL4DMO9BXxfNm4yrHvjes82+TB3eglFmN8VZCsfrV+3bsTEETvT/V683MN2J+bhW/AiXb0Ruq7jwcQt0HVz1Lw3BZROSgp9Tp5Fiv6+wCmZCgSre+68A2s/glVb45aL3hQNv1lX1bBHQf9z4ViX/v93Qg1VD8Phjpuf9LR//A7Os15O/93lb79XfOX7taJtX6bGYDLh89nF4tfz+p69jfL22IGVQgEAgEdhLxggoEAoHATuJWFF+qRPJVKZmrYrtFBcocZSYq0G8snUFD62bPviO7i2Zz7WYfJRNIxSW7fbbW45Myo4KGtKBto1MvoVxHZ4lsumcwSILuo3oqWZGPlD1QiUuYB4esqCutuAvF19v7apJ7MDy7Wu5nOu1fgCeoHM9CE2vN/mtmEY3R88XfuuL3L1Ul9OtPlW5j5h3j/3/yjlUJ/ezB96+W3+lpKY2ytsrDl/hC70nr388nSi98++j1q+XfuafLv3uiNIMvmWCoigvd1yFy8l6D2o6mXa8ufPwMNBPUUzWMrgWorJ/e/8Bs/6B7drVM9RQrFX+w0r5nNeIPFlOzrw9f07/vjZT+eWtPj3Gvr+e15wbiDJVYSe383kqXKRDLoZosHZXFoViD4stgQi1pisfYudtnHQ+RHxvrWPpjE+2/7Wt6/FOUqn1/aU3ij5ZK/f783d+7Wv4TI6XKqWL7aKs04qKypv4/eqA0NA3cyxVMzmC/Sru5Ue4xv3DxoLksRkotN6uI3O8qZbfFTy5fG72Fdul4YZXr/WRDAu9kUOCibsy//fZfv1p+VEyvlr+/VppdROT7D5SSf4z+ZjkeEZF3r5+GiMQMKhAIBAI7inhBBQKBQGAncTsVX11LviqumWM3E51G5ptmiq4YIROKFXFnLl8LNBsrzOaQUlEd2Lu0dGPdokTrnSNDDFKmYoTY+YGjC3EuzP8zx4OKD2yCZE4IRcNiBbqPtODSxmAZ0Bx7htj/p0ul1X5pA5UOOqLf8bZfNkwXSbkUMGsWK8tH9FF+gwo/ZpVttzCBXqh66v99/iWzr4/eUMrqAObiUQcR/uCFDnu2fsPdntI+Bx2l4kps8+Wx0oA/sWczwIgFypxuQd3e6eoxXu8qvbqulb75zYE1K369q/TXk0ulNlakfHBN15U1DZ8UOpgOclQU7iutxbY8K2C+dk7dt0ZnV8v3+2rm/pnRu1fLd3Olbyr3vfVJqe0fQtX23jOlzIpTbW9b1V0RkeUd0O4wzm5mlK7p5909HQenG+tu/fVS+3yCCq/HXR0jVNvdH1gz9Bugx78Epek7Hf18BDp7ADftL8xUCSsiMgJHx/ImW5wXn5r++WCCBECLlhN9Vh2Mmn8DuFYepdIdPMdD6c6+juOHG23NEmbkvz1Xg7yIpQuZq0fczXVM3R3ZfEeOsW2tx9y4gfEvNO45ZlCBQCAQ2FHECyoQCAQCO4nbUXxZknLYsZlz4tRrEJeUhq7Tz3MYYPvfUZpCRGTxJc0dq1G5tnuhU/XtPgy8G0sRkqbLSDEO2Oa8cR2W9BARybZ6YjnKZxRjZNZdQLXI7R3VSNWOofvw+eZQ93X8ju2XOzB1nq+UMnt6qvTLCBQAVT5zVz6hugCVRTENzHtj7GvtTHUVKZhctzkaKQXAirCsaPvUGfnWqApLZc8deCo3qAD8O0+t6Xg+0w4cjJRmGaLqL9V67+xrOYCNq0j7weX0avmtydnVMpVQVM6VuMibytHe2PcKOXclykrQjHtaWFXTI5Qh+dVnqr7q5yizkFsq7yW+89E983eG6/cnPqdqtxzS1hl4pa0zZi9JfaLNk7HSapdzVL+mGdfFXmJX0j0DjYwxUu4jB/KGUjHs4//r/a9cLR/v69hbIW+QylIRq8L84IHy67/QUZrrKyOl/h6AUiXtKiLy3ZX2Oa8RzbUJVNo1ii9vXiZ4T08Hqrw77Ni2nCPo7x88eudqeQujMA3Ql0gYoEpUROSXz/Vng1/+8O2r5T4qFbNszecO3XOrr9fiCPS8V4qK/Jo0IWZQgUAgENhJxAsqEAgEAjuJW5bbENlOOtez+FA5twIt14PpdnUHU/gjXU7l1O4L9F8GQ+7yvk5DKXhiNV8RV4UX5uAtaDlDQ3Zo5rX7YuZfZwGDJfZVwAw8eqptZ96eiMjyLsyapDkwO6+Ger77ULSJWDqC5S9I6/3EXaUjqOR698IaFB++r3RMThoTFTfv7aniZ+2osOVGLwDz/746+PhqeZqDZsEJXzjnJg2PzwqlK79+qRVKq62uw4qwIiJrqJGoKFyhjadQmD271OXNwlI+6bke59FI++xre+BjMERonMxcVmK/h3FYNktLv3yg1VqPu1Zh9ly0L1ji43yh1w5Rk7JGtdj03PFqUMu9fzi9Wqah9AQ0sDdmc+ydLZR7ZR8XI5w/2tW9sOcOgZ2ht6shcg1pbAZ9dNep8KjQ+3iqKsZpX+mv56CNWVJERGQFyu+3Hut42x/qvffdSzWafnlfr5endJ+uLHX9Ej1QfJsDVhu3/cJnkmHs+KzC+O6B3p3k9llBYzcVvGfnoPoxJkmV+irT5rkDZe/lCSldXeebj1w/sMRJW3kVERH5X6QJMYMKBAKBwE4iXlCBQCAQ2EncLouvrKV3ujHUmYjNtiMt5o2vL0EacD21NAtz9rZ7+n+duX7OEhFU4YmIbCfYBpV+u/NmxROpP09d0mhcg09h+6lg5Ox4/NDKdIpBs3IOAjVJiP/vOJplAGUQ1XI/NVXj6U+NVKHFDLHfcCbS//GZKnXWB8za0m16ODFP8S02ei7M/8ugCmM+14cbpctGmaXoaAR8q6dVeP/o8H1pwmVlSyZcgjIs8X3ro7Wqsn7tTFVwNBMvCjv2nu0rPcEMNVYXJv1DtdbZyrZrsUJJF9Apo0O9dveRf+f7ZYG//+R97YvHK6WyHoPuW3T1eOu3rTG7BEXILME9VIWdg+6rnAR1AyXcBgbszSVMqL5CxyfwxnkyYxz7MtY2U3XI6r7vDJ4L8ZWBjv0/uaeZjjSuvr9Riu53ZprJKCLywWx6tfzjB2rm5vl/MNd1CjR4W9ln4Lso79JvqX5dHKHq7rm9p/onfIZKI0hJXvaVH+0mV/oDCsMfP1Ta/8mJjp0M1CPvg0NysGINyPJ5tAWKxAtQ8P4+mK9RnRiUsKfX2xAzqEAgEAjsJOIFFQgEAoGdxO1UfHmS9VHPyofEmmhLmBq3KKtBumxwQRrPTpVNZh/y9zLk59UFp8POqNuHIgXGWZqGSdGxDMd2bN/XrA7cWYB+A13I8+K+Vse2a7OCKieU+ICorTNDNpuj1V4bKjXzuZGaTfvIB3tvrXTGUUdVeGaaLiLjsVI7F2+j0rE0g4ZOEZEFzLF/69FXr5Z/qaM5e09g3Hx+1qw8ExH53D2lbd6Z6Hk96Cv19/mBqqdolhQR+TIq9A5AdZz0VbH0x8bvXS3vZ6rw2tROiYU8O09zvQSp0xXkpF+fv2nW+85Mr8UlytGQFnxvodTn5/t6jiI2w2wAzocZg1RAPi+1j73pl9tQ8UUqaDvFfeucosx2+13QZH///Xf0GM9BrS+QoWkFZsa4S69mjRIdpiIwlK3sexGbAfflru4sx0j+yb4qSz+Hci4iIucHOka4b/b307GqKd9b6jV9uLRVe2mC3YPStJNDnbhqnw9QxWeq6M6gTO3rdZjBiE71q4jI50CVvz3Ue+qtu7rsqbir47mnwJs93cb331V7Mc8pXWmfFfIqWQLIZ0/+e417jhlUIBAIBHYU8YIKBAKBwE7idll88oLGch41mT/QqRvLbfTPYOCF0m99yOApu686AxUHY1dniXW4r6ltTAdKPJbIKKAo5Dr9Z0oNbI5tWQlW+yXL1TsDRfZFpVNYNdczRBWUhxTKFJhp1zjf86U1tD7rwmy61uWPL5RqoKnx7alSYfs9y7McoKrqR6+hTAPUXitQjD6zrp7r3x+dTq+WqVhaX6AvF7jeLmfs+ydKGX0/1+VsX2mSwVCX3z6yFN/bY6UgvjpWVRdLI5ACeR2VaseZzQMjBXFeKv1ziBKnpAW5/ReGlqI72+qFZeXc2Ub75bugZHuuRAYVkax4ytIfpKWYC/jRemr2dbnVsUSK8c2B9iX3denM1LloW/ZR1uLugbbl4x5MoHMqXs2ujAl1i2amXrPKtjfS6/j+2hnON3/8apl5gXd7Soc/6Ok5XpaW1vrm3Kr6XmLaXTR+PsMxNk7Fd2+ifXGInDwaXy9rSwsSiM8zfdSd8+cI7cz5no6jXznRjDwRkdOJ7oyVlsddvY9OFroOz+W3Zlq+R0RktrVj4SUGKLvCEizjjr2nqE7tYoxnrT8oWMQMKhAIBAI7iXhBBQKBQGAncWsV32Y/l9JN23szna7RaEtaizO67lwpg9JVqmUeXgEVIBmQsttOpZH+4ySS7WKW3vwtqNjc67qzZD6Y7m1zCHNor0XtNbNT2AKVRJFub/LIyiOdKr82sbljpLJON0rxvQf1UBcGwa+/r9lioz077Wa+Fquasvrn04GqwmjOFBHpHSnN82CqajtjcIQRr0Y8V3IG5BpGTFlByYWSIEtk5H3zsc36+mZPKYm/c/Dlq2X2BfP6RqALfTZbib5kO3MYR5lTR1qH9KaILYnCDLRyrv0yvqPU4YWjUmie/MVHqo4s0S/dKcqrINus2Dge9TH2fV+vXQ8G5M1K+4j5cSL23Jg5uEG/ZltQUbhXx66AMe/97USv/bag4hfG5mPto7X7bYHqwr/zPe0jGs5ZdsWD5Td6KB+xhLmUZSX+yD09mXsDvfYiIk+QxXcBGpdGVWL4xGXe8RbFLdHT20suP998Hbzi9NuXWvqDpW4enSvFuMb9ORnowU/WVgH63rkakC+/pctlnw90PCfX7iGKpjFr9LpI9n/3H4hIzKACgUAgsKOIF1QgEAgEdhK3U/HVItmmljqz8zMaV0nL9S4LfI5qjqDoSjcDvlZo8ROQYjN0n6PYNhMeH6U7jKG2JWOvY/fFcyFIS0LAYozFLMMhItJZ4pigIWef1za+/kAVRz82saowVjJlBtudiVIgb4yVD+jd00564koBfPeJqse6l6Aeoda7oPmvbxVWP/X5j66W/9SRZqDd6SgtOficdgyNn/PKKiVZ/fMUy4+QOXexUSqH5RNERE5mtlrwS1A9VWz1+BdQ11WeCgPFmDagPsfNCrN3T2H03LNm6AGoJZqTu/s6wL96T/Pf9qHUExF5slCahnROCaXnFjRNjmtU+Sq0hxik6IuSmXczlMPpWhqWlKGhZFk9gcJcPFW29nIZHh0CO9lA2Us16/5AKcnXemrMFbHj6mCi/Xd+qdd4NNDr0nMViFegKNfIiatR7oOlbTgOPa12sdb/O5vr8VkiY/C63quzoaV0D74OuvEMNOoEP1mgXz5/R824P76vZnURkXmh99gHi6keH2OS/fKFfd3XfVfShPfR1+/reE8tIrza/WQjMGBnMGBn6+afRjxiBhUIBAKBnUS8oAKBQCCwk7g1xZeqWjoLO79b3dHdUAlX5zptHTwDBTJBXl6LCk7Elr9g5dztPmgKRxEOTkHrbXR5dYTKq31U/b1Axp9jfEjFLY+RywcaMts0z3WvKQJB/233ms+ZJsrXkEUnYstS/Myell9gthqr2BLfW98zf/8/3R+7Wv7l0y9qG08xHHraLwNHX31hTzO5mBn3GrLR5jC9nlXNNJyISN6vmv9DK4KYfC+fE8dqvTTakkqssP05zJor5yKlIZWlO0iZ8BqxrAONuf6YM2zfQxXYn9nX8iikR0VE/uT+u1fL27f0nHmOi1L3y/y4vqvX4HPPXuIcLnHmqTHf0ePxRqnXrz9Xo+vjjn6eP202d4qIdFa4DyYt934Osz/LzHSsco65jF/6ktJcvPbsL5/lx7E0gzmZy8zEpHn62cbS5qdLGF9BHQ4G2peHY3Xgnjg16+pIBzwrCtPAWx1oX0xhvv/y0FJ8NKm/OVBz89M9pe1Ptrrjd0ZK8f3YwMouf3qkOZZ//p72K+8P9qMfa7zHqML09/F/Is2IGVQgEAgEdhLxggoEAoHATuKWRl2R9UF2Te3Wm8F8h5IV2zEosiOdNueg6zLrCZTOQve1meg0kGU4ClB0laP4SMXVkBYxXoy5emWXJW3tvugL7M7rxs+paCSt56K6TLkPYvSRfv7uVNV139m/a7eHonAEqSMz475RqGmVmW2e8nltoHRhPtH/q89RXRiqsKKwbf/lJ+9cLXdBVXRAoXzz4rWr5d96T9s12bdqteOx0pJHyDCjqu1uT8/loGO3Z9YXz9Pn7F0dP9ftfWkAghTGTTT0S2z7zkSKAXcBWpGG3G/OtY/eHtqB3HZek2zVuEzzNalKvx7BjEFPuRCkxnz/vwQNqWso1HwX89lBQSfNuVTRffeh3ge/taeVkUVELkd6HJZaIRXHfvT9QiqMywcYI6QIn2yUInu0sCUueP7lWsfCkopAZF1ut7a/Ey7/CpGD7O50qfv93efaL/f6lh5+a6CmftKig5bq1797qeOwciWQbfYj+xjlk1J7Fl9b5l5bORuPmEEFAoFAYCdxqxlU2ROZvZXEfSGX9ZTfNrFzftnCl5cNv0W5FmSI1aHHiPFK/OZV2N+m7TcObN/hl0i81FfH0gp8+TJ+BPPyZx1CnGNhf0MVfjFhWjGPkT3TzvvaI/tt8bsjnV2dznXWdAkvToaIl+ND/ebzYGL9I4xiKekFOoZI41C/lflvVY+e6A+6f3urggumqZ8/0Q7IL/CN8gP7A/p7g+nV8vuYTdNLUw1bhBQiZlwlzAZzpGMz+oaeoqzNzHEDMswY+4hTyt2P3psSwoYVYptQ7JHxRHsTO8tZIYaHPqQOzovbEz52iVcvz5v7sm6upykiImMU4Bv39BvynJE+c5zXEEKIA9sW+l8Ys1Xt68VPuF70Z/3qE3tP/Kro3yfvTvU/RrjeYAI63WY/m4jtF45jtn7Qw/hyfT+7BEOEa1ReaPu3D7HOynYyCztSGGEIJhzyEl6vX/z4C2ZfVaWxTxyvQ8Q2cbyuCr3ZHi/tg+vZpRrZFhd6TEaBddjHHdvHpmAjI9au3Xu/JE2IGVQgEAgEdhLxggoEAoHATuJ2IoleLcu3tiayQsRGcNDDIAV5rRa/UO4+r0ilYUq4av4Rt3Y+mg0iasircUZZDTDtLJuPJyIijIxh/Au3QXuZ6Fz1HJXSRXzJSvfL82dbZjNLhfU7Tk1ytQM0BVTQyYVOzS9d8cPlmf6dcC0ZxfLF6TNpwxKxMIsl6EL0l/FUAeXQ9bGhSBmBBfpszv5ym6P/6kvE9RRKq1XsI27vaBpeP3MMDIMM1Mz5GNd4ZKmN0YFyzeYH8Rk8g7gnLjc+EwhAu7aX5Lp10YxjB/ZRZ4bEeCRSl4hzSm7oLsZ6jU9RmJA0Dak4djHvNRERmeo4rhED1IFfiDTsGmOasUMiLrpoD/cH4nVK9Eu1tUIUUoxF2XzvZgcQq4AiS66ThmOlPouS4iyIu3C9y5bn4YsG6CIFI3zWJAiXeDwRkdUK9wEEGytUNTja098ZGMf09MJSfAUT/kmD4vibc/ibXExWjT7m/X0t9bwFMYMKBAKBwE4iXlCBQCAQ2EnciuLLOpWMjpbXVF1UvRilBtYxdEB9Ax2B/6PKqqqat8lalEwi0lr1ngoWTm+9qqtuaSfX4hpVSz/4fbcdk1t4VdgKhcdYgK8zgo8Jx+/fUKitN4E3ZKrHubOvyr8OKIzM0Rn0Lj1lNUIwKJu3qYrSz32PkuYpQQdkoKWqm+irlmvERG+jSuN1cWPHXD+q3bB9ycJ6LYo4EUuNmDE9hWyT/eKobo4fsz0L1ZXN3y8z1y7uqzxuHntdJJuXzvfG/qOisD/UMcYilpueDoSsY9vC61pXStH1UTyxwHlRqbgtnHcI7eqNtS0bPCuoqBOn+C2XNDTi2pOqR19cnCm92elbyp3XqCqar0sHbWQE0ovtdbmqOHZx7eijAnVXunEwHsGLhGUWHmUhwy7LQzhfKQs59vaaVZD0NHnfE9WsK/w0sJ41F3L0iBlUIBAIBHYS8YIKBAKBwE4i1fUNahK/ckqXIvKt37/mBG6BOyLSLrUL/DAR12K3ENdjd/Cq1+Ltuq7v+g9vV25D5Ft1Xf+JW24T+H1ASulX41rsBuJa7BbieuwO/mGvRVB8gUAgENhJxAsqEAgEAjuJ276g/uvfl1YEPg3iWuwO4lrsFuJ67A7+oa7FrUQSgUAgEAj8sBAUXyAQCAR2EvGCCgQCgcBO4pVeUCmlfyal9K2U0ndSSv/O73ejAoof1PcppZ9PKZ2nlH7jk3///mfRzj+MSCn91ZTSk5TS1z/rtvxhww/q+7gvPluklN5KKf1CSumbKaVvpJT+9U+1nx/0G1RKKReRb4vInxGRD0XkV0TkX6zr+nc+zQEDr45X6fuU0s+LyL9V1/Wf/yza+IcZKaV/SkRmIvLf1nX9Rz7r9vxhwg/q+7gvPluklF4Xkdfruv61lNJERL4mIv/cbd8brzKD+lkR+U5d19+r63ojIv+DiPyzt25x4NMg+n6HUdf1L4rIyWfdjj+MiL7fbdR1/bCu61/7ZPlSRL4pIm/cdj+v8oJ6Q0Q+wN8ffpoDBT4VXrXvfy6l9Jsppb+eUvrJH07TAoGdR9wXO4CU0jsi8jMi8su33fZVoo6a6hmENv2Hg1fp+1+TFzlWs5TSnxWR/1VEvvz73bBAYMcR98UOIKW0JyL/k4j8G3VdX9x2+1eZQX0oIm/h7zdF5OPbHijwqfAD+76u64u6rmefLP+fItJNKd354TUxENg9xH3x2SOl1JUXL6f/rq7r//nT7ONVXlC/IiJfTil9PqXUE5G/KCL/26c5WODW+IF9n1J6LaUXpdtSSj8rL67p8x96SwOBHULcF58tPun7vyIi36zr+j/7tPv5gRRfXddFSulfE5G/KSK5iPzVuq6/8WkPGHh1tPV9Sulf+eT//0sR+Qsi8q+mlAoRWYrIX6wjHuSHgpTSfy8iPy8id1JKH4rIX6rr+q98tq36w4GmvheRrkjcFzuCPy0i/7KI/HZK6Tc++ezf/WQ2+8qIqKNAIBAI7CQiSSIQCAQCO4l4QQUCgUBgJxEvqEAgEAjsJOIFFQgEAoGdRLygAoFAILCTiBdUIPAKSCkdIxn7UUrpo0+WZyml/+Kzbl8g8AcRITMPBG6JlNJfFpFZXdf/6WfdlkDgDzJiBhUI/EPgk7pD/8cny385pfTfpJT+Vkrp3ZTSP59S+o9TSr+dUvobn0S/SErpj6eU/m5K6Wsppb/5SWmCQCDgEC+oQOAfLb4oIn9OXpRF+Wsi8gt1Xf+UvEgz+HOfvKT+cxH5C3Vd/3ER+asi8h9+Vo0NBHYZr5JmHggEXh1/va7rbUrpt+VFPNXf+OTz3xaRd0TkKyLyR0Tkb38SFZeLyMPPoJ2BwM4jXlCBwD9arEVE6rquUkpb5L9V8uJ+SyLyjbquf+6zamAg8KOCoPgCgR8uviUid1NKPyfyoiRBFNMLBJoRL6hA4IeIuq438iJp+z9KKf2miPyGiPzjn2mjAoEdRcjMA4FAILCTiBlUIBAIBHYS8YIKBAKBwE4iXlCBQCAQ2EnECyoQCAQCO4l4QQUCgUBgJxEvqEAgEAjsJOIFFQgEAoGdxP8P0mJplzmYgrYAAAAASUVORK5CYII="
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 117,
   "source": [
    "from hifigan.models import Generator as HiFiGenerator\n",
    "from hifigan.env import AttrDict\n",
    "import json\n",
    "import soundfile as sf\n",
    "import IPython.display as ipd"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 111,
   "source": [
    "# ckpt = torch.load('hifigan/checkpoints/UNIVERSAL_V1/g_02500000', map_location=device)\n",
    "ckpt = torch.load('../../hifigan_checkpoints/g_03295000.pth', map_location=device)\n",
    "config_file = Path('hifigan/checkpoints/UNIVERSAL_V1/config.json')\n",
    "with open(config_file) as f: data = f.read()\n",
    "json_config = json.loads(data)\n",
    "h = AttrDict(json_config)\n",
    "vocoder = HiFiGenerator(h).to(device)\n",
    "vocoder.load_state_dict(ckpt['generator'])\n",
    "vocoder.eval()\n",
    "vocoder.remove_weight_norm()"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "Removing weight norm...\n"
     ]
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 118,
   "source": [
    "@torch.no_grad()\n",
    "def vocode(spec):\n",
    "    _m = tdl.dataset.denorm_mel(spec).T[None]\n",
    "    print(_m.shape)\n",
    "    waveform = vocoder(_m.to(device))[0]\n",
    "    ipd.display(ipd.Audio(data=waveform.cpu().numpy(), rate=22050))\n",
    "    plt.plot(waveform.cpu().squeeze().numpy())\n",
    "    return waveform.squeeze()"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 120,
   "source": [
    "waveform = vocode(x_identic_psnt[0, 0])"
   ],
   "outputs": [
    {
     "output_type": "stream",
     "name": "stdout",
     "text": [
      "torch.Size([1, 80, 128])\n"
     ]
    },
    {
     "output_type": "display_data",
     "data": {
      "text/plain": [
       "<IPython.lib.display.Audio object>"
      ],
      "text/html": [
       "\n",
       "                <audio  controls=\"controls\" >\n",
       "                    <source 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ACMALQBAAEcASgBIAFsATgBrAGQAbACAAGIAgwCMAHsAhACFAJ8AtQCzANkA1ADVANUA6gABARsBMQFFAUcBOwFPAW0BXwFtAW0BeAF3AX0BaAGGAZMBeAF/AYsBgQFoAXoBawFlAV8BVQFeAXgBcwGFAXEBeAF6AXABewFpAW4BbwFtAVEBWAFUATIBNAEzAUwBPAFMAU8BOgE4AT8BQQEqASUBGQEaAfUA8QDNANAAxgDCANEArQC0AI8AYwBrAGYAQgA/AD8AVABHAEIALgAvADYAJQAeACYAIAAGAAEA//8BAPf/3f/n/8r/vP+s/6v/t/+6/9v/tP+c/43/pP+T/3z/gv97/2r/Zf9c/0//W/9a/07/Tv8z/yf/Hv8m/x7/Jv8i/yn/Kf8J//v+AP8L/xP/+P4d/yj/L/8p/yv/Lf8y/z7/O/86/0v/Qf88/yn/I/8o/yf/HP8f/zb/Mv8w/zH/Hv8l/wf/F////g///v75/gf//f7//hz/Cf8E/wH/Ff8g/xL/Ev8W/wD/Gv8b/wX/B/8O//r+Cv8U/wv/E/8G/w//G/8i/yf/Nv9M/0X/Uf8+/1v/SP9U/13/a/9t/2L/cP92/5H/o/+p/63/s/+7/7b/0P/G/8f/0//d/93/9f/v/+//AgAJAAgADAAWADoAOAA/AC4AcQB7AHcAfwCEAI4AowC0ALUAtgDBAMQA5gDqAOEADQH3ABEBFAEKARABBAEbARcBKQEuATIBHAEgAUMBTQFWAVgBdgF2AXABfAGUAagBlgGjAZgBqAGuAaIBqwG/AbUBoAGkAaABmAGaAYsBdAFnAWEBgAFsAWIBWAFOAUMBPgFEAUEBNgEeAScBCwHuANsAywC+AKgAqQCwAKcAmwCqAJgAowCSAIgAggB0AIwAcgB1AFsAVgBAAC0ASQA6ACgAKAAJAOz/8//a/87/xf/B/7z/u/+c/3f/hf+I/3v/d/9//2n/b/9b/0b/Wv9G/1z/SP84/yP/If85/y3/Q/8y/zD/FP8U/wb/5/7g/ub+3P7v/gT/9P7v/ub+3f7h/sr+tv62/sn+v/6v/qb+tP7R/rL+o/63/rr+t/6s/tv+5P7y/un+7v75/v/+C/8K/xH/Hf83/zb/MP9J/07/Yv9a/27/hf98/4j/hf9w/4f/fv+c/43/l/+C/57/uv+k/7P/uP+w/8n/zv/S/9D/x//D/7j/qv+7/7v/uf/F/6//sf/B/8T/u//H/8T/0f/W/7z/0v/f//D/4v/g/+H/8P/u/w0AGgAjABYAGgAtACUAOwBGAE0APABIAEoARABbADoAXwBVAGYAdgBqAG8AfwB4AJcAhAB+AIcAoACXAJUAsQDKALsAvQDEAMkA0wDJALoAwwDEAKcAywCvAKwAsgCWAL8AtQCpAKIAmAC0ALEAtADDALsAtgC3AM0A0gDgAOgA6ADdAOQA6gD8APcA/ADxAOgA7gDrAN0A7gDyANMA4ADvAOAA0ADfANAA1QDXANAA5wDkANwA2QDAAMkAxwDEAMUAsQDGAMgAqACfAKQAnQCOAKwAqQCtAKMAsgCWAIQAsgCFAIsAagBsAFwATwBDACsAIgArADYAKgANAPz/AQDX/8v/0v+u/6//vP/E/8j/rv+X/4//nf+N/4D/e/9i/17/Sf9P/0T/R/9G/0f/PP8f/yf/Lv8m/y//Ov9B/w3/HP8B/wP/7P7w/ub+1/7j/tb+2v7m/uj+1P7e/tz+v/7D/rz+1f7P/tX+tf7B/qz+r/6g/qv+0f64/tr+3P7h/gr/8/7j/ur+F/8L//D+9f73/gD/7/7t/u7+8/7v/u3+/v70/hD/Bf/8/gP/DP/9/g//+P4Z/wT/J/8j/xj/Q/8v/zD/Mv83/1L/U/9W/03/Sv9h/3D/Xv9q/3T/cf+A/4//gv+j/67/rv/O/+T/4/8FAAUAKAArADAAKwAvADEATQBJAFIAXwBmAHUAcwCQAIQAdwB3AHwAigCKAJMAhACsAKIAlgCuALkArQC4ALUAugC+AM8A1QDrAOcA8QADAS0BMAFIAS4BMwFGAVcBWwFXAWsBXwF6AXUBhAGbAYsBmQGzAZEBkAGTAZ4BrwGaAboBtAGoAaEBoQGiAbEBwwHLAcsBpAHAAcwBuAG4AbMBtQGyAakBjQGmAbUBigGKAZQBhwFoAXQBWwFNAUMBJgESASIBDAEaAfsA/ADsAOEA6ADOALoAtwC3AJAAkgCMAF8ASwA8AD0AJQAsADIAKQAUABkAEgACAPn/6f/0/9j/0/+v/6//n/+O/6P/jv+I/3z/VP9Q/1D/Jv8a/w//H/8M/wX//v70/u/+3P7R/t3+4P7C/r/+uv6//r7+o/63/rD+ov6G/nL+jf6G/qH+l/6P/nH+hv6M/nf+dP6G/nf+cP5//nD+aP6C/nr+hP5u/mj+V/5l/ln+Vf5j/lv+f/50/mH+Zv5h/oD+Wf5p/ob+l/6f/qD+v/7B/rn+1v7T/vf+9f4R/xj/Iv8k/yf/OP8v/z7/UP9n/3n/fP91/2z/iP94/4b/ev95/4f/n/+H/5n/qP+7/8L/xf/r/+3/4f/5/+D/+P8fABgACwAYABkAJwAyAC8ANwAyAC0AMQBDAEkAUwB0AHEAhwBtAIkAfAB5AHsAngCjAIkAiACYAKoAugDOAOgA7gD3APIADwERAf8AAwEYAQsBHAEbAQcBGwEcARsBIAEYATwBNgFDARUBRwFhAVoBVQFJAUQBUAFvAWEBUQFgAVEBcAF6AWYBlgGKAZMBmgGAAYcBbAFyAWYBbgFmAWABQAExAUwBQgExATUBYQFLATIBJwE3AVEBNQE7ARsBMQElARABGwE3ARsB6AD2APoA8AD5APAA4gDLAMoA/ADyAMsAwwC2ALgAuQDDANQA4ADJAMIAkwCMAHoAcABYAEwATABIADQARABaAEcAWQBGAD8ALwArAFkALAA8ABMA+f/O/9f//P/a/9n/7f+y/43/mv+D/4X/eP9q/4n/fP9K/xv/Sf9A/z3/Qf9G/z3/Rv8r/yH/NP8k/0L/Mv8Z/xH/A/8u/y//VP8z/xv/AP8N/wP/2f7V/uP+zf7w/vP+7f7m/s7+qP64/ov+g/6C/qD+kP5u/lb+Wv6C/lH+Pv45/jf+M/7//T7+Wf5s/i/+If5A/lP+Sf5T/kL+Pv5d/nn+aP6B/nD+h/6N/pb+vf6s/rT+ov6c/tX+sf7F/sz+/v7O/uH+//7v/u3+Bf8U/y7/Sv9C/zz/Qv9l/2D/Nf95/5D/lv+X/5r/m/+z/6r/ov+4/83/u//b/9T/1f8KAAwADAA0ACQAQQA8AGsAYwB0AHEAeACoAJwAqgDBAKMAsQDCAMcAxADoAMIA7AABAegA2QDnAP0AHgH5AB0BDwEIASEBLwEzATQBNQFmAVABTAFsAXABggF9AYQBnQGeAZABsgHCAZcBpwGRAY4BoAG2AbEBoAGcAbEBrQGfAZ8BqQGfAYkBgwGYAZ8BmAF9AYgBYwFJAUEBLgEaAfUA3wANAR4BOAEgAREB/AALASAB7gDTANYAxgDnANkA2QCjAHAAkACPAIoAlAB2AGgAXABTAGIASgAjABkAKABLAEUAUgBWAEwAZABiAG0AUQBNAEkAQQAyACYAIAAXACkA7P8cABgAFQADAKr/sf+g/5D/uP+3/53/lP/j//v/t/9S/1//iv+n/9j/wv+2/37/av8U/8H+tf6h/vv+w/7M/p3+1v4Y/6X+Pf5f/g//aP80/83+Y/44/kL+n/6k/nz++P0g/in+Av5D/oj+bf5L/m7+Sv6C/mD+af7p/uD+nf5X/p7+pP5L/j3+S/7x/aH9lv2Q/b/9sv12/Vn9Xv1X/Tz9av10/YP9ef3E/fj9N/6R/q3+9P7s/in/gf96/3L/Ev9W/5j/uv9g/zb/Tv/6/hn/O/9A/1H/QP9H/x3/B/8H/1j/bf+8/+f/zf+n/wYASwCCAMwAGQFQAZwBjwGfAW4BLgFFAWUBSQFTAUoBMwEjAUQBRgFnAY0B4AEAAkICXwK5AsoCQAPHAzIEPgQYBEMEXARxBGoERgQqBPIDpQPvAjwD0gJmAgsC5AGbARoBywB1AFIAAADQ/8T/Z//U/nP/d//X/2P/Tv5e/zgC1QUPBiMECgMRAlUGJgN9+nED8gt3CAoBkwGiBJ8CZAKqAuMBZv/6/6wANf5P/oL/JQAU/zkACgEpAHn/OwC7AcwBdAJ/AiYC0wCWAPn/1v3U/OD9Tf5+/c77Ufk//Yr6qPR885/0fvaJ94H4EPV988n0yPaU+Wr67fu2/Pb9LgBGAiAENwWzBE0CTwG+Asv/Sftu++n3BefU3KPt9wNYCqYCdPtk+ywAYwbeChALfwlHCgsKyQr8DBsPDw6/DUEOcwzdCJkFUgVsBGsEQALWAE//Dvy5+1j7IP00/KT7hP1H/nAAEwHVAMcC1gP2ARUARP50/ksB2QSQBZIExgBl/+wAMAHZ/1D+6Py9/EgALADY/X37Gvqv/Gz9Rfxk+836+/n7+Vb5ePoX/GH78vjR92H6g/2K/av4rvFk8Mby+vUq+Y/55Pga/EkDpgilDbsSIhu/JX0upDb6PwZJ4UdjQAUs4RAYCTEfDCv/E8P4fuP34uTqvdzpy+DS8+IC5Xje8tV0z97QxthA3xzi9uXH46PVj8+S4ln1RPbK8WfwSOnp30LhdfAFB/QT5RABBagCHw7rGiEjxySKHrgSdA57Fzkl8inLJSweoRIUA+X40Pa/9I/m9c/gyYnU2uCy4jLfueHc6EPuj/SWA30QixSqFdgdhSi8L2g3UTeDKrwZIxbwJgY2dCqrDyX6nPBr76rtAOSa25/Z5NcC1UzTAtjh4YLomOTU4Pjv/QZ5EP4G2fpr/88T1R+AGQcPhAo4DO4OMA/oCCP6V+eS36jqRvO95kDQysxj5W/9nfud8E32Mww8G6IhOSkoOFlLdVsdXpBRNkr8SRpL4kpSP3ovpyZVHncL9PW97SrxKefX0oPPbtqK2mvOc8S1wPfEZdEV3AThfOnz9t39vvn683f16wBfEQ4WjAy3AF/6u/Uf9HD2+/HZ50zjxOm57ULmtdmv10rhPOsJ8RrtCeSm3zvqcf1jDb4UWRQ4EJITZCXnPZxM2lOXYMRd50WYO1hWNFzNMmEThAeFAfP7xvCa5izlK+DK0TjLl8q8xxfI3NA43I3bsNmI5dD0vfhV/eQIQxFXFoYYrRVTD20QPhgPGT0Npvx79W30HO1J4uXf5N6r1BbLrMlVz/bVxdmF2BHXJt2T5MvjiN5M5bP1jPv49D735gToDIcQURvZJNUbBxl1KCQ11zmTQERDCTu3MnQoyyM7K/k1BDReJvgcbgz89M7ne+jE6ezjf9Vhxm7BIMZl0CTbENze2hzkhOkX6NfrFvc0ARIIIAq4CvcM7A6FDMoGTwlCDNgBvvO/8Q7z0OuD4UDeyeLI5Ffi3OCb5PLsPvMO+D761vrFAV4NNhZUGd4XUhZXHSsoLjSNP0JBCT+jN6AsUC3xORtB1T7ZO88vThNJ+i77OQqRErQKRfe+5grexdrv3B3jS+XL4XXaaddl3lfnTuya76f04Pdo+Vf6Jflz+N/8iQGw+9ftCOWO5vLpP+tQ6TzlluLy4YLmgemL6Y7tvPVC/kAG4w0BC3IFhAvoHYQo5SCBG24nXz1PRFs/90BfR9xBZj97S6pLqCCF/wwRlCh3H0UF9ACt8MPh1+rX5AHQJ9SQ5nrkUdp/1S7YT9535tLpk+gm6BnvNfor/Aj24e9T73HxQ/cV90Lr292W3PfgM92h1l7V1tea0yrQwtCz0U3ZVOX58M/1xvLh7l70AAC4CLYL/AlNFe8mwS9wKn4lzzKiQjdOX1MfUoJD+je9Or83ZTa2NoEwGiLFFqkThA8GCEH8OfHh5zPjRd6R1WvS7tLLzhXIe8sF15vdeeAz5GXevtfZ4yX1M/40AqoB8v5q/L32yvCE7sDvMu856EfkDuTK4gvgHtrx1yPdkufO7bvmlt/96UsFdRPfDdQJGw5DEsIZOjNFR2pHxT+ePFI+9UFhRlhG40QXP545xDQBKdkZwBkGHdcUNQvM/6v0/e3y7tTwXOyW5Q3io9543WffEObT6m3o0ueY7UrzbO5K6Z7vAfS+78LrJey37T3qs+Ws5APmqd4v2NDcr9274BXiP+GN5JXsLPW69kf1iveoA9QPfRRuEaERQRiqHdYeIB06ISom6DDtNe4yijCfKlktdTVRMi8rsyS6IuUhEh/IImMe5BIzE8YO3gr0By8D0P1Q+Evx7uw28qjwB+s75RXiHeVP5mDkCugB623pIOiS5cDjYOV16JHl3+Ju4j3j4OTL45niIOFH4bPggOCN4AnhaeKP5XXp5ubB4Y7h8Owq+BL7Z/oF+/z8yP2E/78BZwzOEpYQ3RM4G8AashimHzkpVCvkKTkt6C9AM8oy2C4qK8AmjSZEJtUihhtYF+IVTQ+YCykJEwZg/9b5cvYL8MXuoet96FDn3ejM5WzeX9+G4DniJ+LY5AzjH+MC5fPk8+k465XtGOtP643sJ+/O7Tbmhuqs7qzv7e4t8Kbx/vAW83/4+Piu+bMAvf/EAVkFxglnDocLRxK+E8EUWRZyFPoVzRuGGcEWEx89HoYYoxhGGiwZhh2OGmkVxhN4EIcRiBTOFlQVQRFiC4EIFgqsCkYKfwbvAkr/Wfph+4n6kvi088D0sfYV9IHvr/Jn8/vrSezo50jrU+t27jrxgO4n7uXtq/Aa8q71YPXk9vX27fjW9xz6ZfxlAPkA9/46BPr+xQJTBngGnASwBFIKDgcKCBwITgOTBcYJbgvrB54E9AZNCJ8L/gi8CLAJ+wizDJgK1wpXEbILFhHDDLIMthIWB+sNrQwWCwwMtwfECasDjwOzAg4C/v0WAEgAAP0E/Eb2ovZC+JT44/Zk+Bv4yfEe+Sb6Qvcy9un4v/j1+Ov3mveP+xT5hfi3+Af7DPph++r5nPgp/az6t/3x/M35mv/P/8D+EP0J/gUAKv20/iD/yf6f/pb+NwDl/pD+pv8+/zr/Gf6T/4UACQAG/0n8OP/A/8P8e/13/2z/D/3p/cb+ef64/Vf9Mv7Z/1QAwvzD/qX9u/1E/or+M/+j/Zb+Pv0J/6D+V/6//+b+mv2n/IEAAfxq/YYAbPwF/zT94/3U/sT+uv2o/nf/xv0uAAj+LP6s/gb/2P1Y/xMAJ//t//j9sP9c/xAAJQBaABoAwf9k/1P/DQFFAGH/8P8eAEUAAv+U/jD/nf91/5D+Qf4j/hX+0/7W/j7/g/9q/yX/jf/a/78APADD/wgAVwGdAKgAwAEBAsABIgEYAXwB2AK0AoECtgL8Ah8DLANTAwwDdgPfAgcDmwOyAwoDZwRRBKcDUAOaA68DVgNwAwYEnwM1A54DeQJlA+QCHAJ3AmEBEAEDAfMAyQCyAN8AAgGFAT8BVQAFAC4AmABHAM//OAB2ABIAMAD2/wAALAAnAOb/8f/Z/0EAIADw/zMA2f/c/y4AOQB3AHgAXwCAALIAFQG/APYAlAHiAbgBRQEuAWkBswHbAcQBiAHbAWIBmAGYAawBMQIZAhoCvgGzATQBiQGeATQBWgH0ACABLQH6ACcBAgF8AEsAawBXABQAEQAmAMD/Wf+M/zb/1f5v/4H/qP8d/xX/YP/E/nL/Bv/L/m//Zf+V/j7/Zv8t/y//Pf9q/4T/FACR/5n/4//w/4kAUwCm/10AYwAtAB0A6v9OAFcAGwDg/wYAKf9b/27/rf/2/6L/eP8c/4f/3/+m/wAAj/9S/3T/a/8y//v+xP5D/3z/Af/P/lL+2v6u/jj+cP4k/pX+jf7p/ob+gv6j/Zr9dP4v/hL+Dv4r/tr92v0m/of9BP7F/fT9//wG/Ur9KP2Q/Y/9w/2m/TT9Of4y/tz9ov0c/rD+9P03/vb+OP+C/yr/pP8d/3T/R/9j/+f/kv+X/+f/V/+V/1H/k/+V/wD/5/+X/6P/iv89/3f/vf8bALn/Rf+f/5wAAAAhAPL/DQBWAL//jgCwAEgAYQBXACMBBwE+AXEAmQD2AD0BxgGxAL4AJAAhAEAAsQAAAQQBNwELAOYA7gBCABwAUgA6AN8ApACVAOf/df9xAPgAcQFxAK4A6QCAAFUB5wBmAWcBCAFVAYYAsQBcABoBbwC2ANkBcACTAI8BhwGVADYBOQISAjIAdgAhAVYBpQCd/4sAWwH2//oAigEeAQcChACQACAByAAiAPEA7gFfAWcBJgA/AbEBDgDUAGABWQDjAJ8BzwC7ACEBbgFbAXkASAGQAGcBkQAQABgBCAFlAMT/v/9FAEkBoQDK/w8AngB5//sAlgFy/+j/XQC1AAMBFf8bAW0ArAKx/13+mgLB/SMARgCT/6cAV/+Q/jUBGAF4AFUBSf9U//L+eAHu/6n/wgG8/sL/Qv8yAaj/sf6LAYEAqv4S/3X/LwBTANr+aP8GAAH+Sf8oACgAOABEAPr/Hf8k/8H+7v9//9D+DP9X/xAABAHv/iT/Y/9WAHgBVP51AJD+UP/X/mX+XQGZ/WIANf9x/ekAu/6y/i/9EABs/Tr/5/90/cQAm/xP/vL99QAmAEf+9f+L/7wAdP+6AUIAtAHnADj+eACI/5gBH/8j/q8BcAAyAOMA/v1VAIwAj/9/ABr/DwDRAJr8bgDn/30AgALqADf/2v3YARL+DABcAKb+HQD0/kQBbP5hARP/4v8l/8n9ZP+s/scAnf8dAMv+AgCt/ZD/JADK/jwB2f2t/yYAWf8J/1n+df/b/qn/qP/J/lr+Q//C/3b+JgA0/0cBpP1H/rv/DP5EACf/2QBg/bwAvv6m/s0BA/z8Aa7+cP46AGv+mP6e/g8BV/3Q/2r+d/7vAFH9PQDv/ZP+E/8j/5T+Kv+n/rv/8f8u/ecCcfvOAMkAY/xxAtf94wFO/dwAdwGW/bsC+v52AM4AUP/5Asv/Gv9vAi0A2v9KAtgAZf42BE7/DwEoA8n/3wDMAiwBZf7pBYb9PQLrAUgAVQPT/swERv93AyYBCwLYAeQDIf9VAv0EX/2sBFMA7AJ9/gwDpQB2ANcCJwC6Ab0BIwGm/90EbP9HAgYANQJjABYBdQABANkCuvQo7hz2MgsdDPEDxgDsBw8EHgOtAsMBcAfaAXECEwZ0AeMCwghaATYD4QUuAO4AGQDFAB79hgHR/nr6uQO8/Vz9EADm/1X/Tv4UAWMBsv/c/J0Ez/xG/m0D1/xMADj/a/+r/wr+rAUv+lb//wE2AMn79wDRAzL82wFUAtr8EAPO/zb/SQNh+xgCbgNC+Hn+KAF7/3f9gv2v/lr8Tv8//zP5uwHz/qP8bvqOARP4pQJj/gz6LAT7+aMElvkEBB757P9ZAhv5JgTp9fcFJfmqA8QA6PlKBtL5uf+Y/cL7zf8nA9X8pf/m/VD/LgOd/Iz/g/2OAYX4swMr/Xj6/wgw+B8AAQCL/i3/hASr/8z4mv9Y/CoABwB9Bc8Brf1u+GkDjAGe/CwEcv7QBaX6ufpBBPb+NAClAHD/BANU/an8/P9l/H/72/65APL8Lv29/kYBk/rPAVT9tv8KBW78ngAcApwCbAXYAPr1lQWW/d0BzgnXAgUMu/t1C1L/IvUgBaT07ALq+zgB9fvR+0b92fz+/GL60QF2+wwEHP9z/sMAvAMoBX8IkvoWAAwHuASyCF4GMAg2CCoEgwLWDJH5hQjN9G39YApK/SQTCfs6AlwCtAfB+mUBOwMI+NIK+P1k/OL/cgYG938EWAhd9WwJev4cA7EIEACIBPgFLfrW/6sHGQMXCnACBQuM/1/+FgmJCawEcwlZAWP7WwNjAbb7qwGqCMT5NARe/nv+gvo3/BILpgH6+iUE7/yRA0YDn/qNBcX5UgN4+TcFdvQc92sH2fgCAy74yARy+p0AZfwW/nAFQ/74BUQD9wdSCH/3Av+1FdL5JPp3/1L/mvo2/CsDefO9DSkEM/vB+0L+9f/d/QzpW/d+Din1wf2++NX9UvvY+nkBDPtXAp0CZAEY+ccBsfwiACoB7Pm1/DD1wADX+4n6df0B/fnx/ea77n/rV/iW/9kCTATPAgL7RfLL+ib/BhFqFDAFHgEn9uj1RgBdAVv+t+2G6sHwqeXH7HL2t/RMAn/6/v7b+HT62AoFBiH7PgEWEPoF3w64DqERWBI2CR8B6wsZEVwAYQD/ApIGIvdN85YDX/1y/Bj5pPC+Asb3X/d0CZz2bfwgBWsCJADo/QEGxwFXA9EGgwoS/Qb50wN3B4MICAjwCS7+nAFMD0IBIwV5CKMDSAbGB1f4Pu+V/qsF4AmECyz70f57/dT90fxs/2oGzvu7Cr4Gdvng+8UBxQYwB54ELAL1BVUAaQQdCkgKmgRlCDoNwQla/Nf4/ABCAu4Cpf1OBkEC1wBlASr+ygUyCgn7yAB9Bmz61QRvBI8As/sUBPUCvPxLAw0AwgFQ/4oGOgchApsG7wIn/cwD4AsWCQcCSQKB/s//SwMiAZQCRPs1/Xr8zv2nAt3/IP5m+9/8lPpa/+z9O/y9/Oz/+fvZ998ANwCi/hEC/QU0BgAD6vzT+HcABQNy9sn9dQciAOn9Fvib+UT9OvtC/QT+S/nz/pcGNf4l+fn8GPgC+cz9VvtL93P0KvUZ9AD4gfjt+kj9YP4E+SLwtfLa+uj9m/YM/fEDHvt+9kr7ZwjuDlUQ1wqnBh4KCQ8hFl4bfBZOElIUixRTEcwMWApABbX/oPpI9OHuDehx4dXmmOuh4BrdK9yU1wXZrdqP25/euODB4Gzjzujb6Znr1fKG+vH9mgH4C8MNtgq2Bev7wPvfBBwRXBdDG1IgACAWGtsfFSe1LfExDCyIKRgtPy03L/8wfCe9IpAbpgt7+sz2g/XS7grmlNvb1ZrOds0yzq3Qddbr2Zba29zm5KfqS/Kx/b0HoQwlEO4QsRNIFm8UUxSBFE0ViRJRCLj7/fRX8JTtme0d7a3opuV553vok+xr7sbwru898D78CgzfDwQK5goREbwTERcYI/IuJTRWLYkjqiHaJtQnayEDGRgPzQs6DM0T8hPpEacL5gQTAab8pvsn+qv4Wvgs/CvxZeGI3kLnDO496/fwNfE95o7euuFN5Cni0eMp6G7sbuZF2l7T0dll55rtDu0v7nP1hfz/BBALDQ7xEUgfES2aNJw3qDMsNgA/bkm1TIFHAEKJNcIk5hvsGBwS+gmuBOICJP6y7n/dfd0U5MHcyNFS2ILlOe9h7Z7mQOd77XvzXvdd/Ln78PxoBdkKDwghAp0DogOb+EPno9563IDeYOiE8RDu9N2Fz/zKcdFZ2H/fMurt9Wz8svqa/Q8DDwzFGRMnTiw7J78iRCI3IBYdJx4UIQEhsB4+IW4hoR0BFhkNuQdxCIUMwghXAhr6d/ai9v35CQCO/wz9TPra7z7lxufU8Mj39vzT+cjw8+ou5bPaQNQ72HLhiugD6m/oGeVJ3fTV1dpJ577uePBO7AHnPepB93oFZQoKCzIJSAVLBFMOIR+rK88uIywZKTYm0SYhLLMwrS66LwUw0iNQE10NcwvKCIsJ+AlJAlLxe+dw7LX0MfLw6D3iQ+BD4A3iI+Xe6NbxEfoD+7D1Y/Is9t76qPpg85LuTfIq9F3wX+6S61/h0t4q5+LpI+1a9Tz64/nL+Of8WgcTEF8UqhmUH74heyDdIhIoPSrnKMMmBCb8JlwpDypWJHIaQhO2FKgY+RSUCqwADP2o/ukAaQAG+5fyVO698uD2k/X98XfsSeXd4ZTo0fG/8Tzn+95O4Ybl7uOY4Abkv+pj7i3qydz51vPfa+n66Ino1PEI+9b+VQSyDJwS0xvkJ0Aw5TA4L/kvXTO0OfI3DTHMMB07J0P8PRAxmCLzFAgHsflw9An9FwHI9vLqGuS22BnRMNZ13NXgL+db8MP1U/cq9pXyYu5E7ub1t/4SBQcGYwSIArD+mvY/8MHwKO+I5eTbjNhc2FbYbdrE4TToo+dg4gPjn+1e+z0HDhDBFWIWfBh0HtAlfyoGLNAq6ifcJq4m+h8WFSwVZhzTHiMcyBczD0IGhwT6BAQCpP06/JP62fiH9wT3tPfT9/b3yPYI9XnyRO4o6yLr6uuC7XryWPTv7oLpgui4507kUt5x2YXb/ONN7lH1T/Xu7TnmBeRO5/bvYPpnANYAk/9UANQB2gQoB5IIxgyCFQ8dqCJ9Kiwt5yFGEVYPJBmgJM0sYjIBMWMlzhj3EloRDw0pCSIIdwbR/l7wGubw6ArzKPTh6HXgoeDi4A7h++Mz5tfnnO3+8Svuvud45sfpkO879Y32oPOB7wjum+6y8B/yJPUN+Cf3r/WE9o/79wLoCIULJwoWCb4OaBWOF2sZPR+IJL0j0SAFIC0gTSHrI5AmmCfyI4IaHhIJECESXhH2CxIGEgMMAcX8v/o8+Y3zfu3G7LXtmum64rLeyN/i4mLmpOsK75XtS+uU65/s5es47BHwnfFi79TwMfP67yzuhPQ2/Gz+2gD/BdMMqBO2FBASkRTzGxMenh3rIXIo4CjDJcYlEibeJQMmRCgPJ/gfmxheEgEMvAZjAtr+H/y295bze+/m6tvme+h16szn3OZ96b3sGe0F7ZPtDO1w6+bqfe1/74LuMe2F8Jb1UPVP8Yvsp+lW6c7rC/CQ8lH03/XC99r46/uIAMEB7wDcA1sLJxGXFfkZlBwRHH0bex29IAEjPB/oFwgUxBWYEmgLUQwwEd0O6wnlCk4MAQonBeYApv2Y/DL+Ef4O+wj3IPYY9xT2v/Kh7m7qu+ZZ5NvkJOm56xfpS+We5KLlneUF5eDjL+TJ5ZblTOWH6MTuPvQn9yj4ZfgZ+TX95gQ9DYkSPRIHDl4K6QmeC0IPKhMVFYsXQRshH0Af+BsNFm0R2RJfGKgcvh4QIvIi3h81GWkRzgqeBCr+I/ka9nHyw+zw58DnCenY5/zjvOAf4H/houIj5FXmZufM6GvrtO2N7cPumPE184H1wfjs+rj5qPfD9sr3W/mS+Zz6//xV/m0AZgNkB4ILvA6fEZsSHhLlEsYVlhlTHo4hOSEUHucbmBvbGyseFSFtIrYgxRvKFewQxwxQCLkDXP+a+0/5vvcJ9Zjzp/FS7RfpoObh5EjiXeBz307gs+Hh4y/oauxj7r3vHPKE85vyBfI29Gr1SfbD+Zb7lfsl/iUDLAToApUFOQy/Ea0TmRSYFu4b3h8+H2wdMR9DIz0lFSePKDEnUSQzI4oinh5KFqwOZwnhBDEBmvy1+CD1oPEY7qPsFuyi6b3orOqU7N3tw++s8XXy0fFg7yDtp+v769Ht4+5W7+HvL/Nc9MDwaex56onpGugk6RXse+/F8vz2dPyjAG4Aiv3C/VUCLQi5C7EOEBT+GQcbjBkYHC4g5CA5HhYcORnoFUkTYw+OC9gMyA8+DVsKzAtkDSsKHwa6A2IBGf87/b/6nPcn9jn21PYj9sj09fIB74nq8eUD42HiUuKF4vHlturS6fLkcOHp3tPb5NkR3MfiSOtL8i/2ivZt9Sr2aPwZB10QnRNkEQUQqRNIGc4aBBmDGC8XXhWEFgkclB/ZHlscthjkFFkTThStFFwVuBaNF7cSDAkRAin/pPzC+lb74/of9qbw2/DJ9bj4dPX87XvoqOdM6BXpieuv72r0qPY79KvtqukD6xrs9etN7GHuf/AH8YnwifDV72btee4886/2/PkD/jABgwM8BsMKPA+VElUVkxe2GYsccB5FHtwciRomGRQa6h3BIcYjpCPyH/AZZRXGE48RTAxQBlECVAGBAJj9avyZ/Pz5tvVj9GP0RfFc7GfnheQS5ZzpMO8P8Wjvme767zXwTu5v7VLwcPPi9Lb0GvAI7F7u5fIx8kfxAfgLAfQD9gMzBtwIDQy8DsAPeQ/zEAcULhaoGYwcqxxwHDogxCVXJschLB5fHHkZLBZyEzIToBF7DMEF/AGq/RL3zPNW87Ty7vHn8f/wLO867OTnM+M23yrfKePa50Xr8+5B9Df2gPMm8ILufu0q7JbsnO7o8S/1G/iq+3D+vvyl9gfzc/UM/FcCvwfDDf4RhRF2EDMU7Ri9GXsW3RNeE7QU8xMpEBEQfRWJF3wTSRJEE3AR3A25C8gIFQTBAVsABf27+ej5v/yo/bT6BvZQ8kvvheuZ51Pn8eg46D/nIel16pDn3uRJ5L7jeeGp3azc2OFm67bz7fZ69Lrw1vCV9vX/IAmGDmIOTgz+DCcPIA++DV8OnhAFFicdSyNkJUYjXRzeEa4LcwzVEIwVABzqIA8f8RRqCsQFBwJu/RX7GfzY+ZfyYO7U8+f9zQHv+xrzGfCp8Lvvbu/E8ab19PrR/Uz4Du0H5xrn3eY65o/nLOoj6hfoiOZa5urkBuTO52vsm+8D9XT83QODCYANqhByEkEU+RXGF30bpSHtJOkh0hpRFCkS1RRnGwQi/SbEJjUfFBYtEgoTuBFeDIUHcwdQCU4H+AQaCDUJUQJm+gr3w/OO7ADkH93m2pPdt+NK6hbtD+1G7snwle+o6ufoy+wV8YX17vjL85jsTe6J8x7xpu1i9JX/xwR1BfwGOwoND3wPeQscC4sR6xaoF64bCSE6IGUcQx5eJLklYiGCH1EfMRyrF6ITGBM7EhIO/wZRAv/9tfcv9ADzM/KF8hD0S/Sz8oHv++qa50PlkOWb6FTq1+lp7P71bvz4+Mvxk+un5YrgneH655burvE68nfzrPTR8iDusuuC7rX1s/yXAi0L3xMqFC4RoxZLIbkmrSQbIakcAxh4EQkJLwd5Ec0ZHBRADjwR1xTREJkL5wg1B5QGRQYQBNj/Jv9OArQFVwQPAJP82PjK89jtluut7GHruueL6CXteOsb5PbdcdoA2NTVwNR/2Drgz+dF7b/ugezT6S/tufZVAWQIXwtsDDIN5g23C8QI9weKBv4FjgyQHNwp+SxsKIUhphkqFAQVCxtFJZoupjQKMO8clwcp/Yj5s/UV9UT3nvI46K7ms/Cz+Cz00Oo06Hft5fBi8IT0D/+1CIIJVgKq+N7yEfL08B3vFe/27lHs0+bE4Bve8d723BfZtNoE4ELn0vDR+db/QQVWC4YRQBZcGl8fBiS/KfEunS84KPwalw+DDJASVB1VJ7EsiSjsGowPlA1hDuAHUP4l+nT8TAD7AOkE0AoxCdP/vPn1+IX3S/Mh6mDglt0J493qMvG68RjtwutT7vTr+uQU6Ifzxfq8+cjvEOcj7An2w+/n4orn0/df/HP4ef6pB+kKpgrYDWoTURjeG/IfiStmNsQyqig/LJQ5ez5JNtssWSHvDpr/6/iX+nX93fys9vLwpenQ3XPZ2OA868Hze/4TC0gTjw9lAlD3f/FR8RL4PAAnA4MDLwcCBc72wOgd437hW9qC1GDVwtfF1afWWuSd8ZvuRuAZ2rbhl/Er/8MH6xL2HKwaUxPoFjYfcCF7Ho0exB4xGoYQIgRqAbEMXBjCGNsZ5x7BHnYYARSVDjYFxgF0BZ4GLgH4/Cn9N/4v/HX4R/ZG9pH2BPF86qPpPu0k83f5cvsA9lbxlO5C6cXhr9xk37TpTPRV+RH5jfGM5P3a1dti5YPxnPj99Ujvve8l9e72ZvQG9ST4//6aC7kcwiy4M3ktNRsXD4sT/COSNOdBfEoGRFgpFA+NCmML9gQTAhwGn/xm4VTQD9yO9Cz+zPRY6DToD/CE9Qz4qvqcA28SKRmiDGH2zev07drxTfOH9Sr3Q/Fm5hvgtd9X3B3byuIm6S/qRO8v9oD6jPv6+/z9hAGVBgULsA09D6cQlBGUEeAPRw3MCywP2BkZJ4cvuS5CIwUXZBYuIb0m3h/yFoASxQ/FCX0HoQj0BFH+W/y+/P334e5O4CjRWMyW2WLzpAcnCSf//PdH9VnygfGc+FD/yv98ABH4TeC/0L3Z++VQ47PiEvBc/GD9R/dm8rn35QV4DQYOjxGGFisTkRAVF0MXzw5zDywjwTUMNbYogx5gGGwPwAZ1C14d7CJEFuYIgP8084juf/Sc9k34v/zm/6f7qfa+9Ivxp+s56DrupvNm8kTwCvi2AyAHUQKE94zsGOcT6D3rKe3w79bv9+g74dzjTus252nfnuaq9xz/bf9hA/gI4woXC+YQRx3CJjse6gtrB4wO6QaJ+YwETxqXIHYczBvYF2IRrg7cDz8QKBLVFvcUZQoE/bH6rAQVDg0KCPqs7Mnmq+Ox5pD0EAA9/M3v9ecN6Rzst+sZ67jza/r17zfgoduy5FrzNPxd9tHpseKZ5N3tAvwIB6gGzP+N+pv07u4g8B/4HwCPCWYRHBS9Et4R3As/AHEALBHzJHovljacO3o4AifgFsMWMxj5EBELmgtI/6zkAtfq5t4BSgoB+fPikd8E68D09Pi4+Az48/6zB9wCgvOE7xT3a/uL+pP7MvzD81nm+uBs53brFejA5RDmKOXN6L/xBv38A0AGugYQBMH/J/3kAMALrxnWHrsa4RC9AM3xQ/XjDk8ncjEELtccUwmXBjQWLiRwJRkiIyKXHccOQwZiD8MVRw2EA1v9dPK95Cnd1dyp4HLiwuES5Anom+ou8b/94QKX++L1XfgB+Pz6QgR4AHnzGvOL+NHtI+Dr5bT1IfwO+eL12vWN/U8EkALLAb8KvBSxFT8XhxpuFzMRvhQ/IzAtjiZnG8EXLBd+E5EOcRDcEl8PZQs2DTsImfgt8hj4J/uh+oz9fACf/Yn1o+3k6i3r7+2M9PHz2Oh95Fv2WQmlBYb2Ie0I6tzk+uZk8ub5FfRZ7ObunvKI7cPksuNx67D4VAArAHsDPA1yDaQFzglIGVYlmCaYICYTMAjUBOv9JPr7CXscVRQoBOAE4w9HERQNhQtxDMwPPxN+ETEGhvtY+xQGkA3wCrEF3gHx+gDsZ+Ji57LvsvHI9fX8sPYJ5uTdi+IG6Jrmn+EU477oMu3f8mL1fu6w45bkUfJbAb0HeQSm/S78cgGjA8oAIAC4/q76vfv1CYQY7RvyFcYOAwuTDHYUiB7sKNYv3TVhMDEY6gOPCHwUjxLDDLAIN/im3pzb+fSBC74FqPCG5WLos+lZ577slvrqB1sKAQDs7ZzkFuz0+FP/hv6z+hX1W+zl5fDpf/BS7Lvli+cl6m/uGvcU/hv+e/xA/jcDogYpCHkLiQ8TE5ETyBErDNsAFvmO/xMSvyEKKDUnXxwXDMcITRqzLFwqAhv/Ee8RqQ/DCgEPjhT5DQoCp/u49m7vNunH4YranNnj3zPoWu2E7ADqX+1J8x3zBPDD9d3+pwQ0Bef4jOsI8C/8pfdF7KjxTf6e/q74p/nk/CAB7wTWBjMJwg24EBAQiBVkG5oWOA0wEJkhYzAJL6wl7RveD6EF3QcJGjYl5xvVDF8HHv+j8U7yxvyH/nj4nPcH++n6PPMs6U/k8uRR6/7zf/Rh67DnTPIV/Jj5APO97vjs9uq37Sbzi/Tp7/vrJPLD+Qz3b+tp5Trsz/pFA6wD+AeSD+kNQAdIDoUeUie+I/UcqRTiDHgFCvx6/sgS+x5QEkMG/AjVDsQP4RIoFboRQg9IDm8Hjvuk+FEB4QoFCoEBhvqy9/b0Ee3v6Lns/u9p8IbyxPLm6QHhNd/c4b/i696427veDuXX66PzD/Vi7fzkIue58wAD3gscCFH+tvsyAmkHSwcpBsQD8ASlDPoXOh9CIRwcZRDGCQ8RQiA9Kq4t9C3lLGQgKA1OCHoOCw7xB5YHagDj6ffY9OL7+IQBf/is6V7hq+OH6inws/Mk+O3/hgTW/u7xSuwd8XX3G/v8++r4GPGl55XjwObt6NrlbOUD6FfnEerc8H73N/se/vgA3QITBHcGxQvpEHIUSBRsEzIQfAhkAwMJ+RjVJvAslypbH94SKhMpI/IvcyrQG60UBhS4D10LDxH2E7MICfyS9q3x7um240jdKdm92ibhwelO7e3pGeb46ebxWPW59cj4cfw4AUwDqvkz7+zxbPoF9zbvRPLg+ED4ifVR98P49fm4+6T+ZQPVCcoOBxDEE5IXchbNE8wYziXSLpgs2CYYI5UeoBqdG9kj+iedIc8XWhHECFz+PfwL/7X8WfaW8vPwqu496f3hdN2A3TriC+fk5o3j5uMI67jwh/Fq8SHxrO927h7xfvQQ9iz1FvQi9rz4nvYm8M/t0PHU+Ir9vgCuBZMJRgjnByEQ4BsKIzshhRv+Fn4W/RUYE80VFCDdI9UbShfsGXoahhbvE8cQdQrrBaYCRvul8kPxGfa2+b330fJ+7pvsBu2o61TsYO9G8IPvS/Bb75foiOO74rbiK+Eo3r/bENwM4DHmlOvh6w/oSeVn6FHxfvsTAuYBhf9VAfEGygu5DgwRYxPBGvIkUizfMCs1YjH8IqYZcx50JwcrdSz+KZEfNg+bBHkERgM//ST3JPOM6y/iF94k4rHpx+797QvpAeiJ7Bzyrfd2/HL+fv+3AX4B1fqX9ATzUvMs87vxVe5o6O/hYt7e3mLfM9/34M3i7OL/5cLqn++69MD57v2DAAEEawmRDrESsxd4G2Eb9RjxF30atB/rJnctfDKtMW4oSx9iH+wmKir6JKwcxRWiEK8MqQxID74LPgGe+U73nPQL8A7r/eTS4Gzi6eir7e/rM+ft5Qjp/uxA77HvD+8j7tzvxvF07trp8emA7X/upO3D7kPxVfP19af4GPpn+938mv9oBNYKSw9oEZEUfxdIGcAb/iCgJikp0CnrKrMqUyigJuAmdijmJ6EkIx+EGa0SkwyJCbUFOgBQ+/L2kvEi7FHnkOKs3mXcq9z33KbbV9pX2x/f6+Er5NPlKuZA5ibo9Ov07prx/PIH85TzH/b+96H3PPeN+Jv7ff7yARYGlAmrC8QNVBH5FUoacRupGyodSB+THvYcJh+UImIh2B32HBscHRmKFecRCQ32BxkFZALR/Zz4vvSM82rzHPMq8eTtKutC6trqt+0n8Ozvk+5H7qTucu0Q7CDqwOiU6Nfnz+Y75qPmt+fY6YjrnOsX69HsAPHM9Wj6Gf0k/Wn8P/1WAFAF2Ql/DE0PRBI/FU8X1hgmGPMVsRXAGAAdkiAiIwAjPSLrIOAehBzPGawWQxLiDcUJqgRF/yL88vo9+f709e7I6Y/nReY35VrkZuOE4r7ik+PN4xjkzeQP5tToPeyh7pLvV+9v76bwtvJD9GD1XPYS90H5aPv3/YgAdAInBA4GVAejCJYKBQ1qEJ0TZBZgFrETMhGAEgEY0x0VIbMglBxAGJsYaBsYHLQZmxZDEwERDRD6DkgOjAvhBagAR/6j++L2OPLw7R/qB+ds5eHkuuP84TniHOTH5TLmbObl59bpwOyr8Eby2vH+8ln2+fgk+sD7Qv5nAF0D+QYjCVQKigsRDboOaxFZFdYXShkoGl0aIxuJHQQhKSIGICAeHx2GGyIZVxbDEwIRUQ6ZCw4JvQVLAFn85/qZ+ez34PVj8xLxde+a7R/s4eqL6jHrz+ty7Nzsfe6L793vcvA28Srxg/A98VTy8vJ88xv0e/QA9Sb14vQk9QH2S/f098z42Pqr/aT/JAF2A68FDQjkCSULuwsLDMwMQA0wDkoQrREmESYR4hJ8FKoUVxT6EtUQOQ9jDjIN1gr/B/cFOQWABBQDFAHL/af6n/du9S70D/Nz8UvwLvC97l/sm+oM6Qno7+dU6A/p4+nT6jDsSO3E7d7tV+8C8wf30Pnp+jX78fvt/eX/igHOAg4DeANMBXwIUwr/CgYLAAtMC6cMjw6hD44QjRG3EksTcBLIEBEQ/Q/3D18P9w2vCxQJzQduB14G1APAAJ79ifts+Zb3bfa99fn0MvRJ84Lx+e+i72nvq+++8LDxPfKB8jnzJfTk9Nf0/vS79nf43/r7/I/99v3v/m0AuwKgBMoFhwZ6B1gJMAtKDBwMMQtdCngK1At1DY0OKA8iDxsOtg0oDsAOag7NDYMMTwtnC1gLOwvaCsQJhQffBVIFMgR9Avr/5vyq+Yj3Qfc/97f1bPOK8bLw1PAW8anxpvHi8EbxNfLW8sXzHPXX9Rf2bPcn+gf8vP1VAMACyQR5BuUHYAjzCOIKcQyWDV8OZg5BDssO1hCnEjESXxGyEAMQfQ8ZD8IO3g0BDK0JdwhJBzkEjQFoALP+avzC+l/5q/dZ9Wvyeu+57Ezrm+vs67LrT+tn7FjtN+5f75TwwvHU8o30cfW59Yj2LPjZ+oH9Uv6y/bX98v4cAfkCSQRBBaMG/wdpCRMLTgwxDYcNEw4YDrMN/wxIC4YKlAsQDLYKuAk4CUYIeAdfB1MGogNQAfn/uf7E/Tn9R/3z/FL88vtf+0z6Xvmr92f2D/YH9pv1PvVr9G/ywvCR733u0+307E3scuyJ7ebuEPBp8CLwOfAY8hv2JPre/Gb9df06/20CcwXEBxwJNwltCvEMiw/3ENMRwhHaENMQxBFEEhMSbRK8EowSNBFCD9oN0gy2C50K7ggYBucCkgAbAND/8f7P/MT5Pve99WH0AvSu8xXzGvPu88Pz4/Hy8Mvws/Cd8Vnzi/Tl9Hb1QfYc95n3xvfX+Av6QPth/X/+Qf8NAAIBiAIrBKIFmQZTB0kIcglHCv4KlQtcC4gKDQrqCiEMpQ2XDs0NAgw6CzIMSg03DXsLEAk4CIkI3gjBCFgH9QR4A4wDXgPSAbz/RP0/+/f50/ny+dz4Nvfp9Uj1O/U29S/1fvVk9YH1R/YQ9nP1xfX39nr3B/je+ZL7lfxC/uz/GQGfAuwDXQRPBGYFwQaIB58IDgk1CZgJBQtLDSsOxg3pDewN8g0VDtkNlg0EDfALiArOCU8IjgagBWIElwL7AHb/i/2t+635bvfH9FjyO/Hs8IzwFPA18BnxPfGZ8frxL/Jo8iXzLfRa9Jr0T/Wj9rj4kvog+7X6zvrt+yT+KwC9AeICRgSZBQwHtAgXCioLcguPC60Ljwy4DGwLkQvpDOsMGAz9C2ALOwptCb0I+QavBFwD3QESALb+Gv7x/Q79Nfwb+4j5Gvj99rb1/fSg9Cv0avO18pbxP/BQ7zHua+0a7XLsE+xW7Izt2+4D8JLws/Bn8efzB/jJ+0z+/P5e//wAeQMnBokIHQrwCuQMPg9KEYoSSRPUErgR4RHCEgkT2BI/E1ETpRK7EIkOLA0VDNUK8wh+BlkDRABE/vT9ef1a/B/6SvdQ9VP0uPOp8znzu/JF8470gfTr8hDyuvEQ8qrzVPXL9a31L/bV9p331fer9/v3cvib+U37t/sw/PH87v1n/8gAEALkAsgDNAXMBuwHqwg2CSMJ3ghFCecK3wwvD58QSxBNDy0PbxCkEccRhxAAD9cOGg9XD38PJg6EC7AJ7gjGB9UFVgNIAK79kPt7+r/5/PfV9fnz5/JR8pLxG/H+8GXwP/DU8EnwSe+B7/PwtvF78mT0N/a39wX6O/zG/YT/EAHCATICvANiBXkG8AfyCLIJwQrbDKYPEREYEZcREBJ/EvES/RLdEmMSjxE4EFIPyg3vC6UKFQkvB2EFaAPlAJP+Lvx9+YT2vfMw8nbx0vAQ8NjvyfD28BLxS/Fa8S3xpPGv8uTy+vKC85H0Qvb596j4ZPhs+C755vqs/D3+qP9BAX0C0QOSBUYHwAgmCRsJGQnyCaMKGgqLCiYMbwy5C9UL0QtAC6QK8wlpCIMGeAUoBFoC8ABwAKEAXgDb/+j+bP0J/Bn79fk7+bz4FPgA9xf27/Td8ubw2e5E7XXsYOtN6qzpB+rD6pXr5+vM6xbsX+6s8uz2+Pkj+6H7A/2H/2ACTQW7B0kJgwsVDmsQzBGqEiUStRApENUQIxEJEakRERK4EQ8QKw4fDXMMoAsvCkYIuwX7AvsA0gD0AJEAkv6H+zP5ZPgt+HT4T/ge+L/45PnD+f334PZx9qv2Bfg/+UX5tvjA+Pz4Y/ky+Wn4BPjK9wr4+fij+Gb4nfgz+R/66vq6+xn8lfzh/Yv/cACsALsAZAAmAPgAPgPSBdoINAugCzoL8AvzDccPahD+D2UPBxDzEOARHxPLEpoQuw4bDjkNiAttCWQGbgPLAD//Rf6N/DP6APiW9r717/RO9Dz0t/M2807zS/IZ8XrxHvPE8wf0m/Ww90r5nvsO/oP/vgDfAXQCvwIWBKkFZwY+B9QHIQi4CFwKwgzzDXINpA0QDkcOag5ZDmoO/A0ADXcLlQpkCYoHUgY8BdUDdQIAASX/cf1y+8H4FvbI87vy3PLz8qLycPLv8wD1m/U09q32svb+9i/40/gH+Z35tvpl/AX+Y/6e/SP9Yf2V/uH/2gDEAeQCWQPIAygFvQbCB54HNQfKBt8GGwdcBmAG7AeECFYH7AZHBxwHWAZ8BRgEEgKUAC7/Ff1d+/j6qPv9+5T73foQ+kD56/jk9w33uPaM9hj2w/U29eryXPBK7hHtx+xa7NPrueuZ7M3tFO/Z70vwD/Hw8xv5Tv7lASIDPwM8BKgGQwnlC0sOtA+bEecTBhbwFgoXaRV/EmwQIhDiD1cPtw/HD5gOgwtYCLAGvQWPBK0CSAAL/XD59PY+95X4CPk49xD0nfFK8bLx2vIe9FD17vaE+ND4dvfu9nf3dvg++t/7Ufz2+8v7yfsG/MH7ovoa+in6OPob++36rfrz+o/7Sfzd/KL9Tv4k/6oArgJnAxUDkALvAZYBjwKIBRgJHw0tEIwQkA9EEPQSMBVjFVwUgxMJFAkVyxXqFk4WDBPMD2gO/AxBCtoGVwIB/kj6sPfe9a7zE/G97lTtyuyF7GHsLe3a7Tju0e4X7nHtG+8+8sjzZvTB9hX6aPxv/xYDYAWUBjwH0QdkCA8K5QtqDMUM7gzfDEgNDw+cEXoS8hBUEFsQwQ++DtANpg2pDHcKhQezBewDKwFt/3X+ZP1V/FD7Xfqi+VP49/Xw883yVvOB9Sv3xPcl+NL6BP3b/Uz+ff77/Uv9jv1H/Y/8NfxB/LT8sfwz+5f4ovaa9d71gPbi9lz3cfjq+Hr5WPvH/Zb/GgCLABsBuQEqAvQBWAP8BmgJ3Qj5CMoKMAzzCyUL2AnbBxgGXATgAff/RgAoAhgDbgKFAVcBNwFBAeb/Xf6r/Ub9ufxb/IX77feI80rw2+6m7gTuDe2s7Kft8u7z7x/w/u8g8G7yIvfz+7v+vf6d/Zb9aP9fAUsDLwUoBrkHYgrBDacPNBDJDmwMYwuUDEIOhQ+NEQ0TyhJQEHMNRgzOC4AKHwicBE3/8viM9I/0APY29fvwg+sv54Xl8uSS5TjnZOni6wHuCu/t7qDwG/Sc90P7cv/5AigFoQYnCMgJsgpQCo4KoQvBC4EM3QwJDV8NmQ10DR8N/wwVDVsNwQ1BDigN1AphCLcFmwNKA9oFiAkeDagO0QyPCZ4I6gkjCrEHPQTPASoBKwFmAJIAhAC4/f/5SPjO9zr2z/Pl703sIOoX6QHpxOhc6PXnTei96cHrHe6Y8Xf0EvY/9+r2pvb4+Bf9Bf+A/1MCLAfBCqEOAhTiFwQaFRsOHdUfMCPEJb4mPicaJccfsxubHGge3hqfEp0McQhpAgn8dve39TX00PHB7sjsgesL6jDrgO4A8jD1tfh6/OL/5gHeAXUBCgFTAjIFswahBdYDowS+BCMCuf65++73R/Mz8DTuu+yj6xXrhev/667qMuhI5xLoU+qg7OXuVPEH9P71+Pc++6L+xQBgARYC8AL6AuoBMQAhAfAFWwpCC4kMTxBUFPEV6BWwFPUS4RG+EH8OCQ2wDtoR8xJ+Eb0PFg+qDRILVQbrAUn/ef2k+zn6svc08STqH+Zb5fblh+Yx6Pnqku7C8WD0G/bu9o/3LPpF/wkEywUcBDIBuv+9/3n/kv70/Yn82Pt8/FH+5f4y/gD87fjF9z/5v/tu/nkCcAaYCG8IKgjzCeILfAyfDKwLEAdFAAn90gCyBiUIHQNl+4X1TvMT84/0bPbS92v5cfrb+Az1TPS/9v/4ofpF/egAIQMWBMcESgbaBpgGJAg7Cs4KCgz2DD4NKw3TDEsMoAuZC+sL4QtnC0YKRwgSBkYEBAIIAH3/LQHRA3sGVAcRBfYBmAD4Af8C4AES/6T8NvwD/I37zvv4+t/2GPMp8sjyf/KF8NjsZur46uLtMPFR8hHy1vFz8xf20/g6/IsAywOFBW4GZgWSBZMJIw99Ee4S8Bd3HTAg/yGaJNEl9SSgIfcdXxv+GOEU1Q97C2oEJfxm+Pz6cvxr943wvO2q7I/q3enR6+rvRvKY8oXzcPbv99v4efwZANQBaQIjAxoD0wFe/yn8TPht9Jzza/Tc86rx7/CL8ujyG/Lx8G3vnO2s7D7tne4X8TPzjvUU+V385fxe+5v7nv+mBosM8RBaFCUXCxlqG6Qf3SNOJRwiKR6jHIAcJhiGEYMQ4RIAERkMmQlnBkIAvvlm9Q3ytu8879Pt0+vG6+/uJ/PM9L/0UvTU9Rr5Vvzh/pkBJQNyAlMB9f8c/Ur5nfZv9Sz1U/Pv7uHqTel66n3rdOuv6WznK+dB6ibve/K08zDzEfK28dfxafOX9hz74P9vBbsJdQw9DrgOYQyHCaMLuBBuFuwcNyRFJ0IjeRzfGQQc4BwEG9MXLhQnDDgBofuB/0YF2AMm+y7zofDb75Xv5PAC8mHy/fR8+AH4LvR48872xPvz/8UCNwQwBAIECQRIBKoC8QASAML+Qf0k+0342vYE9kf0dvFd70Dvme+t76/wKPJm8vbws+9H77rwOfRJ+cv+ugMEBTgCSgC0ArQISA1pDqgOURDAEqwTdhbkGQQZ7RQUFHwV6hUcFW0T0RC6Dr0OuxDGEfsOeQs9CQMIZgWPArkBAAFP/iD8UfpV9TjxH/Om+LX6D/tU/an/pwDlAHEBBQPTBZ0FtwL3APQAUP82/E/6zvdm9BHyqfLj8oLv7urv6C/oS+fH5zLpeOpR6u/qnuzw7ovwRvOg94P6CP0GASQGkQnhCzoOohA8Ei4T9BXcGOwYAheNGDMe3CDYHmEa9BVaEyMTxRJbD14L9Ae1BekD6gLrANv7kPVw8lb0uPZm+LP6Lf1c/fr8Av9KAqIDlwCM/Fr7iv1K/W36TPvu/oL9nfiz9xL5Hfkn9+b0VPJ18GXwOO+w7IfqO+s/7p7wc/AU7vDr+uqu65LtXfHN9An2R/bx98X5TvkR+RD6iPxm/2IBvALRBAQJUQ5KErwS8hCxERQYQCHdJ/IpcCcjIagaWRalFDIVGhdsF1wVCBBdCr8F2wAT+EPv3O3L8Y7zw/Hl8avy1/Ec79fus/EC9Ez1xfYo+bj4w/Ux9Mr31PwC/2X8efeK9Dv0B/XJ9QP12/EL8Hnwo+8Y6xXo1Oj86nLsW+3U7lnvEPCp8t/28fcl95z52f4HA3sFzga1CkwPbBKIFH0WuheMF4UZWx90JDEjkh0wGGcTYhBVEaAVxhgTGi0X4g8qCQMH7weRB8UELAKhAbgAzP2q/MoAFQLK/Wv7rPzB/Ob6qPqn+WD3VfU49Z/19/PQ8d7wnPB4717uGO6T7lztDewq7Jjp5+WF5oDq8uqk6K/pFu5I8Z7zFfd9+sD++QLOBRgIWAwJEQUTshNlFKYUPBUXGYkfbCIzHmwaExuSHEocVhumGzYaExZeEscRlg9gCWMEawNVAvr/0v1m/Dj7Vflq9svz3PL39Pv56vz8++v5Iv76A6cESgOaA2cDggAc/zL+fPxB+sD5FPrn91bxseh94zri+OI741fiUOHM4fviBeUo6bntd/Hz89r1xvUj9av2tvrn/lQDRAcTCM4I7gsaEZsUIhe+GLAYLBkDGhEa0Bg0Gl0dVCAGIW8gkh/VHE4ZghN6DoMNLBB7EbAP3wo0AbT3ePIR8N7tA+0t7tPv3u9/7tzsXus96XbpJPBu+kIAZP7c+Gz1C/cV+0z8JPrq92v1yvPm8r3x2u7O7BzrPuiT5QzlauUj5Vfn9+ko6wHpJ+hC7NPxTPaL+Uf9Df93/88BtgmTEnYYHBtIGwwaKBl2GqEeIiMoJfomGSfwI7IbxRR/E4MTshFsDQoMPwu5Bm8AGP4/+w71w/Lk9Tf4Mfh69/X3z/hB+Jr3xfi9+q37SPxX/gcAXv7U+gf50vZz86/xTPRY92T4vPe49NTwG+5E717yIPPe8O/tXOz87LLvzfP09aL0nfSs93z6ZfqP+UH3pfWY98H9XAMeBC8CNgF5AkEEvwd/C4cQxRXOGG4ZyBWKE10X8R1AH0gc0BygII8h9h+8IHUhfiCaHTYa1BU7ESUOLwvzBwcDYv0++Nb16PY790jz2O/b7lLukO4o8L3ynPO+8z30JPZd9mz0XfQ09l/2QfV19Sb1n/P/76Dr/udK5Svl1Oew6dvoYOeX6Vjs9+zv7rzyivYW+ND5rPvk/mAENQssE9EXKhZHEc0RjhdgHlEjnCUWJzAmzSP5IYsjmSRjIy4gyhxzGPERdAsaBmcE4gSxAwD/Wvus+fX3zfZi9h31FPK18vr0dfVp9MT0bfeq+Vf70Pve+mn4/PZ39UT1Sfa893X4xvbH8ePq1edv5j3kIeFQ31ngEuPY5Pjj5uGo3+beruHd58nuE/Tt9vb2Kvai+EX8/P9iBO4KABHEFXkX7hfYGVgcBh7PHPQdHiAJItEjhiU9JkciFBx5GFQYThdfFpMT+A+oCcQCDQC5//H/qP6a/Gz5Dvc188jwv/ON9wr6WfuS+4j4FfSA8pfzg/b6+Mz55fle+Qv4o/ZI9b7x4e9S8Q3yc/Ho8MfuTuwu6jzqWeqQ6RHpLeqj6p3qpuqK65vseOyV6yPsCu8B9JD5rv7vAG8AxQCJAwoKIhDCFOEXzhlTHI8eHSJzJNkk8yS+J4MrnCudKQIlBCCMHEsc/By7GtUUEw+wClcHHwUWAgb/1v1b/FP7PfiI8v/vmPK/9in3ufaG+PL46Pex96L47Pmu+uX51vZa80DwY+447oPuYO0U7PHqRuzs7D7ryepT64fsju1L7xnxsvPl9c33V/lH+4H9NgGGBFMGwgnIC4wNvw6BEQEUUxXNFVwVCxYMFf0UbxbZGcQY2RfmGkQX1xSjFG0UuRDBCygLPwvmCSAHdgZyBMv+fvqf+XD7Hvwn/Cn9VP4Z/TL7Aftf+w/8xPqm+Sv66vom98jzgPON8iTyS/Ea8Gftmevw6Rzoj+fn51joTOdB57HniOhS6uLrRO0z7KLsse0t8ez0FfgW/EH/fQAMAHcBjgP8BDIHDAy9DtQONA7VDfgPphJSEzkRwA8ED3kPABF5Em4SHhD7DIYJowaiBsYG3QikCa0I6QZuBasDagK8AID+gACHAbUCSgMnBOgEewRwAyYDCwPzAXEAm/6b/a763/es9fT1Hvaq873uleu16x7riusS6+TpJur669Hr6+vP7C/une/48Xr01fN58uXy8Paz+oz+qgB9AvUC7ANbBwIJ2QlqCr8KiQ38DWAO3Q5iDloNJA1/DVwNvwouCcsI+QjVCUIKbwgvCz8MuQnnCW4JnwpbDHEN1g1qDqMOywsMDe8NNQ3cDWYPwQ6mDD4LHgpnCcUImweiBRUD0QCUAHD+4v3t/Bb6Avq9+N713vTi88jwDu/q7uDuwe1J7GTsKOw17Mbrguz77fPuDfH38fjzpvbe+Gf8Nf03/LD7sf0uAeADxAQvBvwFjgPTA8IGoArXCpkJVwqWCp8LuwocDGYLkwidB+IGEQaBBPQFHQeoBrEHeQe+BwQFHAT7A4wI5giXBfYJhQa2BiEGLgSdBmEHIwY+BSkGAQScAu8B7gDt/lr/af1U+p75EvpV+eL0VfXC9TP2tfb59s71efQt9VT1S/bm9Wz1NPYx93L2u/Qg9Fb1xfZw9qb1RvS19LD0+fQU9if2v/Zp9gD2IPnN+2/+G//g/Wb95vyB/MX95gDQBEAFMAPmA+sDMAIOA4gFYAcMCDsIFAkyB4wF+wSJBcAGYwh5CkYIWQpcC0UJWgdTBIQDHwQgAwIEAwM2A5QDswFDAhoC8f/6/W38iPrw+iT8SfqH+A754/uU/pH+lf0b+0391P5r/w4BCgLYAUIAFAEFALj+ov7k/Tf+sP1S+tj6Mfri+e75Q/lt9zj2bfot+Er4t/f99r/4GPnZ+iL9p//M/N789/8h/1/94wAuBOsEcgSwBloHuARgBakGrArgDXsNTQ6/CnQH6gjPDGMJXQklCEEHWweZBIYHxgZsB8UC1wFsBRsCHgKpAsYEQgP4AhkBO/+oAlgCAARGA/EB0QMxALX/OASxAIz+5QNI/z7+AQBJ/vX9Cv/W/nb/TgDH/XH+rfy+/uUApAFHAFEAyQEZ/2z+Evy1/AP+MP7A/Kv+0fnd94L9M/qE+zz7r/nB+/34o/zH/rsATfyR/UcAyf63/mf/7AKXAWwGMgBXAFsCIwH/AET/OwPuARoGcQa/AcoBswBR/v39jQM/BGcCi/91Ay4Eof+MAM3+VgRwBFUBJwCuAjEEcgK7BL4BiwMAA3AAlQKp/ff7/f3t/tMBXPoC/28AFvyu/xH85v8I+DD7YPu79yX+GfyQ+a/1jvZV99H3wfjN+uX48fnV99/67PsA+goAevwh+9f/F/pg/5cDTP8MBIIARgLDABoAbgMb/1AFlf7yAXMDrP4UAOX7zwGk/FT9TwI5/IX/ofzm/bj+DAHcAkgEZwNXAKoAPgJoAnkCXgSbAq8IFgMQBMgAlAEHCiQD4gKc/6gDZv9X/tADHgKjAcb/CP6k/7H7gvpc/ZQBFPxpAIsBg/r+/Fn9YwCn/V79R/va/hr87vyP+zD7rAE39VD9yf9u/D4B1P3m/z38r/vL+kD/Ff5o+tv/fQUGAm7/Wv7DAXEB6/oSAjsDtQDNAqgCGQPRAowBagWxBWH7uwdq/2kD/QdC/j8G+AFoAMv9rwVx/zMDDQUkAqUCggQuBcgAwAsF//oBvQQuBDoKyfv4Bf7/mAd9Ajj2IgYsADoCugaAAbQApQJg/cYG2wRM/l4Fz/65AP79BgQ4Bev3EgI7/ov8D/gbAWoDU/lI/mwEwvYUAfL/R/sWCiL7IP9tASQAGP+WBcYFpv58Bmn6/v2L+0v6QgTs/QYB8/80CiMEtQBV/mP8TQIe/xcEV/tTBUH3r/wjAb36Ugoz+Rf/YgRq/Ir8KvufBQv75gMYA7X+bQZO/2wFx/4JCrgIcgclB6D8zAmQBq4HLgJ4BjgDmPsTBDb5qABh+3MCQ/tB+OUD3/9g9lf+x/n6+hT/mPcz/5/9Mf0B/c/6G/dHBUT/1vyuA5ry6/im+d3+GPlj/+b+MflvAcD4G/j4+X79IvgvAI4BhPlKAlL7Pf7q/Jb9+wJVAEoCegCj/OsFfvuP/tYEm/s6ABb7av6yBgH+QQD3Aaz8NAO4+kP+0QffAcIF8/T/AV8BKf8SBsUB9ga1+kMBs/ma/qEGn/dCBHwEa/jz++n/U/fw/5YEM/6o/0X4Jf9x/yL8OADOA076oP+F+2z+PgOo+gYDQf02/WACEPcvBH7/aPrLBLoBgfwx/Fz85P3J+6sAzfuf/6oADP3oAp74Jfzs/8L9Gv8CAuX2DQKJBgAAsgja/DkEIQAnAxEHdALEB87/dghmD7gCYAGeBRwHzwKVBHYGDws6BM4GTwDn/sYK6PRCCSL+FQBNCST/AwLy9pcBGfuvANQBfgILBPMB9QirAP8DdAtvBMkC9wTKBcoFoQRMA54G4waGAGMDSAtc/goDav9d/xECzvUO/jv7jPw++qb8UfgE+a3/Ff7cAhL+MwTSBB4CiQPP/8oGVgNj/iYCyAB+/+z46wae/z0DVgJf/YUDsPwNBtf7BwJyA+ACVAVtADQHKf51ARII3wLh/WYAl/u5+2MB4Pma+cr8pgOJ/8gCJPrj9DsD5/vp9VYAwAG6/nz/c/nY/37+CQbaAJT4pgVJ/Vn9SP+RASQAMf57+7r6f/+5+7cBEQAe+rT9ivqD+5/7n/um+Pz8Zv/W/X3/LvdM8+P0Uvt7/KMBLgSt+QL7V/Vn+G381/5/A5H5ovt1+IH31Pqf+/76FgE9AAUBeP8x/zwHHwHx/awDFgY3AMMGhwY1CgEKC/+IAeMDLAeK/eYCrAK8/X77x/xjAsL9nQDS/Hf5/wCb9KL4UQGM/CMA5AI3AiP8S/mY/+4AmANdBuMDqgFGABAC9wQLBR8CgAKbAKUC9QVIALUCQwB3/lH/LQDa+cH2BfmH+Zz9Gfro9dL5q/eA+AH5Nfmp/OP9zwL4/279qvpeARkIFwjHBwECYQVQBBMGBwrVCsUIuQgAC9IJqgJXAK0CuQMmBUkF1AvZB+UEfgcwBJEEsQcCAJQIeQlEA9cImwMc/zX7cQNHBDYB1ATuAdQD3QHZAd0A7AGUA08ACP+B/3kCAwA1AKcAMQLKAd8ARAMbA4r+1P02/az8YP5c9+v6gP7N+T/5hPx//E35tPtY/Nv80foD/rX8pvyG/PX65Pvz9hX3Ifew+Vf3Tvem/ij91vrp+nL9/v/dADED7QTYB/IIPQsEELUQ0RCxDAwN7BFqEUYRchFvEXMRVw8XC0kM2g5yDYEHrAP5/QP+rv+59qH1L/yK+jH2kPeY9wr3WfZq+NP4U/jN+ub5O/kz+Mj4SPvv+7z6HfdR9AjyavI28jrwsO6P7WTsGOyb6ubnzumn6kLs2+xk6YDp8Oxc8oz4NPtw+Nz0tfaS+4kDnAvrD7cPUAu9C3kORBEHFcUaCSFiJQ0kYCEGHwUgjB/BGb8anBzOGZEVcRTXDw0KKwOg/MH8h/o/9RzxB++o6APkjeIz55ftlO306pvmMur87JXugPSm9+z4yvyvAVb/VPfe9Kz3YPus/RT7EPZZ8XXwz/B98F3sKuco6D/pF+w47Arr9+yO75/zpvS189n1OPyLAYYHKw13D3UQ0xIIFqgZYh1WI/kqwTAPMG4pCyYsI7UmCSs1KEsibBssGUkRKQ8SEU0MgAVcAr7+MvmE9F/wP+727EztbO9v8urw2vL59Df2ivg++T38ywFsA+UD0gbUAWz5Q/j8/Kf8QvgB9kj01fJ8787rW+i55pzmq+Wp5Nrkk+UP5X3l1+Wg51TrmvE69iD4Tvhi/NUBKwW5CLwK3w/XEhMW8xzjI/wjESKMJ2Mt5CxsKaEqfyw/LZQrTijnJPge9xqvGJMU+QrVAl0FfQUi/qf2PPK57UDqVupc6V3nYOYy6TfuePHC8Gzu6u458qz2P/oQ/Wv/bQAv/5L+fAGvA+YB6vzS9pjvZOnq5qLlDeOG4ZHeJtlU10bYF9v13ZPh3ORn57PqDOwY7sDzJf2LB2EPRhMfE7gTIhfBHX0i9yWNKVctyTDEMk4x9ilkJV0kXSSSI5kghxtvFNYOVg0eC2sDQPeV7znxtPUX9ojxEewE5ybl9eWp5j/oo+xf8fv0KvYo9h/3Fvt5/Qf7ufk6+zT8uvuI/GD6UvVp77HrCetV6XDmaeMI4QTcXdcR1vXaNOGW5PfjweFe4+jm5uwq9Q38VQCOBqoPWBUEFBoVYxwZJfor0C5HMUQxrTEENJI1sTA/KvMn1yWXIggdXxb2EqkOnAhrAgP7C/af8tPw5fBn8u/v3OkH5gnlk+be6WTuCvQe+wX+7fw9/Fr82gDDB6ILjglOBS8CPQB0ASgErQGY+bzzAvHE7erob+Xb4GjcD9pB293b49nX2Kvaed3m387jYOnC8df4Of98BbgFCgT5CagVfh1jHyQhcSVqKYIsPC/cMGAxLzKnMiUxRjDKL38sTSYFIG8ZgxPCEKURWw8TBmz9UPfc8vDvtO5X7hvt0uvH62jtuu0T7Njtm/M990b54Ptm/sj/vgDjAB8Abf7m/pYBQAH4+0f0ffJU84nxde4Q7BfoFeKV3pLcptvi25jeqeIi5bzj+uAr48/o8e+v9gT9aAKdBkEKrw9WGb4idChRKjYrkSonKc0oVioELBkuvy1TKLci2x76HLsa0hg7Fd8OeAp9Bg4ARvnu90v5Zvg+9MnvwO2N7LXsDesJ6gjs8fA/9v357vmA9KPxnPMw9nL3c/hV+Vn5/fjU91z08e4X6UnnyOqt70/wkuug41zcedpu3JTedd/u4MnhHeR45kroEOts8An2GPj1+gIB7gfNDaYVMhyEH7gekiDWJnsrVi86MH0wjSzTJhgl+ycjKVMmiCD2GAQTEQ27B0kGoQTv/7P8vvsQ+TLwUul26Ajs/O097Q7v6PCU8A7xyvSY9Rn0GfYd+iL9J/9S/7L+h/4Y/nD9Xvs8+Y34J/ij9tr0+vHE7DXnzuHA3n3dzN7G4L7j/eRL4nvgfuFW5nvs7vCQ8tXyrfQc+Z0AvQkfDm0NkA+NFpkcOiAaI3gjbSPzJXor+i9SLz8rGymDKZgogybiI3skciR8IXIc9RLOCbQGgQexBNv9kPjO9T/yde+c70Tvf+3e7AzvcfCk8HfxLvM59W/1n/TJ9L33+/yn/+z8ofpT+fP3hvdy9wP3u/S68urwuu/g7FHpyOit6fDoa+fk59Ln6Og96hHsyO0w70HzjvnU/isB7gJVCUsQ9xSVGcQdjSL8JNclWCQVJfon2ip4LWYtaygfIAQcCRs3G/0YxRWUEvUO+AmRBAUE1gT0A+j+lvk19gD05vDq7KLtqvFJ8lzvde8M8UzxJvLt9Mn23vW59lT3evZu9c71bfe493X2WfPq733sTOoF6OHnmeg66WLpd+je5cfhQ+GJ4rTkdubF5gboTuuf77bzs/YR9y/3Y/tlAzILnxBuFDMVOBRSFiIZfBxnH3MjWCYaKH8m1CNSIysjCiKzHCga1Bh0Fl4ScBBQD5QKowJP/kD9xvtk+8X4sfYh8pHtp+0o8Ub1Z/as9I/yfPSv9ZD1OfiL+rz80v+4AVj/h/l49ff0mfcS+cT2jPPp7w3uke1i7eHp4ebV5t3nQenF6bToKehX6IrqtewJ7fLtEPHj86v2oPm/+1b8CvxX+7H8q//LBKEJBg5kELgO4g10DogT0BjdHA0e/hxoHdkd3iCUJE8lISM5I+kkfySKIk8fPxt8F14V/xOhEfULbAaKAoD/eP24+q33dvel9jb1s/M67jPqBuzo8LjyCfFn8VjyRvIi80b1KPdb+Eb5A/kU+ND3xPcv+D/4rPV281/yIvRG94j2sfPS8v7xSfGr8U/y4fNC9GP1F/Zb97X2Yvef+u38KP+0AG8D7QRWCKwKSg2MELURthTfFR8Y8xfqGkEeVhyoINogYB6qH4cgdSCRGngW/RVhFnoTqg62C+4FNAEJ/R37ZvnJ9Rf0DPWs85DwNvDf8ib12fOL8j7xzvS78wnwPPP89l73//Xt9t/1T/Xv9S/2JPWD9W/3tPVC88bwi/EC817zA/QB8svvEOz86ufrke2j7rrvtPAt8X/xPvF+8vzxP/ZY+i76ffqe+xD/RQRNCSAJlgc0CGILcxB1FJwXcxc5FdsU5xO3FGUVuRbuF2UYHRWCE6ES4RAYDpcJ9wmBCRAGGQMLAzYC5QJr/wb+gv34/LP8n/oe/OX5WPjl9uj3/fqq+tb4D/YC96v2yvWs93/1aPMU9nT3n/b487Pxt/C38X/zoPKC7+zsJu988pD0G/MF8iPxrPFE9RP4PPm9+j36lf3Q/0//yP9AAU8D9AOvBhQI8AbQBbUDBAP+Ad4E5AUjCPYMaAvqCeQI9gpTDn4RARNbEqMT8xAmEfsVGRe4FfYWmBfrFRcT/RFzEcoPbA6bDFMMJAjdBegENQLIAn0AWfwd/mb9//le+8f4IvUS9Ln0ZPZ682jzFfQm84nzhvS89Fn1qfdq9hz0kfUK+Mr4kfni+Dv4yPhB+P37cv7g+978yfxQ/ef+7P6O/pj9M/ys/s4AKf6Z+xv86v3b/Df+1/62+7L8LwJIAvUFbwQIB6gIQQnFBysDmBLNBxUNthWzDPwNEws1Eq4SvwwDDKIQJBGjDI4LZwoVCAwIaAaRBfED0fpp/sL8Yfvy+uX4o/vi+UD8AfQn9FT5gPOh76r0cfck9LDzKfLB8S/yQff59GD08PfH9u72FfTn9tn5yfkz+178//4a/ar5Kfnz/Bz7bPya+8X6CvyQ9l/6BvnP9gX8VPwx+mj7A/nz95r+yAK/APH9kP9E/qMDWgTACVQIJQbtCd0DnweuBioIgw06C9QJEwg3Cl4LSwtsB+IM7wgtApIHjAFWBskExwGDAN0B+AMG/U7/PACh/v7+lvt8+u/9hf1z+339vPuo+yP90f2a9jH4ff3N+ln8GPhI++f4r/Wq+wn7EfcJ9Sv28fpD/Ir71Pzi+D/4EACg+lgCqf1b+joCXwFQBEkBlQP1/qgBJwl6AMEGxgdbA7IB1AQhA7H+YgSjBawF8gGnAIQBOwXiBTIHjwgwCOX/nAUHC5wEgAk2BvULKQi7BiwJdAm/CHMDoQogBgkG/Ah5A5oEcAv+/t0BVgcz+5oFUAfRBFQFCP6SAfH6I/yK+t/3tPm2+0z+cfO7+aX8fPdg9Z/68fsJ/I/8TvkkA1z0N/oqBTP6Bf61AHz7hv9qA7v8DwTnAMr54wGLBlX9a/95Aa7/Tf/KAxoDFPrvAY/4BAqrAJv/ZwUnBB0Pf/RyBpoBt/tZBbQBAwVCAF78CwK1Af/+AAO//ncEhQSCAt/6mgXdAdMCuxRS+1sD9gIJBSUDYPzN/5MBDg6h9+79QAauBMr0hPl3Aof7F/1I/D38TfDz/t348fMt/D73cfxp9Xr2fPlv+FP7jvk1+j7/LPsw96H/hvkBA6X9mv/1CXb5mf4PASX4xgBwA736jgbu/lv6X/osAZ8BLv25BnP39QF89T0DGP7A/KENPfaCBXj9Z/vYAM8DcwTd/Bz+DADQBz/8lwkOAo//GAo1+bAADAUIBt37fP89BOz7Pv35A/b4Gv8iA1f4igTu+5f5CAEc+oT8v/pjCmD6S/z1A3D55wTE9lYFxwE/+L0B6P2H/9r+D/r1+in+QPblBaH90PZ+DcntZQo6BIb1hwDz+kwGFf/9Dd759Pw1Dd/xNgiLCtL9ugNbCJQAe/yhAYADbgepBfr/jgFqBSb9TQZeBLwKqfrBAZ4Jk/xIBTP+Zws8/RMCBABv/VEEu/1jC/b6Gv/lCLz9yQJ6C2H55getB2bxmwmhAGIBFg3YAmUQ7/1GBSMCR//1APn9uQ3j9boCgQNH+w38xAQj/oX6DgcSBBsLt/OHAyQGp/cVAdgFyP7h+DcES/4uBv/+LPS9AFIJmPQyAvcF3fmU/Sf9rwoI+8MA1PNOCnr+ufjWAw0DSw5d+BwOfP8Y/Hz/4wGzBBf+0vyrABD+ffnJAK71ywGi+68ABPcrAGnxzfKLEvr6zAMV+5sBAwEOALXznv0ZEIv2DgT0/sgF0v35AAECHflTB1YKRQGx9XYN0/ym/fQAn/yQBwD67AE++Cn7KATX+QT/uQAQ+FP8S/tK9x4Awfln/V4INP0t/K0Fk/Qq/iECAvh5BM7/AwBR9YsCR/qP/XAHpPi8BNHs3gka71D3lBAi79sKGP5B9v35VQSBApX9ffvX//QBhfWoBRj5dQW7BLv4sflFBSID/PgiA5/8yf/q9lcHwPVj/v0GOvVSCT/4aQDEABr4Ef0f+KELkPmNA6wHpvoBApf0/QgmBNv+1wPn/w3+GQj3/0b/1Qav7SsI1/4m+G4Xj+f1C/oO7fLeAWL4BQII/9cOXvxT/vgL8+9KAf0O3PaWB2AMw/0p/3/5XQXC/x8IYPzfAdQKmfO0B30BPwoT/Pv+lAo2AFQD5vpgCwIAGQZV/JP7AQJ++7kPlfhl/FAI3/pfAtsMo/egBg0QweqLCrwAkvtyCnT+LRZm/YYH+wN5AcEAPgB9Dl74jgOWBaQAu/hoC0z7XvzfBIwE/BIK928CnwP5/pz9DQkOAy77uPw2BakHQ/8Y/NP0txLv9BL+CQjf+XEDdPOjBjUAuQNd8N0AvAL+91T8ZgBjCwL+Igk4BN38WPpGAEIGowS/+VsCnPzD+rz+vfXm/Wz75QIo8tf5yvBS6qMCsAiG+/T81AIh+OcGy/NN818MmALU+V/8SwqL+5P/OP/T/Af/TwjICjjv9wYvBjP4cQZO+DkDAQJS+N0BnPcQBO4DqP7HAC/1XQKZ/Ir1ZAGCAzD1mwXYBir2FgnR9oD6hQRC+L3+VwYRBynykACu/r75qwq19F0LMPOn9Q8Kx+gCCKsDrvXfAlD8FQEG/8/3Ewsk/Cb07g0KAof65v8sBAP7ff9Y9CL+fg/b/vj5W/jwClbvPf1JCaT3cQWo/0cCkf17AN//bPmEBw381gQ/ABwARQSL/I4IhPtoAkkH5wAIA5MD9Pt8BDANT/zJBIX0+PzyEQ7+qwLkBZX6GAJhA6T/L/X1A0YOcALHCuT3LAL9CQfsGw/cDZwFYv4/A5AIW/pIAyH7Uw4HA/v7hf9iAWEMgP6pBlwGMAP8+ZAAZwZnAR/+JAtC/jT1OQjY+3MHqfwBBuf/eABQDw3udxLwA6XzdAyt+6j6lP9zADsCzAXuCucCD/wcAM8G2f63AesESwKw+h8Buw9D+dT6jP6P/0L+bvpaBy4HlvBS+bIDe/dKB/D71PspCCv7/P65BCT6gfcIC7kDhQO0+2b5NvdM9pgCHPO5AtX40ALQA9b9bvqE81QK4wBgBOv9jfih+CbzbP4/+838Wv2y9eP8u/zW9UTvXP2lALf47/eb+yv9igAhAML8OwTVAdMKJQSL+Qb4KQY/CcL/YgkqDWkHSvF6+WwBMP7L/4wCmvQ5+e4OWvr+9pv33P36+90CmwTxAqgENvSXBC////r6DNkFLP0YBbX7a/NdBOj/PgJNApEEdQMv/935X/N0AcwCWvbdAWsCt/q5Bb34Ov51/mUEIAmI/LcEVPvtAUIEt/87ApoEmwD2+9T4PQIVCMH+9AbU/hcDFAP39+36/QnDCfv0Kv2ZAuEAK/qbCEwKqP5FAOP6R/8ZA6D9CQO6DfMDn/zoBRL+P/muA7MFFQu+AjL7DABkBIIDGP7pAUQJNgBi/5cLv/93AU4Hav2RBGX9ngNHCLUBSADPA3QMUAZtAVf9jQfwAkf4If4yB68EGAEABNn7egIU/zv7QQI9+RD95wF0ARsH3/z/+TACW/xJAaYEuwii/jH/9gYk/swCLwM/AX39DgPVAjcFxv4M/1n84/wfCX/6uQFk+C/+Tg0QBGP6IPr1AT4C/v7G/uQFVPz3AOkBMfSm/S4EJge8/2r6kQbH/xv9QP+7BWgArPc+BoQGqwGgAij6cP1OAH/xhfj2/7H8H/xA+z30NvDY9mH5Gvyu+60DXwam/JT75gIBAeH2VPZP+53+Vv4B/G/6JvuuABX7CgE4BG3/Bv7v8g393wJJ/SECgATTBBX7JgIDBU4ADP/j/1UD8QMkBJb5r/sx/cwBbgRF/gf2XPZLAef8hfr//tv9AgEe/Rz35Pc5/kEIJv6v+isCuf13/a//4QIVA78A8/z0/jb+rwItBNr5Kvh2+gn7WP69AWgADgEsAloCCwHs/dz2+PcF/7MB6wZkCYkEM/xz/+X8gPzcAa0E6gUo/wkAM/tk/aL/jvsW/mMERwZ2BEQFYAecCiUAYQDkBAwIiwguB+YOmw15Aq755f7KBSUG3AOnBMUCu/2K+f76fwDAA7cAafteA2/+WPRK/7sAfQHLB7kJnwG6+X7+2f98AA0IxAiaBIwABgJ5BNgEigIBAUkGMgQqBcQCzf6oAGT8jf1Q/l77r/k7/BD9S/7a+2H5Uv7mAYUBwf5m/jQBMwWFCK4KaQd5AmACOgoXDmQLBQYbA7cDwf6uAr0EMQIm/+L+CgN3/Nr1evHn88735/paAbYFJAO7ABz/8/rZAY8BZgAoCLYEGgTtBaX/+/Ve+LgDhgOjAscGmAX8BH4DLwJ9AH0D2wLK/BL9qQAPAdz84fwiAJMDOwGLAFsGgAQt/uT8uf2P/qn8lfl2/rj/pv3E/br8lPl1+qz+Qfy1/G0CCQYEAOD86/xx/Qv8MfUA9Tz5MfvJ9n777gFh+zD3vvWO+Cf8J/wv+wD7J/1MAB4DhgLCAI3+7PhQ+bz7zf0dADoBlQM5BTECyP1v/zYCmQAj/G32mvTG+nj4ZO2s8HL7V/36/CYBqARpBdsECgT3AlwF4AnjB5sG8wZ4CHsKfQgdBHr9svkf9xr5ifxt/gL+QvuK+Nn2LvdF9wX7rf+xAxgEXwBY/y8CKQU5B2kFO/0K9ub0O/if/Ef/bf8C+7XzLvC27oDvmfHf9z8B5whDCTQGvwG0/cL7gfk6/8QJNBBOEyUWCBVlEJQHxwEKBAYGNQeBBYoDXv3j+Ov5X/+pBa4F2QOXAfEC1gCU/Ej/IAYHDWoTeBPpCzwEXASdBrAHXQrcClsKRghhCIMJCgn2A/T/MAHlAqAFSwVjAkD/j/to+jv4Z/O27hbvvO4X7jDxV/Kt7g7pLeW75jvsJvTi+xwDCAYI/UPz4O/l9CP8pQDYA48EQgW+BPYJnA/rDbgKpgutD1QPWw6ODY4NCxDTFjYdjSCqIQsh4h9SHvceSBv3FecVdRRpEX0NWwK99pr2lvsZ/DL5QfkM+wL8RPsa+gb3MvS18lPxve+x7hfwQfGh8RXtf+mT7OjwivFs7Orl2uM+48zgVd8W3ZfcLtt/27XeLeKp4OLeFOcq8A73pfwoBWEOhRXwFr4WexrgGpMc6yAzJ8Ip3y65OPk63DqVNp0rHiGKGH4NMP8z+B/7FAF+A1gCYf5d8wjpOOdA7i33xAAfCVUOhQ0vCXULlBHaEjYJUf7g+f/4PPBA5cXmgOwY6VDiJuNd5fvkE+Il4K/e290u4PHf2d8J4ULixeP/5Ifj3twh2HjYgtvo3h3lVesB8FzzdPWP9Vv0fvbO/fALQhlXHzoknS2gOXRBD0DHNoAx+zZHQIBEdELIOOEiLgoK+NfnJt/y3snofvdGBWoPfhTjEuYLPwhxA1cCagcGDnETyxivGsYVhgv1AbD7YvjY90b07e585y3j9uKP5FTnGeiW5OXenN+n5OTm8egl7aHxHfQo827wguzz5k3iyeJ65cvmrOf957jnc+im7LDycPiW/Fj/7QBVBQwLYBJ5GrMiPSn9KtItmTYfQlZL0FfvX3daNESAJVQME/5t/Nv+mAFEAk3+VPiu9A3yLu6R7fzxEfqxA3QNSBj8IqMiZRdEDhsKJAXYAbkA/vu99GPwYe5/6P7ekNZC1M7YxN4y45znLe6F8ejxlPHa7Drp4OuI75DufuzJ7Rvwwe7+61np9eW74vTfqd1w3l3lLPCQ+ncCbwbLCV4QeRoUJxEzxznzP4NHbkx9S8BF8UB7NOUgag4rB0n+W+vy3PLX39827d724f+oCYUK+wUAB10JXwzJEgoZhRkGFx0UkQ9lCsEEfvuJ8TrpD+Iz3HbbtN2H33/hB+XJ6J/p/uhn5wjoPOp27yT0kfRm8o3w7PLu9cbzMOqw4o/hReN14+zit+WE6N/ppemg6rTrcu7F8jT3rfoL/q8D2AhfDdoRbhfdHRwnUi9GNXM8Ekb3TJ1OAFemV21CZB37APTv095p1JXTluLO9Ov7Of0qAOX/kvt4+sT7MwGNDVoZNSBKIzciURfRBWX3VOx/48Pebd904rrlk+iE64Xq1uVu4VDgWuI954jto/SE/LABnAJt/yz5qfN28HrvafA27wjpp+JK4pLlCOk16/bqN+pK67DwHfZp+mD8uv+ZAwAGjQawCW8PkxMxGQQfJyUOLKgytjM3NWU71kLDShdYo15IRxkdA/e34OzTKs5X0b7cS+to+3MK3RHfEjEMVAN0/mIAigZzD14Z7R9oIOQZ3g0k/z/zCutG5Dnge+Au4qHj6OXO5sTmKugl6abpSO5a9Zf8ogNbBgAEaf2796LxGOvB5NDe4d164nnoCeza79Pxs++07drrHeuy7s/0PvzFBEIL1hCxFCcZTR+EJ1Uy2jxEQzBGzUl5SG5G4UqgSAklHfGB0QfKFcm0yfnX5e2cAf8MyBHwEo8PMwk+Aq0DpgzpE5MYwBuoHKgcJRV0BZ31BOij3BnYT9pW327mret47Qbu4u9F8OXvzvFf9Gz3Tvrf/O/9Bf41+9/0ru046A/mkORu4wfhc9883k7eSeEH5iLrFe9e85j4Kfyl/D7/VQTYCOAJxQdaBjIGMgiHChANfQ9JE4wYPiGeKDwv1jdMP4dAbkeBWdRZpDfnB1XsCN1W0EPLztAe4ADwJf4sB3IM1Qm+/9X4WPfg+yMGsA9FFTIZ7RdaD34DMfXl5RbbqteU2tjh2Osi8yn1TfMa8IHsFuoh6bHqSu/68/z5eP6K/pP4HfGZ68rpG+kp6PnnI+oI79zzEvQz8jXxtvCQ8D/xcvNw9pH6g/4OAuMDCATwAfH/dQGPBXwLrxDUFwQgpChgLN4uCjVpPEtDE0w+WXpdiEucI2/6Kdx0yIe967+G0MPjjfYZB4cR8BKADdcDlP2O/DcBgAvQFx8kCivpJ7wZvgZg8k/gSNT9zxjSbdg74jXs2PSn+lv7zvZd8gTyKPSt9wD8sQAbBUcHPAPn+yz0K+yp5vjiiOJO4wboIe4e8qTzp/G77gvtyO8l9Zz8HAQDCP8JTgvKCd0H4gZvB4AM3BMAHZYmTDC7N8E69jpGOFs0eTrJRvI8JRq/+xfuUeLB1/3U5Nr452L34QW+EaYZDBm5EBMHbgAn/j/9aP/lBvAOPBOREXgIMv0Y8qPn6uDl3RLdPOCf5k/t2fO091r3tvT888T0Vfaq+Pn5HPtJ+xP5X/TS76zrU+Z/4UvfbuFg5AznV+k07UTxoPO19MT13/n8/dgAXgI+A+sBzwA9Af0DjQotEhEcPSZ5M4A+ykRoSMpGfEFxQDJG7zxUGk7yzty41IHMJ8q40zfkqPM/ABQLFBMJE6sMQQZ5BLsGUgrNDWIQmhQmFd0N0QHH8/vli9o609TRQtfH3x3oEvHv+TIAegKMAYn9qvgM9YjyavF18i7z5/Gp8OTvvfD975fs2Ofo5SPmI+jG7IDyQPa89kL2VfUa9Dj0lfX/9kH5k/xMABADNQWzBpsGzAUcBDEDgAT6B6YKWg/wFqAgaCpmNMQ/8EykV69dy2HFVU4xdgXD5ZrOtbvutOi8vs4W517+UQzEEuYQLwqxAtX9JP2JAF0HhRFSHa8jXSFSFSMEGvKb4ezUBs880djYqOK06x/zlvdN+bL3A/O87gruXfC69Hr7EgK7BToGGgF7+OjvdOkq5enjZOQ25nbpwO5Q83X1PvZA9VP1+PZC+kb9SwErBU8HcgqXDRcT7xqSI0ctIze0PrlCokPQQmE+BziANycy/hc69LzhTN7D2dPU9tgj5U70zwJTDv8VQxhDFqMP6QnFB8AGjAUQBswJYgz7DFgI3/5X9cnsxOSg373dS9/k43fpl/B7+On99P9BAVcB5/51+1L54/hd+ZL5Gvhe9in0IfLK8D3v3uvr5jvkH+XG6LTstu8Z8bDy7PVQ+h/+8P9UAucE5wbiBi0FzwMmBSgHwQd0CHUKZQ4KEmYX8R2pI3coPy4CN34+3UQwTJ5NQT3TH0kFa/B33O3LAcYZyzzV++Pu9PkD9g0PEa0N7QegA+D/cPwI/fkAjAYtDE4NEQmEAW73GuzW433fgdwd3HfgIeiq7zv2APpF+p/4WvYW9PLy6PFo8TjzDvbv+AL64Pi/9WLzpvJn8tzwGe+o7rrv0/Fx9K710PZp+NL5kfvw/YUAFAGiAD8AmgBIAa0CSASwBiwKqAyiD2gU2xvgIgIpgy7+NQo++kUiTkNOBz4zJBIOS/kF43LP8sXQxbHN5dqM6FL1nP7jA88GiQegBKYBlv8XAbUFRgtbD5sP9gznB9oAlPae7KrkSt+321vahtzx4Mfmu+wT8W3zH/aQ+OD5Sfv0/BP9dP1V/2b/lv53/Xv76viF9rL0H/J68F7vB++I7/rwbPJK9GT3DPut/g0CEwRkBaUHIAlkCtEL1Q3hECEUTxgmHW8hfyWDKJgrGy8bMm42wzz8PHgvGB6zEpEHjPbt5K/ZR9fJ21PkHe8A+ukCmAfbCAgINwbXAmf+5/x5/8gDjQd5CNMIhAlBB4EAvPc871Lod+Mv4LXff+Li5sPqiO8B9Zj4Hvo5+nr6Jvsi+2P5z/em92/3TPac9LHz8/K98Tnwse/37/PvZfAR8rXzVPUu9l73ufmu/OX/MwR+CkgSEhskJNst1DW5PexDEUgZS6FPgFMVSlIyyBggB4X1QeFa0kfMCc3l0BLa3OW78Gv4nvxe/mj/1QDGAAsBCAV+Cx4RbRVEF4cWzBOaDaEEN/tf8orpJuIc3p/dE99J4XXkp+jY7N7vY/KS9dH3S/my+kL84/09/xMAuv+9/m384/mA9wn1ifKf8I3uvuy/7E3uSe/874/xOvNJ9VX3sflo/IP/HgOVBnsJHAxnDekMVAwODB4MYQyjDagPPBNJF94bUyF+Jt0qJS88M901kTZtML8hoBAEBM73Oune3e3XHtcK2i7fj+Wm7Cvyu/XH95X5BPti+3r89/5QAmQF9gckCTwJdwgbBsQBcfyw9/Xyfu5J6yzpPudL5v/mBuh16f/qTuye7u7xpPTo9jf5d/v1/X7/2P+B/6n/Zf9n/kn9gfsh+gb5JvmY+bb6Mvzp/FX+wv+NAdcDsgV4ByoKdA2VEe0VYxrbHkQiNiXQJxEq0CuiLwA0YzJwKQsgvBnLEYoFOPrq8hLuHevF6ZzqCO1/75rw0PBd8YLxpfFX8TDykPUa+VD7qf0WAZsEfQa/BTUE9gF2/mf6SPfo9JryZPCI7k7u+e9d8f3wzvCA8ZnxivC873XvFu9p74HwRvIy9Bf2vPfu+Xn8g/7Z/l3+Yv7V/TP9BP0p/UL9xf7QAbgF0gnmDt8Ulhq4IL4maCz4LyUzMjhhPKs7kTQMKrsdlBH8BIj4Xe9U6nDoFee05/XqLu5m73bvu++t70/vyu4l75zxz/Wb+q7/jwQdCA8KbwqVCVEIHgYqAqv9UPrQ95312vNe8nzwOO8Z7/7uKO+07yTwJvDd8PPxEvPj85r0lPWp9qj3XPg6+Yr6wPt+/Lf8FP2k/TH+Q/51/r3+y/4N/2H/cwDFAXADZQWZBscHjAkEC7wLjQ3MD8QR8xOoFq0ZuBwPIBYj1SU6JyIoOihcJmkhKRrXEUYIwP6g96/y2+5Y63Hpl+sq7/Lxq/Pu9O31QPZK9gz2t/XN9Q/32fjn+qb9cABrAuMCoAJ/Afb+Fvuf98X0AfJE77fsTuuC61js1uwC7lHvw+9s8C/xdvGt8WbyCPO885X05fVU90L5pvv9/UUAGAIWA9kDCwWkBSgGqgd3CbEL0g5AEpsV/Rj0HLEgAySxJ1Mq4yxcL7AtCCW7GpsTVw0FBYv8iPYX84DxXPGe8sbzLPR29ObzF/N+8g7yN/Hw8IvyKvWb90P5DPv9/QQAuwDMAKgA9/+T/kv8afqD+VD4Cven9uz2gPbY9cb1cfU/9dX05vOb8jXyaPJ48kbyovJc8//zjPQY9Sf2z/b49mD37/c++OP43/mA+sj7Jf0L/sn+PQAkArcDTgXuBs4HqQgLCmsLXAxODVsObw9lEMQR6hLoE8YUdxXvFUcVhRMfEXQOlguGCWYIywbEBJgCNQE1AAr/Qf0M/Gr7cfqS+an5vvn4+Xz6tfrH+uT62fop+lv56fjk9/n2sva09or2EPd891D3jfeQ9x73b/a+9Yz10vVy9ub2F/c99w34LfmH+pD7Evyt/Ov9Vv+/ANwBvQLzA4UFGwdFCFsJoAp8CzsMgg2XDpUPUBAWEZcRURLYEmATghTlFWYXNhhgGMcXjBYMFEoRQg/5DNYJvQZ7BHwCRgBj/hP9FPzu+v34N/hW9332avYY9tn1G/ab9634U/mI+mv8iv1e/Tr98/wY/If67viE90n2j/XM9CT05fNH9OrzP/Pk8uzyY/LX8YjxBvG58V7ysfJA8+30pfbR9yn5UPow+477I/zT/Jr9Zv4A/+7/zQFIBOwGoghkCcsKlAwbDnwPzxAhEtASlhMMFcwVSxZbF7EYMhkAGd0Y7BeIFawSgRBYDtkKhQYBAjz9p/nX9hb02vGR8EXwkPDk8BLxNfF48TvxRfHq8FXwQfD372Pvsu//8KzyFvTu8x7zjfLV8QbxU/A88Krv3e+X8BDxVvG38T7yZPJx8iPy3PF38j/0uvZZ+en7K/7WAGwD3AWOB68InQkRC+MMMQ/EEcMTrxX6F/4a1B0LINAhlSKIIk4hBR96HJsZnxalEvINOgq1Bo8BB/wy+Uv3SPW586LzNvTH9Nb1VPcI+aD69vrY+uX7if2q/lD/pP9N//b+n/5D/dH7gPqo+cD4U/jk9033U/Zw9bv0mvMf823z/fMc85Xx+/BV8YLxLvFa8WTxIvJZ8yX13/b694/4ifh++Nj4xPkT+lf68/s4/n//1gCHA00GqwjiCgMMCAxSDPkNIBBnEZwSfhMSFKgUJxWrFYEXvBn8G30eVyCYIAYfzBzTGU4WLRFKCxkGPALU/mf7GPkZ9zL28vZi9xj4K/kF+cT4fvgd+Hz3H/fn9jX28/Vr9tP2L/cL+OL4iPjF98n2ufV19JDztfJM8cTvH+/Z7+Tw5PFR8ibyZvLy8jHz2vKU8kfyQfNy9Tr4QPsX/qAAwgIhBXMHXglsChwL0gs9DTIPjxFgFOcX9xp7HUAfpx/DIDsimyIzIVwfOB5ZG3IXURO3DucJbQXaADr8uPht9mT0TPK98I/vBu8a75XwOfI789703vZm+Hr58fk6+hT77fsR/JL7c/se++r7tfv7+dH47vcE9yX1cPP48arwR+/O7jjvze4k7nPutu+O8Gnx3PJm8wj0KPXy9RX2QPYI92730veo+I/6wfxv/Yn9cv4KADkBkgLTA1gF9waKCNcJOAuXDFMNuA4kEvMW4BlSHMwf9yLMJC8ltyRmIpkfDRxmFrYPlglrBLL+DPlc9GHxge/g7XPtAO0h7dDtju4q75LwjPIP9Dn1Z/Z/+N/6LfxL/Nn97P/J//D9yftw+sX4j/Zb83rwdu/U73XvJO8b8FDwLO8I7mztquwC7IzrMuze7mvyX/aG+R/8gv7gAK4CvgNLBPAEBwaaB0cKoA01EPkSwRYKG4od8x2gHdkcEB0OHpYf0iCaIXsgfR6vHCUZZRRfD74KbwXR/4b6rvas8+rw++5g76DxM/TK9sz4u/p6/L3+gP87/w7/J//a/x//gf5vAFUCkQJtApsCUgINAdj/4v7S/AL60/ZV85fvXe0d7KDqYOmc6WTre+yd7h7yZPUC97X3Kvjj97L3W/bf9F30ZfRA9Ab2bvk0/Q0ClQYOCt4LOw1nDbEMEgzaC4kMLw5gEZMVtxsLIl8mUilDK6wrmSyBLTosJyibI1IfRRhxEKwL9AYF/6n2lPA87Ljo5eaj5pfmHOeN6G7rxu2674nypvTs9ir63f05AKMAAgENAjED1wFh/8j98fvt+E/1XfFY7mrrg+jW5sXl3eN24nriJePb5FzmUOdb6I3rE+9M8fLzsfY5+fr6d/zI/Pf8o/1q/v3/oQGQAqMCVwMjBEkFAQaJBqAH0gmKDW0Smxi4HrIl3yvCMk85Kj9BQWA9djYtLMYfNhETBOX59PAD6qnmQuX943zkl+Xb5b/lM+ZM533oe+oK7tryqPjg/mwEEgknDcIPphByEE0PSAwRCCUD1v1p+f/07u/P6lfnSOXQ4wPi4uBL4XPiceRh57frtu5c8KzyQfYn+UX7Bf2z/fT+0gAUA+wD9ALFAAD/3P1K/Cv7nvpr+gL7jfwj/nD/AgLkBHIHcwozDfIPdBKXFscbvyB0JT0q4C0vMYo2vDsWPwU9sDX9K2ohxxJ0/3DtgeD12GXTjNHx1c/eCud27Czyovf2+aj62/og+sP7Hv65AEcFVgswEBkSlxK5EcYOzQjVAI/3dO+26YzkSeBV3r/e6d+G4Svk8OaQ6ATqHu0J8cT0LPh9+wr/oALABK4EFQTZARb/gv0p/Qb96fx1/Kj7BPwT/vwA6APBB4wLJBL5GvMlOjEcPRBGtElwS9dLLkv9Qvwv/xl9CPj5++hX2u7U4NW/1o7Z8t425fnqD/Gf9mj6nP35/14CIwa/C9MRpRUJGFEaABpKFlsQkggRAKv22+zG4izdptk519fW2tf62uTeXuNl5+vrK/Bz9Bn4JPvR/hoBLwHV/5P+VPzs+bP4efcv9c7yBfCn7bLsP+zI6YPmKOcD7A3yJfbz+LP8OwLQB4QMkQ8oEggVdxdYG2sgHyWLKOAsbzJ8ODw99kCzQ5xDOz4qLTMVZ/1A7VjhPNSBzHDPWNnY4a/qofPw+rn+LgBoAfIA1/+Z/0EB3QRRCt8OZw9PDbgJ0wT//aj1aO2h6NvmEuTH4Nzet99f4gLmL+gL6Y/rg+/58uj1j/kN++D6fvuK/Jf8OfwW+1z5svj++DX6Zfnp9nz04fP48wzz6vF48jz0DPYM+Un92ACqBKkIXwy+DkUPMg99Db8MMwyiDCEPBBRUGa0fWSh5L+U1NTxOQtFFYkbAP6kuvBbM/3jtJtyVz/DMndPm2/rjOu3j9wH/oAHNAYAAnwBI/1IAxAXQDA8SZhTZEx4RBA1ABs79cfT87KTmGuH23bDeD+E84nLiUOMg5knp5u1N85b4+PxLADQCrQLDAsAAHP7W/Dj6sfX98lryKPK38l7yGvFU7/PvS/Hu8hr1avfE+g3/WgTLCtEUUR4TJYgrEDPFN5M6GTvnOic6ZDmhOv44Yi+WGw8Hj/oH8O/dRM2oylvSLtw158z0ugALCvoOqBDhEccRmhBHD4QPrBGrEvEPpQoUBhEASPdm7vLlYt8c27/Ypdq43+3lEuyF8RP12fh3/H3+jgBnAk0CW/+c/bz8oPqS9+3zx/De7gfureyD64rr8+vA7N7tiO8s8gj2Rfn6+kn7vfrW+lP8i/6hAdgD8QR3BZEGFAh8CDAH5QThAgUDvwYZC5cQxxX6Gzwi8yf2MLI3pDvRPXtBIEKROOokDAz08wjcJMyTxhLKKNEt2tPmdvWFAiMIjwm8CSwJYgddBlAGKwjZC90MpApHB7QCB/uI8TjpzOIe33TeEeBe4zroS+yP7jzx//E+8onz5fMU8rHxNvbd+iz6/fUl9k36eP0n/D357vb79RL1xPQA9C/zvPO+9Bv3UPpu/cr+Ff84AR0FZAe6CAQJMAlgCZkJDQl3CF8LnxB3F6MbFR+4Itkldib1JtMr5DQXPhc7oivdGiYRzwIQ6hvVXMqdyLfOytq56SP5DgSsCs8OFRIvEY0MBQr2CzYPZRCaECgO6AiVAf343e4P5W/fIN2c3U3h3+fq7V7yKPdK+1/9bfuK9m3zp/VT9xD3Xfma/g8ELgTfAIv76Ph+9/P0qfLU8MzvEe5X7/TyofgO/lYAjwGcBJYHoAkrCxALDQu4Ci4MFQ7iDloR1hNgFVUU9BK5E8kVURY2Gsgilyi3KosyuzkmL7cVXv/u9uHzeu416h7rHvAe9fn5Q/yl/BX8ePp0+iz9kv/QAFUCswWwCioL9AQ0/ej2E/F87OnpQeg36F3rSu848b3yifOm89/ySfF97ivspOqC6mXvAPfy+9T6gPns+Bn4+/Pa7bjoJOaG6CjvMPjo/kgBEgA4AHQB2QAj/v36I/x//74Dewd9C10QsRQoGk4hiiV7JlQoHiuGK3crfipsKpUt9yrfHB0IfvsX8cDfk86byd/Q99uV6lX6aggkEjgXQxhHGWkWAg58Bm8DVAP4AqwAwvwY+jn3IvQT8Ertg+kD5R3kJebK6Fzr9+788b/1Yvl5/l0C3QLJ/3L8I/pb9zn09/B6757vH/Aa8Nbwd/O89QT3EfhM9ozw+urQ7JT0TPvi/yEDWwSeA+YCCgBD/i7+sQC/BRcMPBHPEhwR7AsnBjD+3vaY9qP+lwcGD4MYriPBK1gx+jTINfc2wjQ3NPA3zTVaIi0FOu2Z3YXT/86o0m7YPuBK6z736QBrBv0I3glEDGEPchBgD9wPPhJ+EcQLyQJ9+H/ugefc4tDg6+E644bkqedV7M/w+PPY8oLv3+6d9AD8+ACgA/0ChgDa/N75V/dC9yz3BPW+9B/0W/RY9Tj1HvTD9IX4nv02AswH1A0FEO8PiAyFCBsHsgsLFCgdZiPuJbAooyrLJwIjPSAhHPMZAh7RJM8fXwzG+8nyCugE2PHS6Nul6TP1zv0/CcsWqh6vHBEX0w86CKQATfrx+Pf78/26+rb3M/d99VLvFulY5W7lMuia6nTtNPI297T5nfx5AMYCBAGV/Sb5bfXz8XbuN+t36O/nMeoh8K339/v9+vv5CvxY/AX27e3p7Qn05vnj/B3+Bf6F/cr9if7h/UL+OQFTBIgFBwekB4YGTgRzAS8AGgCyAxgILQwJEg8ZNB5LH7EfzCB2IvcjGCRxK4E3iDRMIrcP5gAr8DvfV895xBrGttVI7DT/TAyMENYO9AuJBgP/APjr9IT1/vqFAQUHfgepAiL6v/Gj6sXku+CS4Azm8e2w9bz65vwG/mz+l/3j+wr6PveK8oTwAPTa+l4B2gOtAcX+zf1k+Qb0FvJ09eP6tAAXBSMIxAiSBt4D2gFoATYCPwXfB6gKaAxeDcQLTwmvBr4Bgv8R/5sB4QbVDWQV9R1yJZkrfDNfPApEIEg+Sn0/1B2e9CXbp9A+x8XAXsVC1DTnp/zQDk8X8RXlDxwIwwDX/R78YfwoAnoKzA6GDvQHsPx78ermbd3S1jjYAODz6eDy8fiM/Nb9h/1Y+xn79/uj+lv6qPwCADECZgCw+sv1TvRk9U/0gvNb9i/6BP1H/pH9HPyi+338Nf9jA+IGKAh7CtAMlg0MDbIJCgdRBlYHxQcOBs4CC/+S/B/6rPq3/mkElQpwELgWxCNVMcA2wzklPHE0QiBuDKABy/w89Evn2txy2l3cz9yv3hXjxenN8Iz43P5zA4gG0QeGCJYIaQchAg/8HPf+8wrw9ur/5jHkUeOs5APoY+su7yvzbfYQ+EP5yPmX9u3ycPPj+ML9mf6q/Ir8Lf1z/JL4PPQ485D06fS29eP3dPkT+8z8AQDwA/sHdwz0DR4OYg9nEN4P0A6VD5IPtBGuFTIabSJ2J6QnjCitLd4uUi+NMOkiqP+Z3BjRnNA2z3PQQdsu7hIB2Q8RF7wWbRHIC64FpgKLAoQCMwLJBFoIlQfOAKL1AuyP5K7gNt9N4cXnc/AW+ff+PgIsAzQBOP4w/YD9Rf4T/z//hf+aAJn9wvdd8lrwtvCK8vz0nPn8/k8CPQTaBMsDngE7ARwBowB6APkBFQM1A1wDZQFPAIb+zP0CALYDuQbOCc4LcQqaBksDKAVzByoH7AXDB1YM8RB2FTEaLR9sIgglpyhdLtQz0zr/Plcx2Q0P6pHWUMgIu5C6sMio24HwXASoExocghnLDhsD5fzN+Rv4RPpbAMEGvQg0Bur9evMb6DzcAdU91CjY199Y6afyXPph/4wCgQJdAMH9w/v0+zT+CQBCAeMBZgHr/739vvpn90j3ofj++VP83/1CAGQCxAM7BHYErATHBFIGYAewCE8KlgqWCToIiQXKAxECr/7r/B/7eff99dL7CQacEQEdUCjbMEw1+DVKNGQxIStsJdEgNRRi+O/b4c03ypvHaMf0zzjedO7n/IUJXRHNEYcMXAUQAHz8r/kg9xr3FfmO+gL4x/IZ7STns+EG3qvd/OBW5sjrjfIV+W/+ZwDW/73/qQAx/8z8qPxv/ZL9GfuA+LH3lfeW+Nn4dfn0+q38+v3H/8oBaQFhAU0DnwR2BvQGcAYvB0QK5QyRDgwQ0xCWE6sXiB63JJQomChwKLItSzB8MsA1xig4ARHblMxUy+vHfsin1RDs9QNeF+MhLyEiGuUO/wMo++f11fMi9QD8nwPFBmUDlfrX8P7oJeKb3XLe9uN57Cv3Qv8PBDsFQwQOAgb/Mfvf+FL5mfuQ/2ACHALB/x7+G/zQ+Kj1NPTo9BD4V/2UADsD6QKeAb4BKAIJAY//V/8GAUgENwZnBzsGWQTvAkkC8QGMAjoFsAaSBJYAOP8gAYsEGAc2CVIMwBB4FL0W+RmqGxYcRx2SH5AicCj6LCUxeTZOLxQSKe3c1SPIGrzZtSa8W81l5Bz+UxNiIcgl+h/fFcQLhAH6+GPzP/Op9xb83/yV+L3xQOpl4iDc6tgz2T7eHedU8TL7pQL2BesF8QWmBKIBBf/0/A7+GgAUAW4AWP/b/YD7Evre+GP5mvv2/dEAYwSeBccF8AXZBL0EFgVZBTcGcwjwCkwNZg7pDZUL3QiEBgAEXgP4AxMF+waKDOwTCBtaIJwj1iScJBsm/SQ2HyIXXxB3AoTpaNLsx8bHH8uw0u/fevBO/+MJ0g+bEe4NcAQ/+kfz1O9r7uTtHu8487319fR88QbtQ+kv5j7j0+LS5lXs/PLe+HD+tQL4BMQGvQbHBAEC2v/5/RL99fsb+an2bvYo9m739Pjn+Rn7uf2ZAKgCwwMsA7IDWgU+CIkI/AbTBYkFYwgJCmAK4goIDaUP+RK+F3keKCSgJ8Mt6zW7O7xCBEiWNZgJheA2zeDBZ7aktYzEdd84+9ISKCIiJw4jTxkeDSECkvoM9ZP0S/uHAsUFgAJb+g3xR+gk4JnaZ9p+3z7pYvQB/ucE9QgFCQIGHQI0/V/4mvY6+XL82P/b/6v+of4C/mb7s/eu9NbzsfWx+AD93f+iANcANQHlASAB+/+1/hH/jwA1Ag4DvwNuBMQEBAXtBH8EEQQABPUAWv0p/f3/IQLHBG4HIQtpD04SZhRAFiQYfRgjGqAdxSHXJIgprTBbNMk2ezYUJ7wFf+N6zda/HLT/sQi/RNaK8QQKLRzLJagmNiDFFYYKQQEy+sb2Gflp/uYAD/7Q+Dzxk+iz317XLNSo1qndMOcL8tP7xAInB90IUwkECAYEjwDa/7z+wf1T/d37ovrp+LD2XvWH9Zf2E/l6/KX/jQEGA0oEfQSfBNUEVQXGBd4GkQeBCAUJugjGB8oGXgavBF8DFALdAF/+S/xi/pkDKwmCDtQURxu1IBkl3yhbKgYq/Sj1JYIfqBeDDMf1gNZ4wX7AlcUPylzUuucJ/VkM/xGbEUcOvwVO+2nzg/E98vrylfYg/D/+LPp48bbnR+BW27fWRtWh2hDkd+/9+Nn+6gHAA4UDRAGr/jP81/u7/dcBKgTeA3gCvv8l/kb8qvqx+Qf6RPsC/mEBdAQxBikGnAVMBioIigmoCi4Liw2eENMT3xTiFKIW+hh1HPAdzR4oIY4lKCoCLtQw4TATKC8VvwLm8oXZn75AtczBlNaf6a38FRHjH1ci5RuUEbAFwvru9Bz0HvZf+Zr78vwz/Tn63/DA54fgvNzW3VPjWexv9m//XgYQC9ULAQoQBl8Bgf0J++X60PtM/VH9gfwL++T4/vVY9D/0GvUW90j6vf2AAD4DNQQJBJ0DjAJ4AB8AeQAqAYsC2QP6BOYFGwcLB5wGrgXoBAIEVgPbBK8GrAkqDZcQWhQSGBIb8h5rIvIkiShzLCMv3y72LE8iQwns6xTXzMpHw+HCL8zp3NTwXQMaEngcuR/iG5ITAAr0Akf9bPlK+Tr8R/45/ej5f/Sn7u3nuOBw3OHcrN9w5WTtMvW4/JQBzgPaBMAE3gLxABAAef9N/gL9Lvzc+sr5cfjS9o31r/VC9oH3EPlY+kT7BvxN/Qb+Mv+f/4EAawEZAioDlgOrA4QDtgSrBS8GAAZWBtgFKwTVAiwEDQmIDXcRBBbkG/Ag2iRwJ9QpFSquKAwp0CY0H+4VfQXB5KzDirZduli/msa/2cPywAooHP8kViTnHbgS2AQw+wP2/fLr8mT27vrd/Wz8BPaE7frlxt843NfcSONw7PT1iv7iBLMKHg1ZDFMJJAYbAyQB4gAKArUDQQOOAaf/oP6P/cv7Qfo5+s378/2o/zYBpwPfBNsF4QXsBbUF2ARoBL4ExQRbBAMEfALWAZUCtAFbAGL/6/7H/VT7yvl7+/z+zwClAUAC1QISA6gChgEgAB//q/24/K/9hv+S/8P/6v28/Hn9af70/sH+N/6v/a39Jv4a//D9Rvt9+Wr5a/sG/TX+PP4g/wYAxf9D/kT9j/yd+5/7b/z9/F/9Q/6F/hn/j/+M/jj9tP0i/pH+sP+NABsBzwEIA70DTQSoBGwFMAYwB40IiQgzCXgJQglhCdUJaAppDAcPwBHeFN8Y9B3SIU4l7yfGKVMq+CelI6EbPQua83Te4tFayzbJCs4F2r7qxvrEB4kS7RdcF+cRoQpUA1P9r/ly+KH6nP1v/ub8lvn5893tAee84O/dLt5e4UPnee4N9qD9eAMVBjEG6QXDBHACaQDy/pb9ofza/K/8ePxw+7L5zvfC9lz2xPUz9nr27/fJ+db7MP5WADICqwM8BfkFPgY8BrIGmwZXBksGoweJCgUNow5rEBkTHRbFGZ4dLyLhJf4pmS/NMjoxDC6QI3AIMOZmzi/Ez73mutvC4dPi6YH/wg+dGA8c7xnUEaII1ABb+mL3H/hF+8b+gAA7/gf5O/N77IHlG+B63//hS+ds7qf1Zf3pAxwIqQmqCUwI8AatBTcFMAV2BCADIAKlAacAjf6z+w76CPnO+Cf5yfkJ+1r8jP7DAMUCTgSBBGgEzwTBBAkErAPeAjECfgOoA9cCDwLrAZQAp/2w+jX69/v7/KT97v49AVQDyQRwBGcD6QExAEj+Mf1j/Qz93f2T/Yz9gP7w/k/+GP60/f/8S/wT/CD9UP0d/Yv84PuV++T75PwA/XT8Cfyv/P78wP0E/lv9lPyz/G38rPum+/76UPo3+1T8N/xN/VH+AP8VAGoBAQIJAq4CNwPvA/wDZwTQBHMFiQbzBp4HRAgjCCMI6AjwCE8JMwqBCx8NcA+zEnwVbRfOGRUckx26Hksf1h9NH68dCxuhFusNdgC+8pLnz99E20LZO9z348rtQfex/ykGYAlmCTkHZQT5ASD/nfx6/Iz8oPwc/ND5TPZn8nDtN+iM5MXiPuNy5ZHpce4y9Oj5z/1EAHMC1AN1Az4DGwMRA3ACCwKkAecA1P+Z/UX78/gC94P1ffSg9Cz2afiB++X+PgIhBXsHNAkyCkgLygydDrcQ6hPDFgkaIR0GIAgjyCRFJkIoNSoLKuQqXCwgJjoSuPe44zbWccqRwmHCfMvZ2s3swf0sCz0TMBb4FFgPdgdEARj83vif+dP8uv75/h7+Zfut9k3wF+rO5Bbj7+ON5kLroPEx+RIA2ARuB/oIrwisB6EGbwWzAwQCpwDC/yP/AP54/HL66vhc91H2+/Xn9eP2SPj7+VX8qv6bAKMBZAKaA4QEWwRbBG4EDgR+BF0E6gMgA18Bt/6b/B78pfyE/YL9wf1u/2UB+QFTAgUC1gCr/1b/2v5L/h//NP80ALEA8/+G/3X/4v7S/eH8gPyf/G38xvyP/E/8ivyZ/IP8YPzs/AT9Qv28/aD+i/43/kX+BP4T/TL8i/ug+m76IPrJ+TH68/oZ+yn8Wf3y/Sv/jwCBARcCEAObAwUEEAQrBC0EHQSYBI0EPQUGBnwG9wZwB4IHVwjuCPYIKQmeCRMLIQzIDTYQbhKCFEMWChgvGekZRhoNGjYZJBjZFtEUARHoDFIHQ/9D9+DvAupv5Qfj2+I55YvpVe6386r4UfwU/4YAIACx/+r+h/0O/Yr8wvvj+tH5L/iH9qb0KfKq7x3uWu357CfuDPBT8mv13vh2+9j96//pACsBUQERAUwA3P8y/yz/Tv+P/xAAnAC4AYoCSQPIA7gENQUMBpIH+wl/DCIP6RJ5FnkaYB6PIjcm2CgzK/8tiy8DL3QviCxTH2sJ5/Nv5InY3M3tx0TJvdFk3vjqU/ftAMwGmAiGBzoESgDx/RX8OfwD/5kCdgTMBJQDtAAU/MP1Au+k6avmRuW65LDmKes58Cn1Qfnj/Lj/mwG8AvcDPgSiAzADjgL2AQABCwBh/if8SPq5+Ef3qfW89KH0IfXH9XD3K/kV+gH7YPwX/mH/RgCJAQsDFwRmBYMGTQarBd4DQgHJ/6L/iP8P/zb/0v8hAS0CowKhAhkCHQEuAAAA9//C/2kATwEKArkC4AF6AWUBtQDl//X+nv4l/uD9u/1S/W78D/zj+3v7n/s3/Er9F/42/xgAagDo/8b/pf/h/vT94Pzy+8D7+vux+wf8n/xr/Jj8i/33/T7+Av+W/xoA4QAOAsECTwMDBMoELgV/BdQFDwb+BjgHgQf3BxIIXQhqCWoKlwohC6kMUw6HD8UR5BNIFRAX1Rg0GggbaRzGHZUe8B7bHfgZnhMEDSsHeP+b9l7v8Omz5oblkeaB6Pbque0t8JvyKfTf9G/1dfXJ9TH3lPjL+SL7WPws/UL9jfyk+3f62fji9kP1e/SR80LzuvMV9Cf0LfVw9kf3nvis+Rf6cfqL+1H8Dv2+/dj9R/5v/qT+rf6o/o7+eP5m/qH+bf9DADcBTAIDBFoFdQaDCPsKZw24D1cSIxX2Fx0bgx7zIRclIijHKocsWS0tLF4p2SJOFsEFy/bz7GbmF+C83NXd+uED50TsmPDf8iL0GPQa89nytfLb8g30/fY9+kn9Gf9h/+b+bP4y/RH6X/e39RL0l/KT8XXxG/It8xr0ZfVj9pD3HPmZ+sj7H/1n/ij/S/+p/z8A+v8p/5n+7/1L/ZT8BvxV+9f6Kvtp+0X7OPtV+6P7mvwv/Xr9nP7o/xUBRgKIA5IEOAXtBEYEwgOmA7wDOQR2BFcElwTkBEUFHgXxBBYECgNoAugB6wEMAVYA4wCPAbAB6AG5AaUBggGlAZ8BBgGlACQAiP8P/xD/If/c/jr+a/3d/Af84vvk+6T7Mfsr+/f6w/pU+3n7Uvv7+7b84vy9/ZX+6/5U/wAARAAVAAUA9////8T/5P/6/ywAgwDKAHoBHQIJAgACZgI/AmQCuQIFA0cD/QN5Ba8GlgcPCasKzwsdDVcORA9dD9YPtRCgEaASeBOTFGAVaBbyF4IYtBgAGQcZQxiHFusT3A+fCtgER//h+rP2B/Pw8ILvyO4A7zLvZu+H7zLv0u7Q7u/uYe9H8K/xxvJB9Ab2MffA93T4pPjO9+72/vWz9IDz0PI68uPxFfJr8h/z+fOy9Gv17/U/9qH25PZO99n3bfgl+T36cfvX/Cj+wP8HASIClQP1BCoGRAeGCMsJxQomDPgN0g9gEaQTKhZmGJYaQhzDHccewh9gIZMiGCQEJYIk3CAQGTgPFAddAY76//LL7Rzrd+po60Xtce4a7zjvWe9s77Hvwe+Q73bwV/Lc9FX3Nvkm+x/9kv5a/6j/+P5J/nj9R/yz+q75u/i596H2KPYH9ub1AfZx9un2A/f69mT3o/fA9xz4Yfhw+IX46Pik+ST6dfrG+uv60PpM+2n7avt7+5n79Pum/Fj95/3q/ioABAH7ARIDpQP8AxwEhAQiBe4FCwYMBpQGkwZCB70HeAfoBjwGsQVmBRQFmwTLAyYDIgMAAwYDOAMdA9YCwwIeAy0DEwPKAqcCTgIKAvIB2wF3AR0BfAC5/0D/VP45/aL88fvR+kz6Ofo9+tT6Qfsw+9X6I/ub++373fu8+3z7gvsa/Kn8e/3z/Qz+b/6Z/qz+Rf/R//D/yf/4/5MAvABUATUCxgIhA6MDfQQ5BSMGPgcTCNYIdQkOCm0KoAqyC6AM4gx8DRwO0Q5LD8QPNhDLEFcRPhFcEXYRRREGETIQrA5fDREMvQp0CWQHkwRBART+h/tv+V73UfW/80Dz4fLG8gnzDfPg8irzgfNU82jzoPOp8xP06fSP9R72y/Ya93L3qve692r38vaW9jb2y/V69Wb1OfUX9Vf14/Uv9ir2q/Yz96L38vee+ET5u/mg+tj7Av3w/Wz/0gDSATQDXQTTBdsG9QcHCfsJbwsEDVYOEhDhEXITLhU9FyAZtxqpHC0emB8SIdghMSI2IVodUhZlD3AKmgYcAkv9gfk992n2ffVT9BvzGfEz7wnum+3X7GLsGeys7EbuVvBE8pnzA/Wp9lv4yPmH+ur6xvpb+tb5Nfmy+J74Hvhc9832i/Zu9oH2fvaW9mP2k/Uf9Qn1v/TH9Mj06vRp9T72A/eZ9wr4SfjX+LL5OvpV+nX6yfo0+777rfx6/Yz+i//TAFMCBAMTBOcEogV/BlYHIwjNCL4J7gryC7wMaQ2NDUwN1gxqDB0McgubCpwJvgjrB4wHMwetBucF4wSuA9kCBwIFAacATQCF/wj/7v6d/mX+kf5I/pr9jvzn+2P7+fqn+pb6Zvp1+ov60Ppf+5r7rvsS/Oz7ffut+xz8Lvzc++H73vuJ++D7SfyA/M/8fv3q/TD+zv7i/7kAiwG8AZABdwGhAcMCrgMWBNoEpAWDBmkHawgxCcIJhwpeCzkMIw26DWoO6A5MD9wPVBCIEKYQgxDxD0IPgA4yDu4NQQ3nCzQKxglbCW0IQgf4BVME1wKYAQQASP7n/MT70/pE+pT5//jI+Gz4wfeo9nL1YfTp87TzlvOt8+3zbfTv9GX1zPUR9lz26/V19cj1Lvbi9Y711/Uj9jP2lvYp94j3xffr97n3W/fI9vX1OfWv9N70ufVb9mn3Vfhs+cr6VvzJ/X3/hAHDAusDQAV3BuwHPQk0Ct0K3AsmDXkOaA8eEK8Q5RHtE4cVchbPFqEWUBYDFucUERPUEEYODwxRCpEIXwYcBKIBaf8n/VD7Rvnv9u30VvM78iXx7e827+zuSO/175zwg/Ft8kXztfRu9p33UPii+JH4sviC+Af4dvdC93X37vcJ+OH3k/eg9zP32fbm9s/2qPZM9jn2Sfaw9rv2nPb29l33XfhB+a35Y/ox++r7pPxn/Wj+Sv9HAMkBXAPIBPsFAQeqB2EIKQnkCW4KIQssDOIMrQ2KDp0PMRDBECwRYxG/EakRYhFIEQERxQ+EDrANDQ1tDHMLQQq4CHUHswYQBrEE2QLXADn/D/7r/P77bvup+jv64fl3+Vv5YPlE+dT4KfjK9xT3efaB9rD2uPbN9hf3ovcH+Nb4efkd+mL6Tfov+pX5Zfm7+Y35k/nj+Xf6Lvst/Eb9Xv5v/2kApwHzArIDZgSBBUcG/AbeB8oIEQo5C94LNwxfDOcM1A2YDgoPJQ/SDy4QOxBdEHoQcBAxEMQPtg5uDWQMeQvGCjAKBQlrBwcGsAQwAxkB7P7//MP7vPrB+dP4/vde93/2wPUV9Yn0o/Na8hPyePKB8hLyLfKK8rryJfO987DzEPPl8rvykfKT8o3yuvJZ8lHyo/LQ8s/yn/Ja8oTyyPIO84XzG/Qo9Ff09vRU9db1n/Zi92T4tfkn+5D8Bf5r/7wAUgIyBFEGLQgGCk4LMQwlDdINvA7BD8MQVxEQElwSqBLuEgwT4xIREooRqxCXD2oOfA26DB4LBAlXB+YFrgSPAy8CuwA7/9L97Px3/Of7Yvtw+or5CfmN+C34Ifjq9/L3bvgN+SX54viS+EL4c/i/+Hr4xfcq9xz3Tfes9473c/er98X3ifjM+IH4XPgj+Cf4U/iF+CL5o/k0+tX6c/tP/Cf95f1h/tz+ev9DAOUA/AENA78DaQRbBb8GRwgQCm8LkAzKDcIO/g8cEaIRtBEOEpES5xI9E1MTDxOgEuARIxE6ENQOhw0ODNAKhQkPCL0GdQXzA78CiwHT/zT+6fzw++z6Jfp7+Vr4kPdP9/z2Jfdc94P3TvdL94r3fveH9zT3avbO9U71YPWX9Vf1UfVg9Qj1D/VJ9X31W/WR9Tn2tvYX9yr3x/eC+Pz4o/ln+mz7RPwd/ej9yv7W/y0BigJ6A14ENwWRBskHkggCCu8KlwteDGENfw5VD+oPVhCwENgQChENEc0QGhAJD9kNpAxBC4oJAwh7Bm8FjQTWA/wCvQEXAET+av06/Iz6efmz+OL3Mvej9vv1wvUD9gf2qfWp9R32S/Y99h32H/bb9ST12fT59HH1wfXX9ZP1dPVZ9Tz1xPT09Gj1zPUs9vP1IPaP9g33S/dM90f3T/el9xH4CfjZ92z4YflG+rH7Uv25/jEAjgFdAgoDuQOtBOcFDQc6CEgJVwpwCz4MygyIDd8N/Q3yDboNiw1EDeUMVQztC5kL/AouCpkJvQilB8cG+QVUBeMEAwSmApwBhgBw/0P+aP2Z/Nj7e/ui++j7pvtb+pX5dPli+ZX5JflR+ML34Pdq+Kj4q/ij+Df5eflj+Q/6IvoE+lP6tfre+nr6qvoF+w/7eftn/E/9l/2f/b/9UP6M/iX/1v/n/3EAQgE3AvIC/gMCBagFfgYqBzgIxQn9CpQLVwzrDCMNeA0ZDqAO8w73Dv8OAA/GDoQO2Q0QDUoMEAtGCvUJ7gi8B/QG9gXGBMMDJgNUAioBMAAq/8b9/vw+/D77hfrn+ZH50/ih+Iz4nvgQ+SD5Pfnf+DH4ovjO+Dj4KvgP+N73n/dJ91T3Y/c899/2UPfP99H3FviS+Pj4XPmo+dj5mvoa+1/7SvuJ+1H8Av0A/m3+5f6b/4wAoAHxAkQEHwXgBSkHNghTCHwIAQntCckKwQquCjYL/QvTC+4K5wnvCHgItgcUByYG9gQQBHIDHwNAAnEB7ACl/4H+/P14/W78mPuN+zn7yvrL+t/6c/o7+kT6Ivop+g36Mvo0+hP6g/rI+v/68/qK+oX5FPkJ+QP5r/ku+lv6lvpt+uv5N/l5+On3kvem9zr4oPjw+Lz4bvge+R76Bfut+w38E/zV/Pn98P7b/8kAXgGWATMC/QL2A5wEFgV4BSkG5gZCB1MHOgeoB0AIEwhwB34HZwcDB3EGFwaHBWkEzAPCA6QDoQNyA7sCegLPAfMA9f8Z/yH/kv+7/9T+tP2m/Yr9g/0//fL8Qv2j/dT9G/6J/iT9v/sk+1j6n/ow+9H7avxs/Ib8J/3F/f/93/3l/TT+Nf6V/mz/BADF/3f/vP+//7f/vf/f/7D/RP97/ycAEgH7ASYCfwIXA3cDWgRiBeEFoAW0BREG1gb7B5UIzgh8CJ8INgmdCXUJdgg4B9AGuAZ3BXsEsAPaA10EcAOTAjQC9gF4AU0AHQCj/zH+DP44/uz9Df5G/l3+8f02/i3/iv9RAAgBTwGf/27+q/9z/yD+t/2Y/ZX9jP2O/cT9O/47/iT+Nf7s/bD9wf1n/RT9pv0o/mf+B//J/xkAPP8b/rr9uv3q/QT+Yv77/qX++/5J/63/kABKAWsB1AAnAYIBwAGiApADrQPuAn0CTgJjAjwCFALvAc8CrQOwA1oDjAMhBMUDDgMRAvoB9QBw/rf9GP7+/TP96fyh/IL8Af11/c78BPw8/Kf74/q/+nr7g/wJ/Db8lvzh/CP9+Pxz/Ib8wPwO/e39rv5U/hT+FP6F/Vv9gf1c/U/9W/0A/rX+Vf9Q/7D+Vv7I/q3/nACdAXsBxgBQALD/Yf9n/3n/eP9BAEcAfQDQAF4BlQGXAH0AGwDG/4T/IQB/AbEBLADR/mX+l/7n/tr+/f6S/gH+7/1n/kT+7v7R/iX+Cf4p/d/89f1Q/kv+SP/OAJoAZ//E/q39j/18/rz+Q/79/eb+rf/T/8j++v1l/nX+1/+RAEMACQGYANf/O/8C/57/pf8zAPgACgHXAEABnwGNAOP+Hf5y/n3+uf8lAYkBNAEaAf8B9AIDBPsDUgRaBT8FpAVrBj8GEAXVBG8FSgURBeMEoQRABCMD1QLKAvoBcgGNADIApgBWADAAwABGAZICCQOqAdAALwGzAdYACwAfAXsBQwG6AdwBiAJMA7sD7wIfAmACTQKvAfkAawDV//L+d/+jAJIAgADLAKEAcQB9/5D+PP6y/m7/u/+o/9/+9P7p/m7+qf6A/y0AEQA4AHUAeAASAM3/s/8M/wX+Rf3e/Tf+3P20/+3/Y//i//kAjwGYAKYAHgGFAW4B1QFiAvgBUgGVAH0AWgCW/6f+5f6N//3/HQAEAQ0CJwJlAYAAUQHwAFr/1v7f/gr/0v5z/nT9GP2i/b/9Nv1//bT+0P7d/RD9Yf3l/Yf9v/1F/rP+y/6O/l/+0/4l/0X/Ef9I/y3/+f76/oL+xf4c/x//wP4E/t39Nv4C/2X/+P5J/nD+hP7b/uT/6ABNAQ0BIwBD/+L+if6J/hz/Vf/g/y0AkABLAIP/FP+2/hL+3v0i/pP+8v7y/iH/rv87ADQA0P/h/yAAuv/n/uT+z/4l/xL/F/4+/RX9bf0H/gP+mP1V/Zn9y/0U/mb+7P1r/dL9Zf7G/rH+n/7N/h//Uf8d/yL/Sv/Y/x0Ajf/b/8T/jP/e/ygAYABDAEIAcQCTAP0A1AEpAvgBIgEuANn/MP9B/xIAfADSAFsBqwHMAakBcAFpAf4BvAFwAYsCVANfA2ED6QP2A4IDjQPVA0QEIQSaA0gDjgLtAWcB4QDxALQAoAC+AKUAgwAGAUYBDwFYAcoBMAL4AQEC+AF7AV0BRgEJAf4AgwHCAY0BTAGVAZsB4gHhAXsBIQGIAOgALQEfAW8BUQEPASgBRwEFAYYAPgA3AEgARQD1/+b/p/8h//7+Uv9K/wb/5f7t/jr/LP9m/6L/2P++/+r+wf5w/on+I/+8/8n/s//o/xsALQBgAIIAmAAMAVYBbQFGAVIBmwGZAV8BqABUACIA4P+M/0r/4v9SAGEAYACdAGABXgGkAKIACQHoAEoA5v+l/1L/EP+//t3+PP+b/9D/3P+2/23/J/+s/oj+wP7l/ir/Qf95/2L/dP8z/+n+If83/y//WP83/yP/Lf8j/+n+Wf4n/kP+Sv5i/vv9cP15/cL94f1U/sf+Ef9T/2//m/+8/5D/Yv9Y/1T/Jf9B/2f/qv+D/2H/U/8h/9H+s/7k/ir/Mv8H/+n+3P64/nv+Y/6f/pf+o/7l/vL+6P4a/xn/CP/v/tf+3/7f/sL+rf6f/tr+4P4e/5H+AP4J/jD+af52/pX+pv77/iv/I/8m/9n+7f5J/z7/fP+8/7///v8SAEMAKgAbAC0AOAB8ACMB1wHcAZ0BaQFmAfcAtgDnAOYA5wDEAPQA6AD2ALAAcQCoAHYAIwBGANkAEwEFAQ4B9wASAXQB7wFRAjcCQQJ1Am8CawJJAjcCDQK7AW4BaQExASkBMAEZAT4BegHPAdsBrwGeAX8BLwEGAdAAwADiAAkBGQGsAKsAjwCWAMUADwFmAR0B/wApAQAB1QD6AAMBGQEvASYBMQEbAdoAxAD5AOsAtwCvALIAhgB0AEUAKABIAFYAkAB5AH0AnQC8AMEARAAEAJ3/U/8z/1b/gv+Q/9n/NwBXAGAANQDs//j/FAASABcAOgBtAHcAZwAZAPX/BAAlADgADwAlAEwASgBVAHkA4ADUAHgAXwCJAH8ANAASAPX/zf+y/6j/sf+6/9X/0P++/5P/c/9i/w3/0P7Q/sD+6f7i/t7+tf7R/t3++P4e//P+4/73/uf+1/61/oX+T/4O/vb9+v35/ST+Ef7o/fv9DP43/nr+qP6p/rj+u/65/rX+kP6h/rj+sf6J/qv+5f4O/xX/MP80/yP/DP8C/yz/Rf9S/07/Ov8K//L+8v70/vn+2/4R/zP/LP85/0P/Qf9E/xb/F/8c/yn/Hf8z/1j/c/+W/6L/Uf8z/z3/S/9a/1n/a/+O/9H/q/+f/4X/Vv+K/6b/8/8cACMASQB7AKEAsACsALgA1ADcABwBdAGvAa4BhgFdAR0B+wD1ABYBEAH/APIA9QD5AAEB2ADjAOsAugDQAB0BQwE7AXEBiAGPAboB6AEgAhIC4gHmAeoB4QHQAakBnAF5AUwBJAEKAQABFQEsAS8BXwFuAXcBQAEmAQ0B2wDZALsApwClAMgAzgCuAIMAiQCAALQAzwDaANEAlAC5AKoAlAC/AOAA+gAvAUUBKgH5AMwAowCdAJsAgQBwAFcAMQAoAC8AIwAWACAALABGADgATgBeAFQALwDb/7D/TP9E/1L/df9t/3v/rf+4/8v/yv+0/7D/uv+n/5n/mv+H/4X/jv+Y/2T/Vv9j/4b/cP9j/4//qf+v/5T/rf/t/97/uv+2/8H/sf+j/3b/Qf86/yr/E/8L/zX/Vf9R/0H/KP8p//z+wv6w/qn+tv7a/tH+2/7N/u3+3f70/vj+1f7b/tD+xv7K/sv+vf6V/nH+b/55/nn+j/59/oH+nv6a/rb+6P4G/xf/M/8w/zv/Qf8o/z3/Qv8+/yH/K/9I/2r/df99/3j/dP9w/3z/n/+t/7v/t/+5/7b/vf+//77/1v/V/wIAEgAKACEAIQAJAAMA9P8CAAUAFQAVACcAMgBCAFgAUAAIAO//8f/+/xAADQAcAB0APwArADAALAARADAANABkAIMAfQCYALkA2QDzAO0A/QAIAQEBKgFmAZkBngGHAWQBRgEtASgBQAE3ATQBNQE+AToBRQEmASUBKwH4APcAFQEdAQsBNQE/AT0BUAFwAZ8BrAGLAY4BgQFxAV4BRgFPAToBIAEHAfcA5wDkAPUA8QATARwBOwEeAQUB8QDJAL0AqwCQAH4AjwCRAHwARQBEACoAOQBFAE8AZQAvADoALgAaACkAOAA9AGQAhQCFAG4ATQAtAB8AHwANAAEA+f/h/9P/3//R/73/t/+p/77/pP+o/7v/1f/e/6n/oP9T/zr/LP8//zj/Kv9M/1P/Uv9d/1L/P/9Q/1D/Sf9J/0L/Sf9Y/2f/Qv8//0b/Xv9a/z7/V/9y/3T/aP9u/6T/oP+C/3z/kf+N/4X/ef9W/0j/O/8p/xr/KP88/z//PP81/zr/K//8/uf+4P7V/u/+5f7x/t/+Av/9/g//IP8G/w7/EP8D/wj/C/8J//P+1f7Q/tX+0f7p/t3+2P7t/u3+Af8j/zn/QP9d/2T/c/9//3H/h/+X/5v/e/+C/5T/tf+//9L/2P/Y/9D/0v/w//f/CwAPAAwAAAABAAUA/f8IAP3/IwA4ADAARABOAEUASQA5AEgARQBQAE4AXABlAG0AiACcAG4AXQBZAFwAYwBYAF0AVQB1AF4AbABuAE4AYABaAH0AkQCFAJYAqQDKAOoA7QD8AAUB/AARATkBYwFwAW8BaAFXAUYBPAFPAUIBNgEqAS4BKAExARcBGQEfAfEA5ADvAOwA0ADqAOgA4wDsAP0AIAEtAQ4BEQEJAQYB/ADqAPYA6QDbAMcAswCkAKAAqgCfAMAAyADmANMAyAC9AJ0AmwCMAHQAXwBjAF4ATwAkACQABwAYAB8AIwA1AAYAFQAAAOX/+P8AAP//IQA8AEcAPQArABQADwAQAP///P/5/+j/3f/m/+D/1//a/9L/5P/L/87/2P/v////5f/t/6j/kv+B/4v/dv9k/37/ev99/4f/fv9y/3z/cf9p/2z/YP9h/23/gv9o/2b/YP9z/2n/Tv9i/3b/hf9+/37/qP+m/5j/jP+R/5D/nf+Z/3f/df9y/17/Q/9D/07/VP9O/0v/W/9Y/zj/Jf8R//r+Cf/0/v/+7v4M/wT/GP8q/xD/Hf8a/wn/Df8R/xf/CP/u/uT+2f7P/uf+1v7P/tz+1f7d/vT+BP8K/yf/Lv9D/1P/Sf9h/23/eP9g/2L/aP9//4f/nf+l/6j/of+g/73/wf/W/9v/2v/T/9P/1v/O/97/zf/s//7/+/8UACEAHAAmACIAMQAqADYAOgBOAFIAWAB0AJgAeQBxAGcAaAB0AHAAcgBmAIAAbAB9AIMAaAB2AGoAfQCNAHoAgQCNAKQAxADHAN0A5wDfAOcAAwErAT4BSwFOAU8BRAFDAVwBUgFQAUgBTQFDAVABPgFFAVYBLgEdASIBHAH7AAsBAwH5APgAAAEZAS0BFAEYAQ0BDAEJAfkABAH4AO8A4wDTALoAsQC1AKEAtAC1ANUAzADMAMkAswC0ALAAmgCGAIUAfwB7AFMAVwA0ADoANQA0AEsAHwAoABEA9P/+/wQA9f8LABwALQAqACQAEQANABMAAwAAAAMA+v/p//D/6v/m/+n/1//t/9D/y//K/93/8//m//v/yf+1/6P/rf+Y/33/i/+G/4D/if+E/3P/e/9x/2f/aP9Y/1H/VP9r/1z/WP9R/2P/ZP9C/0f/Wf9n/2f/Xv+H/4v/hP93/3v/fP+F/4z/d/96/33/cf9a/1D/Vv9d/1n/VP9g/23/WP9K/z3/IP8q/xL/Hv8F/xf/DP8X/yz/FP8c/yH/Ev8U/xT/HP8Z/wP/+v7w/uD+9f7o/tz+6f7e/t/+8P75/vX+Cf8L/yD/L/8l/zX/Rf9X/0b/Sf9I/17/Yv94/4L/jP+M/4b/ov+n/73/x//N/8b/xv/M/8T/1v/C/9f/5//k//z/CgAEABEADwAeABYAIAAjADoAPQA9AFMAgABrAGwAZgBnAHUAeAB+AHAAigB0AIgAlgCAAIwAgwCNAJ4AiQCJAI4AmwC4ALgAzQDZANQA1wDpAAcBGAEqATIBPAE2ATkBVAFQAVUBUgFYAUwBXQFNAVYBawFMAT4BRQE/ASABLAEkARYBDQEQASIBOAEeASIBFgEWARcBBgEQAQUB/wD4AOsA0gDLAM0AtwDFAL8A3ADWANkA2QDIAMoAywC5AKgApACcAJwAeAB/AFoAWwBQAE4AYwA5AEIALgAOABUAFgAAABAAGQApACQAIQASABAAFwAJAAYABwAAAOv/7//o/+P/5v/T/+f/yv/C/7v/xv/a/9D/6P+//7D/of+s/5X/ff+I/4H/ev+C/37/bv90/2r/X/9g/0z/Qf8//1T/SP9C/zz/S/9Q/y//Mf8//0z/TP8//2b/bP9q/13/YP9i/2z/dP9j/2n/bv9n/1X/TP9R/1f/Vf9Q/1r/a/9a/1T/Sv8w/zz/If8v/xP/Iv8W/x//NP8e/yf/MP8j/yX/JP8s/y7/G/8W/w///v4U/wn//f4K//7+/P4K/xL/DP8d/xz/L/8+/zP/QP9P/2L/VP9Z/1f/bf9t/4D/iv+U/5f/kP+q/7D/xv/R/9j/0//W/93/1v/p/9j/6//5//T/CAAVAA4AGAAYACgAIAAoACsAQQBEAEIAUgB+AGsAbwBsAG0AewB/AIYAdwCPAHoAjgCdAIkAlgCRAJcAqACTAJIAlQCdALgAuADLANcA0gDSAOAA+wAKARkBHgEpASUBJwFAAT0BQwE/AUYBNwFIATsBPwFWATwBLwE2ATEBEwEdARYBBwH9AP8ADwEkAQoBDwEDAQIBAgHyAPsA8ADpAOMA2wDCALsAvACoALUArQDHAMEAwwDEALYAtwC5AKkAmgCXAI8AkgBvAHgAVQBVAEsARgBdADUAPQAuAA8AFQAZAAIADgAVACQAHwAcAA4ADAAVAAgABAADAP7/6f/u/+b/4f/m/9T/6v/P/8X/v//H/9r/zv/m/8L/t/+o/7P/n/+G/5H/i/+F/47/jf99/4L/eP9t/27/W/9Q/07/Yf9W/1D/TP9c/2P/RP9F/1T/Xf9e/1D/dv96/3f/aP9s/27/df97/2n/b/9z/27/Xf9U/1n/Xf9d/1b/Xv9v/1z/U/9L/zD/Pf8j/zD/FP8i/xb/Hv8z/x3/Jf8s/x//Iv8h/yf/KP8V/xH/DP/8/hH/B//9/gr///4A/w7/F/8R/yP/I/81/0T/N/9D/1P/Zf9W/1z/X/92/3b/iv+V/53/nv+Z/7P/uP/N/9f/3f/Y/93/4//a/+z/3P/y/wAA/P8PABoAEwAhAB4AMQAoADAAMABCAEcARQBWAHwAaQBsAG0AcQB8AH8AhAB0AI4AeACPAJ0AhgCTAI4AmwCnAJMAlgCWAKQAvgC/ANAA2gDUANcA5wD/AAkBFAEaAR8BHgEdATUBMQEzASwBMQElATMBJQEnAT0BIQEXAR0BGAH6AAUB+wDuAOoA7AD9AAwB8gD0AOoA6ADoANcA3wDVANEAzQC/AKsApQCrAJYApgCgALoAsACyALIAowCpAKQAkwCGAIYAfwB6AF0AZABFAEgAQAA9AFAAJwA2ACMACQAXABcABgAXAB4AKgAkACAAEgAUAB0AEAALAAcA/f/y//X/8P/q//D/5P/2/9r/1P/R/9f/5v/d//L/yP/B/7b/wv+r/5f/pf+X/5z/ov+c/5L/mf+I/3//g/9v/2b/af94/2z/av9l/3X/cv9a/2D/Z/91/3D/af+I/4b/iP94/3b/c/+D/4X/av9z/3b/cf9a/1b/W/9e/1z/Uv9i/2f/Vf9P/z//K/84/x3/Jv8P/x3/EP8e/y7/Fv8m/yL/F/8a/xf/Hf8a/wr/Cf///vX+Cv/7/vX+A//3/vr+CP8P/w3/Iv8g/zT/Q/8z/0f/U/9k/1b/Xv9j/3b/ef+N/5b/m/+a/5r/tP+1/8z/0f/V/9P/2f/f/9b/6P/Y//L/+//3/wwAEwAPAB0AGQApACAAKgAsAD4AQQBCAFkAeABnAGsAaQBwAHwAfQCAAHMAjAB3AJAAmQCGAJcAkAChAKwAmACfAJ4AsADJAMgA2wDkAN4A4ADwAAYBEQEbASABJAEgASABOQExATIBLQExASYBMgEjAScBOgEeARgBHgEXAfkABAH5AO0A6gDsAPoACwHzAPgA6wDoAOgA1wDfANMA0gDQAMUAsQCrALIAnACqAKMAvAC0ALUAtACkAKgApgCXAIgAhgB/AH0AXgBlAEcASgBDAD0AUQArADYAJAAJABcAGAADABEAGAAlAB4AGwAOABAAFwALAAUAAwD7/+n/7f/n/+P/5//V/+r/z//J/8P/yP/X/9D/5v+//7f/r/+8/6f/jv+Z/5D/jf+S/47/gv+N/4H/d/95/2j/YP9f/3D/Z/9m/2H/bv9w/1X/WP9i/23/bf9g/4P/hP+D/3b/d/92/3//hv9w/3T/ef9y/2D/V/9a/13/Wv9U/1r/af9Y/1H/R/8x/zz/I/8u/xP/Iv8W/xz/L/8b/yb/LP8f/yL/If8o/yv/GP8Y/xL/BP8a/xH/A/8R/wj/B/8U/xz/Fv8n/yf/OP9I/z//S/9Y/2r/Xv9l/2b/ev96/4v/lP+b/5//mf+y/7f/y//U/9v/2P/d/+T/3P/u/+D/8f////j/CwAYABEAGwAdACwAJgAsAC8AQQBHAEUAUwB7AGkAbwBuAHAAfQB/AIgAdwCNAHwAkACfAI0AmQCZAJ0ArwCbAJ0AoACnAMAAvwDQANsA1gDWAOIA+gAFARIBEwEeARkBGgEwAS4BMAEsATMBJAEzASgBJwE9AScBHQEhAR4BAQEIAQEB8wDpAOsA9wAMAfEA9gDrAOcA5wDXAN4A1ADMAMgAwgCsAKIApgCRAJ0AlACsAKYApgCnAJwAmwCfAI8AgwCAAHcAfABdAGgASgBLAEEAOwBTAC0AMwAoAA0AFAAaAAQADgAVACIAHAAaAAwACwAUAAoABQAEAAAA6//w/+n/4//q/9f/7v/V/8v/xP/K/9v/0P/l/8b/wP+y/77/rv+V/5//mf+V/5z/nf+N/5P/iv+A/4H/cP9l/2b/df9t/2j/Zv90/3v/YP9h/27/df91/2n/i/+O/4z/ff9//4D/hv+L/3r/f/+B/37/bv9m/2r/bP9s/2X/a/97/2f/YP9X/0D/TP8z/z7/I/8x/yX/LP8//yr/Mf83/yv/Lf8s/y//Mf8f/x7/Gf8K/x7/Fv8M/xn/Dv8Q/x3/JP8e/y//L/9A/07/Qv9O/1z/bP9e/2X/af9+/33/j/+a/6H/ov+d/7b/uv/O/9b/3P/X/9z/4v/Y/+j/2f/t//v/9v8IABIADAAaABcAKQAfACYAJgA3AD0AOwBLAGwAWgBeAGAAYwBtAG4AdQBkAH4AaQB/AI0AdwCEAIEAjwCaAIcAiwCKAJkAsQCxAMAAyQDEAMcA1gDqAPEA+wABAQQBBAEEARoBFQEWARABFAEKARYBCgEKAR8BBgH+AAQBAQHkAO4A5QDZANYA2QDnAPQA3ADfANUA0gDSAMIAyAC/ALwAuwCuAJ0AlgCeAIoAmwCVAK0ApAClAKYAlwCeAJgAiAB7AHwAdQBvAFUAXQBDAEYAPwA9AE8AKAA4ACgAEgAiACIAFAAkACoANQAvACsAHwAiACsAIAAbABkADwAGAAoACAADAAoAAAASAPn/9P/x//f/AwD6/wsA5f/i/9j/5P/P/7z/y/+8/8L/xv/C/7n/wv+x/6j/rf+a/5H/lf+i/5j/lf+Q/6D/nf+G/4z/kf+e/5n/kv+u/6v/rf+c/5r/lv+j/6P/iP+P/5H/jf91/3L/df93/3T/av93/3z/af9i/1L/P/9M/zH/OP8i/y//Iv8u/zz/JP8y/y3/Iv8k/x//I/8f/w//Dv8F//r+Df///vj+Bv/5/vz+Cv8P/wz/IP8d/y//PP8r/z7/SP9W/0j/T/9U/2T/Z/94/3//g/+A/4D/mP+X/6v/rv+z/6//tv+5/7H/wf+w/8f/0f/M/9//5P/j//L/7f/9//T/AAACABEAFQAYAC4ASgA4AD4APwBFAE4ATgBSAEQAWwBGAF8AaABVAGYAYgB0AH8AbQB1AHQAhwCeAJ8AsQC6ALYAuQDLAN4A6ADyAPgA/AD7APwAFQEPAQ8BDAESAQkBFQEJAQ4BIgEJAQQBCwEHAesA9wDuAOUA5ADmAPQABAHvAPUA6ADlAOUA1QDdANEA0QDRAMYAtQCwALkApACzAK0AxgC/AMAAwgCyALcAtACnAJgAmACQAI0AcQB6AF8AYABZAFUAaQBDAE8APgAoADcANwAlADQAOwBHAEAAPQAxADQAPAAxACwALAAkABUAGgAYABQAGQAIAB8ABwABAPz/AgASAAoAHQD5//X/6//3/+T/zP/X/8v/yv/O/8v/wf/M/77/tf+4/6f/nf+d/63/o/+g/5v/qP+n/43/kP+W/6L/n/+V/7T/tf+1/6f/p/+k/63/sv+b/5//ov+b/4j/gP+A/4L/fv93/37/if94/3H/Zf9Q/1n/QP9J/yz/Of8s/y//QP8o/zP/Nv8n/yf/If8o/yj/FP8S/wn/+/4O/wD/8v4A//P+8f77/gD/+v4I/wX/FP8i/xf/I/8s/zz/MP81/zX/Q/9C/1H/V/9c/1//Wf9v/2//gf+I/4z/iP+N/5L/i/+b/43/m/+p/6H/tP+9/7r/xf/E/9H/zP/V/9n/6f/v//L/AQAmABcAIgAiACMALQAzADwALABAAC4ARABSAEIATwBPAFUAZgBWAFoAXABlAH0AfACQAJ0AnACdAKsAwgDQAN8A5ADxAPAA9QAOAQ4BEwEVAR8BFAElAR0BIgE4ASYBIgEqASkBDwEaARMBCQEDAQQBEQEnARMBHAEQAQ8BEAECAQoB/wD8APsA9QDgANoA3gDKANUAzADkAOEA5ADmANwA3QDiANgAzQDJAMEAxgCqALUAlwCWAIsAhwCdAHcAfABvAFUAWABYAEIATABOAFoAUwBUAEcARABMAEMAPwA/ADoAJQAoACQAHwAkAA8AKAARAAUA+////w8ABQAXAPv/9P/m//D/3v/E/8r/wf+5/73/vv+t/7P/qf+e/57/jP99/3n/h/9+/3b/cv98/4P/Zv9i/2z/c/9z/2P/gv+I/4f/eP94/3r/fP+C/3P/dv95/3T/Z/9d/13/X/9e/1j/W/9s/1z/Vv9P/zf/QP8o/zP/Ff8g/xL/FP8l/xH/F/8g/xP/E/8Q/xT/GP8E/wH//P7r/v3++P7o/vT+6v7n/vD+9/7w/vz++v4K/xb/Dv8V/yL/M/8p/y7/L/9B/0D/UP9b/2P/af9h/3f/ff+R/5z/pf+h/6n/sf+s/77/sf+//8//y//f/+v/5//z//f/BwABAAsADAAcACMAIwAtAFYASABPAFUAVgBhAGYAcgBkAH0AawB/AJIAgwCPAJEAlwCpAJoAnQCgAKcAvgDAANEA3wDeAN8A7AADAQ4BHgEiAS4BLwExAUgBSgFQAU8BWAFLAVsBUwFUAWkBWAFRAVcBVgE9AUYBQAEyASoBKwE3AUwBNQE5AS0BKwEsAR0BIgEYARIBDgEFAfAA5gDnANEA3ADRAOcA4ADhAOAA1QDWANYAxwC6ALYAqgCpAIwAkwBxAG8AYABbAGwAQwBLADoAHQAhAB4ABwAQABAAGQASAA0A/P/2//v/7f/l/97/0v/A/8H/tf+r/6//nf+v/5H/h/9//33/iP99/4//bP9l/1X/Xf9H/zH/Ov8q/yv/MP8t/x7/I/8T/wr/DP/4/un+6v74/u/+6v7k/vL+9f7e/t/+5f7v/u3+5f4D/wX/DP/+/v3+/f4N/xT/AP8M/xP/F/8G/wf/D/8V/xr/F/8p/zb/Lf8w/yf/GP8q/xb/Jf8R/yH/F/8o/zz/Kv89/0D/Of9B/0H/S/9O/0P/Rf8//zn/UP9I/0T/Vv9N/1P/Yv9s/27/gv+B/5j/q/+e/7D/v//T/8r/1P/Z/+3/8v8HAA8AGQAcABwAMAAvAEgAUgBWAFAAWQBiAFkAaQBYAHEAfAB3AIwAlgCTAKEAnQCwAKkAsQCxAMEAxwDHANkA+ADrAO8A7wDyAP0A/QD/AO8ABQHsAAMBCAH1AAEB9wADAQsB9gD6APEA/gAOAQsBFQEcARMBEAEZAScBKwEyAS8BMAEpASUBNwEuASgBIAEfARIBFwEHAQUBFQH2AO4A8ADnAMYAzQC+ALEApgCjAK0AuwCgAKEAkACLAIYAdAB4AGgAZgBlAFYAQgA7AEAAKAAzACwARQA6ADoAOQAsAC8AKAAdAA4ACQD+//z/4f/k/8X/x/+//7j/yP+k/6//mf9//4z/h/9z/3//hf+S/4r/if9//3//h/9+/3r/eP9x/2X/av9m/2P/af9c/3L/W/9Z/1b/W/9q/2f/gP9d/1r/U/9k/1L/P/9M/0T/R/9Q/07/SP9V/0z/RP9M/zz/OP88/07/Sv9M/0n/W/9f/0z/U/9c/2v/b/9o/4v/kP+V/43/kP+Q/57/p/+U/53/ov+g/5H/jf+R/5j/mf+W/6H/sf+k/6L/mP+G/5X/fv+K/3H/hP95/4H/lP+C/5H/lv+M/5H/j/+Y/5v/jP+N/4n/fv+U/4r/f/+Q/4j/if+X/5//nP+u/63/vv/Q/8b/0//c/+//4//r/+j/+v/6/woADwAVABcAEwAmACYAOQBBAEMAPQBAAEgAPABJADkASABUAEgAWgBmAGEAZwBnAHQAcABzAHQAhACKAIYAkAC0AKMAqACkAKEAqwCqALAAnACvAJoArAC1AKIArACoAKcAuACgAKEAnwCkALgAtADBAMgAwAC7AMMA1gDdAOYA4gDsAOIA3wDzAOwA6QDkAOgA2QDjANkA1wDqANEAxwDKAMcAqACxAKgAnACUAJYAogC2AJ0ApACaAJYAlQCJAJAAhgCAAH4AeQBkAFwAYQBOAFwAVABtAGoAawBtAGUAZABpAFwAVABRAEgAUQA1AEEAJQAoACEAGgAzABEAGAAOAPf///8FAPP//f8DABIADQALAP////8GAP7/+v/5//X/4P/m/+D/2v/i/8//5v/P/8X/v//E/9b/y//g/8H/vP+v/7v/rf+U/57/mf+U/5v/nf+M/5P/iv9//4L/cP9o/2j/d/9t/2n/aP91/3z/Yv9g/2//dP93/2f/iP+L/4j/ef98/33/f/+D/3P/df93/3D/Yv9Z/1v/W/9c/1b/Wv9q/1f/Tv9H/zD/PP8l/zH/F/8n/xz/I/84/yX/K/80/yr/Lv8v/zL/Nf8m/yb/J/8Y/y//K/8g/y7/KP8s/zv/Rv9A/1T/V/9n/3X/bP94/4f/l/+J/5P/mf+w/6//wf/O/9f/1v/S/+n/7v8AAAgADgAIAA0AEwAIABYABwAZACkAHwAwAD0ANgBDAD8AUABHAEsASQBXAGEAXwBpAIsAegB9AIEAgQCJAIgAjwB7AJUAfgCTAKAAhgCRAJAAnACmAJIAlgCUAKMAuAC7AMQAzQDHAMoA2ADqAO0A9gD6APsA/QD5AAwBBwEFAf0AAQH4AAMB9wD1AAoB7gDmAOsA6ADKANYAzADAAMAAwQDQANoAwADCALoAuQC5AKoAsQCrAKcApQCWAIgAfwCIAHUAigCFAJwAkgCVAJUAhQCQAIYAdgBrAG0AZwBgAEoAUQA6AEAAOgA6AEcAIAA2ACUAEQAjACAAFwApACwAMgAtACYAFwAcACMAFQASAA0AAAD9/////f/4//7/9/8GAOz/6P/n/+r/9v/s//v/0//R/8P/zf+3/6b/t/+j/7L/s/+u/6j/q/+Y/5D/mP9+/3f/fv+I/4D/ef9z/4P/ev9o/2v/bf9//3L/c/+I/4L/if92/27/a/+B/3j/XP9o/2f/ZP9I/0r/TP9P/07/Qf9X/07/Rv89/yr/H/8q/w//G/8I/xP/CP8d/yP/Df8d/xL/Cv8N/wj/DP8J//7++v7v/uv+/f7s/uv++P7s/vL+/f4B/wj/Gf8V/yr/Nv8g/z3/Q/9T/0j/Uf9X/2b/bf+E/4v/jP+K/5P/rP+t/8T/w//L/8z/1v/b/9P/5v/W//n/9f/6/xAADQAOAB8AFwAnABwAJgAsAD4APgBFAGYAfABwAHQAcwCCAI4AigCHAIcAmwCLAKcAoQCgALIAowDFAMgAvADJAMcA5QDzAPYADQEPAQoBDgEgAS8BPAFDAUsBSAFEAUoBYQFTAVUBUAFQAUsBUAE/AUwBVgE4AT8BQgE4AR8BKgEbARYBFQEPAR0BKQEbASABCgEEAQMB8AD2AOUA6ADsAN0AyQDJAM8AsgDBAL4AywC+AMcAvgCmALMApQCiAIgAhgB6AHEAWQBXADsAQQBAADcAOwAbAC4ACwDz/wEA+f/m//D/9P////P/7//f/9z/4v/R/8z/wv+4/6r/q/+l/5//n/+V/5//g/+D/4P/gf+I/43/pP95/3T/bf+C/2r/WP9c/0r/Tf9L/0D/Pf9R/0P/QP9D/zD/Lv8q/zf/MP84/yz/PP8x/yH/H/8e/zP/MP8o/0b/Rf9S/07/Sv9E/1b/Xv9I/0z/VP9P/0L/Of8z/z3/OP81/z//Sv9H/0r/Pf83/0L/LP84/yP/Ov8r/zf/Rv8z/1D/VP9C/0j/Rv9a/1z/Uf9Z/1L/Uf9l/1n/Uf9g/1j/U/9k/2T/Yv91/2z/gP+S/43/nf+n/73/tf+9/7v/y//B/9T/1v/c/+X/4P/x//H/CgAQAAkADAARABcAEgAjABgAJQArACAAMQBEADUANwA9AEcAQgBDAEwAYgBpAGcAcACfAJYAqQCjAJ0ArgC5AMAAuQDFALkAygDXANEA3ADkANAA9ADeANkA1wDWAOwA3QDuAPIA8gDhAOYA8gD9ABABBwEVAQcBBQEXARUBDwEMARcBAgEJAQEB/gANAQgB9wD7APwA4ADcANoAzQC6ALMArQDIAK8AuQCwAKkAogCXAJsAmACNAIEAigB2AGcAXwBNAEgAMgA8AD0AOgA4AEMAMgA8ADEAMAAqABkAMQAeACgADgAOAAEA9/8PAAAA8P/x/+D/0f/X/77/vf+//8j/vf/K/8b/sv+5/7z/vf/A/8r/sf/C/8P/sf/D/7b/z//C/7j/q/+t/8b/vP/S/9P/1v+7/8P/yv+7/7L/uP+w/7X/yf+8/7j/vf+2/7n/pv+b/5D/n/+b/5D/lv+a/7n/pP+Q/6L/o/+v/5X/vP/K/87/zP/Q/97/1v/X/+H/3//p/+j/9f/l/+j/6P/s//D/6f/8//3/9v/+/+r/6//g//P/1//f/87/zv/e/9r/yf/V/8//1P/X/9T/2f/J/77/uf+b/6L/rP+b/5b/i/+D/4r/kP9//37/ev9//37/dP9q/3b/g/9w/2z/af94/2v/dv+A/47/jf98/4j/jP+b/6P/sf+o/6r/r/+k/7f/o/+p/7r/r/+6/8f/vv/K/8f/2//V/9T/x//T/9n/3v/W//b/6v/t//z/9//4//7/AAD0/wwA7v8CABMA9/8BAPn/BQAMAAIAAAD5/wQADwAYACIAJAAgACIANgA9AEAAUABZAFMAXQBcAHAAcQB1AHMAegByAIIAewCHAJwAhQCJAJYAmACGAJsAlACRAJUAlwCuALoArwCrAKEAqgCzAKcAtQCxALYAvgCuAKQApgCnAJ4AtgC2ANAAywDcANUAygDuANIA0QDEAMwAxAC4AK4AsQCfAKMApgCyAKsAjgClAI0AhwCTAIUAiACeAJ8AoQCaAJQAiQCUAJQAiQCJAH4AdQBrAG4AagBrAHMAcwB2AGAAYwBkAGEAbgBvAHUATwBRAEAAQgAqACUAKgAZACwAIwAiACMAIQAJAAQABwDp/+D/3//t/+X/2P/E/8//xv+8/7L/tv/P/7n/yf/M/8P/2f+9/6z/q//I/7r/nP+o/6X/p/+M/4//jP+R/4v/gP+W/4T/kv9//2z/a/9s/1P/X/9H/1P/Qv9b/1H/P/9U/zj/M/8u/yT/LP8p/xn/Cf/6/v7+BP/m/uj+6v7Z/tz+2v7T/uL+5P7c/vX++P7j/v/++f4H/wH/Av/6/vj+Av8S/wz/Cf8I/w7/H/8X/y//If8b/xv/JP8r/yL/Kf8a/z//MP8z/0j/Qf9G/1D/Sf9S/1b/YP9o/3r/ef+M/6X/vP+6/8r/wf/N/+L/7v/v//D/AQD8/yEAEwAiADYAGwBFAEcAOQBHAEUAYwB2AH0AnACXAJsAoACxAL0AzwDbAPIA6gDbAPYADgH9AAoBBwEQARgBFwEJASsBNgEYAScBMwEoARkBLAEdASABIgEcASABOAE4AUgBMgE5ATwBMQE+ASkBKwEuAS0BFAEhASYBBgETARkBLgEbASwBNgEhASMBKAExAR0BHAEUARgB/AD5AN8A4gDdANIA4gDBAM4AsQCNAJgAlAB4AHUAcQCEAHcAdgBhAGAAZQBVAEoATQBIADEAJAAhACIAHAAGABUA/v/6/+v/5v/m/+n/BADl/9X/zf/n/9X/vv/A/7b/qv+h/5j/iP+X/5D/h/+J/3T/a/9g/2T/XP9k/1//Zv9s/1D/Sf9G/07/UP80/1P/Wv9f/1v/Wv9b/13/Yv9W/1n/Zv9d/17/U/9K/0r/SP9B/0H/VP9O/03/Uf9I/0n/M/88/yb/Mv8j/xn/K/8l/yP/Ov8s/y//KP82/0X/OP9A/0P/Mf9J/1P/PP9A/0j/Ov9J/1H/SP9P/0b/Tf9a/2b/aP90/4f/if+S/4D/mf+M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114.940591 \nL 104.045605 115.318322 \nL 104.073471 114.581879 \nL 104.166358 114.917372 \nL 104.259246 115.697871 \nL 104.287112 115.276227 \nL 104.2964 115.002113 \nL 104.361422 115.966242 \nL 104.379999 115.404429 \nL 104.51933 116.873926 \nL 104.528619 116.208525 \nL 104.602928 116.930572 \nL 104.630795 116.598443 \nL 104.640083 117.344274 \nL 104.723682 116.387709 \nL 104.742259 116.673255 \nL 104.751548 116.84725 \nL 104.797992 115.812011 \nL 104.909456 115.080893 \nL 104.928034 115.330724 \nL 104.965189 115.781402 \nL 104.974477 115.079554 \nL 105.03021 115.207094 \nL 105.058076 115.572291 \nL 105.150963 114.464213 \nL 105.160252 114.780294 \nL 105.206695 114.033047 \nL 105.24385 114.036438 \nL 105.253139 113.617125 \nL 105.290294 114.899781 \nL 105.336738 114.054388 \nL 105.448202 115.426828 \nL 105.476068 113.876332 \nL 105.568956 113.961228 \nL 105.596822 114.720764 \nL 105.633977 113.560814 \nL 105.68042 114.546577 \nL 105.698998 113.269376 \nL 105.764019 115.305654 \nL 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113.758037 \nL 107.28737 116.568771 \nL 107.250215 113.687074 \nL 107.333813 115.703363 \nL 107.398834 113.051805 \nL 107.36168 117.651229 \nL 107.435989 113.564935 \nL 107.556743 116.730928 \nL 107.631053 116.815818 \nL 107.668207 114.03722 \nL 107.677496 116.682107 \nL 107.779672 116.287718 \nL 107.835405 114.005627 \nL 107.844693 116.843157 \nL 107.900426 114.339642 \nL 107.956158 118.111429 \nL 107.965447 113.454684 \nL 108.01189 116.098374 \nL 108.021179 116.080341 \nL 108.030468 114.174192 \nL 108.0862 117.094234 \nL 108.132644 115.676822 \nL 108.179087 115.049564 \nL 108.188376 117.202561 \nL 108.197665 112.738602 \nL 108.206954 118.557449 \nL 108.299841 116.883643 \nL 108.355573 112.683572 \nL 108.411305 113.216801 \nL 108.429883 116.255867 \nL 108.439172 111.717961 \nL 108.513481 116.25391 \nL 108.52277 110.393437 \nL 108.532059 116.932925 \nL 108.624946 113.408332 \nL 108.652812 115.682201 \nL 108.643524 111.96929 \nL 108.662101 113.184065 \nL 108.67139 111.11296 \nL 108.680678 117.053449 \nL 108.764277 114.880598 \nL 108.810721 111.21112 \nL 108.820009 115.45507 \nL 108.875742 114.645473 \nL 108.88503 114.998 \nL 108.894319 112.781424 \nL 108.912897 128.910493 \nL 108.940763 105.55886 \nL 109.005784 113.628132 \nL 109.070805 108.175767 \nL 109.10796 114.859571 \nL 109.154403 113.814375 \nL 109.145115 117.250878 \nL 109.163692 115.924833 \nL 109.172981 119.307963 \nL 109.18227 112.099624 \nL 109.275157 117.44987 \nL 109.293734 117.489361 \nL 109.377333 110.580055 \nL 109.386622 119.536063 \nL 109.488797 112.615036 \nL 109.553819 121.037602 \nL 109.54453 112.326475 \nL 109.61884 117.847738 \nL 109.711727 112.938151 \nL 109.702438 121.181619 \nL 109.721016 116.260907 \nL 109.758171 111.386628 \nL 109.813903 120.378024 \nL 109.888213 110.098621 \nL 109.83248 122.866535 \nL 109.925368 118.31021 \nL 109.990389 112.521413 \nL 110.027544 113.787354 \nL 110.083276 121.090935 \nL 110.073987 107.989748 \nL 110.139008 115.263073 \nL 110.222607 120.902358 \nL 110.194741 110.724544 \nL 110.250473 117.638831 \nL 110.278339 110.471253 \nL 110.287628 119.175772 \nL 110.361938 117.086483 \nL 110.399092 118.513338 \nL 110.41767 114.437422 \nL 110.445536 115.986975 \nL 110.547712 110.775972 \nL 110.464114 119.233411 \nL 110.557001 114.342162 \nL 110.622022 105.633658 \nL 110.659177 123.47287 \nL 110.668466 111.007189 \nL 110.677754 123.85541 \nL 110.770641 113.583942 \nL 110.85424 119.234558 \nL 110.844951 108.377661 \nL 110.872817 109.509215 \nL 110.974993 123.731129 \nL 110.947127 104.997392 \nL 110.984282 117.010355 \nL 111.012148 100.08164 \nL 111.086458 121.212639 \nL 111.095747 106.566075 \nL 111.170057 123.294454 \nL 111.207212 108.226816 \nL 111.244366 119.541504 \nL 111.300099 106.411976 \nL 111.318676 116.271482 \nL 111.337254 107.569347 \nL 111.374409 118.598071 \nL 111.420852 108.247728 \nL 111.430141 119.861215 \nL 111.485873 106.371698 \nL 111.532317 112.221869 \nL 111.541606 112.448632 \nL 111.606627 123.995048 \nL 111.625204 109.217947 \nL 111.65307 121.098314 \nL 111.755246 108.516834 \nL 111.783112 98.081911 \nL 111.857422 124.765934 \nL 111.950309 103.70619 \nL 111.931732 132.890609 \nL 111.968887 116.753474 \nL 111.978176 120.658797 \nL 112.043197 112.964244 \nL 112.080352 117.581416 \nL 112.098929 114.093233 \nL 112.126795 123.429819 \nL 112.173239 117.337591 \nL 112.191816 134.495725 \nL 112.247549 111.650516 \nL 112.284704 119.061878 \nL 112.31257 99.091582 \nL 112.349725 122.870729 \nL 112.377591 116.284593 \nL 112.414746 135.532519 \nL 112.451901 113.210627 \nL 112.489056 119.325937 \nL 112.581943 100.704148 \nL 112.609809 105.710877 \nL 112.619098 101.675595 \nL 112.67483 124.90051 \nL 112.693407 117.053531 \nL 112.721274 126.973997 \nL 112.730562 112.86428 \nL 112.74914 121.727625 \nL 112.767717 122.321377 \nL 112.860604 106.807777 \nL 112.879182 120.441606 \nL 112.953492 103.077288 \nL 112.972069 110.998324 \nL 112.981358 108.396503 \nL 113.018513 120.974392 \nL 113.027802 128.063697 \nL 113.064956 106.02659 \nL 113.120689 115.453014 \nL 113.148555 106.636227 \nL 113.167132 120.098931 \nL 113.232153 110.35725 \nL 113.325041 120.58417 \nL 113.297175 104.692507 \nL 113.343618 113.2416 \nL 113.371484 110.087788 \nL 113.362196 116.838408 \nL 113.399351 113.915056 \nL 113.464372 119.350811 \nL 113.427217 107.056086 \nL 113.501526 118.35661 \nL 113.585125 109.367044 \nL 113.612991 112.715215 \nL 113.640857 105.746394 \nL 113.724456 118.693038 \nL 113.761611 112.93266 \nL 113.808054 119.227665 \nL 113.835921 117.940224 \nL 113.854498 115.06529 \nL 113.863787 118.141635 \nL 113.873075 121.355858 \nL 113.928808 110.165561 \nL 113.956674 120.595755 \nL 114.003118 109.190234 \nL 113.98454 122.449135 \nL 114.068139 117.139517 \nL 114.105294 109.863828 \nL 114.123871 120.346156 \nL 114.13316 117.362598 \nL 114.20747 124.278498 \nL 114.161026 116.720128 \nL 114.235336 118.957393 \nL 114.328223 111.928753 \nL 114.272491 127.368773 \nL 114.337512 118.810339 \nL 114.3468 122.414788 \nL 114.383955 102.271066 \nL 114.411821 107.115152 \nL 114.439688 93.672183 \nL 114.504709 106.937459 \nL 114.625462 146.505772 \nL 114.681194 139.354268 \nL 114.913413 76.079528 \nL 114.997011 93.518318 \nL 115.089898 154.390622 \nL 115.136342 144.160941 \nL 115.182786 116.803817 \nL 115.238518 97.635007 \nL 115.29425 108.519065 \nL 115.36856 135.541749 \nL 115.415004 126.871859 \nL 115.424292 127.722197 \nL 115.433581 127.286195 \nL 115.535757 74.361024 \nL 115.582201 83.961317 \nL 115.767975 141.086458 \nL 115.777264 134.286546 \nL 115.814419 126.532343 \nL 115.832996 141.070431 \nL 115.888729 130.256086 \nL 115.916595 149.788094 \nL 115.972327 123.227299 \nL 116.102369 55.218691 \nL 116.139524 86.352066 \nL 116.260278 151.024554 \nL 116.306721 134.784434 \nL 116.325299 129.436578 \nL 116.39032 106.546957 \nL 116.436763 120.765373 \nL 116.529651 156.322228 \nL 116.557517 140.33576 \nL 116.650404 80.471605 \nL 116.724714 89.278559 \nL 117.012664 149.099763 \nL 116.75258 88.945391 \nL 117.096263 143.970399 \nL 117.254171 78.519164 \nL 117.26346 80.601333 \nL 117.495678 139.739255 \nL 117.309904 77.046453 \nL 117.532833 126.041325 \nL 117.55141 118.890561 \nL 117.616431 128.588058 \nL 117.635009 124.227408 \nL 117.681453 140.861615 \nL 117.727896 119.495684 \nL 117.746474 120.620652 \nL 117.755762 117.418474 \nL 117.84865 82.082083 \nL 117.904382 82.222489 \nL 118.108734 138.489383 \nL 118.118023 133.256098 \nL 118.127311 126.057303 \nL 118.155177 140.736329 \nL 118.229487 132.012296 \nL 118.248065 146.977566 \nL 118.322375 111.624947 \nL 118.461705 62.665781 \nL 118.480283 76.764251 \nL 118.591748 151.556689 \nL 118.628902 134.343475 \nL 118.731078 110.302354 \nL 118.758945 116.026249 \nL 118.842543 145.916512 \nL 118.898275 137.596279 \nL 119.000451 80.690649 \nL 119.046895 90.080566 \nL 119.186226 120.578406 \nL 119.390578 145.053965 \nL 119.409155 136.838663 \nL 119.548486 111.219126 \nL 119.687817 75.735447 \nL 119.715683 95.667811 \nL 119.845725 139.587322 \nL 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122.65092 88.170906 \nL 122.688075 101.812981 \nL 122.845983 140.3713 \nL 122.883138 133.566194 \nL 123.08749 98.946607 \nL 123.180377 83.391554 \nL 123.226821 91.137679 \nL 123.356863 133.13358 \nL 123.384729 129.13958 \nL 123.44975 130.862386 \nL 123.514772 124.075911 \nL 123.561215 133.628021 \nL 123.607659 122.03025 \nL 123.756278 89.368366 \nL 123.774856 93.111454 \nL 124.062806 138.134411 \nL 124.072095 137.978324 \nL 124.304313 94.110668 \nL 124.146405 144.703213 \nL 124.322891 95.897031 \nL 124.415778 99.922766 \nL 124.369334 90.390059 \nL 124.443644 98.35359 \nL 124.462221 96.646868 \nL 124.47151 100.413704 \nL 124.62013 133.97543 \nL 124.657285 127.72112 \nL 124.675862 122.284613 \nL 124.703728 132.41135 \nL 124.768749 126.673433 \nL 124.805904 129.500358 \nL 124.824482 124.95394 \nL 125.028834 87.120767 \nL 125.047411 90.102769 \nL 125.233186 136.420248 \nL 125.242474 135.991005 \nL 125.353939 123.667472 \nL 125.372516 127.395081 \nL 125.381805 130.566978 \nL 125.437537 114.186747 \nL 125.604735 85.11913 \nL 125.632601 92.890304 \nL 125.836953 140.595135 \nL 125.874108 128.292123 \nL 125.939129 130.464006 \nL 126.00415 116.222662 \nL 126.032016 125.114781 \nL 126.059882 113.178369 \nL 126.134192 94.942257 \nL 126.189924 102.405886 \nL 126.199213 102.477883 \nL 126.21779 96.659384 \nL 126.282811 108.157645 \nL 126.450008 134.295309 \nL 126.468586 131.793983 \nL 126.51503 138.796337 \nL 126.533607 142.535981 \nL 126.570762 122.074948 \nL 126.589339 126.905522 \nL 126.617206 115.036387 \nL 126.747248 85.859897 \nL 126.756536 87.50908 \nL 126.933022 128.739223 \nL 126.960888 113.597479 \nL 127.053776 116.706306 \nL 127.183818 136.806055 \nL 127.193106 133.861145 \nL 127.406747 84.614189 \nL 127.416036 84.78919 \nL 127.611099 143.917637 \nL 127.741141 120.513444 \nL 127.787585 126.601615 \nL 127.796874 129.30521 \nL 127.834028 110.746427 \nL 127.982648 85.602183 \nL 128.029092 96.554607 \nL 128.205577 135.843564 \nL 128.242732 132.274617 \nL 128.270598 117.784889 \nL 128.317042 139.52305 \nL 128.428507 123.024271 \nL 128.512105 84.820386 \nL 128.558549 101.387427 \nL 128.595704 94.892283 \nL 128.679302 109.873987 \nL 128.69788 111.835526 \nL 128.735035 110.557082 \nL 128.91152 148.709137 \nL 129.218048 73.96857 \nL 129.227337 77.562049 \nL 129.320224 134.735758 \nL 129.366668 133.548578 \nL 129.431689 107.591699 \nL 129.487421 128.16356 \nL 129.505999 128.283767 \nL 129.57102 145.329733 \nL 129.608175 126.834633 \nL 129.719639 77.8941 \nL 129.747506 102.849591 \nL 129.756794 105.248945 \nL 129.784661 84.34821 \nL 129.793949 80.168907 \nL 129.831104 104.417819 \nL 129.840393 103.792675 \nL 129.998301 141.824248 \nL 130.00759 137.577101 \nL 130.109766 119.079441 \nL 130.128343 127.643878 \nL 130.174787 137.681154 \nL 130.221231 116.192592 \nL 130.360561 66.306222 \nL 130.379139 80.040778 \nL 130.490604 145.048177 \nL 130.51847 124.548851 \nL 130.546336 99.973381 \nL 130.59278 126.447549 \nL 130.639223 109.400863 \nL 130.667089 133.123033 \nL 130.704244 148.900194 \nL 130.759977 126.214499 \nL 130.787843 144.543354 \nL 130.815709 115.65221 \nL 130.890019 88.942022 \nL 130.936462 102.12353 \nL 130.95504 113.898355 \nL 131.001483 90.917682 \nL 131.057216 113.618628 \nL 131.075793 109.843603 \nL 131.131526 120.88064 \nL 131.280145 142.525997 \nL 131.224413 118.552789 \nL 131.298723 132.379135 \nL 131.3173 120.199064 \nL 131.354455 143.849321 \nL 131.410187 128.034324 \nL 131.428765 123.464362 \nL 131.447342 124.044253 \nL 131.484497 105.959729 \nL 131.586673 56.949984 \nL 131.605251 82.77909 \nL 131.688849 152.15697 \nL 131.735293 133.440785 \nL 131.744581 133.548405 \nL 131.809603 95.391365 \nL 131.865335 124.899973 \nL 131.883912 121.890031 \nL 131.90249 134.955047 \nL 131.939645 143.752046 \nL 131.986088 122.653455 \nL 132.162574 77.958459 \nL 132.181151 87.521513 \nL 132.311194 117.844955 \nL 132.218306 84.808726 \nL 132.320482 117.541898 \nL 132.366926 155.262246 \nL 132.404081 107.866212 \nL 132.450525 126.301184 \nL 132.487679 114.621871 \nL 132.515546 151.8325 \nL 132.534123 135.282078 \nL 132.5527 137.837679 \nL 132.561989 127.417334 \nL 132.692031 96.870809 \nL 132.784919 109.740557 \nL 132.729186 73.107506 \nL 132.794207 106.071086 \nL 132.812785 87.783259 \nL 132.859228 128.619339 \nL 132.896383 117.540707 \nL 132.905672 115.083285 \nL 132.952116 130.862604 \nL 132.961404 133.535305 \nL 133.007848 121.208467 \nL 133.026425 109.44736 \nL 133.06358 134.414435 \nL 133.110024 127.600846 \nL 133.165756 140.40402 \nL 133.193622 115.697509 \nL 133.2122 112.36569 \nL 133.267932 84.795095 \nL 133.314376 109.613912 \nL 133.323665 120.04253 \nL 133.351531 89.602255 \nL 133.416552 102.337989 \nL 133.435129 97.207467 \nL 133.453707 106.899557 \nL 133.537305 137.084758 \nL 133.490862 104.026848 \nL 133.57446 117.93446 \nL 133.676636 143.349032 \nL 133.685925 136.284959 \nL 133.769523 109.522083 \nL 133.732368 137.845564 \nL 133.806678 123.882699 \nL 133.815967 128.307258 \nL 133.862411 101.441032 \nL 133.871699 99.327941 \nL 133.908854 114.807552 \nL 133.918143 114.655399 \nL 133.964587 68.544978 \nL 134.029608 106.376713 \nL 134.038896 105.957276 \nL 134.066763 146.951806 \nL 134.15965 120.678445 \nL 134.168939 121.200522 \nL 134.178227 115.822551 \nL 134.187516 108.998976 \nL 134.215382 127.851898 \nL 134.271115 124.542403 \nL 134.289692 139.181733 \nL 134.37329 117.32249 \nL 134.466178 90.966887 \nL 134.484755 101.844942 \nL 134.503333 126.069303 \nL 134.540488 76.465879 \nL 134.586931 97.694931 \nL 134.605509 85.824615 \nL 134.651952 110.121632 \nL 134.679818 104.652343 \nL 134.735551 142.410459 \nL 134.800572 126.553945 \nL 134.874882 111.681315 \nL 134.912037 120.815456 \nL 134.930614 139.83556 \nL 135.004924 111.642702 \nL 135.014212 113.003869 \nL 135.023501 113.602854 \nL 135.116388 79.784386 \nL 135.153543 96.94178 \nL 135.330029 131.455856 \nL 135.348607 129.08452 \nL 135.404339 107.714841 \nL 135.385761 136.446029 \nL 135.441494 132.125244 \nL 135.478649 119.758372 \nL 135.54367 137.061982 \nL 135.655134 84.922847 \nL 135.692289 111.238032 \nL 135.710867 119.56973 \nL 135.729444 92.804738 \nL 135.785177 104.808585 \nL 136.008106 141.588178 \nL 135.822332 100.000202 \nL 136.073127 129.658271 \nL 136.147437 108.970021 \nL 136.110282 137.070351 \nL 136.212458 114.904037 \nL 136.231035 119.149597 \nL 136.249613 107.238857 \nL 136.351789 73.022099 \nL 136.361078 77.297552 \nL 136.453965 143.365992 \nL 136.500408 135.636961 \nL 136.565429 106.930827 \nL 136.593296 136.350796 \nL 136.649028 123.513954 \nL 136.70476 135.475559 \nL 136.741915 121.937432 \nL 136.844091 99.752596 \nL 136.862669 105.516954 \nL 136.881246 120.391585 \nL 136.918401 83.795144 \nL 136.955556 108.159096 \nL 136.974133 80.165021 \nL 137.057732 104.109993 \nL 137.132042 144.922081 \nL 137.187774 129.522442 \nL 137.252795 110.943914 \nL 137.271373 130.944497 \nL 137.299239 121.515292 \nL 137.308527 130.381724 \nL 137.392126 109.6732 \nL 137.494302 77.290752 \nL 137.531457 102.634843 \nL 137.615055 126.197477 \nL 137.568612 85.998596 \nL 137.661499 121.542715 \nL 137.670788 118.879241 \nL 137.707943 136.58629 \nL 137.745097 123.970403 \nL 137.763675 133.951015 \nL 137.782252 118.056184 \nL 137.847273 125.018093 \nL 137.893717 119.866603 \nL 137.87514 130.605291 \nL 137.903006 121.981918 \nL 137.921583 135.725632 \nL 137.977316 102.864144 \nL 137.995893 109.351009 \nL 138.023759 84.355689 \nL 138.079492 118.090831 \nL 138.116646 100.729511 \nL 138.228111 120.739431 \nL 138.172379 98.512344 \nL 138.2374 113.975015 \nL 138.246689 106.520592 \nL 138.31171 132.979166 \nL 138.330287 127.479911 \nL 138.358153 125.317904 \nL 138.423174 143.278455 \nL 138.460329 124.640313 \nL 138.469618 123.529379 \nL 138.478907 129.514068 \nL 138.488195 136.057669 \nL 138.52535 105.750894 \nL 138.562505 113.289842 \nL 138.720414 79.187473 \nL 138.729702 80.011401 \nL 138.82259 145.427008 \nL 138.887611 137.084884 \nL 138.943343 111.474583 \nL 139.017653 120.525167 \nL 139.045519 137.150569 \nL 139.129117 121.633083 \nL 139.296314 79.979201 \nL 139.314892 90.562927 \nL 139.352047 77.635322 \nL 139.454223 122.35379 \nL 139.500666 145.274756 \nL 139.565687 132.17365 \nL 139.630709 112.43195 \nL 139.677152 122.001061 \nL 139.686441 128.087252 \nL 139.770039 116.064272 \nL 139.872215 78.511003 \nL 139.946525 83.843955 \nL 140.085856 141.927638 \nL 140.141588 136.905083 \nL 140.271631 120.665455 \nL 140.299497 129.180331 \nL 140.336652 114.422677 \nL 140.485271 87.049286 \nL 140.49456 93.308617 \nL 140.680334 130.859313 \nL 140.689623 130.335365 \nL 140.726778 127.243504 \nL 140.763933 137.814997 \nL 140.773222 137.828756 \nL 140.801088 143.25862 \nL 140.828954 135.116917 \nL 141.024017 73.565089 \nL 140.866109 135.824239 \nL 141.042595 87.735245 \nL 141.200503 141.431109 \nL 141.089038 80.352345 \nL 141.209792 138.274154 \nL 141.321256 113.665282 \nL 141.339834 119.031385 \nL 141.423432 141.203998 \nL 141.479165 137.665366 \nL 141.674228 75.65529 \nL 141.748538 92.656079 \nL 141.87858 139.304078 \nL 141.925024 134.331974 \nL 141.934312 135.324598 \nL 141.971467 127.713677 \nL 142.027199 132.263497 \nL 142.008622 126.091154 \nL 142.073643 128.438447 \nL 142.268706 81.551111 \nL 142.343016 90.733791 \nL 142.510213 144.355365 \nL 142.547368 136.695909 \nL 142.853896 88.052693 \nL 142.909628 98.21491 \nL 143.048959 131.94828 \nL 143.11398 128.531983 \nL 143.18829 135.088479 \nL 143.244022 131.300915 \nL 143.466952 87.618029 \nL 143.541262 100.766606 \nL 143.689881 137.981917 \nL 143.745614 135.220299 \nL 143.98712 97.549287 \nL 144.005698 99.653635 \nL 144.014987 101.597691 \nL 144.052141 89.218501 \nL 144.089296 95.823951 \nL 144.107874 93.106771 \nL 144.163606 103.327816 \nL 144.191472 110.419168 \nL 144.302937 138.395706 \nL 144.349381 134.936392 \nL 144.628042 88.378481 \nL 144.711641 103.841446 \nL 144.86026 131.724687 \nL 144.925282 127.578338 \nL 145.138922 112.303985 \nL 145.287542 98.896665 \nL 145.306119 100.211201 \nL 145.547626 133.76042 \nL 145.584781 131.505492 \nL 145.872731 99.963945 \nL 145.928464 103.020961 \nL 146.123527 127.931539 \nL 146.207126 123.700315 \nL 146.225703 122.228316 \nL 146.439344 103.187457 \nL 146.457921 104.007654 \nL 146.485787 103.506329 \nL 146.606541 111.730419 \nL 146.708717 126.930631 \nL 146.792315 124.53434 \nL 147.005956 100.462451 \nL 147.080266 104.192846 \nL 147.238174 131.138277 \nL 147.331061 126.103983 \nL 147.563279 104.015956 \nL 147.637589 107.426221 \nL 147.711899 115.025822 \nL 147.934828 130.35571 \nL 147.953406 129.393243 \nL 148.232067 100.399356 \nL 148.269222 104.206634 \nL 148.50144 126.927273 \nL 148.57575 121.550542 \nL 148.603616 119.644615 \nL 148.817257 103.629045 \nL 148.854412 105.494968 \nL 148.863701 104.643073 \nL 148.900856 108.594932 \nL 148.928722 108.177499 \nL 149.105208 123.433574 \nL 149.16094 123.226715 \nL 149.207384 119.783271 \nL 149.383869 103.958268 \nL 149.421024 104.130593 \nL 149.430313 104.024628 \nL 149.458179 104.856252 \nL 149.643954 127.412932 \nL 149.755418 123.335155 \nL 149.996925 104.932857 \nL 150.015503 105.656189 \nL 150.145545 117.960963 \nL 150.312742 130.532729 \nL 150.349897 127.46538 \nL 150.39634 121.216266 \nL 150.535671 99.969888 \nL 150.572826 100.38294 \nL 150.609981 99.945681 \nL 150.61927 100.470024 \nL 150.870065 126.12884 \nL 150.879354 125.864349 \nL 151.120861 108.245373 \nL 151.250903 101.144964 \nL 151.315924 103.974923 \nL 151.510987 127.282 \nL 151.529565 127.250096 \nL 151.538853 128.029527 \nL 151.585297 124.052526 \nL 151.817515 100.202627 \nL 151.836093 100.671685 \nL 151.947557 116.114122 \nL 152.031156 127.594331 \nL 152.096177 126.193429 \nL 152.374839 105.308763 \nL 152.421282 106.706687 \nL 152.634923 125.241205 \nL 152.699944 132.405474 \nL 152.764965 128.742192 \nL 152.913585 100.453915 \nL 152.941451 102.40473 \nL 152.987894 100.921796 \nL 153.015761 103.959543 \nL 153.247979 122.454083 \nL 153.313 120.47218 \nL 153.359443 121.401459 \nL 153.554507 110.464088 \nL 153.684549 100.099355 \nL 153.693837 100.353658 \nL 153.916767 126.618488 \nL 153.935344 125.043589 \nL 154.009654 115.385416 \nL 154.204717 103.76714 \nL 154.214006 104.100593 \nL 154.409069 125.573696 \nL 154.511245 119.979993 \nL 154.669154 108.954879 \nL 154.724886 110.043936 \nL 154.734175 110.031971 \nL 154.752752 108.363965 \nL 154.817773 111.809346 \nL 154.994259 122.983277 \nL 155.077857 130.807056 \nL 155.13359 126.647294 \nL 155.291498 97.046201 \nL 155.337942 102.622541 \nL 155.42154 111.446387 \nL 155.533005 126.468168 \nL 155.588737 120.835055 \nL 155.663047 117.873342 \nL 155.616603 122.071361 \nL 155.765223 118.958548 \nL 155.774512 119.153875 \nL 155.802378 117.899109 \nL 155.93242 107.91319 \nL 156.062462 97.14204 \nL 156.071751 97.615988 \nL 156.238948 130.295277 \nL 156.29468 129.467257 \nL 156.51761 100.600899 \nL 156.582631 104.363929 \nL 156.740539 125.291118 \nL 156.833426 116.182493 \nL 156.95418 123.107761 \nL 157.019201 120.08743 \nL 157.16782 105.500699 \nL 157.195687 107.329661 \nL 157.362884 117.556934 \nL 157.39075 121.296853 \nL 157.455771 130.066484 \nL 157.511503 127.37571 \nL 157.743721 100.153466 \nL 157.75301 100.355922 \nL 157.920207 136.08996 \nL 157.985228 128.310092 \nL 158.236024 103.892769 \nL 158.245313 104.746291 \nL 158.291756 112.435573 \nL 158.328911 103.579133 \nL 158.366066 107.274734 \nL 158.375355 107.099424 \nL 158.384643 109.00687 \nL 158.579707 133.742883 \nL 158.607573 130.783609 \nL 158.839791 84.416874 \nL 158.895523 94.061165 \nL 159.016277 132.116745 \nL 159.044143 125.914493 \nL 159.146319 109.780136 \nL 159.192762 113.336425 \nL 159.322805 134.268546 \nL 159.350671 130.102092 \nL 159.555023 97.899283 \nL 159.601466 101.951541 \nL 159.796529 135.768834 \nL 159.64791 100.233162 \nL 159.842973 128.586863 \nL 159.926572 110.484978 \nL 159.991593 116.597542 \nL 160.075191 121.418729 \nL 160.038036 115.864116 \nL 160.093769 118.317709 \nL 160.186656 105.164729 \nL 160.214522 114.789549 \nL 160.298121 125.07574 \nL 160.251677 108.653737 \nL 160.335276 120.13357 \nL 160.530339 104.680303 \nL 160.37243 124.123946 \nL 160.604649 106.112667 \nL 160.901888 131.837543 \nL 160.929754 126.547707 \nL 161.069085 103.202668 \nL 161.143395 85.527905 \nL 161.199127 98.729033 \nL 161.31988 132.255738 \nL 161.366324 124.729472 \nL 161.440634 112.554737 \nL 161.487077 121.005784 \nL 161.607831 130.067938 \nL 161.61712 129.621292 \nL 161.728584 105.224512 \nL 161.802894 85.927771 \nL 161.849338 96.181305 \nL 161.997957 130.768154 \nL 162.007246 128.303027 \nL 162.100133 112.551092 \nL 162.137288 117.255438 \nL 162.26733 134.356974 \nL 162.276619 131.950285 \nL 162.425239 103.529299 \nL 162.443816 107.575244 \nL 162.499548 84.396397 \nL 162.573858 99.274256 \nL 162.676034 127.797647 \nL 162.713189 123.585569 \nL 162.833942 111.663705 \nL 162.750344 124.77062 \nL 162.85252 114.267803 \nL 162.954696 128.057474 \nL 163.047583 124.182636 \nL 163.196203 94.822753 \nL 163.21478 98.690747 \nL 163.242646 97.921773 \nL 163.409843 119.433219 \nL 163.428421 126.524683 \nL 163.502731 114.303188 \nL 163.530597 110.461179 \nL 163.57704 115.540383 \nL 163.688505 134.259625 \nL 163.734949 131.421742 \nL 163.939301 89.391386 \nL 164.01361 106.141291 \nL 164.08792 125.572858 \nL 164.152941 117.359139 \nL 164.180807 112.168911 \nL 164.23654 119.348044 \nL 164.264406 116.944389 \nL 164.375871 131.737393 \nL 164.394448 128.840153 \nL 164.626666 100.400199 \nL 164.440892 131.389453 \nL 164.635955 101.79383 \nL 164.654532 96.233703 \nL 164.682399 82.310507 \nL 164.728842 98.910202 \nL 164.756708 96.746634 \nL 164.812441 121.179066 \nL 164.831018 129.141364 \nL 164.923905 124.349503 \nL 165.007504 115.778044 \nL 165.03537 123.936267 \nL 165.063236 122.963407 \nL 165.10968 127.756178 \nL 165.128257 133.645427 \nL 165.202567 125.400537 \nL 165.369764 86.591959 \nL 165.388342 91.955104 \nL 165.54625 114.4406 \nL 165.583405 113.37883 \nL 165.704158 126.060076 \nL 165.806334 135.343626 \nL 165.852778 132.394708 \nL 166.029264 88.173573 \nL 166.066419 92.73507 \nL 166.103573 94.572976 \nL 166.252193 125.243568 \nL 166.280059 117.408662 \nL 166.298637 119.744837 \nL 166.317214 111.901951 \nL 166.326503 111.375765 \nL 166.363658 114.604659 \nL 166.502989 138.920894 \nL 166.558721 126.330888 \nL 166.790939 89.262911 \nL 166.818805 92.531374 \nL 167.013868 132.742001 \nL 167.032446 127.363755 \nL 167.051023 114.799065 \nL 167.143911 124.519402 \nL 167.21822 136.008632 \nL 167.29253 130.389587 \nL 167.478305 84.530901 \nL 167.487593 86.992099 \nL 167.617636 125.320485 \nL 167.645502 121.088885 \nL 167.65479 121.647063 \nL 167.710523 119.103222 \nL 167.747678 114.978724 \nL 167.775544 120.438709 \nL 167.924163 130.310537 \nL 167.933452 129.822866 \nL 168.16567 95.181967 \nL 168.174959 98.025593 \nL 168.184248 99.773886 \nL 168.23998 89.57518 \nL 168.249269 88.847299 \nL 168.295712 91.9293 \nL 168.444332 128.780711 \nL 168.509353 122.687897 \nL 168.555797 122.507768 \nL 168.537219 124.073689 \nL 168.574374 123.219799 \nL 168.592952 124.652242 \nL 168.639395 135.916636 \nL 168.713705 128.30359 \nL 168.880902 84.53793 \nL 168.936634 87.42257 \nL 169.094543 125.852035 \nL 169.159564 119.940202 \nL 169.178141 118.268448 \nL 169.224585 123.368722 \nL 169.252451 120.883377 \nL 169.391782 140.801235 \nL 169.410359 133.81528 \nL 169.596134 89.968998 \nL 169.633289 85.200197 \nL 169.661155 95.927627 \nL 169.689021 97.566499 \nL 169.809775 126.8647 \nL 169.902662 122.398756 \nL 169.930528 119.762255 \nL 169.98626 127.568055 \nL 170.004838 125.874904 \nL 170.051281 132.009746 \nL 170.06057 131.967287 \nL 170.069859 131.878902 \nL 170.079148 132.49112 \nL 170.088436 132.876298 \nL 170.13488 130.948731 \nL 170.246345 112.245979 \nL 170.376387 81.013736 \nL 170.394964 86.157275 \nL 170.562161 127.476741 \nL 170.590027 121.89362 \nL 170.599316 122.235336 \nL 170.617894 120.500857 \nL 170.64576 120.745022 \nL 170.664337 119.150256 \nL 170.692203 124.861264 \nL 170.794379 131.538306 \nL 170.812957 130.180395 \nL 170.905844 114.055985 \nL 171.08233 94.035618 \nL 171.221661 119.976196 \nL 171.258816 117.217208 \nL 171.268104 116.305912 \nL 171.333125 119.953874 \nL 171.351703 118.966345 \nL 171.500322 134.29078 \nL 171.509611 133.947302 \nL 171.602498 121.174849 \nL 171.751118 99.943394 \nL 171.760407 101.576487 \nL 171.95547 116.171051 \nL 171.80685 100.6048 \nL 171.964759 114.611222 \nL 172.011202 111.175609 \nL 172.066935 114.654988 \nL 172.206265 132.234277 \nL 172.261998 128.889418 \nL 172.46635 103.416631 \nL 172.54066 108.147897 \nL 172.577814 108.428323 \nL 172.587103 106.285802 \nL 172.67999 103.592105 \nL 172.624258 107.650349 \nL 172.707857 104.142279 \nL 172.735723 102.999838 \nL 172.893631 120.664435 \nL 173.014384 130.767732 \nL 173.032962 129.045896 \nL 173.283757 105.564358 \nL 173.385933 109.176177 \nL 173.395222 108.967465 \nL 173.404511 111.089963 \nL 173.423088 111.89787 \nL 173.460243 107.238464 \nL 173.497398 111.742132 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120.467269 \nL 175.717403 109.996906 \nL 175.726692 114.848653 \nL 175.735981 114.736846 \nL 175.810291 109.981139 \nL 175.773136 115.576757 \nL 175.838157 114.456217 \nL 175.856734 116.571002 \nL 175.875312 111.691708 \nL 175.940333 115.937126 \nL 176.014643 111.312296 \nL 176.051797 114.660389 \nL 176.061086 112.989495 \nL 176.116818 119.399459 \nL 176.135396 114.662309 \nL 176.246861 123.044301 \nL 176.265438 121.759064 \nL 176.497656 110.860114 \nL 176.525522 112.313758 \nL 176.553389 118.202247 \nL 176.636987 116.002909 \nL 176.748452 108.231662 \nL 176.767029 111.83363 \nL 176.850628 116.297847 \nL 176.794895 107.184222 \nL 176.887783 115.179035 \nL 176.924938 119.285111 \nL 176.943515 113.771556 \nL 176.999247 117.071316 \nL 177.082846 118.754576 \nL 177.092135 113.698274 \nL 177.101423 123.408636 \nL 177.203599 116.498314 \nL 177.212888 119.361853 \nL 177.231465 110.72235 \nL 177.296486 113.386586 \nL 177.315064 114.450467 \nL 177.380085 110.565932 \nL 177.389374 118.604224 \nL 177.426529 108.774881 \nL 177.49155 115.439 \nL 177.56586 105.842323 \nL 177.575148 115.768951 \nL 177.612303 107.029506 \nL 177.668035 122.627429 \nL 177.723768 114.453563 \nL 177.751634 109.723 \nL 177.742345 117.050116 \nL 177.825944 110.933836 \nL 177.92812 122.20638 \nL 177.937408 114.158974 \nL 177.974563 118.796626 \nL 177.965275 107.141348 \nL 178.011718 115.708997 \nL 178.086028 119.452303 \nL 178.132472 107.047118 \nL 178.225359 121.818388 \nL 178.253225 119.105668 \nL 178.262514 106.957475 \nL 178.271803 120.302548 \nL 178.36469 116.011629 \nL 178.411133 107.179377 \nL 178.448288 117.633163 \nL 178.476155 109.015005 \nL 178.606197 122.503723 \nL 178.717661 110.886932 \nL 178.72695 115.5757 \nL 178.754816 125.445693 \nL 178.745528 112.132451 \nL 178.856992 119.70372 \nL 178.959168 112.679 \nL 178.87557 121.134227 \nL 178.977746 113.217691 \nL 179.061344 118.833002 \nL 179.005612 110.388612 \nL 179.070633 116.240151 \nL 179.154231 108.909882 \nL 179.135654 119.120321 \nL 179.172809 110.514062 \nL 179.182098 123.617384 \nL 179.23783 109.574048 \nL 179.274985 116.094094 \nL 179.284274 109.834274 \nL 179.349295 121.765946 \nL 179.38645 115.271286 \nL 179.395738 121.028921 \nL 179.442182 112.036624 \nL 179.497914 119.16846 \nL 179.581513 111.264935 \nL 179.544358 121.969889 \nL 179.609379 117.970762 \nL 179.627956 116.647023 \nL 179.637245 118.289402 \nL 179.692977 112.735781 \nL 179.702266 120.755868 \nL 179.74871 113.435832 \nL 179.757998 122.101022 \nL 179.795153 108.222898 \nL 179.850886 113.089056 \nL 179.888041 102.999543 \nL 179.869463 115.155652 \nL 179.96235 106.380842 \nL 180.018083 123.648652 \nL 180.083104 122.059435 \nL 180.18528 106.073736 \nL 180.203857 112.828782 \nL 180.278167 114.592425 \nL 180.296745 106.208703 \nL 180.352477 122.948575 \nL 180.417498 120.448077 \nL 180.510385 109.709513 \nL 180.538251 113.325131 \nL 180.566118 120.520415 \nL 180.575406 109.607931 \nL 180.631139 117.58472 \nL 180.733315 108.710418 \nL 180.649716 118.244853 \nL 180.742603 112.763841 \nL 180.826202 112.156373 \nL 180.863357 123.665258 \nL 180.965533 110.296054 \nL 180.974821 114.337483 \nL 180.98411 120.787417 \nL 180.993399 110.599674 \nL 181.086286 118.337791 \nL 181.095575 113.662818 \nL 181.169885 120.732233 \nL 181.197751 116.688962 \nL 181.272061 111.742294 \nL 181.225617 124.904652 \nL 181.290638 118.894864 \nL 181.299927 123.311372 \nL 181.337082 112.274553 \nL 181.392814 118.416815 \nL 181.402103 118.907086 \nL 181.411391 114.153423 \nL 181.42068 114.814256 \nL 181.532145 107.045741 \nL 181.476413 116.609186 \nL 181.541434 107.203044 \nL 181.625032 118.5158 \nL 181.652898 116.749623 \nL 181.745786 112.746655 \nL 181.699342 123.882582 \nL 181.755074 113.274594 \nL 181.773652 120.230026 \nL 181.810807 110.041921 \nL 181.85725 111.132309 \nL 181.866539 111.069421 \nL 181.987292 122.208161 \nL 181.912983 110.358271 \nL 182.00587 120.046446 \nL 182.108046 112.81298 \nL 182.033736 122.870623 \nL 182.117335 115.028958 \nL 182.135912 119.162971 \nL 182.154489 108.690116 \nL 182.200933 111.640803 \nL 182.256665 106.42876 \nL 182.284532 114.737012 \nL 182.312398 110.986677 \nL 182.321686 110.882147 \nL 182.330975 105.781568 \nL 182.395996 114.994789 \nL 182.433151 108.111829 \nL 182.461017 118.737391 \nL 182.553905 113.502474 \nL 182.563193 112.211438 \nL 182.581771 115.757312 \nL 182.665369 112.453885 \nL 182.674658 112.580381 \nL 182.73039 121.736096 \nL 182.795411 120.22525 \nL 182.841855 116.554106 \nL 182.888299 118.207469 \nL 182.897587 122.058735 \nL 182.95332 116.057589 \nL 182.990475 116.995156 \nL 183.111228 101.033285 \nL 183.157672 101.400384 \nL 183.269136 123.086346 \nL 183.362024 120.985855 \nL 183.427045 118.174084 \nL 183.454911 124.107741 \nL 183.547798 133.78791 \nL 183.60353 132.538168 \nL 183.789305 85.865885 \nL 183.845037 94.927537 \nL 183.863615 92.702136 \nL 183.891481 99.06869 \nL 184.002946 137.955657 \nL 184.077255 128.579056 \nL 184.123699 113.687832 \nL 184.198009 122.749373 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193.143051 111.672527 \nL 193.21736 96.601097 \nL 193.282381 97.291068 \nL 193.300959 95.988867 \nL 193.338114 101.844785 \nL 193.5146 122.09885 \nL 193.523888 121.310825 \nL 193.533177 118.909046 \nL 193.616775 124.818152 \nL 193.626064 122.737137 \nL 193.635353 121.664388 \nL 193.672508 126.917234 \nL 193.700374 125.426883 \nL 193.718951 129.871391 \nL 193.793261 123.369059 \nL 193.914015 108.705475 \nL 193.941881 112.111941 \nL 193.960458 113.44894 \nL 193.988324 108.660251 \nL 194.118367 96.998744 \nL 194.406317 125.018983 \nL 194.146233 96.612674 \nL 194.443472 123.305458 \nL 194.564225 116.216277 \nL 194.471338 124.269467 \nL 194.582803 117.444798 \nL 194.592092 117.50901 \nL 194.60138 117.096693 \nL 194.666401 114.371978 \nL 194.684979 118.43474 \nL 194.703556 116.630315 \nL 194.740711 118.3476 \nL 194.768577 113.222252 \nL 194.870753 98.078821 \nL 194.917197 100.442074 \nL 195.03795 119.043422 \nL 195.056528 117.531632 \nL 195.158704 127.762185 \nL 195.223725 125.770871 \nL 195.344478 115.785862 \nL 195.353767 117.263193 \nL 195.437365 122.358739 \nL 195.465232 122.166562 \nL 195.604563 107.401896 \nL 195.641717 111.990608 \nL 195.678872 104.471228 \nL 195.706738 108.707121 \nL 195.753182 104.959646 \nL 195.77176 113.30568 \nL 195.781048 109.10028 \nL 195.91109 119.303259 \nL 195.920379 116.612958 \nL 195.994689 122.32818 \nL 196.022555 119.056723 \nL 196.031844 117.84992 \nL 196.068999 123.044804 \nL 196.096865 121.965884 \nL 196.106154 123.549457 \nL 196.152597 117.474365 \nL 196.171175 121.045023 \nL 196.291928 107.868695 \nL 196.366238 116.023338 \nL 196.403393 113.485532 \nL 196.477703 115.085615 \nL 196.459125 108.329456 \nL 196.486991 110.627419 \nL 196.533435 105.681678 \nL 196.589167 112.313459 \nL 196.598456 106.71683 \nL 196.691343 118.745351 \nL 196.654188 106.087804 \nL 196.719209 111.246313 \nL 196.728498 110.84877 \nL 196.821385 124.790236 \nL 196.85854 123.285488 \nL 196.942139 110.975462 \nL 196.923561 124.077113 \nL 196.979294 118.52179 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106.904008 \nL 198.419046 122.199954 \nL 198.437624 113.615795 \nL 198.521222 122.601656 \nL 198.530511 110.407468 \nL 198.549088 122.163587 \nL 198.641975 104.098447 \nL 198.567666 129.198148 \nL 198.660553 117.376775 \nL 198.669842 104.706527 \nL 198.67913 126.015241 \nL 198.772018 109.209634 \nL 198.855616 119.165944 \nL 198.846327 106.633876 \nL 198.864905 113.634512 \nL 198.911348 106.113414 \nL 198.883482 117.672952 \nL 198.97637 106.125013 \nL 199.069257 126.384204 \nL 199.032102 106.054844 \nL 199.087834 114.509025 \nL 199.097123 113.922974 \nL 199.124989 102.221892 \nL 199.134278 116.614529 \nL 199.19001 104.30662 \nL 199.301475 124.579386 \nL 199.394362 110.183235 \nL 199.403651 115.786335 \nL 199.41294 124.221214 \nL 199.496538 106.673611 \nL 199.505827 118.876055 \nL 199.580137 103.862142 \nL 199.524404 124.491071 \nL 199.617292 118.048005 \nL 199.645158 111.338366 \nL 199.710179 123.047292 \nL 199.719467 113.604339 \nL 199.765911 126.373262 \nL 199.784489 100.548496 \nL 199.830932 114.212508 \nL 199.84951 124.583276 \nL 199.858798 116.861551 \nL 199.868087 102.453939 \nL 199.877376 122.374121 \nL 199.970263 114.009522 \nL 199.979552 123.037989 \nL 199.98884 104.510175 \nL 200.072439 118.775154 \nL 200.146749 121.793311 \nL 200.183904 108.480828 \nL 200.221059 123.907779 \nL 200.304657 119.464731 \nL 200.351101 129.953809 \nL 200.388256 102.081358 \nL 200.397544 128.147953 \nL 200.49972 123.172468 \nL 200.509009 110.593063 \nL 200.611185 115.170472 \nL 200.666917 123.400065 \nL 200.676206 107.735736 \nL 200.72265 117.288722 \nL 200.79696 123.89541 \nL 200.741227 105.937738 \nL 200.824826 115.89498 \nL 200.908424 108.634873 \nL 200.899135 129.277978 \nL 200.917713 115.90756 \nL 200.945579 134.052193 \nL 200.93629 96.740489 \nL 201.0106 115.7589 \nL 201.075621 103.317967 \nL 201.057044 127.512726 \nL 201.112776 116.748806 \nL 201.131354 120.070988 \nL 201.187086 106.560309 \nL 201.196375 124.670487 \nL 201.289262 106.134504 \nL 201.298551 114.993163 \nL 201.354283 102.746902 \nL 201.363572 120.783483 \nL 201.410015 104.982006 \nL 201.44717 131.561325 \nL 201.502903 97.718517 \nL 201.52148 109.138031 \nL 201.577212 120.951462 \nL 201.567924 103.709812 \nL 201.614367 120.669398 \nL 201.6701 100.205331 \nL 201.679388 121.986301 \nL 201.725832 107.947664 \nL 201.800142 123.713541 \nL 201.809431 100.416208 \nL 201.846585 119.778925 \nL 201.902318 127.191321 \nL 201.95805 106.127078 \nL 202.041649 119.878369 \nL 202.069515 119.085194 \nL 202.115958 112.743373 \nL 202.143825 126.858734 \nL 202.153113 131.898523 \nL 202.171691 108.231157 \nL 202.236712 124.901437 \nL 202.246001 105.360354 \nL 202.348177 106.599177 \nL 202.357465 128.080851 \nL 202.459641 111.833537 \nL 202.46893 111.939121 \nL 202.496796 123.433297 \nL 202.571106 109.668099 \nL 202.580395 122.66965 \nL 202.663993 125.788763 \nL 202.701148 106.686109 \nL 202.75688 133.103033 \nL 202.719726 106.14588 \nL 202.812613 114.156816 \nL 202.840479 106.369024 \nL 202.859056 124.241051 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214.887955 128.089278 \nL 214.915821 138.157634 \nL 214.980842 126.937278 \nL 215.185194 41.244392 \nL 215.194483 59.445758 \nL 215.240926 153.843937 \nL 215.315236 105.498645 \nL 215.454567 139.770226 \nL 215.389546 89.744513 \nL 215.463856 139.569252 \nL 215.584609 110.048332 \nL 215.631053 131.296503 \nL 215.658919 141.596271 \nL 215.705362 126.050798 \nL 215.733229 130.707099 \nL 215.742517 131.280568 \nL 215.751806 128.489361 \nL 215.909714 56.643415 \nL 215.928292 86.137834 \nL 215.965447 157.803144 \nL 216.039756 102.873901 \nL 216.179087 146.100146 \nL 216.123355 92.665807 \nL 216.206954 134.93059 \nL 216.327707 116.547523 \nL 216.336996 118.73868 \nL 216.420594 141.317508 \nL 216.457749 131.266149 \nL 216.708545 44.992346 \nL 216.717833 71.636142 \nL 216.764277 156.106274 \nL 216.838587 115.204475 \nL 216.968629 146.438675 \nL 216.903608 95.365007 \nL 216.987206 138.504527 \nL 217.117249 116.141481 \nL 217.18227 133.72817 \nL 217.247291 126.920578 \nL 217.256579 127.033685 \nL 217.265868 126.501824 \nL 217.442354 73.662953 \nL 217.488797 42.150428 \nL 217.507375 87.247697 \nL 217.54453 166.809853 \nL 217.61884 104.479024 \nL 217.758171 152.422214 \nL 217.693149 81.456354 \nL 217.776748 145.846448 \nL 217.90679 109.32983 \nL 217.916079 112.478955 \nL 217.971811 137.970639 \nL 218.046121 129.776923 \nL 218.259762 59.832917 \nL 218.278339 94.624508 \nL 218.324783 148.52494 \nL 218.380515 95.011349 \nL 218.389804 95.481076 \nL 218.547712 142.227038 \nL 218.557001 139.759451 \nL 218.677754 118.676852 \nL 218.696332 124.066086 \nL 218.742775 140.493225 \nL 218.807796 124.648079 \nL 218.919261 106.778965 \nL 218.984282 58.57005 \nL 219.040014 94.482381 \nL 219.086458 156.969118 \nL 219.151479 100.164585 \nL 219.300099 150.986573 \nL 219.235078 98.518445 \nL 219.318676 140.115879 \nL 219.36512 113.070917 \nL 219.448718 125.991614 \nL 219.513739 135.341104 \nL 219.550894 125.524834 \nL 219.680936 109.778599 \nL 219.699514 110.482383 \nL 219.718091 112.511779 \nL 219.755246 103.036806 \nL 219.838845 38.786297 \nL 219.857422 76.573832 \nL 219.903866 173.509616 \nL 219.968887 101.830149 \nL 220.006042 117.231389 \nL 220.052485 87.189946 \nL 220.080352 111.776635 \nL 220.117507 153.174324 \nL 220.191816 121.475882 \nL 220.219683 129.002093 \nL 220.266126 110.533245 \nL 220.275415 110.148983 \nL 220.284704 114.140857 \nL 220.331147 136.896162 \nL 220.405457 123.382811 \nL 220.414746 123.324125 \nL 220.498344 100.12163 \nL 220.563365 62.290655 \nL 220.609809 75.912845 \nL 220.665541 148.65186 \nL 220.721274 97.857332 \nL 220.730562 96.091432 \nL 220.767717 108.946645 \nL 220.82345 104.885194 \nL 220.851316 123.312169 \nL 220.888471 141.706362 \nL 220.944203 116.63133 \nL 220.972069 113.956076 \nL 221.009224 120.547401 \nL 221.027802 120.013135 \nL 221.1114 136.646457 \nL 221.167132 125.378254 \nL 221.417928 54.50853 \nL 221.427217 67.261514 \nL 221.482949 160.201619 \nL 221.54797 101.706887 \nL 221.715167 142.973405 \nL 221.743033 127.733925 \nL 221.770899 119.469594 \nL 221.863787 119.673 \nL 221.938097 128.52165 \nL 221.98454 122.162273 \nL 222.170315 83.041815 \nL 222.226047 54.007025 \nL 222.244624 86.787894 \nL 222.300357 160.352401 \nL 222.365378 109.695097 \nL 222.374667 109.128138 \nL 222.393244 113.715387 \nL 222.402533 115.326756 \nL 222.439688 103.033404 \nL 222.448976 102.838455 \nL 222.458265 104.899463 \nL 222.532575 144.340547 \nL 222.597596 122.703847 \nL 222.671906 115.473439 \nL 222.709061 120.526064 \nL 222.764793 128.231016 \nL 222.811237 121.714507 \nL 223.024877 67.473154 \nL 223.034166 78.005631 \nL 223.099187 146.742284 \nL 223.164208 108.100128 \nL 223.266384 107.58354 \nL 223.29425 121.444971 \nL 223.340694 140.172587 \nL 223.396426 120.775023 \nL 223.433581 118.784207 \nL 223.489314 122.566675 \nL 223.545046 127.712175 \nL 223.600778 123.319792 \nL 223.656511 111.72903 \nL 223.767975 49.923742 \nL 223.795841 95.688115 \nL 223.842285 155.313074 \nL 223.916595 116.276154 \nL 223.981616 101.658648 \nL 224.000193 96.869165 \nL 224.037348 111.393464 \nL 224.093081 141.798321 \nL 224.158102 125.614293 \nL 224.232411 114.942225 \nL 224.278855 121.628761 \nL 224.325299 130.010662 \nL 224.39032 123.353797 \nL 224.631827 72.472827 \nL 224.650404 88.699005 \nL 224.715425 146.866547 \nL 224.780446 121.411216 \nL 224.873333 107.802948 \nL 224.910488 117.77709 \nL 224.975509 135.037307 \nL 225.040531 125.970676 \nL 225.105552 115.125438 \nL 225.170573 119.580058 \nL 225.179861 120.440137 \nL 225.235594 116.302818 \nL 225.33777 90.951861 \nL 225.402791 74.47353 \nL 225.430657 90.026911 \nL 225.504967 132.327823 \nL 225.597854 125.7672 \nL 225.662875 109.944733 \nL 225.718607 121.798304 \nL 225.765051 128.795287 \nL 225.857938 128.186934 \nL 225.895093 124.204529 \nL 226.145889 67.942412 \nL 226.183044 91.830319 \nL 226.248065 134.422372 \nL 226.322375 128.012229 \nL 226.331663 128.415669 \nL 226.350241 126.21987 \nL 226.415262 106.867761 \nL 226.470994 119.43697 \nL 226.545304 128.259273 \nL 226.601036 125.95252 \nL 227.000451 83.650405 \nL 227.028318 94.612193 \nL 227.102627 132.585227 \nL 227.176937 122.573209 \nL 227.195515 123.018933 \nL 227.214092 121.970955 \nL 227.269824 112.751524 \nL 227.316268 121.535055 \nL 227.362712 131.133338 \nL 227.44631 126.335089 \nL 227.492754 123.903243 \nL 227.678528 92.436053 \nL 227.734261 78.090431 \nL 227.762127 94.167936 \nL 227.920035 126.526429 \nL 227.929324 126.743042 \nL 227.938613 125.492297 \nL 228.012922 114.378414 \nL 228.068655 120.058744 \nL 228.189408 125.754173 \nL 228.226563 125.420142 \nL 228.54238 99.485203 \nL 228.570246 97.905916 \nL 228.598112 101.658115 \nL 228.737443 120.015243 \nL 228.783887 119.128789 \nL 228.802464 118.984794 \nL 228.821041 119.554158 \nL 228.969661 123.149853 \nL 228.97895 122.935955 \nL 229.164724 107.70779 \nL 229.322633 96.004285 \nL 229.350499 99.377149 \nL 229.526984 122.915933 \nL 229.545562 121.546654 \nL 229.592006 116.920929 \nL 229.647738 120.514869 \nL 229.787069 126.676938 \nL 229.796357 126.13116 \nL 229.963555 111.6625 \nL 230.121463 95.364396 \nL 230.14004 95.624358 \nL 230.195773 106.5454 \nL 230.279371 127.263221 \nL 230.36297 127.215834 \nL 230.390836 127.951338 \nL 230.400125 127.710798 \nL 230.427991 124.288628 \nL 230.502301 127.735802 \nL 230.511589 127.578603 \nL 230.669498 112.332742 \nL 230.818117 88.049347 \nL 230.864561 95.044749 \nL 230.976025 124.640597 \nL 231.059624 118.202724 \nL 231.096779 115.284578 \nL 231.152511 119.28904 \nL 231.291842 126.707904 \nL 231.347574 125.811892 \nL 231.691257 89.599092 \nL 231.728412 97.617437 \nL 231.812011 122.644705 \nL 231.88632 121.150384 \nL 232.072095 128.158047 \nL 231.979208 120.549828 \nL 232.090672 126.779218 \nL 232.341468 96.370583 \nL 232.406489 88.030321 \nL 232.443644 93.687241 \nL 232.573686 128.233398 \nL 232.629418 122.121473 \nL 232.69444 118.070061 \nL 232.750172 119.693579 \nL 232.861637 128.922741 \nL 232.90808 125.24363 \nL 233.075277 112.998135 \nL 233.233186 86.019853 \nL 233.279629 97.544857 \nL 233.381805 129.810462 \nL 233.437537 125.488346 \nL 233.521136 115.06516 \nL 233.56758 120.639811 \nL 233.706911 130.943799 \nL 233.716199 130.437313 \nL 233.976284 88.813992 \nL 233.994861 91.237773 \nL 234.069171 119.271589 \nL 234.106326 128.268304 \nL 234.171347 117.748656 \nL 234.2921 112.97118 \nL 234.301389 113.192089 \nL 234.412854 132.637296 \nL 234.487163 121.467646 \nL 234.496452 121.109483 \nL 234.533607 123.677174 \nL 234.561473 124.159963 \nL 234.570762 122.778604 \nL 234.784403 79.538175 \nL 234.80298 83.706599 \nL 234.933022 134.8067 \nL 235.007332 122.078116 \nL 235.072353 112.512293 \nL 235.118797 120.517748 \nL 235.202395 138.026098 \nL 235.258127 133.431958 \nL 235.453191 109.908645 \nL 235.499634 95.825208 \nL 235.564655 64.14528 \nL 235.60181 90.23888 \nL 235.67612 136.835732 \nL 235.741141 133.325945 \nL 235.834028 102.026257 \nL 235.908338 123.579082 \nL 235.973359 139.253538 \nL 236.029092 128.478736 \nL 236.131268 111.943101 \nL 236.205577 119.352633 \nL 236.26131 111.188349 \nL 236.400641 65.835073 \nL 236.437796 88.959894 \nL 236.502817 151.207535 \nL 236.567838 119.710214 \nL 236.632859 110.888006 \nL 236.670014 100.511479 \nL 236.716457 121.583083 \nL 236.762901 141.242158 \nL 236.837211 129.718624 \nL 236.902232 111.297544 \nL 236.976542 117.41091 \nL 236.995119 118.388254 \nL 237.013696 116.504845 \nL 237.088006 76.63633 \nL 237.13445 55.89454 \nL 237.171605 94.741185 \nL 237.218048 148.571816 \nL 237.292358 122.314248 \nL 237.385245 94.489659 \nL 237.4224 108.320528 \nL 237.49671 147.0823 \nL 237.552442 130.655878 \nL 237.617464 114.079013 \nL 237.682485 123.433587 \nL 237.747506 134.866521 \nL 237.784661 122.68489 \nL 237.961146 62.239527 \nL 237.998301 98.480162 \nL 238.044745 155.13785 \nL 238.109766 115.997683 \nL 238.202653 102.99665 \nL 238.230519 111.241647 \nL 238.304829 140.831036 \nL 238.36985 127.854431 \nL 238.44416 117.659788 \nL 238.499892 119.518563 \nL 238.564913 125.98226 \nL 238.602068 120.4233 \nL 238.815709 60.146721 \nL 238.824998 65.316443 \nL 238.890019 154.800714 \nL 238.964329 113.597769 \nL 238.992195 115.564322 \nL 239.010772 110.508195 \nL 239.038638 99.103289 \nL 239.094371 124.012754 \nL 239.131526 141.53263 \nL 239.205835 129.112018 \nL 239.270856 112.848687 \nL 239.3173 123.037482 \nL 239.382321 127.995976 \nL 239.419476 123.497754 \nL 239.484497 91.372441 \nL 239.54023 68.941872 \nL 239.595962 78.073113 \nL 239.660983 156.575967 \nL 239.716715 107.174206 \nL 239.800314 100.450007 \nL 239.818891 106.703751 \nL 239.893201 145.596513 \nL 239.958222 120.576936 \nL 239.995377 113.128166 \nL 240.051109 121.572453 \nL 240.106842 130.970178 \nL 240.162574 125.781755 \nL 240.301905 108.389244 \nL 240.311194 109.398639 \nL 240.329771 112.757159 \nL 240.366926 102.071301 \nL 240.459813 63.464304 \nL 240.478391 86.232417 \nL 240.524834 159.757809 \nL 240.599144 107.549442 \nL 240.608433 107.413346 \nL 240.617722 107.852242 \nL 240.757052 141.148747 \nL 240.673454 104.974483 \nL 240.840651 124.717417 \nL 240.868517 126.155679 \nL 240.877806 122.631792 \nL 240.933538 116.975912 \nL 240.979982 123.52203 \nL 241.007848 124.991235 \nL 241.026425 123.777761 \nL 241.277221 66.609575 \nL 241.295798 80.994788 \nL 241.36082 158.170764 \nL 241.416552 106.68288 \nL 241.435129 100.907618 \nL 241.518728 108.059626 \nL 241.57446 142.183594 \nL 241.639481 118.673726 \nL 241.741657 111.743169 \nL 241.676636 124.803571 \nL 241.750946 114.321018 \nL 241.825256 128.980708 \nL 241.862411 116.519055 \nL 242.103917 70.008817 \nL 242.113206 78.255013 \nL 242.168939 131.988522 \nL 242.243248 119.313031 \nL 242.252537 119.327561 \nL 242.317558 106.298736 \nL 242.345424 122.089274 \nL 242.391868 133.539409 \nL 242.456889 125.235005 \nL 242.503333 131.752635 \nL 242.52191 122.018453 \nL 242.531199 118.164982 \nL 242.59622 133.146732 \nL 242.605509 135.158146 \nL 242.633375 121.091742 \nL 242.800572 85.745002 \nL 242.874882 79.476582 \nL 242.88417 81.515645 \nL 242.949191 157.394759 \nL 243.004924 100.863062 \nL 243.03279 95.299401 \nL 243.079234 112.406419 \nL 243.097811 114.477909 \nL 243.18141 136.735737 \nL 243.227853 125.927991 \nL 243.274297 112.767851 \nL 243.330029 126.722387 \nL 243.339318 127.881448 \nL 243.39505 123.003877 \nL 243.413628 121.185259 \nL 243.432205 127.046644 \nL 243.441494 131.388321 \nL 243.497226 111.607422 \nL 243.506515 112.181278 \nL 243.54367 116.423032 \nL 243.562247 110.522225 \nL 243.645846 122.335103 \nL 243.738733 72.16355 \nL 243.766599 71.406153 \nL 243.785177 88.228246 \nL 243.83162 153.194934 \nL 243.896641 109.997941 \nL 243.970951 100.783963 \nL 243.989529 105.829359 \nL 244.045261 139.308341 \nL 244.128859 127.85562 \nL 244.138148 128.354329 \nL 244.147437 123.877914 \nL 244.175303 112.17459 \nL 244.249613 123.565404 \nL 244.305345 124.265471 \nL 244.286768 123.308096 \nL 244.314634 123.760728 \nL 244.472542 81.771807 \nL 244.509697 93.079067 \nL 244.537563 86.306285 \nL 244.565429 118.297422 \nL 244.602584 150.121001 \nL 244.649028 107.793557 \nL 244.667605 91.102646 \nL 244.732627 120.504297 \nL 244.751204 116.60061 \nL 244.816225 135.779464 \nL 244.871957 121.852683 \nL 244.909112 112.837984 \nL 244.955556 125.954401 \nL 244.992711 133.759859 \nL 245.029866 118.148867 \nL 245.039154 118.910256 \nL 245.094887 129.102646 \nL 245.122753 117.429533 \nL 245.234218 109.046525 \nL 245.262084 113.872399 \nL 245.280661 114.920543 \nL 245.299239 108.691097 \nL 245.410703 71.743282 \nL 245.429281 88.271634 \nL 245.485013 161.395106 \nL 245.550034 103.437823 \nL 245.707943 139.498847 \nL 245.735809 123.041314 \nL 245.828696 127.072468 \nL 245.865851 111.99768 \nL 245.921583 125.846207 \nL 245.958738 111.032676 \nL 246.070203 104.581281 \nL 246.01447 113.904581 \nL 246.079492 105.831444 \nL 246.125935 115.731161 \nL 246.153801 104.220853 \nL 246.2374 57.138638 \nL 246.255977 91.754962 \nL 246.302421 164.283291 \nL 246.367442 97.90037 \nL 246.516062 147.096161 \nL 246.543928 132.189149 \nL 246.664681 113.292239 \nL 246.67397 114.689095 \nL 246.729702 124.737929 \nL 246.785435 118.035361 \nL 246.794723 118.407903 \nL 246.813301 115.62233 \nL 246.869033 104.413541 \nL 246.934054 110.280411 \nL 246.971209 119.585417 \nL 247.008364 106.753337 \nL 247.073385 68.125581 \nL 247.101251 105.312354 \nL 247.156984 144.271269 \nL 247.222005 120.811785 \nL 247.277737 108.309421 \nL 247.324181 124.362408 \nL 247.370624 137.359046 \nL 247.426357 122.46563 \nL 247.509955 116.095523 \nL 247.4728 125.192217 \nL 247.54711 117.771186 \nL 247.574976 124.964896 \nL 247.649286 114.997921 \nL 247.853638 77.161457 \nL 247.90937 153.028205 \nL 247.98368 101.419585 \nL 248.123011 140.557469 \nL 248.141588 133.886251 \nL 248.188032 112.527594 \nL 248.271631 114.531828 \nL 248.308785 127.19941 \nL 248.364518 113.200826 \nL 248.383095 111.218974 \nL 248.438828 114.630007 \nL 248.475982 112.38135 \nL 248.513137 116.719719 \nL 248.550292 107.360023 \nL 248.745356 65.904579 \nL 248.587447 112.433158 \nL 248.754644 76.545879 \nL 248.810377 169.119173 \nL 248.866109 93.098271 \nL 249.024017 149.108321 \nL 249.07975 115.486983 \nL 249.089038 113.014866 \nL 249.126193 118.306292 \nL 249.191214 115.067666 \nL 249.228369 121.797875 \nL 249.284102 113.138334 \nL 249.376989 106.751347 \nL 249.404855 110.688091 \nL 249.469876 122.80527 \nL 249.488453 110.29835 \nL 249.544186 72.939386 \nL 249.599918 99.252325 \nL 249.655651 159.109057 \nL 249.711383 101.467368 \nL 249.720672 101.128009 \nL 249.869291 141.760829 \nL 249.897157 130.759624 \nL 249.962178 114.486668 \nL 250.017911 118.823926 \nL 250.045777 121.563026 \nL 250.110798 115.175702 \nL 250.343016 73.110296 \nL 250.352305 83.222131 \nL 250.398748 158.710243 \nL 250.46377 89.137454 \nL 250.612389 141.809474 \nL 250.640255 130.221566 \nL 250.67741 110.922688 \nL 250.761009 113.148697 \nL 250.779586 115.193873 \nL 250.82603 124.19734 \nL 250.863185 114.549813 \nL 250.974649 109.232667 \nL 250.937494 115.516948 \nL 250.983938 110.144753 \nL 251.076825 115.611795 \nL 251.048959 109.788787 \nL 251.095403 111.458907 \nL 251.244022 72.547236 \nL 251.253311 78.132573 \nL 251.309043 172.795532 \nL 251.364776 88.984822 \nL 251.374065 85.556747 \nL 251.401931 105.830218 \nL 251.522684 145.464836 \nL 251.541262 141.314062 \nL 251.587705 110.354789 \nL 251.680592 114.665878 \nL 251.727036 120.561868 \nL 251.764191 114.365353 \nL 251.884944 103.777792 \nL 251.894233 104.157973 \nL 251.940677 112.377646 \nL 251.977832 105.229406 \nL 252.042853 85.3014 \nL 252.080008 102.241866 \nL 252.126451 158.823288 \nL 252.191472 102.669539 \nL 252.200761 101.280146 \nL 252.219338 111.540864 \nL 252.358669 137.741379 \nL 252.432979 109.726902 \nL 252.507289 120.375643 \nL 252.535155 122.674789 \nL 252.581599 116.778892 \nL 252.832394 58.874617 \nL 252.841683 73.237536 \nL 252.897415 172.957152 \nL 252.953148 84.500546 \nL 253.111056 144.304878 \nL 253.148211 116.560485 \nL 253.176077 107.97056 \nL 253.222521 122.328862 \nL 253.259676 115.11479 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255.498258 88.236056 \nL 255.516836 101.302205 \nL 255.646878 142.487549 \nL 255.656167 141.629375 \nL 255.721188 105.780346 \nL 255.814075 117.726709 \nL 255.860518 124.164168 \nL 255.897673 116.765369 \nL 256.037004 109.463556 \nL 256.055582 109.848701 \nL 256.092737 112.400089 \nL 256.120603 107.462695 \nL 256.222779 78.263326 \nL 256.250645 88.261654 \nL 256.306377 162.639552 \nL 256.36211 92.813397 \nL 256.371398 90.278329 \nL 256.399265 107.208176 \nL 256.520018 142.719407 \nL 256.547884 135.704162 \nL 256.603616 111.219923 \nL 256.677926 117.979702 \nL 256.72437 123.147866 \nL 256.789391 118.103178 \nL 256.938011 110.063578 \nL 256.956588 111.753027 \nL 256.965877 112.792312 \nL 256.993743 104.454215 \nL 257.068053 82.204757 \nL 257.114496 97.910302 \nL 257.151651 172.254433 \nL 257.216672 93.055836 \nL 257.225961 86.166544 \nL 257.281693 122.786403 \nL 257.383869 142.89002 \nL 257.328137 116.667432 \nL 257.411735 130.248402 \nL 257.458179 104.778882 \nL 257.541778 112.463517 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264.29468 158.704304 \nL 264.359701 109.702883 \nL 264.36899 108.303522 \nL 264.406145 116.606547 \nL 264.545476 136.260463 \nL 264.461877 111.261621 \nL 264.573342 127.29904 \nL 264.647652 111.693594 \nL 264.703384 114.96659 \nL 264.777694 123.865013 \nL 264.833426 118.898134 \nL 264.917025 109.92612 \nL 264.972757 115.290484 \nL 264.991335 115.736099 \nL 265.009912 115.144034 \nL 265.102799 115.192343 \nL 265.139954 112.877311 \nL 265.279285 118.524432 \nL 265.307151 117.115143 \nL 265.344306 114.677866 \nL 265.400039 117.440199 \nL 265.437193 118.360145 \nL 265.492926 116.589876 \nL 265.567236 112.422612 \nL 265.845897 90.889627 \nL 265.873764 99.710328 \nL 265.948073 135.637483 \nL 266.022383 123.67562 \nL 266.11527 117.139763 \nL 266.161714 122.109354 \nL 266.198869 124.934312 \nL 266.254601 121.80048 \nL 266.375355 116.035011 \nL 266.41251 116.250233 \nL 266.449664 114.054889 \nL 266.561129 93.868452 \nL 266.62615 79.659623 \nL 266.654016 87.840952 \nL 266.719037 142.489324 \nL 266.793347 124.282529 \nL 266.821213 125.362903 \nL 266.84908 122.026926 \nL 266.886234 115.488116 \nL 266.951256 124.301919 \nL 266.979122 126.336941 \nL 267.034854 121.579712 \nL 267.118453 114.809913 \nL 267.174185 117.671686 \nL 267.202051 119.024592 \nL 267.267072 117.653443 \nL 267.452847 110.892645 \nL 267.480713 111.816864 \nL 267.536445 114.738009 \nL 267.610755 113.717976 \nL 267.620044 113.735761 \nL 267.796529 119.085647 \nL 267.824396 118.651742 \nL 268.019459 113.353335 \nL 268.028748 113.414027 \nL 268.038036 113.442211 \nL 268.047325 113.131687 \nL 268.056614 113.251253 \nL 268.103057 111.891218 \nL 268.316698 95.495077 \nL 268.325987 96.093407 \nL 268.400297 122.25254 \nL 268.437451 128.421766 \nL 268.52105 127.957742 \nL 268.604649 120.739432 \nL 268.660381 125.281934 \nL 268.678958 126.001904 \nL 268.725402 123.815351 \nL 268.966909 102.669997 \nL 269.087662 86.151223 \nL 269.115528 95.467914 \nL 269.189838 131.786226 \nL 269.264148 127.713733 \nL 269.282725 127.814374 \nL 269.292014 127.113468 \nL 269.375613 115.27018 \nL 269.440634 120.668793 \nL 269.487077 122.877241 \nL 269.552098 121.521185 \nL 269.61712 119.958882 \nL 269.90507 108.970535 \nL 269.942225 110.564761 \nL 270.248753 119.506263 \nL 270.360217 118.504793 \nL 270.768921 101.391882 \nL 270.787499 101.732519 \nL 270.871097 114.023993 \nL 270.954696 125.310715 \nL 271.019717 124.819422 \nL 271.121893 121.45096 \nL 271.196203 123.404363 \nL 271.205491 123.507 \nL 271.233358 122.652964 \nL 271.242646 122.669175 \nL 271.381977 112.504394 \nL 271.586329 88.351682 \nL 271.614195 97.604497 \nL 271.781392 130.514868 \nL 271.846413 122.283514 \nL 271.883568 118.965743 \nL 271.957878 121.737408 \nL 272.060054 123.775099 \nL 272.097209 123.257217 \nL 272.403737 104.438207 \nL 272.45018 106.081201 \nL 272.728842 119.368964 \nL 272.74742 119.256347 \nL 273.072525 109.925765 \nL 273.221145 102.026577 \nL 273.2583 103.699468 \nL 273.332609 108.433329 \nL 273.536961 124.676915 \nL 273.583405 123.26954 \nL 273.741313 121.302588 \nL 273.797046 123.823227 \nL 273.8342 121.697768 \nL 274.075707 97.225498 \nL 274.150017 105.602367 \nL 274.307925 128.313412 \nL 274.372946 123.80577 \nL 274.428679 120.696702 \nL 274.4937 121.210182 \nL 274.586587 122.623363 \nL 274.642319 121.734253 \nL 274.939559 101.170151 \nL 274.976714 101.747155 \nL 275.264664 122.429612 \nL 275.283241 122.261585 \nL 275.311108 121.94742 \nL 275.7291 102.15938 \nL 275.784833 105.343779 \nL 276.035628 125.85861 \nL 276.147093 125.483908 \nL 276.174959 125.668008 \nL 276.332867 121.718394 \nL 276.565085 100.157094 \nL 276.639395 105.082015 \nL 276.834458 121.304095 \nL 276.862325 120.419347 \nL 276.871613 120.346051 \nL 276.890191 120.793398 \nL 276.955212 121.931368 \nL 276.918057 120.656536 \nL 277.010944 121.41909 \nL 277.401071 99.93859 \nL 277.428937 101.070628 \nL 277.568268 116.403153 \nL 277.651866 122.031174 \nL 277.726176 121.606241 \nL 277.819063 123.551264 \nL 277.865507 123.135682 \nL 278.199901 101.711381 \nL 278.255633 106.23086 \nL 278.469274 123.061881 \nL 278.478563 123.061769 \nL 278.49714 122.569963 \nL 278.552872 123.696603 \nL 278.590027 122.920564 \nL 278.636471 123.759704 \nL 278.673626 122.662413 \nL 278.682915 122.836105 \nL 278.812957 119.467003 \nL 278.998731 104.098607 \nL 279.045175 104.951011 \nL 279.351703 121.427873 \nL 279.453879 119.667178 \nL 279.676808 111.098499 \nL 279.834716 103.309081 \nL 279.88116 105.422191 \nL 280.104089 120.813421 \nL 280.131956 120.360633 \nL 280.141244 120.273886 \nL 280.159822 121.089087 \nL 280.178399 120.612034 \nL 280.271287 122.117619 \nL 280.299153 121.382549 \nL 280.457061 115.311184 \nL 280.614969 105.657454 \nL 280.652124 108.039236 \nL 281.023673 120.450739 \nL 281.051539 119.403611 \nL 281.060828 119.222582 \nL 281.088694 120.290342 \nL 281.11656 121.572475 \nL 281.181582 120.367915 \nL 281.4138 108.572091 \nL 281.423088 108.707828 \nL 281.692461 117.383168 \nL 281.738905 116.146185 \nL 281.757482 118.319634 \nL 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113.973758 \nL 285.556571 116.212152 \nL 285.649458 117.292195 \nL 285.630881 115.929747 \nL 285.668035 116.643501 \nL 285.677324 116.932049 \nL 285.742345 115.921159 \nL 285.7795 115.56241 \nL 285.816655 116.167196 \nL 285.844521 115.68842 \nL 285.872387 116.668437 \nL 285.900254 115.474867 \nL 285.946697 115.895979 \nL 285.974563 113.987493 \nL 286.030296 116.145438 \nL 286.067451 114.862039 \nL 286.076739 114.562208 \nL 286.123183 116.508713 \nL 286.132472 116.665188 \nL 286.178915 115.683456 \nL 286.197493 114.819764 \nL 286.271803 115.931034 \nL 286.281091 115.669651 \nL 286.29038 115.727151 \nL 286.318246 117.27787 \nL 286.411133 116.622953 \nL 286.420422 117.015422 \nL 286.494732 115.535366 \nL 286.504021 115.694035 \nL 286.541176 114.913199 \nL 286.57833 115.355569 \nL 286.671218 113.317361 \nL 286.699084 114.860363 \nL 286.717661 115.638027 \nL 286.764105 113.94358 \nL 286.931302 111.676536 \nL 286.940591 111.784049 \nL 287.052055 114.601933 \nL 287.08921 113.952171 \nL 287.107788 113.296307 \nL 287.182098 114.226329 \nL 287.200675 113.631564 \nL 287.284274 114.585078 \nL 287.247119 113.532151 \nL 287.340006 114.176168 \nL 287.358583 114.003468 \nL 287.377161 114.592819 \nL 287.497914 115.866311 \nL 287.52578 115.650201 \nL 287.590801 116.22122 \nL 287.720844 113.890703 \nL 287.82302 115.556877 \nL 287.74871 113.749065 \nL 287.869463 114.523197 \nL 287.878752 113.930031 \nL 287.96235 115.533405 \nL 288.073815 116.148689 \nL 288.027372 115.113027 \nL 288.083104 115.978846 \nL 288.120259 115.414466 \nL 288.213146 115.676032 \nL 288.222435 115.645505 \nL 288.241012 115.853229 \nL 288.306033 117.001552 \nL 288.352477 115.95627 \nL 288.39892 115.210336 \nL 288.482519 115.382809 \nL 288.612561 116.259757 \nL 288.640427 116.06591 \nL 288.677582 115.705053 \nL 288.751892 116.034898 \nL 288.807624 116.562782 \nL 288.789047 115.690414 \nL 288.863357 116.055768 \nL 288.993399 114.796251 \nL 289.011976 114.919363 \nL 289.049131 114.113677 \nL 289.067709 113.551461 \nL 289.114152 114.445933 \nL 289.151307 114.402587 \nL 289.253483 114.163153 \nL 289.225617 114.89419 \nL 289.272061 114.17811 \nL 289.281349 114.248002 \nL 289.299927 113.868784 \nL 289.34637 113.08581 \nL 289.402103 113.651565 \nL 289.457835 114.144956 \nL 289.49499 113.554548 \nL 289.513567 113.740866 \nL 289.615743 114.565442 \nL 289.64361 114.174901 \nL 289.652898 113.909517 \nL 289.699342 114.351209 \nL 289.755074 114.070528 \nL 289.866539 114.878462 \nL 289.922271 114.522306 \nL 289.940849 114.413066 \nL 289.959426 114.989017 \nL 289.987292 115.627595 \nL 290.052313 114.707239 \nL 290.070891 115.064128 \nL 290.256665 114.318427 \nL 290.275243 114.6336 \nL 290.507461 116.010063 \nL 290.29382 114.583828 \nL 290.526038 115.89066 \nL 290.544616 115.690805 \nL 290.600348 116.010226 \nL 290.683947 116.635318 \nL 290.721102 116.18974 \nL 290.860432 115.717828 \nL 290.934742 115.533532 \nL 290.906876 115.777292 \nL 290.962608 115.751766 \nL 291.009052 115.894534 \nL 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301.180205 114.181166 \nL 301.254515 114.151916 \nL 301.347402 114.443372 \nL 301.393846 114.340383 \nL 301.431001 114.383695 \nL 301.44029 114.436839 \nL 301.607487 115.002583 \nL 301.626064 114.925547 \nL 301.635353 114.877123 \nL 301.718951 115.003586 \nL 301.811839 115.212524 \nL 301.839705 115.150419 \nL 301.848994 115.075683 \nL 301.904726 115.403623 \nL 301.914015 115.368665 \nL 302.099789 115.635119 \nL 302.109078 115.59243 \nL 302.211254 115.429081 \nL 302.248409 115.468429 \nL 302.397028 115.724474 \nL 302.434183 115.623669 \nL 302.508493 115.643235 \nL 302.60138 115.794524 \nL 302.629246 115.745831 \nL 302.842887 115.126164 \nL 302.852176 115.138986 \nL 302.972929 114.925913 \nL 303.140126 114.565998 \nL 303.149415 114.629927 \nL 303.214436 114.489558 \nL 303.242302 114.546156 \nL 303.47452 113.959874 \nL 303.511675 114.071237 \nL 303.641717 114.26257 \nL 303.651006 114.235284 \nL 303.69745 114.408608 \nL 303.9854 114.995406 \nL 304.003978 114.936005 \nL 304.013266 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313.367012 114.661388 \nL 313.469188 114.94464 \nL 313.497054 114.940073 \nL 313.52492 114.838749 \nL 313.59923 114.924345 \nL 313.701406 115.049515 \nL 313.729272 115.021424 \nL 313.738561 114.967125 \nL 313.794293 115.211313 \nL 313.803582 115.165811 \nL 313.952202 115.343381 \nL 314.0358 115.252278 \nL 313.980068 115.374812 \nL 314.063666 115.306471 \nL 314.268018 115.633587 \nL 314.277307 115.611121 \nL 314.323751 115.598749 \nL 314.39806 115.689025 \nL 314.463081 115.808513 \nL 314.518814 115.745818 \nL 314.6953 115.320848 \nL 314.769609 115.242553 \nL 314.946095 114.775517 \nL 314.788187 115.246443 \nL 314.964673 114.810748 \nL 315.085426 114.703019 \nL 315.280489 114.157378 \nL 315.447686 114.305232 \nL 315.456975 114.299211 \nL 315.475552 114.209633 \nL 315.549862 114.365298 \nL 315.605595 114.437964 \nL 315.64275 114.396161 \nL 315.735637 114.56275 \nL 315.837813 114.811157 \nL 315.874968 114.887666 \nL 315.902834 114.784869 \nL 315.949277 114.817549 \nL 316.07932 115.014567 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115.802221 \nL 319.506859 115.267366 \nL 320.119915 113.900025 \nL 320.15707 113.958924 \nL 320.287112 114.132395 \nL 320.2964 114.118549 \nL 320.333555 114.206816 \nL 320.472886 114.433537 \nL 320.556485 114.723559 \nL 320.565773 114.670701 \nL 320.695816 115.034977 \nL 320.705104 115.019898 \nL 320.742259 115.143491 \nL 320.928034 115.634946 \nL 320.937322 115.606982 \nL 321.002344 115.724258 \nL 321.113808 115.886923 \nL 321.160252 115.863548 \nL 321.271717 115.711482 \nL 321.281005 115.765957 \nL 321.633977 115.484638 \nL 322.079836 114.245705 \nL 322.107702 114.273711 \nL 322.237744 114.189038 \nL 322.256321 114.240574 \nL 322.26561 114.265305 \nL 322.312054 114.136972 \nL 322.330631 114.172728 \nL 322.41423 114.053799 \nL 322.451385 114.126004 \nL 322.683603 114.683177 \nL 322.730046 114.821469 \nL 322.739335 114.806372 \nL 322.77649 114.789949 \nL 322.869377 115.008064 \nL 322.92511 115.200682 \nL 322.943687 115.174027 \nL 323.157328 115.482476 \nL 323.250215 115.394562 \nL 323.21306 115.52069 \nL 323.259504 115.499197 \nL 323.417412 115.611108 \nL 323.463856 115.559761 \nL 323.612475 115.27554 \nL 323.668207 115.352906 \nL 323.714651 115.291973 \nL 323.72394 115.244905 \nL 323.79825 115.439061 \nL 323.807538 115.381638 \nL 323.816827 115.414765 \nL 323.835405 115.330798 \nL 323.900426 115.31902 \nL 323.946869 115.400498 \nL 324.216242 114.885481 \nL 324.346284 114.688951 \nL 324.355573 114.704083 \nL 324.615657 114.440959 \nL 324.643524 114.517531 \nL 324.689967 114.392314 \nL 324.717833 114.406975 \nL 324.792143 114.261821 \nL 324.838587 114.340966 \nL 324.875742 114.288978 \nL 324.894319 114.395372 \nL 324.912897 114.395581 \nL 325.042939 114.583756 \nL 325.052227 114.561689 \nL 325.098671 114.695984 \nL 325.154403 114.667559 \nL 325.247291 114.780823 \nL 325.256579 114.754936 \nL 325.312312 114.920673 \nL 325.3216 114.844255 \nL 325.386622 115.044356 \nL 325.442354 115.006419 \nL 325.54453 115.095199 \nL 325.563107 115.083188 \nL 325.683861 115.333469 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114.928944 \nL 327.857422 114.946386 \nL 328.247549 115.466319 \nL 328.293992 115.432786 \nL 328.321858 115.365974 \nL 328.377591 115.502117 \nL 328.396168 115.469847 \nL 328.74914 115.844694 \nL 328.804872 115.718287 \nL 328.981358 115.187024 \nL 328.990647 115.189414 \nL 329.54797 113.926456 \nL 329.566548 113.963469 \nL 330.086716 114.917617 \nL 330.096005 114.860597 \nL 330.226047 115.147858 \nL 330.64404 115.692282 \nL 330.671906 115.660225 \nL 330.746216 115.495808 \nL 330.78337 115.542169 \nL 330.913413 115.647369 \nL 331.043455 115.502705 \nL 330.93199 115.677469 \nL 331.062032 115.512186 \nL 331.136342 115.528754 \nL 331.089898 115.473892 \nL 331.164208 115.483054 \nL 331.340694 115.048437 \nL 331.359271 114.969239 \nL 331.387138 114.964804 \nL 331.898017 114.156055 \nL 331.907306 114.198869 \nL 331.925884 114.152456 \nL 332.232411 114.642152 \nL 332.381031 114.92558 \nL 332.399609 114.909176 \nL 332.408897 114.877839 \nL 332.446052 115.031326 \nL 332.46463 114.999933 \nL 332.585383 115.24222 \nL 332.613249 115.20888 \nL 332.696848 115.152049 \nL 332.641115 115.243323 \nL 332.715425 115.22189 \nL 332.780446 115.132318 \nL 332.82689 115.242428 \nL 332.864045 115.172328 \nL 332.919777 115.276792 \nL 333.012664 115.344519 \nL 332.994087 115.219164 \nL 333.031242 115.287711 \nL 333.170573 115.036529 \nL 333.049819 115.330436 \nL 333.18915 115.075745 \nL 333.430657 115.169509 \nL 333.597854 115.45865 \nL 333.607143 115.422942 \nL 333.644298 115.463996 \nL 333.755762 115.245329 \nL 333.811495 115.286511 \nL 333.830072 115.215054 \nL 333.84865 115.216427 \nL 333.997269 115.015996 \nL 334.06229 115.058444 \nL 334.080868 114.942291 \nL 334.108734 115.025011 \nL 334.303797 114.659812 \nL 334.489572 114.471092 \nL 334.591748 114.420708 \nL 334.526726 114.510914 \nL 334.601036 114.470826 \nL 334.638191 114.519472 \nL 334.666057 114.368005 \nL 334.675346 114.383193 \nL 334.712501 114.274537 \nL 334.768233 114.439749 \nL 334.888987 114.594643 \nL 334.907564 114.520666 \nL 334.991163 114.583676 \nL 335.111916 114.70476 \nL 335.121205 114.664426 \nL 335.139782 114.643662 \nL 335.15836 114.75376 \nL 335.316268 115.104179 \nL 335.325557 115.060612 \nL 335.390578 115.240633 \nL 335.409155 115.153903 \nL 335.511331 115.306437 \nL 335.455599 115.122187 \nL 335.529909 115.279395 \nL 335.539197 115.272915 \nL 335.548486 115.356949 \nL 335.585641 115.359319 \nL 335.604218 115.327196 \nL 335.780704 115.673531 \nL 335.789993 115.648943 \nL 335.827148 115.799853 \nL 335.845725 115.771466 \nL 335.910746 115.92061 \nL 335.966479 115.870051 \nL 336.096521 115.689256 \nL 336.115098 115.640797 \nL 336.189408 115.70515 \nL 336.328739 115.357927 \nL 336.505225 114.784159 \nL 336.514513 114.827576 \nL 336.560957 114.620425 \nL 336.681711 114.178015 \nL 336.709577 114.198875 \nL 336.765309 114.057417 \nL 336.848908 114.118868 \nL 336.858196 114.137257 \nL 336.895351 114.00269 \nL 336.932506 114.071786 \nL 336.941795 114.032877 \nL 336.988238 114.158725 \nL 337.006816 114.106232 \nL 337.016105 114.202914 \nL 337.071837 114.05795 \nL 337.118281 114.133003 \nL 337.164724 114.24352 \nL 337.294766 114.655077 \nL 337.322633 114.641075 \nL 337.48983 115.083607 \nL 337.499118 115.081227 \nL 337.517696 114.989017 \nL 337.545562 115.15751 \nL 337.564139 115.134027 \nL 337.712759 115.504081 \nL 337.749914 115.454487 \nL 337.77778 115.568784 \nL 337.796357 115.538625 \nL 337.805646 115.625761 \nL 337.879956 115.485018 \nL 337.898533 115.510601 \nL 337.907822 115.473064 \nL 337.972843 115.584632 \nL 338.000709 115.544808 \nL 338.084308 115.67549 \nL 338.093597 115.708129 \nL 338.130752 115.606825 \nL 338.167906 115.619789 \nL 338.21435 115.635048 \nL 338.28866 115.536809 \nL 338.316526 115.569089 \nL 338.36297 115.431133 \nL 338.511589 115.19102 \nL 338.845983 114.65814 \nL 338.855272 114.686547 \nL 338.957448 114.438822 \nL 338.976025 114.50909 \nL 339.254687 113.987352 \nL 339.338286 114.048298 \nL 339.514772 114.406852 \nL 339.52406 114.341477 \nL 339.579793 114.545163 \nL 339.59837 114.523109 \nL 339.821299 115.128163 \nL 339.830588 115.085531 \nL 339.867743 115.293595 \nL 339.895609 115.239713 \nL 340.18356 116.150353 \nL 340.230003 116.055513 \nL 340.387912 115.860296 \nL 340.406489 115.912289 \nL 340.452933 115.767342 \nL 340.47151 115.780454 \nL 340.62013 115.500267 \nL 340.778038 115.190003 \nL 340.935946 114.782239 \nL 340.945235 114.825605 \nL 341.010256 114.617477 \nL 341.019545 114.656352 \nL 341.168164 114.264071 \nL 341.177453 114.271046 \nL 341.186742 114.197861 \nL 341.205319 114.200994 \nL 341.223897 114.233969 \nL 341.34465 114.063524 \nL 341.586157 114.160651 \nL 341.85553 114.835989 \nL 342.21779 115.707162 \nL 342.227079 115.69249 \nL 342.245657 115.461268 \nL 342.329255 115.845195 \nL 342.338544 116.022492 \nL 342.384987 115.52471 \nL 342.431431 115.703628 \nL 342.561473 116.176921 \nL 342.607917 116.095269 \nL 342.691515 115.706039 \nL 342.737959 115.864717 \nL 342.9516 115.025839 \nL 343.025909 115.497529 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114.950942 \nL 344.790767 114.744974 \nL 344.883654 114.151418 \nL 344.892943 114.780353 \nL 344.902232 114.758338 \nL 344.91152 114.379368 \nL 344.967253 115.838764 \nL 344.976542 115.787084 \nL 345.022985 116.115097 \nL 345.041563 115.583448 \nL 345.078718 115.759386 \nL 345.088006 115.749451 \nL 345.097295 115.833067 \nL 345.106584 115.537602 \nL 345.162316 116.662342 \nL 345.190182 116.300865 \nL 345.227337 116.932235 \nL 345.255203 118.522272 \nL 345.310936 125.318948 \nL 345.329513 158.753749 \nL 345.394534 112.39388 \nL 345.413112 113.970501 \nL 345.49671 110.4712 \nL 345.440978 115.441447 \nL 345.524576 112.301266 \nL 345.636041 118.606524 \nL 345.663907 117.116443 \nL 345.682485 115.990985 \nL 345.719639 113.859614 \nL 345.756794 119.093432 \nL 345.784661 117.119982 \nL 345.942569 109.488887 \nL 345.970435 110.311966 \nL 345.989013 111.559287 \nL 346.035456 105.998123 \nL 346.146921 92.368141 \nL 346.165498 101.334895 \nL 346.29554 133.964526 \nL 346.304829 130.896346 \nL 346.416294 117.562773 \nL 346.434871 119.405906 \nL 346.509181 136.015415 \nL 346.555625 121.826907 \nL 346.778554 27.451566 \nL 346.797132 77.736076 \nL 346.843575 180.596755 \nL 346.917885 133.076043 \nL 346.973617 74.363723 \nL 347.038638 125.57092 \nL 347.131526 156.484757 \nL 347.159392 135.567178 \nL 347.224413 113.662873 \nL 347.280145 125.80304 \nL 347.326589 145.220535 \nL 347.382321 121.673331 \nL 347.595962 26.054321 \nL 347.614539 44.320448 \nL 347.642405 184.708064 \nL 347.744581 134.576006 \nL 347.781736 76.158573 \nL 347.837469 128.656039 \nL 347.856046 150.008544 \nL 347.948933 138.405222 \nL 348.004666 111.335744 \nL 348.097553 123.000833 \nL 348.134708 125.65452 \nL 348.171863 120.82518 \nL 348.41337 46.396172 \nL 348.422658 59.02715 \nL 348.469102 169.004174 \nL 348.543412 113.919625 \nL 348.5527 118.016299 \nL 348.589855 85.770989 \nL 348.599144 82.124124 \nL 348.62701 102.758955 \nL 348.673454 150.946508 \nL 348.747764 133.599779 \nL 348.803496 108.163783 \nL 348.868517 126.941176 \nL 348.896383 131.117387 \nL 348.961404 123.071942 \nL 349.045003 73.247609 \nL 349.119313 17.083636 \nL 349.128601 40.245488 \nL 349.156468 214.756364 \nL 349.240066 112.916413 \nL 349.258644 114.188518 \nL 349.267932 104.111493 \nL 349.295798 45.29653 \nL 349.36082 149.040206 \nL 349.370108 153.090901 \nL 349.416552 143.227637 \nL 349.444418 144.253319 \nL 349.50015 98.096171 \nL 349.57446 127.636399 \nL 349.602326 140.413479 \nL 349.676636 123.647747 \nL 349.806678 107.707382 \nL 349.853122 122.941271 \nL 349.890277 110.732867 \nL 350.001742 39.055062 \nL 350.01103 57.146569 \nL 350.038896 185.260445 \nL 350.131784 128.901354 \nL 350.150361 116.012657 \nL 350.178227 70.657114 \nL 350.252537 133.828756 \nL 350.308269 145.701167 \nL 350.336136 134.749265 \nL 350.382579 115.359313 \nL 350.466178 119.800643 \nL 350.503333 127.098395 \nL 350.559065 116.710645 \nL 350.772706 51.352803 \nL 350.781994 61.253293 \nL 350.809861 193.323363 \nL 350.902748 112.778966 \nL 350.949191 60.96381 \nL 350.977058 110.130046 \nL 351.060656 147.841334 \nL 351.097811 130.577091 \nL 351.134966 100.007462 \nL 351.209276 119.601242 \nL 351.246431 135.594836 \nL 351.32074 123.207977 \nL 351.450783 107.636234 \nL 351.497226 117.519517 \nL 351.525092 105.660522 \nL 351.627268 55.31216 \nL 351.645846 86.839622 \nL 351.673712 179.771894 \nL 351.75731 127.807491 \nL 351.803754 74.083506 \nL 351.850198 133.345885 \nL 351.859486 132.058642 \nL 351.98024 113.937178 \nL 351.933796 145.449941 \nL 351.998817 118.230446 \nL 352.119571 135.404136 \nL 352.05455 116.195957 \nL 352.138148 127.711052 \nL 352.388944 39.623572 \nL 352.398232 69.391843 \nL 352.41681 194.206799 \nL 352.509697 132.926979 \nL 352.556141 63.57231 \nL 352.630451 117.725625 \nL 352.695472 145.974309 \nL 352.732627 116.251829 \nL 352.760493 122.422149 \nL 352.788359 114.210449 \nL 352.806936 109.759484 \nL 352.862669 125.964755 \nL 352.890535 132.034958 \nL 352.955556 121.241877 \nL 353.067021 106.070247 \nL 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"
     },
     "metadata": {
      "needs_background": "light"
     }
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "source": [],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 121,
   "source": [
    "sf.write('tmp2.wav', waveform, 16000)"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "source": [
    "p = [(f.name, len(list(f.iterdir()))) for f in train_spk_folders][:40]"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "source": [
    "sum([s[1] for s in p])"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "31960"
      ]
     },
     "metadata": {},
     "execution_count": 37
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "source": [
    "batches_per_epoch = 31960//2"
   ],
   "outputs": [],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "source": [
    "100000/batches_per_epoch"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "6.257822277847309"
      ]
     },
     "metadata": {},
     "execution_count": 33
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "source": [
    "batches_per_epoch*2000"
   ],
   "outputs": [
    {
     "output_type": "execute_result",
     "data": {
      "text/plain": [
       "31960000"
      ]
     },
     "metadata": {},
     "execution_count": 38
    }
   ],
   "metadata": {}
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "source": [],
   "outputs": [],
   "metadata": {}
  }
 ],
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