test.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Populating the interactive namespace from numpy and matplotlib\n"
     ]
    }
   ],
   "source": [
    "%pylab inline\n",
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "import pyaudio\n",
    "p = pyaudio.PyAudio()\n",
    "\n",
    "FORMAT = pyaudio.paInt16\n",
    "RATE = 22050\n",
    "CHUNK = 1024\n",
    "CHANNELS = 1\n",
    "\n",
    "stream = p.open(format=FORMAT,\n",
    "                channels=CHANNELS,\n",
    "                rate=RATE,\n",
    "                input=True,\n",
    "                frames_per_buffer=CHUNK)\n",
    "\n",
    "RECORD_SECONDS = 5\n",
    "frames = []\n",
    "\n",
    "for i in range(0, int(RATE / CHUNK * RECORD_SECONDS)):\n",
    "  data = stream.read(CHUNK)\n",
    "  frames.append(data)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<All keys matched successfully>"
      ]
     },
     "execution_count": 32,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from rec import Rec\n",
    "import torch\n",
    "model = Rec()\n",
    "model.load_state_dict(torch.load('models/tinyvoice_1652467718_9.pt'))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([654, 1, 29])\n",
      "tensor([ 0,  0, 21, 21,  9,  9,  6,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  6,  0,  0,  0,  0,  0,  0, 25,  0,  0,  0,  0,  0,  2,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0, 14,  0,  0,  0,  0, 10,  0,  0,  0,  0,\n",
      "         0,  0,  2,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0, 21, 10, 16, 16,  0, 15, 15, 15,  1,  0,  0,  2,  0,  0, 15, 15,  0,\n",
      "         0,  0,  0,  0,  0,  0, 21, 21,  0,  0,  0,  6,  0,  0,  0,  0, 20, 20,\n",
      "         0, 20,  0,  0,  0,  0,  0,  0,  0, 21,  0,  0, 10,  0, 14,  0,  0,  0,\n",
      "         0,  0,  0,  0, 16,  0,  0,  0,  0,  0,  0,  0, 15,  0,  0,  0, 26,  0,\n",
      "         0,  0,  0,  0,  0,  0, 16,  0,  0,  0,  7,  0,  0,  1, 21,  9,  6,  6,\n",
      "         0,  0,  0,  0,  0,  1,  1,  0,  2,  0,  0,  0,  0,  0,  0,  0,  4,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0, 17,  0,  0, 19,\n",
      "        19, 19,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  1,  0,  0,  0,  0, 16,  0,  0, 15,  0,  1,  1,  0,\n",
      "         0, 10,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  1,  3,  0,  0,  0,\n",
      "        13,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  1,  1,  0, 21,  0,  9,  6,\n",
      "         0,  0,  0,  0,  1,  0,  4,  0,  0,  0,  0,  0, 16,  0, 14,  0,  0,  0,\n",
      "        14,  0,  0, 10,  0,  0,  0,  0,  0,  0,  0,  0,  0, 20,  0,  0, 21, 10,\n",
      "        16, 16,  0, 15, 15,  0,  0,  0,  0,  0,  0,  1,  0,  0, 21, 21,  0,  0,\n",
      "        16,  0,  0,  0,  0,  1,  1,  0,  4,  0,  0,  0, 16,  0,  0, 14,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0,  4,  0,  0,  0,  0,  0,  0,  0, 13, 13,\n",
      "         0,  0,  0, 22,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  5,  5,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0,  1, 21,  9,  0,  2,  0,  0,  0,  0, 21, 21,  0,\n",
      "         0,  1,  1,  0,  0,  0,  0,  0,  0,  0,  0,  0, 21,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0, 10,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0,  0,  0,  9,  9,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0, 16,  0,  0, 21,  0,  0,  0,  0, 20,  0,  0,  0,  0,  0,  0,  0,  1,\n",
      "         0,  0, 14,  0,  0,  0, 10,  0,  0,  0,  0,  0,  0,  0,  0,  0,  1,  9,\n",
      "         9,  2,  0,  0,  0,  0, 23,  0,  0,  0,  0,  1,  1,  3,  0,  0,  6,  6,\n",
      "         0,  0, 15, 15,  0,  0,  0,  0,  0,  0,  0,  1,  0,  0,  0,  0,  0,  0,\n",
      "         0,  7,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0, 10,  0,  0,\n",
      "         0,  0,  0,  0, 19, 19,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         5,  5,  5,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,  0,\n",
      "         0,  0,  0,  0,  0,  0])\n",
      "tthheexamiatioonnn annttessstimonyof thee  acprrr on  i bl  the commistioonn tto  comclludd thatt  tihhots mi hhav  beenn firrddd\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_2264096/1632337119.py:2: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n",
      "  val = torch.tensor(load_example('data/LJ037-0171.wav'))\n"
     ]
    }
   ],
   "source": [
    "from rec import load_example, CHARSET\n",
    "val = torch.tensor(load_example('data/LJ037-0171.wav'))\n",
    "#imshow(torch.log10(val).T)\n",
    "mguess = model(val[:, None])\n",
    "#imshow(mguess.detach().numpy()[0])\n",
    "print(mguess.shape)\n",
    "print(mguess[:, 0, :].argmax(dim=1))\n",
    "pp = ''.join([CHARSET[c-1] for c in mguess[:, 0, :].argmax(dim=1).cpu() if c != 0])\n",
    "print(pp)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "167226 frames\n",
      "167226\n",
      "[-15 -14  -6  -2  -9  -4  -7  -9  -1   2]\n"
     ]
    }
   ],
   "source": [
    "import wave\n",
    "import numpy as np\n",
    "\n",
    "wavefile = wave.open(\"LJ037-0171.wav\", \"r\")\n",
    "length = wavefile.getnframes()\n",
    "print(f\"{length} frames\")\n",
    "wavedata = np.frombuffer(wavefile.readframes(length), np.int16)\n",
    "print(len(wavedata))\n",
    "print(wavedata[0:10])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([1, 167226]) 22050\n",
      "torch.Size([1, 80, 654])\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7fd8000ddf10>"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x1152 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import torchaudio\n",
    "waveform, sample_rate = torchaudio.load('data/LJ037-0171.wav', normalize=True)\n",
    "print(waveform.shape, sample_rate)\n",
    "transform = torchaudio.transforms.MelSpectrogram(sample_rate, n_fft=1024, win_length=1024, hop_length=256, n_mels=80)\n",
    "mel_specgram = transform(waveform)\n",
    "print(mel_specgram.shape)\n",
    "figsize(16,16)\n",
    "#imshow(mel_specgram[0])\n",
    "imshow(np.log10(mel_specgram[0]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "got metadata 12492\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "c0f2de578a4a4eb28d4c574b56c8bcc1",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/12492 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([716, 2, 29]) torch.Size([2, 118]) [716, 716] [99, 118]\n",
      "tensor([1980.8480, 1933.0178], grad_fn=<SWhereBackward0>)\n",
      "torch.Size([588, 2, 29]) torch.Size([2, 75]) [588, 588] [75, 72]\n",
      "tensor([1637.0857, 1638.6414], grad_fn=<SWhereBackward0>)\n"
     ]
    },
    {
     "ename": "",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31mCanceled future for execute_request message before replies were done"
     ]
    },
    {
     "ename": "",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31mThe Kernel crashed while executing code in the the current cell or a previous cell. Please review the code in the cell(s) to identify a possible cause of the failure. Click <a href='https://aka.ms/vscodeJupyterKernelCrash'>here</a> for more info. View Jupyter <a href='command:jupyter.viewOutput'>log</a> for further details."
     ]
    }
   ],
   "source": [
    "from rec import train\n",
    "train()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 69,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "got metadata 12492\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "(torch.Size([860, 32, 80]),\n",
       " torch.Size([32, 150]),\n",
       " [860,\n",
       "  813,\n",
       "  812,\n",
       "  790,\n",
       "  773,\n",
       "  766,\n",
       "  751,\n",
       "  749,\n",
       "  711,\n",
       "  702,\n",
       "  679,\n",
       "  667,\n",
       "  656,\n",
       "  603,\n",
       "  599,\n",
       "  589,\n",
       "  535,\n",
       "  531,\n",
       "  516,\n",
       "  512,\n",
       "  500,\n",
       "  496,\n",
       "  478,\n",
       "  452,\n",
       "  447,\n",
       "  435,\n",
       "  354,\n",
       "  335,\n",
       "  309,\n",
       "  288,\n",
       "  257,\n",
       "  232],\n",
       " [131,\n",
       "  138,\n",
       "  136,\n",
       "  147,\n",
       "  134,\n",
       "  145,\n",
       "  116,\n",
       "  122,\n",
       "  121,\n",
       "  136,\n",
       "  117,\n",
       "  131,\n",
       "  130,\n",
       "  124,\n",
       "  116,\n",
       "  97,\n",
       "  80,\n",
       "  102,\n",
       "  87,\n",
       "  79,\n",
       "  91,\n",
       "  90,\n",
       "  88,\n",
       "  77,\n",
       "  83,\n",
       "  60,\n",
       "  77,\n",
       "  49,\n",
       "  58,\n",
       "  54,\n",
       "  39,\n",
       "  42])"
      ]
     },
     "execution_count": 69,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "from rec import get_dataloader\n",
    "x,y,xl,yl = next(iter(get_dataloader()))\n",
    "\n",
    "x.shape, y.shape, xl, yl"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7fa5ac2b9b50>"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dset = LJSpeech()\n",
    "imshow(dset[0][0][0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "12492\n"
     ]
    },
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "72f8372f64ed4e46b0c52c3c680c11a9",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "  0%|          | 0/12492 [00:00<?, ?it/s]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([1, 80, 164]) torch.Size([1, 30]) 164 30\n",
      "torch.Size([1, 80, 443]) torch.Size([1, 89]) 443 89\n",
      "torch.Size([1, 80, 699]) torch.Size([1, 143]) 699 143\n",
      "torch.Size([1, 80, 490]) torch.Size([1, 74]) 699 143\n",
      "torch.Size([1, 80, 723]) torch.Size([1, 94]) 723 143\n",
      "torch.Size([1, 80, 154]) torch.Size([1, 25]) 723 143\n",
      "torch.Size([1, 80, 651]) torch.Size([1, 104]) 723 143\n",
      "torch.Size([1, 80, 760]) torch.Size([1, 115]) 760 143\n",
      "torch.Size([1, 80, 389]) torch.Size([1, 73]) 760 143\n",
      "torch.Size([1, 80, 710]) torch.Size([1, 108]) 760 143\n",
      "torch.Size([1, 80, 223]) torch.Size([1, 43]) 760 143\n",
      "torch.Size([1, 80, 454]) torch.Size([1, 79]) 760 143\n",
      "torch.Size([1, 80, 605]) torch.Size([1, 137]) 760 143\n",
      "torch.Size([1, 80, 645]) torch.Size([1, 124]) 760 143\n",
      "torch.Size([1, 80, 553]) torch.Size([1, 108]) 760 143\n",
      "torch.Size([1, 80, 403]) torch.Size([1, 62]) 760 143\n",
      "torch.Size([1, 80, 742]) torch.Size([1, 126]) 760 143\n",
      "torch.Size([1, 80, 608]) torch.Size([1, 109]) 760 143\n",
      "torch.Size([1, 80, 728]) torch.Size([1, 132]) 760 143\n",
      "torch.Size([1, 80, 677]) torch.Size([1, 99]) 760 143\n",
      "torch.Size([1, 80, 764]) torch.Size([1, 110]) 764 143\n",
      "torch.Size([1, 80, 525]) torch.Size([1, 84]) 764 143\n",
      "torch.Size([1, 80, 831]) torch.Size([1, 137]) 831 143\n",
      "torch.Size([1, 80, 511]) torch.Size([1, 69]) 831 143\n",
      "torch.Size([1, 80, 459]) torch.Size([1, 75]) 831 143\n",
      "torch.Size([1, 80, 596]) torch.Size([1, 95]) 831 143\n",
      "torch.Size([1, 80, 677]) torch.Size([1, 80]) 831 143\n",
      "torch.Size([1, 80, 610]) torch.Size([1, 105]) 831 143\n",
      "torch.Size([1, 80, 593]) torch.Size([1, 98]) 831 143\n",
      "torch.Size([1, 80, 783]) torch.Size([1, 117]) 831 143\n",
      "torch.Size([1, 80, 436]) torch.Size([1, 78]) 831 143\n",
      "torch.Size([1, 80, 632]) torch.Size([1, 96]) 831 143\n",
      "torch.Size([1, 80, 367]) torch.Size([1, 58]) 831 143\n",
      "torch.Size([1, 80, 838]) torch.Size([1, 123]) 838 143\n",
      "torch.Size([1, 80, 324]) torch.Size([1, 61]) 838 143\n",
      "torch.Size([1, 80, 654]) torch.Size([1, 103]) 838 143\n",
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      "torch.Size([1, 80, 374]) torch.Size([1, 65]) 838 143\n",
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      "torch.Size([1, 80, 587]) torch.Size([1, 104]) 838 143\n",
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      "torch.Size([1, 80, 169]) torch.Size([1, 30]) 838 143\n",
      "torch.Size([1, 80, 381]) torch.Size([1, 56]) 838 143\n",
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      "torch.Size([1, 80, 392]) torch.Size([1, 53]) 838 143\n",
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      "torch.Size([1, 80, 431]) torch.Size([1, 74]) 838 143\n",
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      "torch.Size([1, 80, 717]) torch.Size([1, 138]) 838 143\n",
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      "torch.Size([1, 80, 711]) torch.Size([1, 119]) 838 143\n",
      "torch.Size([1, 80, 754]) torch.Size([1, 137]) 838 143\n",
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      "torch.Size([1, 80, 282]) torch.Size([1, 52]) 838 143\n",
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      "torch.Size([1, 80, 688]) torch.Size([1, 105]) 838 143\n",
      "torch.Size([1, 80, 614]) torch.Size([1, 89]) 838 143\n",
      "torch.Size([1, 80, 371]) torch.Size([1, 62]) 838 143\n",
      "torch.Size([1, 80, 362]) torch.Size([1, 60]) 838 143\n",
      "torch.Size([1, 80, 833]) torch.Size([1, 149]) 838 149\n",
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      "torch.Size([1, 80, 401]) torch.Size([1, 80]) 838 149\n",
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      "torch.Size([1, 80, 348]) torch.Size([1, 66]) 838 149\n",
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      "torch.Size([1, 80, 367]) torch.Size([1, 59]) 838 149\n",
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      "torch.Size([1, 80, 550]) torch.Size([1, 107]) 838 149\n",
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      "torch.Size([1, 80, 724]) torch.Size([1, 137]) 838 149\n",
      "torch.Size([1, 80, 231]) torch.Size([1, 44]) 838 149\n",
      "torch.Size([1, 80, 277]) torch.Size([1, 53]) 838 149\n",
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      "torch.Size([1, 80, 860]) torch.Size([1, 138]) 860 149\n",
      "torch.Size([1, 80, 334]) torch.Size([1, 57]) 860 149\n",
      "torch.Size([1, 80, 520]) torch.Size([1, 87]) 860 149\n",
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      "torch.Size([1, 80, 477]) torch.Size([1, 81]) 860 149\n",
      "torch.Size([1, 80, 371]) torch.Size([1, 74]) 860 149\n",
      "torch.Size([1, 80, 496]) torch.Size([1, 90]) 860 149\n",
      "torch.Size([1, 80, 406]) torch.Size([1, 74]) 860 149\n",
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      "torch.Size([1, 80, 536]) torch.Size([1, 85]) 860 149\n",
      "torch.Size([1, 80, 318]) torch.Size([1, 55]) 860 149\n",
      "torch.Size([1, 80, 752]) torch.Size([1, 137]) 860 149\n",
      "torch.Size([1, 80, 531]) torch.Size([1, 100]) 860 149\n",
      "torch.Size([1, 80, 368]) torch.Size([1, 69]) 860 149\n",
      "torch.Size([1, 80, 618]) torch.Size([1, 109]) 860 149\n",
      "torch.Size([1, 80, 412]) torch.Size([1, 86]) 860 149\n",
      "torch.Size([1, 80, 516]) torch.Size([1, 102]) 860 149\n",
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      "torch.Size([1, 80, 528]) torch.Size([1, 111]) 860 149\n",
      "torch.Size([1, 80, 741]) torch.Size([1, 131]) 860 149\n",
      "torch.Size([1, 80, 389]) torch.Size([1, 73]) 860 149\n",
      "torch.Size([1, 80, 558]) torch.Size([1, 91]) 860 149\n",
      "torch.Size([1, 80, 762]) torch.Size([1, 148]) 860 149\n",
      "torch.Size([1, 80, 367]) torch.Size([1, 75]) 860 149\n",
      "torch.Size([1, 80, 444]) torch.Size([1, 80]) 860 149\n",
      "torch.Size([1, 80, 383]) torch.Size([1, 69]) 860 149\n",
      "torch.Size([1, 80, 694]) torch.Size([1, 130]) 860 149\n",
      "torch.Size([1, 80, 725]) torch.Size([1, 121]) 860 149\n",
      "torch.Size([1, 80, 298]) torch.Size([1, 56]) 860 149\n",
      "torch.Size([1, 80, 358]) torch.Size([1, 73]) 860 149\n",
      "torch.Size([1, 80, 807]) torch.Size([1, 133]) 860 149\n",
      "torch.Size([1, 80, 551]) torch.Size([1, 97]) 860 149\n",
      "torch.Size([1, 80, 662]) torch.Size([1, 113]) 860 149\n",
      "torch.Size([1, 80, 231]) torch.Size([1, 39]) 860 149\n",
      "torch.Size([1, 80, 725]) torch.Size([1, 128]) 860 149\n",
      "torch.Size([1, 80, 435]) torch.Size([1, 73]) 860 149\n",
      "torch.Size([1, 80, 641]) torch.Size([1, 107]) 860 149\n",
      "torch.Size([1, 80, 859]) torch.Size([1, 148]) 860 149\n",
      "torch.Size([1, 80, 229]) torch.Size([1, 30]) 860 149\n",
      "torch.Size([1, 80, 839]) torch.Size([1, 142]) 860 149\n",
      "torch.Size([1, 80, 659]) torch.Size([1, 118]) 860 149\n",
      "torch.Size([1, 80, 785]) torch.Size([1, 136]) 860 149\n",
      "torch.Size([1, 80, 215]) torch.Size([1, 49]) 860 149\n",
      "torch.Size([1, 80, 362]) torch.Size([1, 60]) 860 149\n",
      "torch.Size([1, 80, 501]) torch.Size([1, 106]) 860 149\n",
      "torch.Size([1, 80, 399]) torch.Size([1, 78]) 860 149\n",
      "torch.Size([1, 80, 613]) torch.Size([1, 111]) 860 149\n",
      "torch.Size([1, 80, 238]) torch.Size([1, 44]) 860 149\n",
      "torch.Size([1, 80, 617]) torch.Size([1, 114]) 860 149\n",
      "torch.Size([1, 80, 398]) torch.Size([1, 68]) 860 149\n",
      "torch.Size([1, 80, 529]) torch.Size([1, 98]) 860 149\n",
      "torch.Size([1, 80, 741]) torch.Size([1, 119]) 860 149\n",
      "torch.Size([1, 80, 707]) torch.Size([1, 132]) 860 149\n",
      "torch.Size([1, 80, 267]) torch.Size([1, 53]) 860 149\n",
      "torch.Size([1, 80, 655]) torch.Size([1, 106]) 860 149\n",
      "torch.Size([1, 80, 705]) torch.Size([1, 83]) 860 149\n",
      "torch.Size([1, 80, 300]) torch.Size([1, 57]) 860 149\n",
      "torch.Size([1, 80, 864]) torch.Size([1, 145]) 864 149\n",
      "torch.Size([1, 80, 416]) torch.Size([1, 72]) 864 149\n",
      "torch.Size([1, 80, 253]) torch.Size([1, 46]) 864 149\n",
      "torch.Size([1, 80, 707]) torch.Size([1, 127]) 864 149\n",
      "torch.Size([1, 80, 316]) torch.Size([1, 52]) 864 149\n",
      "torch.Size([1, 80, 683]) torch.Size([1, 64]) 864 149\n",
      "torch.Size([1, 80, 269]) torch.Size([1, 39]) 864 149\n",
      "torch.Size([1, 80, 673]) torch.Size([1, 58]) 864 149\n",
      "torch.Size([1, 80, 827]) torch.Size([1, 91]) 864 149\n",
      "torch.Size([1, 80, 174]) torch.Size([1, 33]) 864 149\n",
      "torch.Size([1, 80, 865]) torch.Size([1, 73]) 865 149\n",
      "torch.Size([1, 80, 855]) torch.Size([1, 119]) 865 149\n",
      "torch.Size([1, 80, 520]) torch.Size([1, 71]) 865 149\n",
      "torch.Size([1, 80, 756]) torch.Size([1, 99]) 865 149\n",
      "torch.Size([1, 80, 661]) torch.Size([1, 127]) 865 149\n",
      "torch.Size([1, 80, 622]) torch.Size([1, 115]) 865 149\n",
      "torch.Size([1, 80, 297]) torch.Size([1, 56]) 865 149\n",
      "torch.Size([1, 80, 133]) torch.Size([1, 3]) 865 149\n",
      "torch.Size([1, 80, 783]) torch.Size([1, 142]) 865 149\n",
      "torch.Size([1, 80, 603]) torch.Size([1, 81]) 865 149\n",
      "torch.Size([1, 80, 298]) torch.Size([1, 42]) 865 149\n",
      "torch.Size([1, 80, 753]) torch.Size([1, 109]) 865 149\n",
      "torch.Size([1, 80, 689]) torch.Size([1, 91]) 865 149\n",
      "torch.Size([1, 80, 376]) torch.Size([1, 33]) 865 149\n",
      "torch.Size([1, 80, 759]) torch.Size([1, 134]) 865 149\n",
      "torch.Size([1, 80, 311]) torch.Size([1, 40]) 865 149\n",
      "torch.Size([1, 80, 788]) torch.Size([1, 127]) 865 149\n",
      "torch.Size([1, 80, 852]) torch.Size([1, 134]) 865 149\n",
      "torch.Size([1, 80, 344]) torch.Size([1, 35]) 865 149\n",
      "torch.Size([1, 80, 651]) torch.Size([1, 64]) 865 149\n",
      "torch.Size([1, 80, 767]) torch.Size([1, 69]) 865 149\n",
      "torch.Size([1, 80, 138]) torch.Size([1, 17]) 865 149\n",
      "torch.Size([1, 80, 518]) torch.Size([1, 72]) 865 149\n",
      "torch.Size([1, 80, 394]) torch.Size([1, 60]) 865 149\n",
      "torch.Size([1, 80, 527]) torch.Size([1, 76]) 865 149\n",
      "torch.Size([1, 80, 438]) torch.Size([1, 65]) 865 149\n",
      "torch.Size([1, 80, 497]) torch.Size([1, 82]) 865 149\n",
      "torch.Size([1, 80, 737]) torch.Size([1, 117]) 865 149\n",
      "torch.Size([1, 80, 615]) torch.Size([1, 103]) 865 149\n",
      "torch.Size([1, 80, 663]) torch.Size([1, 85]) 865 149\n",
      "torch.Size([1, 80, 220]) torch.Size([1, 34]) 865 149\n",
      "torch.Size([1, 80, 294]) torch.Size([1, 55]) 865 149\n",
      "torch.Size([1, 80, 754]) torch.Size([1, 140]) 865 149\n",
      "torch.Size([1, 80, 461]) torch.Size([1, 94]) 865 149\n",
      "torch.Size([1, 80, 603]) torch.Size([1, 77]) 865 149\n",
      "torch.Size([1, 80, 444]) torch.Size([1, 65]) 865 149\n",
      "torch.Size([1, 80, 574]) torch.Size([1, 76]) 865 149\n",
      "torch.Size([1, 80, 510]) torch.Size([1, 79]) 865 149\n",
      "torch.Size([1, 80, 458]) torch.Size([1, 58]) 865 149\n",
      "torch.Size([1, 80, 405]) torch.Size([1, 75]) 865 149\n",
      "torch.Size([1, 80, 665]) torch.Size([1, 116]) 865 149\n",
      "torch.Size([1, 80, 752]) torch.Size([1, 127]) 865 149\n",
      "torch.Size([1, 80, 822]) torch.Size([1, 124]) 865 149\n",
      "torch.Size([1, 80, 442]) torch.Size([1, 74]) 865 149\n",
      "torch.Size([1, 80, 656]) torch.Size([1, 116]) 865 149\n",
      "torch.Size([1, 80, 714]) torch.Size([1, 141]) 865 149\n",
      "torch.Size([1, 80, 774]) torch.Size([1, 135]) 865 149\n",
      "torch.Size([1, 80, 495]) torch.Size([1, 90]) 865 149\n",
      "torch.Size([1, 80, 830]) torch.Size([1, 119]) 865 149\n",
      "torch.Size([1, 80, 771]) torch.Size([1, 118]) 865 149\n",
      "torch.Size([1, 80, 726]) torch.Size([1, 131]) 865 149\n",
      "torch.Size([1, 80, 311]) torch.Size([1, 41]) 865 149\n",
      "torch.Size([1, 80, 837]) torch.Size([1, 145]) 865 149\n",
      "torch.Size([1, 80, 669]) torch.Size([1, 111]) 865 149\n",
      "torch.Size([1, 80, 244]) torch.Size([1, 44]) 865 149\n",
      "torch.Size([1, 80, 349]) torch.Size([1, 63]) 865 149\n",
      "torch.Size([1, 80, 620]) torch.Size([1, 114]) 865 149\n",
      "torch.Size([1, 80, 743]) torch.Size([1, 131]) 865 149\n",
      "torch.Size([1, 80, 419]) torch.Size([1, 93]) 865 149\n",
      "torch.Size([1, 80, 841]) torch.Size([1, 149]) 865 149\n",
      "torch.Size([1, 80, 401]) torch.Size([1, 83]) 865 149\n",
      "torch.Size([1, 80, 274]) torch.Size([1, 48]) 865 149\n",
      "torch.Size([1, 80, 595]) torch.Size([1, 104]) 865 149\n",
      "torch.Size([1, 80, 390]) torch.Size([1, 59]) 865 149\n",
      "torch.Size([1, 80, 792]) torch.Size([1, 149]) 865 149\n",
      "torch.Size([1, 80, 432]) torch.Size([1, 67]) 865 149\n",
      "torch.Size([1, 80, 451]) torch.Size([1, 86]) 865 149\n",
      "torch.Size([1, 80, 814]) torch.Size([1, 137]) 865 149\n",
      "torch.Size([1, 80, 287]) torch.Size([1, 44]) 865 149\n",
      "torch.Size([1, 80, 637]) torch.Size([1, 135]) 865 149\n",
      "torch.Size([1, 80, 782]) torch.Size([1, 131]) 865 149\n",
      "torch.Size([1, 80, 830]) torch.Size([1, 130]) 865 149\n",
      "torch.Size([1, 80, 522]) torch.Size([1, 89]) 865 149\n",
      "torch.Size([1, 80, 388]) torch.Size([1, 71]) 865 149\n",
      "torch.Size([1, 80, 553]) torch.Size([1, 97]) 865 149\n",
      "torch.Size([1, 80, 400]) torch.Size([1, 77]) 865 149\n",
      "torch.Size([1, 80, 526]) torch.Size([1, 81]) 865 149\n",
      "torch.Size([1, 80, 418]) torch.Size([1, 72]) 865 149\n",
      "torch.Size([1, 80, 413]) torch.Size([1, 74]) 865 149\n",
      "torch.Size([1, 80, 480]) torch.Size([1, 77]) 865 149\n",
      "torch.Size([1, 80, 815]) torch.Size([1, 124]) 865 149\n",
      "torch.Size([1, 80, 378]) torch.Size([1, 63]) 865 149\n",
      "torch.Size([1, 80, 769]) torch.Size([1, 120]) 865 149\n",
      "torch.Size([1, 80, 643]) torch.Size([1, 113]) 865 149\n",
      "torch.Size([1, 80, 714]) torch.Size([1, 125]) 865 149\n",
      "torch.Size([1, 80, 472]) torch.Size([1, 79]) 865 149\n",
      "torch.Size([1, 80, 410]) torch.Size([1, 59]) 865 149\n",
      "torch.Size([1, 80, 512]) torch.Size([1, 97]) 865 149\n",
      "torch.Size([1, 80, 686]) torch.Size([1, 125]) 865 149\n",
      "torch.Size([1, 80, 713]) torch.Size([1, 129]) 865 149\n",
      "torch.Size([1, 80, 527]) torch.Size([1, 94]) 865 149\n",
      "torch.Size([1, 80, 540]) torch.Size([1, 102]) 865 149\n",
      "torch.Size([1, 80, 842]) torch.Size([1, 131]) 865 149\n",
      "torch.Size([1, 80, 702]) torch.Size([1, 119]) 865 149\n",
      "torch.Size([1, 80, 315]) torch.Size([1, 57]) 865 149\n",
      "torch.Size([1, 80, 377]) torch.Size([1, 65]) 865 149\n",
      "torch.Size([1, 80, 676]) torch.Size([1, 111]) 865 149\n",
      "torch.Size([1, 80, 540]) torch.Size([1, 90]) 865 149\n",
      "torch.Size([1, 80, 340]) torch.Size([1, 58]) 865 149\n",
      "torch.Size([1, 80, 365]) torch.Size([1, 67]) 865 149\n",
      "torch.Size([1, 80, 430]) torch.Size([1, 78]) 865 149\n",
      "torch.Size([1, 80, 419]) torch.Size([1, 60]) 865 149\n",
      "torch.Size([1, 80, 326]) torch.Size([1, 33]) 865 149\n",
      "torch.Size([1, 80, 746]) torch.Size([1, 107]) 865 149\n",
      "torch.Size([1, 80, 689]) torch.Size([1, 127]) 865 149\n",
      "torch.Size([1, 80, 780]) torch.Size([1, 78]) 865 149\n",
      "torch.Size([1, 80, 482]) torch.Size([1, 82]) 865 149\n",
      "torch.Size([1, 80, 462]) torch.Size([1, 69]) 865 149\n",
      "torch.Size([1, 80, 312]) torch.Size([1, 25]) 865 149\n",
      "torch.Size([1, 80, 710]) torch.Size([1, 71]) 865 149\n",
      "torch.Size([1, 80, 615]) torch.Size([1, 49]) 865 149\n",
      "torch.Size([1, 80, 525]) torch.Size([1, 83]) 865 149\n",
      "torch.Size([1, 80, 525]) torch.Size([1, 42]) 865 149\n",
      "torch.Size([1, 80, 660]) torch.Size([1, 61]) 865 149\n",
      "torch.Size([1, 80, 244]) torch.Size([1, 41]) 865 149\n",
      "torch.Size([1, 80, 796]) torch.Size([1, 136]) 865 149\n",
      "torch.Size([1, 80, 822]) torch.Size([1, 140]) 865 149\n",
      "torch.Size([1, 80, 539]) torch.Size([1, 104]) 865 149\n",
      "torch.Size([1, 80, 759]) torch.Size([1, 129]) 865 149\n",
      "torch.Size([1, 80, 247]) torch.Size([1, 38]) 865 149\n",
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      "torch.Size([1, 80, 338]) torch.Size([1, 58]) 865 149\n",
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      "torch.Size([1, 80, 503]) torch.Size([1, 95]) 865 149\n",
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      "torch.Size([1, 80, 417]) torch.Size([1, 66]) 865 149\n",
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      "torch.Size([1, 80, 390]) torch.Size([1, 62]) 865 149\n",
      "torch.Size([1, 80, 528]) torch.Size([1, 98]) 865 149\n",
      "torch.Size([1, 80, 365]) torch.Size([1, 60]) 865 149\n",
      "torch.Size([1, 80, 716]) torch.Size([1, 118]) 865 149\n",
      "torch.Size([1, 80, 775]) torch.Size([1, 127]) 865 149\n",
      "torch.Size([1, 80, 757]) torch.Size([1, 125]) 865 149\n",
      "torch.Size([1, 80, 704]) torch.Size([1, 114]) 865 149\n",
      "torch.Size([1, 80, 780]) torch.Size([1, 123]) 865 149\n",
      "torch.Size([1, 80, 428]) torch.Size([1, 75]) 865 149\n",
      "torch.Size([1, 80, 383]) torch.Size([1, 66]) 865 149\n",
      "torch.Size([1, 80, 601]) torch.Size([1, 111]) 865 149\n",
      "torch.Size([1, 80, 526]) torch.Size([1, 96]) 865 149\n",
      "torch.Size([1, 80, 607]) torch.Size([1, 91]) 865 149\n",
      "torch.Size([1, 80, 621]) torch.Size([1, 108]) 865 149\n",
      "torch.Size([1, 80, 591]) torch.Size([1, 99]) 865 149\n",
      "torch.Size([1, 80, 450]) torch.Size([1, 70]) 865 149\n",
      "torch.Size([1, 80, 787]) torch.Size([1, 128]) 865 149\n",
      "torch.Size([1, 80, 553]) torch.Size([1, 106]) 865 149\n",
      "torch.Size([1, 80, 751]) torch.Size([1, 104]) 865 149\n",
      "torch.Size([1, 80, 714]) torch.Size([1, 114]) 865 149\n",
      "torch.Size([1, 80, 382]) torch.Size([1, 52]) 865 149\n",
      "torch.Size([1, 80, 405]) torch.Size([1, 77]) 865 149\n",
      "torch.Size([1, 80, 553]) torch.Size([1, 82]) 865 149\n",
      "torch.Size([1, 80, 342]) torch.Size([1, 59]) 865 149\n",
      "torch.Size([1, 80, 676]) torch.Size([1, 130]) 865 149\n",
      "torch.Size([1, 80, 813]) torch.Size([1, 136]) 865 149\n",
      "torch.Size([1, 80, 570]) torch.Size([1, 114]) 865 149\n",
      "torch.Size([1, 80, 650]) torch.Size([1, 96]) 865 149\n",
      "torch.Size([1, 80, 312]) torch.Size([1, 55]) 865 149\n",
      "torch.Size([1, 80, 396]) torch.Size([1, 74]) 865 149\n",
      "torch.Size([1, 80, 630]) torch.Size([1, 119]) 865 149\n",
      "torch.Size([1, 80, 720]) torch.Size([1, 111]) 865 149\n",
      "torch.Size([1, 80, 743]) torch.Size([1, 134]) 865 149\n",
      "torch.Size([1, 80, 463]) torch.Size([1, 78]) 865 149\n",
      "torch.Size([1, 80, 281]) torch.Size([1, 45]) 865 149\n",
      "torch.Size([1, 80, 566]) torch.Size([1, 72]) 865 149\n",
      "torch.Size([1, 80, 551]) torch.Size([1, 101]) 865 149\n",
      "torch.Size([1, 80, 475]) torch.Size([1, 77]) 865 149\n",
      "torch.Size([1, 80, 743]) torch.Size([1, 125]) 865 149\n",
      "torch.Size([1, 80, 868]) torch.Size([1, 136]) 868 149\n",
      "torch.Size([1, 80, 394]) torch.Size([1, 75]) 868 149\n",
      "torch.Size([1, 80, 687]) torch.Size([1, 119]) 868 149\n",
      "torch.Size([1, 80, 834]) torch.Size([1, 149]) 868 149\n",
      "torch.Size([1, 80, 777]) torch.Size([1, 118]) 868 149\n",
      "torch.Size([1, 80, 628]) torch.Size([1, 105]) 868 149\n",
      "torch.Size([1, 80, 341]) torch.Size([1, 38]) 868 149\n",
      "torch.Size([1, 80, 717]) torch.Size([1, 135]) 868 149\n",
      "torch.Size([1, 80, 477]) torch.Size([1, 85]) 868 149\n",
      "torch.Size([1, 80, 809]) torch.Size([1, 145]) 868 149\n",
      "torch.Size([1, 80, 398]) torch.Size([1, 67]) 868 149\n",
      "torch.Size([1, 80, 615]) torch.Size([1, 101]) 868 149\n",
      "torch.Size([1, 80, 830]) torch.Size([1, 120]) 868 149\n",
      "torch.Size([1, 80, 806]) torch.Size([1, 133]) 868 149\n",
      "torch.Size([1, 80, 529]) torch.Size([1, 96]) 868 149\n",
      "torch.Size([1, 80, 619]) torch.Size([1, 108]) 868 149\n",
      "torch.Size([1, 80, 809]) torch.Size([1, 141]) 868 149\n",
      "torch.Size([1, 80, 384]) torch.Size([1, 64]) 868 149\n",
      "torch.Size([1, 80, 569]) torch.Size([1, 109]) 868 149\n",
      "torch.Size([1, 80, 292]) torch.Size([1, 47]) 868 149\n",
      "torch.Size([1, 80, 779]) torch.Size([1, 135]) 868 149\n",
      "torch.Size([1, 80, 801]) torch.Size([1, 130]) 868 149\n",
      "torch.Size([1, 80, 614]) torch.Size([1, 98]) 868 149\n",
      "torch.Size([1, 80, 558]) torch.Size([1, 90]) 868 149\n",
      "torch.Size([1, 80, 619]) torch.Size([1, 101]) 868 149\n",
      "torch.Size([1, 80, 396]) torch.Size([1, 75]) 868 149\n",
      "torch.Size([1, 80, 794]) torch.Size([1, 143]) 868 149\n",
      "torch.Size([1, 80, 566]) torch.Size([1, 94]) 868 149\n",
      "torch.Size([1, 80, 563]) torch.Size([1, 106]) 868 149\n",
      "torch.Size([1, 80, 870]) torch.Size([1, 144]) 870 149\n",
      "torch.Size([1, 80, 611]) torch.Size([1, 95]) 870 149\n",
      "torch.Size([1, 80, 522]) torch.Size([1, 82]) 870 149\n",
      "torch.Size([1, 80, 708]) torch.Size([1, 122]) 870 149\n",
      "torch.Size([1, 80, 610]) torch.Size([1, 108]) 870 149\n",
      "torch.Size([1, 80, 512]) torch.Size([1, 97]) 870 149\n",
      "torch.Size([1, 80, 768]) torch.Size([1, 133]) 870 149\n",
      "torch.Size([1, 80, 561]) torch.Size([1, 105]) 870 149\n",
      "torch.Size([1, 80, 474]) torch.Size([1, 90]) 870 149\n",
      "torch.Size([1, 80, 384]) torch.Size([1, 57]) 870 149\n",
      "torch.Size([1, 80, 672]) torch.Size([1, 118]) 870 149\n",
      "torch.Size([1, 80, 680]) torch.Size([1, 116]) 870 149\n",
      "torch.Size([1, 80, 863]) torch.Size([1, 123]) 870 149\n",
      "torch.Size([1, 80, 501]) torch.Size([1, 78]) 870 149\n",
      "torch.Size([1, 80, 668]) torch.Size([1, 99]) 870 149\n",
      "torch.Size([1, 80, 813]) torch.Size([1, 90]) 870 149\n",
      "torch.Size([1, 80, 572]) torch.Size([1, 89]) 870 149\n",
      "torch.Size([1, 80, 364]) torch.Size([1, 71]) 870 149\n",
      "torch.Size([1, 80, 196]) torch.Size([1, 32]) 870 149\n",
      "torch.Size([1, 80, 706]) torch.Size([1, 126]) 870 149\n",
      "torch.Size([1, 80, 548]) torch.Size([1, 106]) 870 149\n",
      "torch.Size([1, 80, 502]) torch.Size([1, 86]) 870 149\n",
      "torch.Size([1, 80, 424]) torch.Size([1, 69]) 870 149\n",
      "torch.Size([1, 80, 449]) torch.Size([1, 88]) 870 149\n",
      "torch.Size([1, 80, 690]) torch.Size([1, 128]) 870 149\n",
      "torch.Size([1, 80, 584]) torch.Size([1, 92]) 870 149\n",
      "torch.Size([1, 80, 730]) torch.Size([1, 122]) 870 149\n",
      "torch.Size([1, 80, 779]) torch.Size([1, 128]) 870 149\n",
      "torch.Size([1, 80, 262]) torch.Size([1, 47]) 870 149\n",
      "torch.Size([1, 80, 648]) torch.Size([1, 105]) 870 149\n",
      "torch.Size([1, 80, 327]) torch.Size([1, 61]) 870 149\n",
      "torch.Size([1, 80, 615]) torch.Size([1, 111]) 870 149\n",
      "torch.Size([1, 80, 757]) torch.Size([1, 134]) 870 149\n",
      "torch.Size([1, 80, 223]) torch.Size([1, 37]) 870 149\n",
      "torch.Size([1, 80, 667]) torch.Size([1, 107]) 870 149\n",
      "torch.Size([1, 80, 480]) torch.Size([1, 97]) 870 149\n",
      "torch.Size([1, 80, 655]) torch.Size([1, 116]) 870 149\n",
      "torch.Size([1, 80, 808]) torch.Size([1, 141]) 870 149\n",
      "torch.Size([1, 80, 576]) torch.Size([1, 106]) 870 149\n",
      "torch.Size([1, 80, 279]) torch.Size([1, 41]) 870 149\n",
      "torch.Size([1, 80, 639]) torch.Size([1, 104]) 870 149\n",
      "torch.Size([1, 80, 475]) torch.Size([1, 77]) 870 149\n",
      "torch.Size([1, 80, 761]) torch.Size([1, 134]) 870 149\n",
      "torch.Size([1, 80, 553]) torch.Size([1, 99]) 870 149\n",
      "torch.Size([1, 80, 327]) torch.Size([1, 68]) 870 149\n",
      "torch.Size([1, 80, 649]) torch.Size([1, 86]) 870 149\n",
      "torch.Size([1, 80, 562]) torch.Size([1, 74]) 870 149\n",
      "torch.Size([1, 80, 520]) torch.Size([1, 88]) 870 149\n",
      "torch.Size([1, 80, 446]) torch.Size([1, 82]) 870 149\n",
      "torch.Size([1, 80, 441]) torch.Size([1, 78]) 870 149\n",
      "torch.Size([1, 80, 788]) torch.Size([1, 150]) 870 150\n",
      "torch.Size([1, 80, 482]) torch.Size([1, 82]) 870 150\n",
      "torch.Size([1, 80, 499]) torch.Size([1, 92]) 870 150\n",
      "torch.Size([1, 80, 405]) torch.Size([1, 54]) 870 150\n",
      "torch.Size([1, 80, 276]) torch.Size([1, 53]) 870 150\n",
      "torch.Size([1, 80, 729]) torch.Size([1, 144]) 870 150\n",
      "torch.Size([1, 80, 606]) torch.Size([1, 112]) 870 150\n",
      "torch.Size([1, 80, 442]) torch.Size([1, 75]) 870 150\n",
      "torch.Size([1, 80, 724]) torch.Size([1, 122]) 870 150\n",
      "torch.Size([1, 80, 543]) torch.Size([1, 91]) 870 150\n",
      "torch.Size([1, 80, 212]) torch.Size([1, 21]) 870 150\n",
      "torch.Size([1, 80, 673]) torch.Size([1, 103]) 870 150\n",
      "torch.Size([1, 80, 781]) torch.Size([1, 111]) 870 150\n",
      "torch.Size([1, 80, 727]) torch.Size([1, 129]) 870 150\n",
      "torch.Size([1, 80, 770]) torch.Size([1, 123]) 870 150\n",
      "torch.Size([1, 80, 767]) torch.Size([1, 118]) 870 150\n",
      "torch.Size([1, 80, 766]) torch.Size([1, 121]) 870 150\n",
      "torch.Size([1, 80, 746]) torch.Size([1, 128]) 870 150\n",
      "torch.Size([1, 80, 317]) torch.Size([1, 50]) 870 150\n",
      "torch.Size([1, 80, 629]) torch.Size([1, 113]) 870 150\n",
      "torch.Size([1, 80, 725]) torch.Size([1, 114]) 870 150\n",
      "torch.Size([1, 80, 314]) torch.Size([1, 48]) 870 150\n",
      "torch.Size([1, 80, 697]) torch.Size([1, 115]) 870 150\n",
      "torch.Size([1, 80, 541]) torch.Size([1, 100]) 870 150\n",
      "torch.Size([1, 80, 501]) torch.Size([1, 85]) 870 150\n",
      "torch.Size([1, 80, 454]) torch.Size([1, 79]) 870 150\n",
      "torch.Size([1, 80, 464]) torch.Size([1, 81]) 870 150\n",
      "torch.Size([1, 80, 210]) torch.Size([1, 38]) 870 150\n",
      "torch.Size([1, 80, 797]) torch.Size([1, 129]) 870 150\n",
      "torch.Size([1, 80, 859]) torch.Size([1, 143]) 870 150\n",
      "torch.Size([1, 80, 549]) torch.Size([1, 80]) 870 150\n",
      "torch.Size([1, 80, 432]) torch.Size([1, 61]) 870 150\n",
      "torch.Size([1, 80, 829]) torch.Size([1, 137]) 870 150\n",
      "torch.Size([1, 80, 531]) torch.Size([1, 94]) 870 150\n",
      "torch.Size([1, 80, 806]) torch.Size([1, 100]) 870 150\n",
      "torch.Size([1, 80, 662]) torch.Size([1, 88]) 870 150\n",
      "torch.Size([1, 80, 819]) torch.Size([1, 126]) 870 150\n",
      "torch.Size([1, 80, 504]) torch.Size([1, 86]) 870 150\n",
      "torch.Size([1, 80, 673]) torch.Size([1, 124]) 870 150\n",
      "torch.Size([1, 80, 631]) torch.Size([1, 96]) 870 150\n",
      "torch.Size([1, 80, 594]) torch.Size([1, 82]) 870 150\n",
      "torch.Size([1, 80, 590]) torch.Size([1, 103]) 870 150\n",
      "torch.Size([1, 80, 852]) torch.Size([1, 138]) 870 150\n",
      "torch.Size([1, 80, 560]) torch.Size([1, 89]) 870 150\n",
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      "torch.Size([1, 80, 640]) torch.Size([1, 101]) 870 150\n",
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      "torch.Size([1, 80, 504]) torch.Size([1, 69]) 870 150\n",
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      "torch.Size([1, 80, 185]) torch.Size([1, 35]) 870 150\n",
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      "torch.Size([1, 80, 620]) torch.Size([1, 97]) 870 150\n",
      "torch.Size([1, 80, 591]) torch.Size([1, 114]) 870 150\n",
      "torch.Size([1, 80, 507]) torch.Size([1, 110]) 870 150\n",
      "torch.Size([1, 80, 463]) torch.Size([1, 89]) 870 150\n",
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      "torch.Size([1, 80, 382]) torch.Size([1, 60]) 870 150\n",
      "torch.Size([1, 80, 697]) torch.Size([1, 127]) 870 150\n",
      "torch.Size([1, 80, 395]) torch.Size([1, 72]) 870 150\n",
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      "torch.Size([1, 80, 802]) torch.Size([1, 131]) 870 150\n",
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      "torch.Size([1, 80, 646]) torch.Size([1, 115]) 870 150\n",
      "torch.Size([1, 80, 794]) torch.Size([1, 133]) 870 150\n",
      "torch.Size([1, 80, 861]) torch.Size([1, 148]) 870 150\n",
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      "torch.Size([1, 80, 459]) torch.Size([1, 71]) 870 150\n",
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      "torch.Size([1, 80, 328]) torch.Size([1, 68]) 870 150\n",
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      "torch.Size([1, 80, 461]) torch.Size([1, 76]) 870 150\n",
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      "torch.Size([1, 80, 710]) torch.Size([1, 138]) 870 150\n",
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      "torch.Size([1, 80, 398]) torch.Size([1, 77]) 870 150\n",
      "torch.Size([1, 80, 577]) torch.Size([1, 116]) 870 150\n",
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      "torch.Size([1, 80, 869]) torch.Size([1, 142]) 870 150\n",
      "torch.Size([1, 80, 524]) torch.Size([1, 100]) 870 150\n",
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      "torch.Size([1, 80, 466]) torch.Size([1, 87]) 870 150\n",
      "torch.Size([1, 80, 568]) torch.Size([1, 102]) 870 150\n",
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      "torch.Size([1, 80, 126]) torch.Size([1, 22]) 870 150\n",
      "torch.Size([1, 80, 536]) torch.Size([1, 99]) 870 150\n",
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      "torch.Size([1, 80, 549]) torch.Size([1, 98]) 870 150\n",
      "torch.Size([1, 80, 465]) torch.Size([1, 86]) 870 150\n",
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      "torch.Size([1, 80, 452]) torch.Size([1, 75]) 870 150\n",
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      "torch.Size([1, 80, 570]) torch.Size([1, 103]) 870 150\n",
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      "torch.Size([1, 80, 203]) torch.Size([1, 27]) 870 150\n",
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      "torch.Size([1, 80, 243]) torch.Size([1, 38]) 870 150\n",
      "torch.Size([1, 80, 847]) torch.Size([1, 148]) 870 150\n",
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      "torch.Size([1, 80, 747]) torch.Size([1, 136]) 870 150\n",
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      "torch.Size([1, 80, 320]) torch.Size([1, 64]) 870 150\n",
      "torch.Size([1, 80, 682]) torch.Size([1, 111]) 870 150\n",
      "torch.Size([1, 80, 319]) torch.Size([1, 62]) 870 150\n",
      "torch.Size([1, 80, 814]) torch.Size([1, 150]) 870 150\n",
      "torch.Size([1, 80, 282]) torch.Size([1, 54]) 870 150\n",
      "torch.Size([1, 80, 787]) torch.Size([1, 132]) 870 150\n",
      "torch.Size([1, 80, 826]) torch.Size([1, 147]) 870 150\n",
      "torch.Size([1, 80, 636]) torch.Size([1, 116]) 870 150\n",
      "torch.Size([1, 80, 516]) torch.Size([1, 105]) 870 150\n",
      "torch.Size([1, 80, 359]) torch.Size([1, 66]) 870 150\n",
      "torch.Size([1, 80, 506]) torch.Size([1, 73]) 870 150\n",
      "torch.Size([1, 80, 591]) torch.Size([1, 98]) 870 150\n",
      "torch.Size([1, 80, 509]) torch.Size([1, 105]) 870 150\n",
      "torch.Size([1, 80, 809]) torch.Size([1, 139]) 870 150\n",
      "torch.Size([1, 80, 343]) torch.Size([1, 69]) 870 150\n",
      "torch.Size([1, 80, 623]) torch.Size([1, 118]) 870 150\n",
      "torch.Size([1, 80, 797]) torch.Size([1, 148]) 870 150\n",
      "torch.Size([1, 80, 734]) torch.Size([1, 125]) 870 150\n",
      "torch.Size([1, 80, 447]) torch.Size([1, 80]) 870 150\n",
      "torch.Size([1, 80, 784]) torch.Size([1, 129]) 870 150\n",
      "torch.Size([1, 80, 587]) torch.Size([1, 103]) 870 150\n",
      "torch.Size([1, 80, 844]) torch.Size([1, 144]) 870 150\n",
      "torch.Size([1, 80, 768]) torch.Size([1, 125]) 870 150\n",
      "torch.Size([1, 80, 713]) torch.Size([1, 126]) 870 150\n",
      "torch.Size([1, 80, 340]) torch.Size([1, 56]) 870 150\n",
      "torch.Size([1, 80, 599]) torch.Size([1, 123]) 870 150\n",
      "torch.Size([1, 80, 502]) torch.Size([1, 98]) 870 150\n",
      "torch.Size([1, 80, 384]) torch.Size([1, 61]) 870 150\n",
      "torch.Size([1, 80, 641]) torch.Size([1, 106]) 870 150\n",
      "torch.Size([1, 80, 420]) torch.Size([1, 73]) 870 150\n",
      "torch.Size([1, 80, 405]) torch.Size([1, 71]) 870 150\n",
      "torch.Size([1, 80, 620]) torch.Size([1, 107]) 870 150\n",
      "torch.Size([1, 80, 627]) torch.Size([1, 112]) 870 150\n",
      "torch.Size([1, 80, 810]) torch.Size([1, 142]) 870 150\n",
      "torch.Size([1, 80, 327]) torch.Size([1, 67]) 870 150\n",
      "torch.Size([1, 80, 498]) torch.Size([1, 79]) 870 150\n",
      "torch.Size([1, 80, 853]) torch.Size([1, 141]) 870 150\n",
      "torch.Size([1, 80, 591]) torch.Size([1, 102]) 870 150\n",
      "torch.Size([1, 80, 545]) torch.Size([1, 81]) 870 150\n",
      "torch.Size([1, 80, 718]) torch.Size([1, 110]) 870 150\n",
      "torch.Size([1, 80, 760]) torch.Size([1, 116]) 870 150\n",
      "torch.Size([1, 80, 315]) torch.Size([1, 52]) 870 150\n",
      "torch.Size([1, 80, 558]) torch.Size([1, 100]) 870 150\n",
      "torch.Size([1, 80, 363]) torch.Size([1, 74]) 870 150\n",
      "torch.Size([1, 80, 293]) torch.Size([1, 50]) 870 150\n",
      "torch.Size([1, 80, 592]) torch.Size([1, 103]) 870 150\n",
      "torch.Size([1, 80, 686]) torch.Size([1, 110]) 870 150\n",
      "torch.Size([1, 80, 520]) torch.Size([1, 103]) 870 150\n"
     ]
    },
    {
     "ename": "KeyboardInterrupt",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m                         Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_1734759/2443415731.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m      8\u001b[0m \u001b[0mnns\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m      9\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mi\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mtrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdset\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 10\u001b[0;31m   \u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0my\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mdset\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mi\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     11\u001b[0m   \u001b[0mmm\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmax\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshape\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m2\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmm\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     12\u001b[0m   \u001b[0mnn\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmax\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshape\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnn\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/fun/selftalk/rec.py\u001b[0m in \u001b[0;36m__getitem__\u001b[0;34m(self, idx)\u001b[0m\n\u001b[1;32m     36\u001b[0m     \u001b[0mwaveform\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0msample_rate\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mtorchaudio\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mload\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mx\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnormalize\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     37\u001b[0m     \u001b[0;32massert\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0msample_rate\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msample_rate\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 38\u001b[0;31m     \u001b[0mmel_specgram\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtransform\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mwaveform\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     39\u001b[0m     \u001b[0;31m# 0 is blank\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     40\u001b[0m     \u001b[0;32mreturn\u001b[0m \u001b[0;36m10\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlog10\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmel_specgram\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtorch\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtensor\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0my\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m   1100\u001b[0m         if not (self._backward_hooks or self._forward_hooks or self._forward_pre_hooks or _global_backward_hooks\n\u001b[1;32m   1101\u001b[0m                 or _global_forward_hooks or _global_forward_pre_hooks):\n\u001b[0;32m-> 1102\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mforward_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1103\u001b[0m         \u001b[0;31m# Do not call functions when jit is used\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1104\u001b[0m         \u001b[0mfull_backward_hooks\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnon_full_backward_hooks\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torchaudio/transforms.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, waveform)\u001b[0m\n\u001b[1;32m    585\u001b[0m             \u001b[0mTensor\u001b[0m\u001b[0;34m:\u001b[0m \u001b[0mMel\u001b[0m \u001b[0mfrequency\u001b[0m \u001b[0mspectrogram\u001b[0m \u001b[0mof\u001b[0m \u001b[0msize\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0;34m...\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;31m \u001b[0m\u001b[0;31m`\u001b[0m\u001b[0;31m`\u001b[0m\u001b[0mn_mels\u001b[0m\u001b[0;31m`\u001b[0m\u001b[0;31m`\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtime\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    586\u001b[0m         \"\"\"\n\u001b[0;32m--> 587\u001b[0;31m         \u001b[0mspecgram\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mspectrogram\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mwaveform\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    588\u001b[0m         \u001b[0mmel_specgram\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmel_scale\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mspecgram\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    589\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mmel_specgram\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/nn/modules/module.py\u001b[0m in \u001b[0;36m_call_impl\u001b[0;34m(self, *input, **kwargs)\u001b[0m\n\u001b[1;32m   1100\u001b[0m         if not (self._backward_hooks or self._forward_hooks or self._forward_pre_hooks or _global_backward_hooks\n\u001b[1;32m   1101\u001b[0m                 or _global_forward_hooks or _global_forward_pre_hooks):\n\u001b[0;32m-> 1102\u001b[0;31m             \u001b[0;32mreturn\u001b[0m \u001b[0mforward_call\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m**\u001b[0m\u001b[0mkwargs\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1103\u001b[0m         \u001b[0;31m# Do not call functions when jit is used\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1104\u001b[0m         \u001b[0mfull_backward_hooks\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mnon_full_backward_hooks\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torchaudio/transforms.py\u001b[0m in \u001b[0;36mforward\u001b[0;34m(self, waveform)\u001b[0m\n\u001b[1;32m    122\u001b[0m             \u001b[0mFourier\u001b[0m \u001b[0mbins\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;32mand\u001b[0m \u001b[0mtime\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0mthe\u001b[0m \u001b[0mnumber\u001b[0m \u001b[0mof\u001b[0m \u001b[0mwindow\u001b[0m \u001b[0mhops\u001b[0m \u001b[0;34m(\u001b[0m\u001b[0mn_frame\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    123\u001b[0m         \"\"\"\n\u001b[0;32m--> 124\u001b[0;31m         return F.spectrogram(\n\u001b[0m\u001b[1;32m    125\u001b[0m             \u001b[0mwaveform\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    126\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpad\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torchaudio/functional/functional.py\u001b[0m in \u001b[0;36mspectrogram\u001b[0;34m(waveform, pad, window, n_fft, hop_length, win_length, power, normalized, center, pad_mode, onesided, return_complex)\u001b[0m\n\u001b[1;32m    111\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    112\u001b[0m     \u001b[0;31m# default values are consistent with librosa.core.spectrum._spectrogram\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 113\u001b[0;31m     spec_f = torch.stft(\n\u001b[0m\u001b[1;32m    114\u001b[0m         \u001b[0minput\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mwaveform\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    115\u001b[0m         \u001b[0mn_fft\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mn_fft\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/functional.py\u001b[0m in \u001b[0;36mstft\u001b[0;34m(input, n_fft, hop_length, win_length, window, center, pad_mode, normalized, onesided, return_complex)\u001b[0m\n\u001b[1;32m    570\u001b[0m         \u001b[0minput\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mF\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mpad\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mview\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mextended_shape\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0mpad\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpad\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mpad_mode\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    571\u001b[0m         \u001b[0minput\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0minput\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mview\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0minput\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mshape\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m-\u001b[0m\u001b[0msignal_dim\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 572\u001b[0;31m     return _VF.stft(input, n_fft, hop_length, win_length, window,  # type: ignore[attr-defined]\n\u001b[0m\u001b[1;32m    573\u001b[0m                     normalized, onesided, return_complex)\n\u001b[1;32m    574\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mKeyboardInterrupt\u001b[0m: "
     ]
    }
   ],
   "source": [
    "from rec import LJSpeech\n",
    "from tqdm.auto import trange\n",
    "\n",
    "dset = LJSpeech()\n",
    "print(len(dset))\n",
    "mm = 0\n",
    "nn = 0\n",
    "nns = []\n",
    "for i in trange(len(dset)):\n",
    "  x,y = dset[i]\n",
    "  mm = max(x.shape[2], mm)\n",
    "  nn = max(y.shape[1], nn)\n",
    "  nns.append(y.shape[1])\n",
    "  print(x.shape, y.shape, mm, nn)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(12434, 13089)"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len([x[1] for x in dset.meta if len(x[1]) < 150]), len(dset.meta)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "torch.Size([1, 167226]) 22050\n",
      "torch.Size([1, 80, 654])\n"
     ]
    }
   ],
   "source": [
    "import torchaudio\n",
    "waveform, sample_rate = torchaudio.load('LJ037-0171.wav', normalize=True)\n",
    "print(waveform.shape, sample_rate)\n",
    "# from HiFi-GAN\n",
    "transform = torchaudio.transforms.MelSpectrogram(sample_rate, n_fft=1024, win_length=1024, hop_length=256, n_mels=80)\n",
    "mel_specgram = transform(waveform)\n",
    "print(mel_specgram.shape)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f7f34db1be0>"
      ]
     },
     "execution_count": 63,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 864x864 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import librosa\n",
    "figsize(12,12)\n",
    "imshow(librosa.power_to_db(mel_specgram[0])[:, 0:86])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(7.583945578231292, 653.2265625, 86.1328125)"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "167226/22050, 167226/256, 22050/256"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x7f7f1d400a00>"
      ]
     },
     "execution_count": 58,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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lWdwFCF3Gm8GTafdMe8enOWxtf9JeTjlw0+TJ7dh9785oAaB7Tv5o+shYNjbn+y/ug5X+rPp8/v5u7iVIxW1tAIAI27Hp3TrIs8aVxPExAKUHLGD33eTYrewOM7ksIxanlaqctZrEHrD9RUWN/Q70M+fWdGgdgDK0Z5FA2J6FZEHVsFG7VwZC1vt8xUykt2XsrR76ii0QMu1A197GoNpkU1iBtDKgwHAdgHxo7yfu9XyzSXxNAdfTLfApDkCek8jPYb8f62jzrDpG16j081R0jXObbzOiOVILsN2CWPR6foC2H1HlhV5X7IAjd85E5hvA3uv6tsfgwSyR+XDw0IPWgBv7r9YS+/UpI9xhNIeIavuAy/Jun9n+y4fg37udxKaoA1AnVpDA5rOBMyEryF0UHLjRgybfd69357lGQrbzOQIcGFXPpoP99l2zPken16m2s+DOm9rOPYDk+8/27Gb7ktvrLACa3Zs7uaTEjgRsJ7TMHVvrbl2o2wP9GdnZ9arP41XXKDPqIPNNLA6ir7PdO2EvB+3adi2zsU1eUttnt4CRv68DDl7tJ4bvXfNxTLfGhXbEDflQk5UGVrV57QDBHgTsZNUuoA6TjS2wb2CMgVkOaPJ+/ZpNzkhXUluJdnsjZG56hPS5Xtmfr++t1w39vJdBnicfJQDk9omOkJvt1+ulkEV2cmr2+M6etP1LN+tELUDhYA/IQTyTsTKP3ZlEfw/ynp4oUqeb58X+mtzJlX6tfHTX2dl/9tLN9+xsazT5stNPnX0VF7V7R9Xfvbzu/P4yKBDV2Tq1s7N7ObSdSLEEnYeZdj6y252dr/1K1vd7T/V5H0y+fRb7nOlxO7tB9UBc9vdu8qaXI7aW0D3Qz7cF1IyMdusz+X6z6bvR5/78JhPt791C9racr3e3Fr29Ks9LO1tu/+H271623frZu6Cpkih2+ERtf3PZYn4WN/C8zHgVTLV77IefuX7t9Mz07M+woCMcdM9FjGJ6NySdugHGaqxpH3BzmwXYyUaXxZ0NnWexEbYHerWePn/qz3tQv1/zQk4ocr9W56m3DXZ4kepE8zft8/kg81GMhHKjE98iVthz3foMrzCnnYwC6OHmbAQNRBeV40d7wHbtmtqZqIPcmNm28v2E9VHmJK5oWId+T28bmw4zOVIT7WTD3q+9edybOeiDX2x6qM8w+sr4x4Cu/xmA/wYR/TMI2Po/AvA/+UM+yL1RHAzNfr24t0YzbJIN0LKN3X+u+7sxY/yAstsW/r22mV1I28FXocURqOhA4ZsDaxPswrFXVp3CYQO87IDYIdH3+XdUwHzjiq8o7u4no1N+/UGHfpd+x85f4P37/eDerpPNM+8/1s/zDsiocCfDhIjNV03c3RuDC4H1wHBtf+vBwgqWqS4AM4GZd9HAOjQ2oAuZ2/m5vUfo/NoU1DZ/Bvr5nKiQqlH2za3h5Nez3wtABhj5fwQKLEKNqTnYBFhqkDik1OYqsuxbAKRWkDmL1YyO0N2jzn2/Z3Z7im8X3j4vAQUUtZXMIQo3c9edVzP2bR7fdCTp5u9mMJrx0W8kPRu1U7YuB7q53W0+e77QvtOVdaewuTvvr6KsaJ/x+0A7a3VgF8LMBMqdjMDNXuj2kk21GcQmD2TumnDoz7uxe6gzinvDspeLlSGOSOSOEQpnNIHYjQ+/x7if037uUdtag7v16e+7QvYIA8Fk1O65qTE/bF38nHbRQ3oNvpDNlQH95pB10Wi7d983uu853Z61bv4qxOHst40Z7rYfu73FaM9dTW4X2UM1AhSbg2gGY6+DmE2PEeoQwGMCD0EM54DmpOr9W1pSh9/s7qnXYQAQuJ2nnRwm2Z+huzdnSYebOatfcU712flmzfdML9obIfYM3Xr3+44YCOAma0nWuA+ouIPDcjZYD88rQNEddXaZzNTJ5E61mCHfmNw35932Zf/c0LW0+es+5+ei/2nyqJMBbmvY2TWGfWdb2Dnnzumy529r1/aE7ctbx8jl762c5P371P+VX01n2AsEl6Po59rOnoGG4fX3mlztdQE6fc8MsDovdib7oLTdu++HG51rDmqFXMd0WrB7KC0Lp98ru3PdzVOfgXRrn+2c697e5PYsqojbPjV2X0VjgQMamOyCRrGdXwo359Y/1L1uOqHTA3yTUeTzqM6Bqmzfg/1z9fchtgGDAlBJwXh9zhDExrUMHNufJhOIqMmHbvTyUPaMsljMprJDdrN/AOzlUKfnb1+379/J7gI5XwAQSc5/ZZ2DvYCLajPe6gkO8roBRb53uvvr9zh1NocD1v3eNXnd66kb/f3KZujOFkNl/K3s6+SBzb+tW+8s9kC8743QZKSBMLWIHit5H9Dp14QDeckId/7B6iDLm6pmZLxaK380OSdm8/SAa+0yAlgvKvYtt+9gchZSsUwpWwd9P3fP9lYQw5/L5CXt90YoonN6OWSM+57luPO97Tn7M9bLoh4YqUAwWeJ+TbtOf2/mZ/l+IH9ZZV7bix6w9fugve18c78uYzu5spM7Pv9odlA/f71O6mVmr3NUTqN7fr+myRHNmhRbQm5gH2SAy8A+61PW2PYr7+bIg/S2fhaI17Pxit0Y5QENpOxlqf/+hjyyNbZ7su9029HOPpGzHc3ndwCTumvY/NjP/nX1G5us0mcx1mMn0wG5DnXP6n/vZMEru7+7h52P1vkMfr83stGfpX+xOxe769jogGw/O2YvqQ0UbH+Hm8/3n+nts5tg687etXm0vdXbHpF3e44y+dnb+c6BwEH8rDLe7FN09q99T6cjb8lozBA/Ur+jDg2kq90a9/Nr+yIADszuno/btblfczvfev7su3f2JwHI3Wdtf9vr3F0r3MxjP+emk+xY9nvO1raTSwzsbF5gf8Ze7aNedtnzkD6D6VeVA4HY7U67ISfgqe0mz2CvsRALU1tHCmpLMHCjLvbro89OQX3fvjzN7xn/zqArM2ci+p8C+D9CRO1/wsz/t1/9TCKs79Nuk7lB5AIRbgT1LMz+gS09zkA3+z4X0AMk6m6CMwJ17CRHf5h1ososgjJeG2MDCdge5K11ADydu7R7vD0stwrLo2BKYXeAWX9aSv8tAItuo/bpWeLstucFunkyQ6lT0HYPxsY1UKWfWzcyyv7+qQIwlkdneRDLPVUAMKo/OmHYK+ab3y2SwIlRImF9LzcRl/01dsKe5CB42kxnxNq9hw3Ottvdfz+naL/b9wIt0lhHVdbc1s3X8PYAcnufpNaxAKrVBE0zag0EqZFRYzuVpE7bbVRxJ9zMaAGAwKDQKQjGKyVHt0q2tuv0qbd1gEQRa1vPkI3tLdEfS780loNd0AWpKk1j3/bR+N54sXSHGmUOjKVmDiZ3QQU3QOwZAsTg7NbSQBX7zh07VuVqrwh9PfUa/u835pv1dy8XUgBUcyC6M2dCGu26t04loTt7A2H5QM4ed8OZ0KK5/Wfr6/1cJgAjcP1WGOB27/kg8s3OezpL2mWesQtIGBPbrhHstRuZ1c9/H3wg7KPyLrNNiZsCrm1ehI3WADtjpxmLtA9a+HzAXpcyDvnECKtEMTnIvqyjsvGSsoc7GS+AK4ksLzKPvUNEln7j+kFvPDf2yO5ZfF+3w9ZH7e33MmjK9CHg8m1q0f0bQ7IHe63UyW1tKHOszYmx9XtlkHLbY/73W8XPpmfYwS6/l9j0UNwYNZAHmaKxxBLpfrypJ6vBMr93ky1Rbs9KAPVratc0J6IvZWDlUfpAZ02y1nVgN1BjbmfD9o8Hh/TMxk1eywe9VmdgAgBZyZVO1rsjH/fz7PPb64QuGIpO3tk9BZYzWEe0zJbEbY/1tsnN3r9lkZpeN9ZjD+q8BaK73q+dvLNn7HWaDss2cttpkDMl30Euo3w+KjzTyJxbYXLczCn2z4nuGbiqTjfQpbOD+mAV0Owf28dxYRR04Pyt/L2dx35ubL36NbR5UDaFOQZ2Pf9OvYbNU1wBaCkTHrvsBf1eDmIb9GWC7Ht2uhLd30KT/2InYRe4KLM4CsaqAhF4gzJDeafrTLbVKPuRFBGsiRHQWNCUb1IiTd57WYGbe4Ss3fhUwYFw+U3Eq2wmolf7oNfJYpPIuXTbujtrzgA0GWUscn1uK3NhYIwxEevU5o/0+wmqc/t7sX2j5SN2NrTNb7+fqP2bozDq3I4f9jL91T7jtqcMzO3tfHTPjNrtw/66aN/l32/3MkqQnrKConm/b23+bH8a01XKBWEHYDTWju0Nk4ti0LABo5bdUHgvz+x9Zv8UKZ1TxoAARgn7feHzoPtNZLy8kBH0+ToZwdzSugEhZwz7uen3kdyrrQe3e7wdve2WIGckS7BdbA54Zp4H/KitVZ8qbgAGKRPWWWUBKKanTJ6aPXVji1nwxsrXWLmy9UStPMfNfdv17ZndRnNA2Mrd0G6v+tD9Wu0s9uCizj8qxF4NTUDXKPNKaZ8BZb6ynQUDUkXOSam9sAD92bJnqtFsxpYZRhVI6gNnK8MS2r0Jc039ayt1ckXLkFTZxN303Q6zkUnfb+v8KrAB1YG2lmYv3uqM7kK763K7Z/fluntwELnzDUNt8tIAYLum/fRM35t7dRlu1zOb/UZXAnt5YOWVqP8cmnzq09/NN3N/oytz0QIf+tOzlkQeBNWRPYnKfA0v5xjknOWD7LeQaTcHbkvd7Am3kwJ2OsiJfoqwBQCsfmlN2LFM80w7eei2XzXd2p6bA8Dq57w62zoXdTD7tj3vbo10bUxum03qukrnorf73R9FWwvuftaBnejgtrLuX9ERMplppR3mUxmu33dntd9b9h69x1YeBRKQ6ORRXxbM1qLfez1eQ50s2R1aNXLCBs/mqIGQLlp6T0cJtk8bu1Xuq5XY25VV7Pavl6X7qrDo1o1YggZVy9HUr3wG/8iarsz8nwL4T//g95OmcnT1W9w47MA0N1JujB4XWtS+r0fg+7/v0jnV8ET3df09cWQgNqZN/0ZT6Jw0Ms60w7SAm+fo7sE3fz8J3eF34OVGIO6+FxpBUwB0F2Wk/fv8bz2Q0t/T7aB2H7vIWD+6e7qNPjgjphdk9r2xm1t71u5eBOwT52lnZL91m71gtdvq901U5qw5MP3+CDdz1n0WJHNqe8WFMG6+pzc+bo0V1usHMT6IFLSwqG6n3LiSCD7uv7czHghizFB3Cf2sRU4NlNwJ6N1k6cth//nbubR5CL2hWm0NxRnu1+zVz84I8Z/dmvTXtfRCY48aE8bOlAO5fTCB7XcWBm5Gc0g1zX4XIevWrQcKHSvm7r3dPe4Z2G0+/V4gSoMTnHkFoLEsd4qgm2tlSTLprYQ3/rPzz3i1TlzberjjpKmUZSKQRS1J59GY0Xh9T30U8pWzY3Nl949uDd4a3K21zSdey5hbWdG+W9/oh/pX5lC/32oPGTvLXiszu7HACahT1X1MIDNINAUcOk+AAHpAJ5v0ep0f4ZP5Sobczm83J17DLxmrXev6kjoRXU3tfo5vneuvBoh6o9Husf/Zz+cb39HL8T4I4YyNN5zRvj6sB0S67zA9fXvPO0D65u+9MbgL8qkx1MqbaJDCgrK+b7rAKO2vuWOX+zlnpRzd7Fc/MDcPTdjpnF3kHjd7u98f/Vz7/DX5xEFlicnJPvDSX/7mjLqc2fbfvwOzb3WGPaO+7kt7M+c2J54Of8u60Df7PfYbUA1tv5a9Tt38dvd0GzDgrmFev69cflfsg1t2Zmj/fa/swhuH83bsgNrb+3xjNMe4k1kdMO81TvtAOtvaM0CkDIx2XQMjbvW0MTAB2tk79pzCqGZUkLAy+nJC9vzdM8rek3swwIE12OrzHUiUdHcvb8r/fl8BCi7w/r5pvx47k9o+3wUOTAbslqDbA30giW+cr5280jW6lX19IOBr++HWJtrtydvz1u090nNjPsLOCe3kZR/M8XmwvQHA6NzORu3O4u5Z1Kbw+0kQ21PLq8mRUXsJzRaXshd2wEQfctJMso6Rv5s/2k9Xb+u9mjuTi/Zst/OsZ4e5S5u/qSd+O4RtK2UJPBPo1vHu5ly+q02vLx3zGx/Cfp/ijbfc+FkcZN/e7gE7w3aP/t2dTQ+gAXn99/c65o37c1nB3fP3f3tjDuz7GL1u6vtR4M1Ae6+DbtfYg3g35QSqBqvbPm1saGMw7s6Q7jPbl6iaaQe8nn+XjY3x2b/Ova/W6eWmazslanOke785PXAd2c9Hz3YEuvXRg/zKn35Dp/q9UrfHGejLNP2qjV1NZncv270SWvk5s237/dm/X79vp487Oe02Xac73wK+bp9xJ+vfsCtfPdKtDujlI+G1bL3Z676XFXMAAZXNlxZMxhmstl/NSaS2T3fzoz4VMaF0k2DXMXBb0tul7FjQ3gO7OdN7fGXv9OVT7JoByq5sdu1OZr5hm7m9EfeTu9Nt3TxT9+/eTxOSE0u2QwFICXMC6jby161d2piwvJcNtieq6C9jkTPTLuPWmNccxF8LBHBXCqICILumfb/uDTYbs7Ohe/3rPyNeZeLcjp1NqDppVwID9pq9l9vnAPQlePZffHONXwFcgT9BI63doFZbSRhf1khLN7c6wbDIZenrq3DHiKVdcWDf9CTodCVF7V1AAXXizgCFg1sugFUJ1MQgEJI1oekWmQNQDKSpLoPl42b06ebwpjUrIZBEOOsooHOZ2SMVoQCcrH4sPIpSE1AO3JhI3KIDt1GjWwW8Y4YwQIGk6Z6+VsfuECmzA0HZZ2uXdqQ/JdrC+3SHIIeUJw31dIqsvyeKcmGKLMLV7mGLQCHQOepzBbl+F6Unjex5M5QO4LV9Y0w4nNgFoQko1sgNbtfank1TpS72pfFGs3ztcFmdVRU2YQlS0y6osoQ1BdNItz1zkr3rTVYUoKkDYXtQJsKEnTLz57X/kUZsNtobCvrs+WDCWT9HqixWq0/XIj5xleZkUQuGp7NZA8DyPmB9VEbhUZSTgF/sJST8bGj9vzpVjYi9Md82vzZ//XzeKI6dk+Yeyxvvvz2/tib2OZmA9t39619b24obzSw/PHhmIM7tfdrnup9UhJEaVurOG4PNAbJ7r/vr0UZiTPXMIxv6WihSYgBB2U/q7BMD+cFqW8k6kNW/sbPhwC/vjP/+WUIh0IbWqAzYs+z0vXWQ+Q0TdvMstYC7RlC53TtV9gjvDrjoHIK4MWhlLN8Q8mMFf+C2f0j+HZJ4MiEwQqgYgih8roTKhJwDUAlrJt8r1O0B0veD1QhYojBkn4NE3fXZNkthNZlasWOVBW3cyLOmIfWOojKSJS057BjNVLtGMDeOjukSb6yjtY68gZM2GYprtw6wOr/7rzJn2dNoDGTr6ueKnJLob7rKvrH0J6tbtZ1aoX4qwHDm5oiHromdbucyKKPKo8wMdJF2qw9o9f9aIxE4E6EcSOt+dvo8NV3ACq4bQ7ZMDMxAPu0NIFb9b3MTDRxb9WwYk07liLF67O/2Nzcg0z5DoXdkibXGnjoI/b0XRfZrVHlqcotb4JGthmxiXy87V54W2Q3TzQaUOAsSJKKlk20909X0qxne0kCM2z2ZQR4aaGPMLbuYsSNM7npzta4JhDl9Jneoih1Y5vZ7HXlXYzVkIIDEbhqwE8nEtHfS9EzfAvt9HWQAPt+93OxT8tKZpE6fnRG1S4fn1gCil581AZioOWYzsJ3Ylqob3Bpn6byz1gOsiRsLzOxSewA0O7avmQsA9SCHhIPIqrDRroGG3QsPJmvZzycAlUOkwSvRVVYn1WRMDLxjNfvTBKAEwvWbKHXpTnu7w+r6l5mbzrFzBYA2ZSltaI632rxmp3vmVaHd2pI22TS9fsuKtfU2hqCflc4uD7pdTW6Z09kDDnGR+TBwp0YAXsZHZX8l1IllHyUGDzfeVu8c+H59w74MnW0M3JRA62y52glX7j6nMqFsYocaiWR3ncDAFkArgVNAXAiUGlHha/W4+9riTGIXgOG183oAXtKD2e9P5HgLou1ASQggYYEEUv0UsugfkUXkekua0cq8l6FNUCsN0Go8m28mDY2kdJf7cNTWmAr5MxqoHDRDAlWBLbeVtCahyROGs/XMtqNCCAv59wBS5zdoM6BXg+B+4k7O25+7YB8HtBJc3ftsjvEVBlsd2NnfDhomdt3ne8nlc5PDuy1YRcYY+YNAyCpfzJcmrRVZ9TwmrYXrTa1GmVMr6RFH0RfeT8IXFbtn8SbIpvcjeV1Pz7wCGnFF9SST6t+gMmK1Z9VGuEM783EVe5dW2dtWQ971JHffOciEidxEy0BRO8buu8wte6T5dLRrSuk6uDtrYQOwSZat2Gla6myWeygzo4z7Zoi9bRqyXKNqFliTi7Tbv72N8QocV71MZ3LbahecvQXgurUDsC/bovt3l81nJfTMNweknrLZdLrnrK5pTUB+qHL9USMYkR17cLue4CX5DBN6NTrfkACUCjATNvMDCsl5ugakcwBpFm1YgaEDuf1n7xt0fhYAbfrD3qg9HzTr1TEY2xe6BF0WNRioM7f3RnbdLGxS7Y1j1+tse5/n0Hytcuz8c5sH0w0EUBIB7bGVW3RRZbvNL/e6iKmBnpVUWLX9YOux89PVPzK56e+x7zT7LrDYn6RzwCQZY9X6/oi+pgKsWTIivRY+2s9+rcSuYbAa9kxtH5qtAi0VElet2T6bjOwalhF25W/83n9l/ElBVztQZaDO2IELpJ0RDcCKidoGN4enjOxAhQNTAa2Omv7ur3dAEKvB7UBh1C+wAsiKnPsCGODbIe1M8p5dEFWFnwF+BKnfQQUtfRqQtIehKf+qzxlUAPTAhRt86vCwGpvtmW8cDQV8jN1HRa9pzWzUYOLYwFxnG0KVSuco2QblpE1Fkm7+CHCqAnxMBRSAEOWoOhOQ5d8hMIgYMTaDlJmwLgmlBNRMqLBGNXsnifyAsO+fti4NyKqT7ZNuTSMjTkW2VJBrh9CEBTNQi0j34KEN7J6B6G1juBQC14BaFOBBQkDwqAlHYaKgAqQRmD7VMehauQNlQYjUnFhnf3ijCW6CjeDrZMLd1ryOzZGkisbQjBAyi0qUXfRc57jvgGlrYGnbxrABA9UbIcm810H3xCyWtwDs+lPnsUeQmfdscZ95fT4K3PT/myFk+yO/WlOuoV3PNw38935tDaAD5JoAUEuQrV9Ia/Do54Luh1B3e8K+k1XxVCb5bCVwCeCNwEOQvRkZSHpmqN0Td0AKlyDg3K3CU6MPBeCBUGILQtWRXd4xEzCxRDG7OQztErvgCUd2penvL/J6NHDD/9De5sCt7jVnepgxN7zRbApoIFiQPdCDAM0B1J8a9OJUQXNBmrLKE30mlS2+Rnr5WoOc70F/2hq/+pysWykBtRIyAbwF8FXXL7S52jv0cjWq3MS1b7dWZJ9Yzp0ZjxY9t/W0Rify/N1EM2ApL1bmwjI1IiB7QAvP3upNc0p6xS8yZ29UWFqmA2GWalPbvLvu3a21pj1ur9P0elDNfgf0Xnv5ajV+9V66o9Ac486A5IgWQEO7d7+GyUO7R9UFVFvDTc+8MLZzafpZ7lEmyg1gJhDYU6UckOmAml2dSTWE3UmOAjZYYNNHaCCpB4ZNVptBb3KhA1L9GQJ3e5G619HW1+7Hjda2xj6H+ux9HTUry2RNQRwoTYw6VRBL8DYYsKPXJlVqlppnSq6vUSj3ITXSdkyS0PZt7dfY5iLyHjhWG9LnW1/bOTos15aawg2MqKk52e6EJIYFyuoaNZgiFzO2hskvBwBu5tX2qQAc7GfRbDCfb5NrhRyc2svwTv/asw4S1OY1qPxXGymJw8CJRefouXebYuhsgbi3E8FqCxjANMBTjqlqjK8ANWotz449DrRzXRQEqWMHvgDOovT1NdDAAoZE8kyBPBhHFeChNczg1ACJHXuElOWrTT1Dxp6B2BsWNrq12gP1dp5aDey93d/JItUDdRTwWs6frHc9FmCobm/qFO9sC7eDbgcxUqqulwC47r9l7oiNQ69eLzmiVkINDI4BNFSEsTS7Vj9XYgRz3Ok0T1O2QLg5pqbbVAZ5V3hqjUMIcD0eq9kR+/nnQLr/Wj1vPwv23tA9q5bB8X4NXSf2piNov4bKmDcZT0H2C6vR0/uPt+Amqw1d9ezsWKD9Ge/3jcl4Pe9m23GRh6Fdkxc0m73Xv3uV6PKxCfubtQ9qrHSy0O8X3We6PWvr2dewlHqFur8UaG7yhpsO7QkTSihB9zaGnusOdPV91K3r/hk0IymIXq2FEBK0R3G3aTRA2weK/Tu0IZunnOO17UAq/83lIJU9u6CU6T0L3gbJUrR5dHC+otk/ne5iZrCV+OpSpX3P7Gzsbv8wgKT6VUHcYBlQUfaygbFt/dDIUWDN7DLdxs120MngFUClXWCY/MEAtzd6e+lWZqLZhHI+4DaCreMOt6n9dYSc5oBwJcccfB3JZDyhBr2t3k6yda0654OBhgyMFRQYYagIxEhDaT5A9xwxVMRQd75U5cauLkyo9TVyvG0RJUeUGJEDHBA0HbnbN53NYan0vu96GzzKGbYShmbXGwvd3mo4kGWD+Nzr/AWwy+oKCfTsiDQWCOrkFQ+6Z0bBbEjnL8a6u1nzj2Ks/u+39M0uwcTOHhNqpde6q/OJDQQ3u1D84yD+ct/jwmxbk0eBxU4j2RTMBETSbJ3gAcKwkQa35UssoGUyzkVdJ993e810RXcfDX9qZV2k/BpJOUbXO7TDXX5t/GmZrkG6tVlnXKeBZ6nVUmZhgCSt+ZhPLOUILKrijEUCD2iGtxmaiTxC5ROgwCPU+A6rOr+aigoFHWgVBJQHlro7tVsskgPfMwhdoZgQ22TxeWCNSJBGnYEw6uJnSS+vKmxaR1A5VPlohrowbqsxUUe5V65qnZgTYQwaTaEli0RC/k5KIy9HFoau7jbr/HYbFakdAOuDgDJX8LEgTAXH04oYKg7jBiLGEETw2QGt+p+NIYrxF0icgyUn5BrwxTsIVzCAfAoII1AXeLdQi1b0Tq8V4zeG6/a+In17RRoK5nFDihVzygjEcm3wztgV6rvc41ai3yMAuc/O2nkV0dGROaAy4bINWHPEl+GAck6gzwnxSq5QSpTonYHhLUIFrzdpNR2NpVU/ZFBgAYoygS5Rha+snyl6ftSo1VBbEAHwKF18ilLL0gxRVoGX5F4kcteMrPUUsJ5kUxPvGbfGFK+nAiRGnDNCqBjHghAqplQQg8w7EWNUanIMe+lj+6Lo/PX7xObYlOKvgq36/tv32P4Lv+eztbsWY6+IqzkoNXhZBHkW3n2vve92lCqfLTWglIC8RZQtIERRZmkoeDgsYiwE2ftyLUKphFwi1i2hVkIpopDqWSwcM2639zd5XlMFxSogd2hBhBjfnsdeMfZKtdaAmuWaWANyDtguytbdtBu7Oie+P4yRVNt+ZmqASg/gm5NXO+AiXhhBZb8bChCmYBlFdoVjxjhnPB6vvjdKDcgl+Jrv1q7oPlZHNiV0RhmrCmlzk2OQZ68BlRj1EPy5YlQGWOnkqrIU+kZ+0rlanr92NWzNsbHyGVXBAmIxrLzW29S+G5A5Eie/GQK9MjcjbgeIUNN9niFgYkEbekkdxVYf1WtDlQYIkzngqj/jwlKv1piCg+morn4Rae09krnpDRvahPVoEeEamvGCAI3eWx0pbk616qYyMfhB5CIFRtkiymNokXJjhQfR65QJ6TnIWXknaL8xjg10LeqIsZaBiWszquW+5X3pKnt0/aDsmsStSYfK5drZC/EqtYTrCOTZ5KvaGOp8bMomNaeDlub1MMGtMmdNmINjZ8gBIfZn4qBMzVVurAcHDLwkbnZVfui8pKJsfGPhV4CXIM921ODqnOWsDRE1EyjHtsd131EA6iaqqExyrZYZY/NKKFXZkSdhcdTEwkQequg8Y6ab7hlZ7QEtNzFX3ZvkRq44ZregBCtDqjozngKQBgneDElskzVH5ByxDiPyFuR7KxBfguhQa3gxKDNU2eSxyHnKE1AnYHtg8LeryvqCEJoDE1QX+rLoepttFDpdyTd6sTDhfJ5ENm9h5wTVTAiVsD0wythqKm4PjPpQQFNBGoucHWLUInqpviTUNXkQgAp7xlVYtIZzgNTOdeBNrmnsMmcgPRbwKSNOMp8WVA2xgYkW5OodOXPUqjI4KTBSB/aUHJDXCC4BWIPvZ6qyR2gjpIvui2Ffh66oE2fyc/lGyBpSP7bZuemijTAc3JB/r4mxfhC5EYpmk8wMngvSISPEKvo8Fbd/RrUjq67ZmqOusW19lT2Vdq8ntZFt1c0mMd3GGux4a18wE2KsorsGCRYOY8Y0ZGEqE2PLEVuJuDKhXKOCR9T8r6KsUGqEmHzoZCG3NTfnsj7IbjbdJPIT6MxnHR1JBPDgcLpIdtUWSOofdoEhAbyareGAOUzXUiPUsAYPOoBOGguxJK5VVr+y3ZHXoRwAjuKP7thhJm+7FHZWh78HBerI4GNnixHAytjkTeRwiQCr/WR2kwW7WeVkHeDZCcOTyDp5n7LoDfQFeUd772WQmt6iCq8zbHWkZQ7Z1xmAg4c1sfsl0Mcz3wUQX9n1BzQwpM6EP0PHVLTMLit5sUH8tKCscYoEE14GGFs9xu3UpjEuQHzpprUjNEkGFXZ2D6P50Sb/LMOwX/eW5qzn2bAFDybLF1oWpQWthKCk51+zw8I1CGCqoFd7JvL95cEJLYtVhu5IGXBMQLaSWybf9LyVqbMhFOgUhqjNuewhWiVLtB7ETy/Y48AGqAHYNwgKjBA7u5jY9YS8l3DdogC6Vf2EVTYjbfraXABl/oMBSiy+SFBZ7xPT/BIis7/heqDjBLSh8i8XAf3nUfzOedwQA7vfbva8+QHmp5mN3//ej97/BICtRGw14BxGLMTS4DkLMBu0+R8VkZ1F9YrXGtdAdbzC5SUVRrrK46/vyTNZPVBptgqhBSwtCKnz6bWiGYLzWEaLfk76WZA33y6z6H2k6vp4GApirBiigNODEuBMt+TOXyKfq72+soAfILZMr9PKDmwlf92XUXVV/7v5tzlHJSjdrL4BwZERA2Octp39sK4RtQaU5wG0BVTN/M0HgCagaIZaurCTZHriTBlISASJWvNdsyMDvDScBAsD8iTZyMa6p2xOV5NHZZJrxPUrLHAdf3Kmqze50ugbMZC2FhkkdfQ8vSCxp+U6uGrOYWecMwAyyroZ+vodnhLMIihaqK5baHMglCVZS9inOIzGitCL2f0ooMaoAgYnFqPOnpmBCmrsRosusWLIeh8cRFGJUGRX+LvofMcWYHWkxPkjj+xRwb75Cjfh4Gw/c1KJ/TV5dpX85gOasJ8r0jFjmjd8czpjShmHtCGAETokoHLAqlLCBNqowKdMsR7aEncpALbOVe+tojne7jjabVKbQ9ZUg8NhxXFa8X66YowFx7Tqvb2yAEWIK+iX9V5TaMAwgB3w2rYH+ev2+acwY0kJ13XANQdXuh5ZtggnA8aaIi3+HcL+mWwO4pzdcSk5CMjKjVkkRiuLoguMOAvwGTU1YFsT6haAl9AMCWUZILZLGthjhoHVBYNui5rI782ZJ+rAPZyuGFPB47QgUsUcM4L/ZAwKut7O46aSaK1pB7reKj9gr0R/bdQb6eZ77Oba9np/zbeAU3tfrnu2qSlvB44VKL2956Lfu+aIHGyfJwRz0IaMx2nxeRIHLXgQoHDGJVSUGrBuCYUCqp0DU9JJgXZjDg0FFBnjmBFjxZgyhliRgvwXNTDS799SA7YaPPAAAFuOWLaEnANyTODMKEGYGzgLemilEiQ1WM9L1kYHBBgFppdzdHt2TaZBDcwC1Mrdi/DC6zWJYTgMGcdhc7mxldiMATRFbj8BIFq6awd42DrZmtrrBsZSYEk/jhDGlrGt+oXmTj9FVSlRG0N0BeR3W9McBDv35uj0OgpNJTm7QXWZs/pUFjpA3V+DWgT9tv6aZTYAQLDmSNRdLwDGRHwVAS4QFlbXodMi+qjUyt648yEs0d3zAiCWRl0OGurzWeddMlbEzbNxgBuQIVbUoaBOAv7xEhtTnAAMFay0HCZI+RtZWHmPzVcQh6WqDico+NIF/wH5W3A2MrvjRt06mIy1383xM+doJ2d34KDYCYH3ncT1CO30nt+PzYs6zm4jBQYoNsdb2TjgZpBXSAOlOjL4JEAcAoO3gKpgDIJMCld17sYKShXDlIUNXgmM4ICHA5xeUkaZ3lGm3LOZOj0u5QSgTcbYbSsa5A6hIBNYHeO5iE6rJEHtUQ6PNC2gxnK2tEMFRygJo2OYTC6KrjwMGSlUP//Py4ScCrgS8hbBOQCFUDfSMi5omSg2t2Zj6toIk4QxzhtSqpiGDUPcByKbQ/P7HUHTT0tJIutKwEYJJSijTm0+KFAoZR2sRIesMYaKNGUc5k1ZPwIwr1vCdQsOMvLIYAucmewocLC1eCqk7Ce25lMMJwXEqWCeNwyxICnYakHXqM/reqjTRRW007X23LkGrDnikkYBX+Pe+edCoCFIZoqyVa1pYi+LAFk7S8nlsbfb1eY1pmxozGAjNNBK4JVQjhV0KBgPG06HBdOQMSfZR5GqB1Ht/rcacdF0k9u1zh27KnTz1NsXrHNg7yczJPVvAAMloEBsSaIqNiWAachCigCQQsVV7ZKdI2yukwa6jITh+zm1sy0lT7BjRe6CqvIuJRW80VirG30ZAy85Y0xVrTu8q51H7Rr2Hk9xvknzdFnb3SfQ3utDG3F5zXAFQ1xuW6kJ87F6+8VkM8QnDaNEY7kSmCVQZaVW7P4ruAHCcT9vHtAA4I/fsW33LNumf708na1lpyc4dvrUdW+vWxtjk5i9fwBKp9/NbuvsGJHjnd/W/+xkO1uNSO3f4qm+tXtvtwfMZ/f16vQF+U/dVDf2427036sYQsDNfHtwBc4elJ+k2VHyPd7kKDXZzpPUJqFYUZHA14gaTOlDylHUJh+jleLpbRnbz9zJV20k2NjRhGq6r2MtVmUqOvbAUD1QhTU4VAyHzQNCRkDoWfQ2LBDWB/0CtQCQja1EB+Z2wb+rGL7hmBGHovchAZ/eBzHyioF4pgPQpgEAnKjyCqyrIgcJcm9DrDiNq8hNxR5cd9xsCtMxvd4B8AqctbFQQigJayxYKTW7vMNg7MYbBqGM44KW2cNwMoI0pya3vy27WOz0jpFqGBUBqM0e9B4vN/vdbEmKwir2wMChIp02DGPGYVoRA+9IaDYvpndLDbhSkuDdDUmqrUVA6f4USOa0/3sT67yzc2y+PcFP17RQUNDdZM7ejzcRnhQwPoyb319lQggJOUdcUhJbVe3w2jfzC0DdWi8N6A/BN2Qh3QdRQtwOn9NbqlBwdmi+SUDzlbizD4F25r82/qSgKzG82xhIa/U5skzIR1VkBsLa57TuQ0tjoE4BiIFp9SQtvZyGihAZFIsIE3OyzCFX46iuEUgV4du8o6rvU8wZUTfQ+TqKocfN+ANTq0Or98yXqOwv8mL1ZWI3GEIRZoor10QoKmBZvyts4lDU3nAhUZ5gNNBZlWZYSCNknTIJCtjZ3JkhYalPHXANyL3VQwUdM+JQMU4bjtOGD4cLDmnDh/EsRrQe3KWkDqhiXEtyNqm91h++JScsOeHyNIOvEeEcvG4XoNPhhhA58ykUNQxHeI03AZgZj/OCD/MFP8xPSKFgChmVg4N8cm1lV4JQy+BGMtCEcwrF19mGRWgM3AtUkbTqiYG2McpekxQMNdYZYswEP+8qxGXPOjtslloh+cgop4qPDxc36JkJL+voLAdWYM4EXAiMh3lxtnFlws8vRyw0oAYJq0pkuOpcaq2yFVrTyOrLwmv6mZHjzvEAYTudMj58fMFx3PCb4xPGWPCYFgSqPmcGwgdixK6a9KYWVdafS6mv9s7XgO7eCX3LQTU2qoP/3TrtBocd8LrV+IptK59rjs3ub0wouh8MVO1TU4I6tcZK2Yqwp0onK4iEMZtIgFBz0rjQzmAwY8gjz3MRZ/OmFi4NmiaSKkKUCPCYCg7DhilmzDEjhYIxFN/biaqfg61GZA5YS8RaEz5dD9hKxDAUpFQlEjlG1CUqO4dcKZWJG1CYVGZbejKaAora/dRZkp1i6peINFJsToaBNXUAxlQwRGETGTj9dJ3w/Dy3KGkhYLMbgtybpuaGtDfOSI0bS6+pNUiZkGsEckC4tBTBfssZm0ei3TfPoU4cE4OYvbMqFTXorW6cpcJo3SHbYv7vzlkD4IBvujRHot8Ddmx6RiwqkM6MdGlO3hYIPCnWoMzWdG5zbExca9Yn66FnQQHFdFbD0er3Npvr9ehkiDurBYhFGHlWfsEKSDmA2P309NDEOBxWHMYNH+eLG4yXbcDTZcK2ReTrgDBUnE7Chq5/1s5TZcL1MsrZ1EwA3oI4lLpfeRE9FDTLxpydpRLyUVmuvTNrax4IPGqtLW32J3YMNPVrv1cAdExivRdd75jh2Smypr0ehzN/nc2jdUHzoYDmgnwsyABgjGBbniBgtVyScRwzTlMr1LlsCZdldGYhAOBBmPKH44IUKqYhY80RnzXYUQcGhRZgNACeSfZ+vMp9lgnKxoIHwamI/CiHCn7IGA4bShawk8YqQG8UB3PSDBb4s1TMQ37rCPjvBqiOQTMw4iYBKDLnS+binEesNWEtEUDC6bigMGHbEkohbHXCFiOYgHzSxj4dGGVGYj5qfdhjwbvTFcdhw4fp4rK311sWkBwVyTdbyvcqlCVZE7Ya8Wk9YAsRlzEhBPZSKMYO3QApX7MEyXQqajNNAoSeDiu+e3hBJNE3L9uIL9dJ1vqYxBacRL/kkUFLEJY8yIE36y0gRAZhTFMFxi9i87wExjxv+O7hBXPaPNBu+ttA1jFmJKqv7CzRqc0+O+cRlzzgEgZx0gZCHqKCCNQyMjZGLvA6vFIWhxzQsEtYx2ueC8JJGPPleQCy1EfECAFVIoNOGWko7uyZsz6PG47DhkPaJKivujRz2IGoEtSP2GrUfaX7VgEHsx16XRRDb3M0PWVgtNkQt5lX2xZRs2TR9CylGGsDb2vAsiWsa0JeIuJLEL8iiM45/K6KbzKqHZZZU+5NRmEHBHoJKg3Ku84y9r/qqKo1rR34M3DXnN9gHeipc1K7tGpugIUNY756/W7N9qha9iooW9fJKeYgb53OJmFSWg1RqsD1O2B7X/39LUBE/p72/ORp9Zgr5oPI0VolqylzErGucpQTe8MaZ7DJQZdhOs9e1nIPHA2o2d+D6UwDRq3WsDM4JykBFzZCXERON1tE/JG+qafr6IYmt2sZc7kHhrg9Q1gCOHN7JkYDqWu3btTuN6p+pSr2VFzlAi2NurNJCjA8swZNGluZKhBUv8RFfWvVz2UGQOzsX6/XW7v5NRCNCdCGVVbGpg4MPEDKRoxVyoaMFcOQcZg2FD2P18AoF81uVTILD+zZKfFCOPyDTMz60HWqD9j1aDGQnDVIaT4XESE/VJQPGWFS4GnKGKIQN0a1h1OoLiemmHEalp1v+xbA2BOSTB8VlznRZXAvu5O+b/2YPCjGTDikDWPMfq0Uqst+AHjeJlxyCz6JX7L577kGZI7INWDraclo8u+aE4gYkz7zIW2SoaKA8CUPnl3Qj2LzklqQNRA7YWaIBYkaeHjJA6454eUyYXkZgTWIPtTAa5kY2wO5fw/TPVX8HNLeDsbgJhZGZV9eosxakub9hjBULzNnxDk/SqoHgvaZidQOHrNkhVgmg4HqtjfejYvbPTYqB2QOu8DfksX2+fIyg5mQku4FZb4OioUtywBWZioYCJEd2A+BRQ+VVtZPemy0DJd+ELEzXGsJKDm8+jtIgwJBzl1U3Wk4HEMIQoWaDLNMzL7mLVU562UgxIV3tYlNF1jmdNBeN+Lf0g4v2wHuaLrA/BqRW803t1rOXxt/2vICgAtthjoViaUmUWKUuQrglmTT9sLalSBxxyQVDckjS4rtUB2AGIaCMWUc1WDvD2QuEYumlF1zAAVx6mzTRmIchs0j2MZGy3pYtxyRc5C6ngDArX6lg7HWjs0ifM6Q4Aa89TXWOs/BI436WcrkrFOZFN0DztrtlGoGoN2+RUne0NhJDBnqHMGeTQsCMFSMhw2HacOH4wWnYcU30wumUHBK0vkl14iNVVByizLdpo4HMGonLIpGzXgJCNcgB6WIceH3ocCORYbEWBEmkigpasYRAYdBDOEPw1kiOlQE6Cuj31ekItfuBHvv7AQ90LcOUCRhCfQgnr0vhYIYYktVps5I1DUysI1tu3bnAGEfTcVQcRw3nIYVH2epvL/O0RnEpYadggnE+DhfMCrIvFYBo3IKKA5eiYG46+aepe4vIjytyUBXv/eiRkFkcKpIY8H7wxWP44Lv52cMVH0vvAVc9qBr/08AKEHWIZggwOuo41vf+9bfjYH8ivHaga+1A1xNkW9lD7o62NoFCKz8QD+MYWnsIwCusJirg7XF0jhLkNozgVoKT/es9gy7a3b3RSSgodQ4FCnvZAMtJ0Cq4FKUFMdD2jAGYXynUHCIGwZzdm/A8MoBlzLgpYij6+mggKbGshSYT1EdK3LWk8tmkBvJ1DEbZXKaIelRRAKQm+jq3ysPhsZo0LIMgeAGU1EZXDXaDk03tdpLbsiqfLBAmzkCcssM1nR3T53S1GIL+u1we4JHroHOATFnjNFYPOpkhiJgnDNd7KsqWvMX09XFjP/2mn2/OBcdG4ngDCLqFIfNpRn0adHyPJFaqZwocyvp2qLbPPVMv9eKynvgm6T5hZQNoL2ceH1s23Oa3u6eezdMRhqbp3a/37BTxiQM8e8PzwDkrDznCUSM6zrguQYMY8Y3pzPGUPA4XpFrxNM2CUivzsm6JjH2oLLZapMCrSZfMcCTkYs+r97jLoWxSNdbY7pag6c6dvKeoPZKxzSz89vXUayisG1vMDX7x5hNnu2QaT+XiZHGgmHMSLGV+4mBva6ZGa4GRI6hOCi2jAnPQ8Z5GXFmmVP7rsdZQdeY8UIjvmggSOJnythQQ5gqBNQO7ECYpXASkTuoBorxwEgKDJ6vIzLD0xLHacM8bpiV4T6E8iZ42oN3S0meQeD6mdgBzoG69G+NFIQiep+IMSmYu5gzOKmzUYM3/TDgHQxQAmjQklEDIwwFx2HDw7jg43RGoupO7VYjAlUMVBGoYgr5tZ4EUKCli8qIhRLOYVAHsaJWkcdWs1pY/ZIJsWN7V0h6YRSw/HG4IumaA8BaIi5DwTYIsB3HKqmUgOqquGOZO7Mwdo4JtbIrCFKi6TiseBgWBZqrZ7SYbj3EDWPIPge3w8BKQPR0jkH2M6PZYSGgFEa2IzOIDd4amdp9KwNJWZA8VtBUMc0bQmC8LILyeJmxxEAUpvJxXjENGVMsmBVkHWPBGDImDerbuJQBFwy7AHFQmWyZGESSpmi6vc8uAaBZHvByAeZDeMDWvscEsr6nLBIkrIMGKUhkee2Yw5vqy1oCsIVGaFHXIV0qOJKDrqaTevDT5Dh1nddfDdrrclYdjv6znb40XeR6FHhlJ+5AQWAXvHKfBu2nyU3zauU9TZdbEIG0yV8whvwA8EHOAgUt4WXNdIrpVfWxqugF1rq5JjOMpVc2CeB6zeskILY1ugoahAbgWYhuBrPoalaAuNeDZPhJP4c7H4K9jrM3jda/+1z6WjVmGPW1QG1Ov6bTzYf04CHa54F9gNHNEnsWcrvIy+qV9m9UNIIKyftDliY2GMhLDtv6e/OqzOizK7z/iWXdGJDL+3tkBbvcxlC7yDJroez9NGSMY8Y8ZJzGFVuJuGwJ25qQB9H7lQEEAbspt2BoushE5UPArmY/tSl2u8xBHmpM5pERDxmHw4oxZZxGCfqchgVzzDhEIVfckl16Vmc/el1jf49U3WcvEF9gUWZEZcIYCgb1IRK1AKJ9VwrV/206tTJhYyFy3I5jWnHSTFRAsh/XKiUHr6U1oqhMfm+5BmdqRqquz1dEJY8ELzfWjz4YltUOAlqWYmVC7cofbjUothO9qa6tpWRBNNuX1FY1P4YyvMGsE0hUxnkzQvXH6yiM5GnKO0Ka6YpWgoea/aYA5hClbriByJZpIfpdwOU5bjuCzVITMgdcHfyuqKqPSg3IW1J7Que+009EkOyfYkQFAo8VJQTUVEGhomxaAsj8Bg0CBgVlAfluA2HNN+ZCklVEvPNBzGYmUqwl7Pdt8431RRY55CXVOmIEh05NmJw1OWZ2ddj7PW57e+pB21MNi2z36lnZtnd/D6r6X0t5gTIzygzEbxccjovW/RTwLIaKyz8bUGrA9+PqlOivjaoRnjluHuHpDe5+41lq+VqSO2OXWWqUfnMQZ82MZTOsLkUMqqdtwrUMeBmEGiPGL7tDP47Z75WZ8BIr8pyQLxHh0g6/CfdyqrhO1AQuU6sNkjXdpmuqhAKvYWZz6WkG6rDXqZVXsPQTEKQGmpVGUBZP0a65TAxMFWESp20aMx7nBd8dXvAwLPgwXDCFzedj44ilJgFpyoCfrq0YT64B15yQS8TLVebJgBtzjq7rINEN1uhiAogaI8iYJAbEgkhqix0AKLgje0j2UZwEZDKHzNb6uUz4aTm50S9CVoDJ53XySJetFwBMMe8AsVsA2fbWlETRveRRmLvKIgh1H+Gw2q19yo4JBO9oGZoDSmPFh/mCd8MVf3H4hEGVnCkxebbB2TAAnNX7aTvgrEKVmcDvNmwHs4AA1lp5xioWoUTAIrXpOKAV4IbsQUAABIzCeP7+8IzHtODb4cX3gt2TKU8ASDeW+Used8DiqgzXp1XOYB+F7I2FJSdnlppC6lNTiiqNvqZwqab44SktltJgKXu1Epala4lt30stDad2gGo/itU8vUapa2TBkIFBY2kdhldhHplC2A7q8Nd9/dhSCWtOGv3TQI6x0PX+J61nI/cjDBcLQPV1bjavIcfYooAqBsgPoWDk5vC2lEcBY0fOIkeH7HVp7R4sWGNpgEAni6wQvDYkdDCxY3WY4SERRQDc1YAjTV9VZ8g7HReNTRlDgWU/XLYBl3VArYR4KK7cAbhzakEoVPLIKRSkaCxH/Rkg5RlI1oYzgap0d2YtNcCzlBkA0Irqs96jlRTomCjeFIjtLAm4U7r0lDKLodaKwMuXSh8f8nRDS/0zJ8NqvbmjeVFDg1nqTumRLxOwxBbIMgaNM1jQHBPHENQ5LpN+p0aLDByXNRMvgZgRF51XM160Vq8552GFZyiYg2lzFzq1bqnoBuI4K4R0/wXgNG74OJ1dLh7DigrC9f2AjSNe8oQUCt6nCwYqGKigcMDGERtHXMqAApFRxiTsGXbnPCJzwMs2ulHOAJ6vE3IJfs6EvU6NmRkrYmTUHKR7eKqIXRdzsR+FYVvWJo8BFT8m7rSMTAuC7ju2WjDUmleGIIFly3aYU/YUdpOjxio0oNLOu8+76sMxyNn/OF+A93gVsKkc8JJHxFDxY3gAQvC6qj7srAYFjDRd1x1xDTSXESC1ATFWvHs84y/ffd6xICd19ATkypiDlDKKN3qlZ9QUDu4sFjQlbA5hn464VdkTZpOYs5WilmIJFQMx0ryhxIqaktSxNUa9ynQLTuqFEFPFw7jgYVhwiuuOtfqSRwQFgAeqqDHs5HBE3Tmt5vx+Xg+45iT7MDcwrc/GAqBBp9CcAhKmymlc8X68OgC81ojnMGEaMpZD9iaolYI7Ix50zdCST203iyySn9dvZT3TnIUJqg61jbPaR16aZyCUSMi6zn1g1PajsaiMKbrk5gCWEoRVY0zXrOzeTHtAjwFramrAPyZxdH94/4TTsKJ+3Adc5YwUPAyL7z8DGQzIsLUxYDyzEA+e8yTMoZLcVllKRNbAroGn1YJ7ne5mBkqOTT8xxIGtgCFN6VHSRQetHXtZRuQtCkCoICHn6KDhuiQ8A8g5SEMYTQemxZB01SUj8PJDVNuP3OH01TZ9UUXW945s1VJoHnAsIvNrJJjPTgWIV6nZHrfGAmRlW5aRmgw0NR2A7UDOTiTWxmkdWFu1FJYxaZlEn6SLrFGeTQ/J5z2rz4gI1oxpEoZvPhUMjwseT1c8TuuulJTZjIwGjKQg9REPacPDsCDXgHMe8bxO+F0l5MRetxdJbrBqsKnY82pDPLK+FRs02xOgkTxzxWwLB1nRdDEYWN8JEz2/q8DjhjQUjEORmok5groMLCOADF2quTQUDujBfq4C9Jcl7DYEZfEf41X2pzVwrWOFZ5l2Oo3WIGzyA6NO+oxrs5/E9qMGkJo/ZGAzN+ZgHaCZVNTsGWh93wgsH7nV2A2M7WNo89/V8w5RbL0xyc8QRIPY+U6xIkUJnhmuYMz9QIwv24yfccR1zNiGCk4kJCf1xzlK9myZgfP3UewpY+lSZ+sB0g1dgWImsS1J7WMEgA8F7x4u+LPHJ3wznfFhuOCUFsxhE9+w04lFZenXUuz7Ed+wBbaasCnjNFN0pmsargDguvgYVkSq6ptWRP1+ayG4VfXtyuzX733orEEge/9ak+uJnhELKHhbA86L6M5tDBp8E/n76TJjzQkvnw9iy1tjMw2gBa1lftFntMbXrIzNOBfEVHaMzZKj9GdZCfESkC4kWTlaAzg/KIv8il0JibDpPWsZkXxAk6c9gWAQu+fD4wUf5wsex6uzkvthc9aXprE9+BYBrA9Cm10k9m10wPXTcpDPhOrZgluOEryrQI1B7W12WxeAl3ZC1qjIixy+bGXuTDZZuaeVgEzYRmGLewPokYFJSuGFJKg1dQ3WHe2kBtRaaZ01yzXN112ug5Ce1oCwBpEtShTzkmAm/wEvZ9UTRcQ+1bUxHMb6TSTJghESjs71tYGygNZwhV6jGI6yP39vjT8509UZjAPj3emK7x5e8MPhCae04BA3RFSPnvSGcttInUFN1QXPLUMRUNAMkka7qFBZanJwKKeAQxKg97v5GYe44fvx2RkRAPAlzwIqaQR+iAW5WD3HVkfpMG6YU4uAFyZcibGpAhPGK4lgDqzd3tVLDxBtrEoKXkNOfnq927pfUE9lr10dNYI72t4xMLI4bGsQ4CQZGiCfT4eMw3HBOwVb340XfDOecQwr3icRWYEqljrgqcyoLAamGBqj/l1YaKsW7V+ug9xzVIGghyvn2NKkjfkGbo67OpgSeWeUzZiwdiighpcAzFEZCAPJnqmIWOqASxnwtM67+cocXNgAomABYSQQMZYUbwCxfV1Pq3eTOSBRdXp+zrEJpN5o1QPrDL/OcDLmFBtoFyRCdEwrHocrvhtkH05BnF5L0d847hSsAQuXMmANUQ1DIE0FPEktPNl/wtapCr6LQc0CDAKNHagCqIJ9X1EUFuVjWvA4XPEQFwEzSgM0Nm6Rytso6/M27VirWxXl/uU6IZeo84odqApI2qsxU81gNCMJOpVVGQbGACo30U4D0S0ls1ZtTnXRtqkKyhVloDu4acwhdBcDhA2ZCfEsxestbbzMrICdfE6aB5CvOQdNpaCISxz83s2R5Eqi3Fgde9ISKakZgmY8nwFnO/WjMAE5YtHgQwBLx0Xdz7I4GRHkJTJsCCNMsgPWnJArfN5lIrFPe1eQxRlRBpDp69ZMwNM5lHEAVY4WlWQSmXg7mgNNXvvHWPLbpmU9UsEwFG/q18ugyoR1Tc3J1TlgA1vtpmuXpZC0pqQCk72sAeCpRMRiEERjauQOuAResX0ddCQ9U+owBkAYEIWdVepGj9aF64HSW8YPYIYGI0QCs653gJSr6ZuDdCwhm1tny1rnaVvnRJKd0D2rg8ws9wdW9i23FCqPJLMBq63Grdxs58OZ8aPnmkmN2K1lYpBGTjhIoOuYVryPFxzjgm/is7A3X9Gj9FLKcLdRoIwvBJefBcHZ3uc6YuOIcxmx1IRLHbGUhKc8YdWJDFRxziO2GvGyjli25B1wcw4oKWKaNzwern7dPqtmTYIkO1PdnF+Wsy+sO5I6tMDeiSUI2BoZjw8XHMYNj6MwXsbYGBO9AT4oqGcAkt+TMgozi0OUtP7zHDe8SwumsOEhLW5bXeuAf6AHXEtn+I612TR6xhjscsCDqLYEBIC0tiwBPEit2MdpxQ+HL/h2eNnpPECASLHtOqD4Zv2Axti/ctrpyltH1GzEXU1R1fO5BtEtTAgk+m8YWlCWQwCvVue/Aw5sO2sJh1nZnCkUZLM7a8S1DHLNBNSvMHV9r2rgeK0RS064bkkcwk63hSCOostnk7ndiKE6S8mICF7aJmodeAvc9Q9k512/0xn5tckBQBzLMgsrelAmrZEcNpayNZc8eE09K7VQqe4Cx5HCjaOowKvaVgYw1xpQS5QSKFp3V8opoMmYTq5YQIgDpC7xIKSKb6czPgxnTCHvfAgADib0w/bUpudGmEODA+priVhKwlUdQ2GzCvuqap3gyoSaLZAp5zpYOSLL2LCRhTXvIMLj5vXgh1iwbAlEwUFX5ODBSYaA0+sqAEJdI7CRNPq1ILDNTQK2R7X/erPJgKFuTiWY2pjOdg5I66O6nO+bGKvzGzeWxq2blleL5KnkvU1swT0nXqg+6fVTs5nJAVy7x2jAx0CN6YnmeFOljtmk4GsCeJDyGN+fXvCbw5MwCDuF3mdKFaYO6JB9vdaET6sAGk+j+BZlFBlEqcIzaQABhABgM/ay7WGt45nIy6sZoBG657B2a1bmCCRMe5wy3r8/Y0jF/VADbfqawe2ZyIOLlsFpjUktiyuPUZnWYg/zGqXu68YgKFiaWLJMtX42CK3mtJF8Jl0gDg5g2J67rXF7W6pImlCxl8RwH8tM5UlAy/JYgKFiOG6uV4lEhgdiHKcVg4LlJgN3tbV1s8xpc0b7Ia5OfBFAUgCsL2GW0lRWSiHq5o3yjJYJlh9IznW353r5yYP6sV3ZBLfxCKCh4mFa8cPhCb+dPuPj8IJjkHu6DdKZLWO6r3J4M5sAACL4tYyjtscBeL3POqiMhgCtBvhOYdvZXhKIEhJD5YCBCnJ3f1ZyMKuuNn9EAmsJSxFCxa0PuBUJiEoGXvWGxoUJ13XAugzAU0JcGyu1TMJWrqznz2wuZa+azihbQJmCAPIaODfwlqyZ9wIHzK12OsACkKuctIw2BKCYP2hAPLAD6hAASozHacHH+YzfTE+Oe9k8+vzfHIa3smK+9rpkwyYvxXUtCedN/PMhFvHdc0TeorL6IfNEDBpUzpg9oWQV+Te0iRoEUzDfjSAN3ZRoFhZCnYAyhV0zysLQGv7V7f42TAG0Y161rF1v+zCTN9j0MnD9fxWSkcht7qv6KGEDUPZlbOwRzRBiAhAlkBCI/bxaJgUp1sZGZOn6eIB5R458a/xpQVdVzpyAOlWcptXZK+/jBY/xiilsGCkjoBmke1r824JEjO4B1zrgXCf8nE8ujJaa8HkTpRjAkk6bRwd0BoiBnKnuwK1cA/7u+h7XkvCyTVhrxKeXg6QWrAKUDLPUgDqN8ixzFNbIT/MJX5YZP6YHXGiSTVsISJKGBgMpDNWvBB4lCpMPzZGRm2agkjNmvbHYQaJ1nOVQlBB2NeGKpczMEl1AkvTnkITNMc+SvvdxvuD9dMF30wu+GV4whw0P8erzeq4jflkfcakjfl6POOcRP1+OWHLCeRl27IsQhP1Lgb3eYiGSsg+hIml9xasKubpEZ48Iw0LmqY+KVu0W3Bf3B+TvJYtDk0LFT9sJT9uMn5cjntcJPz8fhWUbpT7louzb3ZZkOMDGBpz6H1XhHKVrYk+XN5q8p3l1B00AJY1aQgyLomkvxPBO2vY3JgCZULOwQNeacK4jBiq4KrPVwNY+NVLWR/72lCc8bxq5yq25DF+S13pDbXVP5OKApSdRBeJZIuzGmM6RPV3HRq4Rz2XCUhP+fnmH523Cv315dGZkqYRlS17vlBnIm4iZx4cLhiRBi1wDnj8fwEuUJiqBd2cBlZwtGlZC0Ppr9VBkTyd5P3VR+5oDsERJrTwUv35f95OuagzbEvQpvt3eIkAUkO4B1to61jW5zIxy1Npe2nVbooHU9q12J4eyg+qXEVtkbEO3D4s4RE1ok3eF5scMDgXXZUCM0VPZqjpzJUt932EUhraAjIRnrdETgtZ8NbZ5FJlqIG4gMeGtMd7zOuG6aU2j58nZNpSDgMxbp9ieVEEpqGs1jByo7A0OC6hYio5Ot/2jdtFBq4tUB637WYTZG7S52DQI42eI4lwkkhpPvgdAXuspO5OqASyVpUZUz4q2WntP51nqsj1G1CHAWLxmpHm9MTWipaQCSYf75bVDaWwxUvCxDuRlFuoIcAZolr0RSnMsqWoHzG5+OclepgLE2hjp9h5iSKoTSSqrOzM6wqb1z2K7d9g2NPnNZnyoHIZ8l6S/N6fWvnc7dQX/9X6MwcJBavZRt9Vtb+xqugJoII+kfYq81GewGmwQ2XPWosHGZn0XLv57gWYzcMS1HtRRyM2OIMZMC6IHaquDeBtHd1z634XFHz2A+7vtAZ+3A35aRL+/rCOuGzVW+rDhh+MzUiiYY8ZaI76sM655wBcN9ln5EGPQxlDBAPKDyKZpyF67lLr9awHiD+MFk6YXBrCnj/20nLDk5LXezJE0FqmlQF/LgJdt9G69Vlrn3XSVNMJbzxcKPHQbSpwZ1ZmVQCtpjTPb8wrwaO09Y2pzEoN1+yD1yuw53qcLvknPCKgYqbgtt09ZTCiQzAoAOyazBdRz3QcBBVToSgp1rMpLHgRYP8/Y1oQLprZXzS6oJCxBq5daAEsVtswcD3IrCGdB8y/rAX9/fkAuEVfVgd5x2RkswG1n+n6PrFZf9jIIuKZ6vGjDVijAMZwD0nMD1bb3wefoYmmbBfi0HvDpMuPlMmE7Dw6GYwsI54iwSC1Ic16YRD6xBZYsAMQqvrM4RFsN+LLNWKuwpJaS8Lvnk9x/FrtlHLOW4aG9zWj/qVNt9sGmabw1a6Ast7q16WoCR+dL5VbP1HV5mqA18Kqm5a44xhUTdZEyHYWDn/Witm+uAc9lwqUMeN4m9wW2orUIiwDEyzJ4kK9qIMVqrlO35vLcTW/XMXj6JYCdjUnE+PZ0xmlYMWpJiuOw4bwNcv0SJEiaJU20bkH+W63QpF1Qf1QBH+1WitW0DmhA+wYMZ3mDMAkJpagPommzZTb9rOznJ62Zl7VkjRYodFkeANLGSh6MUf3fg6+kIG0ZtI62NqGR75KAXO10ipXBoioMV2uOBUDKPDC8FqyXF3ASizrIkTEP2TP7HuKCY1xfsetNdhhoVTmggPDLdsJzHmVvaTm7PHc2eABoKr4XAKDOAkrWRVN3owAIVl8deizjtXUrtzqvHCAp/tx0ZJoyPhwveByXXd+NW2ZcL8P70lZ91oc1Cr6WQVi824i1RHx6PgiQ/6CsbbWdD4/SWG4aMmKoOC+iW67DKL6RBk3yGFCOwQkJYSWvyerApNqIVtd1fQj67L0dCbex6iQMRAwVcS745v0LDlp7eQxSHsQyV3+tlvTGAblGpFAwUCsLI8FaYWReyoBrHrBpY6cwF1lfN8bgJYhkD8ADQhKEbv82EJYJHsyKVziRo4xAGKrY5hoEiJAyas91cD14rcOuNMBLnvxZLODal9Xr98NbKejPmgH8ZZ0kY3cTlunfj48YQ8G304vez7azq/tsRwkyii7++Xp0klO/73S6kBX4s4a4BIBClYy/ooGqq/iI/PGCGCuum2QGXp4nYa2OVeSFgv7hkKWB1GFFUlZnrYRrGFvggNGAPyXGhcQIw4YyBtQhYkuSMlyjrpHrf/ielOCIEFw4dOSw2NZUSBPSy+ASGHGobvcYgG5ZowaYSmZ2q3N+24zc+nH0c3pbH/e8DU5CsdJa0tfgBsw9Zi/pFAJjTNnBbfvuvt64zacNr0GuwcVtU/DasJw1AKtkYtOhIE0ZD6er2ziVyTPI8tpqw3ANYG6+a60B65JEXl6SkJ9elOWqNXVJswqDMpC3E2nDVnhpKOnd0AKFcWnNzsw+9cDtomXVCK63jBHL1EEGJqOIWumJr4w/bSMtqCGnza5Ow4rHtOC74Qnv4wXfxmcMlDFSUdC10dcDtdohEbz73hUSPflSZ3zCEVcefBNXfp3eZU04/JAre3EzAQzZpJc64ss2e4HlrUSsy4CyRvAizkbROrJTzPg4XvBhOHvtqmNaJd3eUqKKAJ5JUxuMKg2IkW/NEaSxC1A3Wf2QqkZhVIlrF8M4CUm/JlGADBEgZGlmg7Llhurp00RSCmFMGd8cL/g4nfHd9IIP6YyPwwvexwtGyg74neuEjSO+5AOe8oRfrkdvxpBzxLYmZTeR14KztQbJMxHYD86UGhhWUsAWuNULMWDMDHs1NoQZDU/ZNb1JBeCikZwsTJIv24xP1wOerxOuLyNAkvZXcgA/a0dC7X7sLB0FxuJFHcgeSAgSnanaxdlSfnnHTLhhV1bytCEP3pgsUV8JXc1iMwRraczsrUbpXK/7Y6nJBXI/rGHYtYgDmTX93dLcaZFU6d6oDVnYY24rqMEtNVzVTjdHMu3PWkUr3/BpPeDLMuPnL0e5lgLt28sAq7UJQCJjBLzEgnEsWtOFgOcB8aJ1ciyFFvDoVbwS4iqpHPEKrO8I26M0zrNO1ayRTADAJgzUOhGqpvhaKonV64xndUbn2q7F7StscAQIN10k0aKk9VCl7pOmqGyXQZxzBdpMIbMZ9pUQLgCIUJNNOFQpdaCj7f0C5AdRaKUIWzklOe8GCFRNScYosqTkJGzeSwIKSaFxd0blehQYlKoXKg+BcZg2vD9cXcblLYGeYwOMswZBNK20T/VzlkL3+6u5JKDv9NgzUKo5Vfq+tIrCFB2h4IYylCuT1KxVo/rdcNX6iK1Wo50fG8b464eVmlm1mdq1SCbDlqPUc5wH1J6tukHSY4xdYx1t9f7IHG1tJNaAS/kZSFioXl8sCiAf0GpE8dLPi1yPCKgKopohYAE1DxoQPHWRzKBHMw58HlYxLspE4AmtlMvtsHtQ4NXeJ1No4GwDdgEDYfZyggneEFKix21T5ANaXVgYSNeaYvTMaGtO6GvLEQtLUOoYVhSE14wLBUsB4DFWVIYbtzNJrfaZtl1qXGNF7mW5/W1jyZQ5hhW/Cw/OyNtqwJIlKFADYUzCpjvEDR/SGec6Yo4bznkf8LO0OSKWzqzEWmaJcUhSP+39eHWGIgCvA3oMq9ctBYCfthMuRRzj523EEBqTB4CWECjuTD+vE56ukzhjOXaGdt2xUIB9iZ1qNACCsyy5wDedNQ0lqznLkn5njJFQZP+Rdoi2bsaWtngMDRBfS3SHF7CyRmLX9Y5mrsEdvksZJCio6d6XrE5HsUBbA9+BxubZ1oRibMP9NpbPrSqjmXYsSrNNbMsww+3NuhE+rzM+PR+ladWmjE0tw8J7kSR6CnDjpg8mMpMEEyukhIDWHPatylCwtHPys9iD5oAZmHLJA67rIIHQre112gjxQh1o3m7HmvlZSrM9eyiy/lb31tLrvyyzpIteRiEnLDK3lyGBUm3p87bNgsyLNOgwGpjovboFSSG8iG6lTfZYvIj8KQfVK9R9n85J/28LbkxR0mQnkrIVX2NFX2srWyKkjRnP24TndcLzIkCspV8SSWpqXjomuwZgOSnoStwJbflMSloCLW5+FgKxBxOnlHclD4wZnULFKQ3exOu8jbjmhC8vM9as4HzubAxWBhPM3pU5cR1herxjDIsObvq9DBIYrJD9bin+FNteCUUJF8SuF00PMAFk5W70Wh64MF2r5krIBqqRAxnE0gvArm1s3B7MKl2JhA5be5W2HjVo4LaMyl6rk/kQFzzGq/ucVmLCAnWWYVEQ8FInbDV5zfwxFpQUsKTijWKIhCTQN2oGJHi+ETztGRrQNZvL18NM3N7pt6BIFFZfGkRffJyEPWdBSaDV7bRxm4J+O0zmW3boz+sJZ5WlS5ayLJUJl+sArgHvjlecxhWnYUWigl/iEVe1RVdjLhKjxIg6RJQhgK9hFxjuA762Hy3F9zZwYP4Ua/PimsSmjangm8MZ78YrvhtfPLjSZ8M6aKWBVHvGSxnkXrFnWlpZuq0Km916awCSaQUmDyLVQrtnqQM3kk1tQasmBGTDU9U118ZimwacY6yepTJ3FOFrHbBwwnOecKmjg8cvWfAKK3VioCurrQu0AK5lewyxqB0THReprD0TVO8TMS7bgKQlyySbo+yyiQxkvRYBXS175Ok64bp0tVqteZLazFyoMfoDXBewZv5aVmGdGPkhaokW9YkWdVYHbZg+NDLZEAtOo/w8bwNyidrojsSOVwYyAPflQyiY5k1keWQpI7WIHO3lBVVq59ESJtU/8KCInWMtPyaZAwoKd1khth7GpL5tpNkHRmw/AlByVvTfCwcPAq7KYr1qGbZagmNDwliXQEYYhYw3ThtirHh3uGIIVQIVnf1oWVLNnhQ9v5TUGNEK+lpt3cqEl/OEck6y5WsQOTXKHL+brTeQZKAtW5LMMS+1o3JAny/GKj6UspFpE/JTXIV8ZzW6rZyZZWYgSHCwjnoeu34IgnnI+pSh0xFKcAGaD9frECshYX6v+za2TH3mzRvjT850hW5aA+mkuYspMUJEwMpAJBV2gCg6SGrgoNHpPtJoLNdznXCuEz7nI35epdao1cey1OczxDlpqU0CfH5eDngOUrfVOuOtNeHvnx8lZT5H3cCdwiI4k+zdeMUP0xf8ZvyCb+Iz/mqSdMX/4OEdfvr+wcEAAwFuI4x2r3bosjIGjLm11YinRSJGx0GEyfvx0tUrJbxsEzIHj3BY0WUb5tR9nM54HBZ8Nz7jfbrgIV5xDKuDrYXFuTXG8D+sj/g3Lx/8YAOQDsJDRjxd3GG0hht9sWNLcREBUx0cPC8DagmiuBJQokSGBfAL2N4B+dTVHq3NUOLaHHIAuObB2QnmaE3DhvFjhjUUySVgOWnN0SjMIqOsG7PAmKs2QhCQ9TitWsRb3nfZBmUYSBrOFhh1jeBRo0EKLllkrBwZ+dA6t0qxe3LWCEiZkJvUOZW5+waZAz4tBywl4ct18rqmMTDGbr4B4JfrQYTWFp0V4t/PcGeYAysDs82rdY03YEfqS8pr5rwxWn1jS7v96XIUwW4pf6xGfcdEFUa3KNKH44LROiTWgKcgTfSSgn9WaNvWoJQgTas0YJHGjIMWH5eaTM1osJS+rYhROKR912j73lVTVQZlf/YlJG4ZRz0zZVQHyRRL0v1g9Wgv2yBdgjWVWAx1eE01KFAax4qjNu2zrtzcnRW7R0uJsrnqnyEq63NNkj4ftUyGMGPMMoUbMR5SL5D6b6sm7A5VauvoZ82RrN5wg7zuqHXArR2Q5uxcu14HwlrNLbMV+wCDMBSaU2UApThhki5XxtYx3li7c8p4GBd8M0lq6BSzGygAdkZKAHuTAftp4NVJZa4x4jyizMLggBrBu2HOQP/fYKA2tWYz1vjPWLzesZZ2BdapA21EmZPXQe2DAJ61oPW/ba7NqOCJGrtCvxNQ4F9Zo8ZstUYAxs57BY53bCeOEh22ezQH2bMRQtsLYlDK/jAAGoDXpbP1t5RAuRf4+ysBSEDWPVZmZdyrY48AZV/M+LvwzuXwIW74ZnhpNcY6NoCUwdnXbRyo4LfjZ0xhw7tw2dUks2GOtQV+Zyo+pwWEOWz4Ln3Bb8fP+FwOOJcRz2XylP136eI1ryNVhMK4xMH3KBErA4fxOC4YY8G74YopKHPVnoX4JsWVHGjtHcjS2Q5LSbisA66qIyy1tPLota8BYM1RbJotomwRFBllEHDg78dHJCr4XXzwe7Ca9lZzbX8udNMRPP2OiKVLNff7XzaBg4Ja7sXStc91xFM5eGDxqc74nI+ecWQ12q9lwPMqoGru5KI4mNWZ7KWSOh3i5BmTBu2IeMkja/7l2Qo3I2ySabH7vNmyHaOSzdkFY4Ho7OvzKMHkLKl48WidN3R+tL49tu66BKl9ZuWjIAA3ZfKSUTyy1CvMoTVk64GLStg2Sdn8tB7UuQl4WUe1c+CfIQ38hZWcNQLoOaUmgxwg6Z2KqrVWszBrCAM+nQ9aH09LG3UBVS5BnlVliOVOOxbIsZX4KSTAsK5JTQA0bVTAGHoTXHPnmOGpoTZsv/2SjwjEeMqzs4ZMl1hTlx7QNPatZZnYmIaM07TCGr1Y6rKNFCqOWue2l0UBLA1luqDgbTMce6+BZ1Lnd5BGMp0uGWPBoqUNzqm+KkVRlghcYgOzhl5RQGxCBTLjKjp5+ag2WKcDwI3pWg1cIABRyhSUQ6tdaRke1iDXGpyY7rE16kFXqvK9UtObnIXra2zX088Kw5WRZ73H2GqNmy3h+6ZzlvPcvq8mCIGlC8Q8Y8LCyYHL9p/4RxUS8C9MDsZOMSNkVn9O9yMLU0/2swTlStl39eaq+9yMbBvVgByZj5D1LZrx50D0BHASe/eYVpziimOQ/Sb3updnvc7YldS4YfUCrTyflRN7P17dhwXgmQTvh6v7IV4v3TLdKoEGKe1RUwXPGeuSUIcIvqpyt+cFvJRcmdWWggX6JciNqnyQBQpysdS9HyqmacN38zO+Gc/4zfAktcD1Xq0EDXhfcvC5TFhr8p4tAHZ+gwGYBiIuWXRs0U7F3ijPAETWgHomhOuepMAEUABKD8zps4dCbhObjRZUh2eWDB+rRf5vLh/x0/Xk8sRqz2Ylmn1eZvzydJSO9kn8I2telNcICkDyrDkxZo3YwdfoPpwsqFzj+VAQUsXnlwNCYKxrBGtpt92gVqsaEP+HO8yEtyAEGA1KWakVTgzEKqBrqgApkYyA/FiAJD6blROLoQIf4cz/vteKsZvNXjIW75fTvFvLts8laGgNR1/CiAukREidqvpB8gxit7JnoNUka2qy5jb4x2Q+N6T+L7XszMqElyLB7//v8zc4K6sYgBJggmfkWakakx0275uWHroN5Fr/CiHtSRbJcGhM1iFWHAYBzy24d0zbruRRj5G9Xb7T/NbGyHU/igkvj2IzFhZ2rDUZnaPUf68ctMeSZCtf8oBP6aBZLlFwteNVrk/S6CwERs4B25xQt4iNEsIqvoaUhCD3j4wIYz6QlWzr4k9tmD8T9msomRoqa1L3t84v8liqA+1vfH83/uQ1XS2qg2oGRdWFNhBVDqH822jwCkxSRrAnU8C1QNIJ7T8BXkc8ZQEonXZdrc6FADMGdAQ11I1Gv2jdsiWL8fVyHb0g/a7Oo4IOlhZ1Sis+Di/48+EX/CY+SVoj2LvPG2OmIuzYMwYa98PSHF/qhKUO+N32IL+XSY21BQMVvE/nXf1ZY4J8zgeP3lm63VojjmnFQBW/nT/jfTrjm/iCx3hxB7PqXBYesHLCVRlFn9YDPl1bEWZADL0pZbwfL5ijdMjtO6Qf4rartWsRxb+7vpeUdDxKaQeN/IbAqCVgy+JOYgSY2MHDsEhaivp3Gu2UvbKUFvHpQeH3k5VIMCGhIKs6rFsRAO6Qtjfr+1itvDHknSD6tEpphc/LjDVHPGv0jbeAqkZBJZJakUWMXJ4E6LWgQ61Sp8gb81QAhbwumCn73z2fsG0Ry5OWqNDaSWnKiJFx0ML/l0X2adUaLS0dUsEQZSvWEd6AwACWPl1CGATkxnhRQW7p2lUNk+dtwssyYtuSGo6aUkDSEMzT2oM0gkpB6hMZ8A8Ap3H1zpQGEPT1lgyo9/TDLhLd1yy09CBZ6+AsxlZHzvYj7zpw9sMj2rxPow1umFYH7WR94i6dxpSH3YNFxF+2ES/L6LUfH+YFf/7wGce04Yfpi9RSDNurDqI9KPhlPThLyYwDA36ryTarT9sPVx5q8dle0BRVNuCDgGvXbIFLA1zjSh6lNwcA1LrjGrhiw5gsVRnSpgQbg0FKNpQBIGNK9uCtAZSDgXPsH5+SpAB+Nz07u3GpAy66dsbkq0yeXu3nF61juMmDFArWmsTBZm2WUQ1RBW78lQZSmkK21GJwlzYpBjetHeBoTN4e6GRyFhApmE1FFTLDU2GidgFwoFL1Dq4iR8okc2agdfvJmgKshobV0oztnO+ezVhPtyxmYBe9F+aGXLP05E0L3hhoS1pvLbZt6c6vgjCkgRqrgVtG2ZvFANdkhpAYXEtJ+LQe5byXiCllXKbBAfVIjENYVfdpY6yOYWo1JY9hxZais1/7uqFz2CCNvIuCuVnfpzKLVnwTn3Gtn7EhNp2uk1UgafCWJVI4SGojtWaBtwy2H6YvGKh07Kq2OAXkDuNtmmjlqIZucH22auMi2d/C/OhrY4bQuseWHFGXCEqMDcA1DPh0Pexk8SFtHvhdvJkBXg3rhO2pwKanO7YcSNjMpIwfy1LJVdirVx52NsynfBQguQhw+LvzCcsmDMpalQUZeFcuCYCmqgVsi2x61kwD2dt688TAWJV5Cq8bTZlenXsqkrkCwwjYQKOe6S7Hpu9Mv+YkDRc1g4fHtn7umGrZKepKG3FgYKTmwEKvVQg8aB1Pzbzp624Tt7kmlnS/ZUveHG6rQUv/2JdKxIOshl1XPsaCsABaJ2YDXX3R9ZpV9t51SwgEaXKxhZZlQhCA2EpsaUkdHqoDxFAwjW3vEMvntd6l3IiU8/HTUYFw1ayuSl6uy1L8BDzo9qjaMJmlyRUA/Hh9cIC1cPDmnZdVXluWwcv4AACF1qMgxoohFW9++tv5M6aQ8RAXDGEvNwDsmJNAq1kMwOVPL0taqTOxnX/HDygIQtogY8GJnhs1ODLEguuWsGoJnVoJSyFUik0HR0jNbl1DycoxxJ5VL99kAKmnaMzznpEISPaCnQP7asvk4ARnZlr6rekqC8YZkEoJqMr0c6fWynTZ0dXPhqzgxdhKFlAlxCu7DrLnNbukZ7zaebE1tVJdpQbEKiVarI7lFDZv/lMQ3F+ydTW70gLnOrUifwBYwXuuUl4pRt6VMCGXT/CMlZ1drsEdA6XtEArjXUgIh7h5HVJjt/bsTgNczf6R8u/sgOttcyTTN+/jBQWE34xfdN+qL6Tfa79/Lgdc64Cf4gkvQfQuK1A0GBORgHOoWMKAwkDJ+wbSVMTmK5OWpMi23uQ2gwG0HMWvoUECaPOQ8WG44LvhGd8NT5hpVR9ba7ajlQ/pG2xetf9HH1SsGqRbc8KSo7NZPUuvW+dm4Ojrut+9qawNMy17ncjwtZcAgIHqvPM5r3XAUxbQ8G+ePuCnp5PX9X6YF7wbm89yXkYsTxMoMtahuk3Pa0R4iaiRscxJNqj1oVCCkJVtqZNc23p+lC2gJMYlqQ3wksSfNCKFBtB4kP0IlcVuS9sUbAG0Nn0jILMCryO0b4cw6i0j2jMhgpBcPs4XHNKGHw5fPFgdUXdBaaAFDVyeHqOfcau3nlnsysyh0wOiz7ZUXS5aHM3llao2NjKCBkE6OMaHBaaMQOBMdwghcKsR//BywstlcgJYnx0NhpdFQJQ5oah1aK8RdIm+jziw4yIgaHM3CfTO44bDkPFnpy+YY8a74YpEIjfkHFfPHpKfYl/2/QB633l462F19KUSLJBo8vS2jELm6ESuQCxZG5gxxIKP88WvaUB5LhHXoQgusgbpQTGQlCczf9P0dRfk97PoPli3Rub/3Pp4EfL9Jnf1O41IQNXjxk2vra/xhX78XtCViP4TAP8DAD8y83+kr30D4H8P4K8B/GsA/0Nm/uX3fRdH6bZYJwaSsMxeyoi/XT7iR3qn9ZPi7jN99NdqYPRKpYJwLiPOdfSaJp/WA366HL1mIaOxxQAFYktADAzEpizXEvHzy3HX3EZuHAIqMTzyTrq4eUm4Qjq0W42VNRiasK8ZFakCLGd2oIJR69DdRh7NkZtpwxriq2ZKx7BIGhKtu++vURTKx/TijloBeUfBSYtgP4Yr5q4Q9qdyxKoA63OZnb3zkid83mY8rcIamlPGu+mKOW54HBaMamCmUL2r4a0Cl/kOAGaJMLEUdRaWTQBRRIjiPICk4yDH5vgwwdO0KguV3Os4FcJ2TvhynjFr9OuQNnyYL9J0Zbi8quHTR202Du6oy17rDeTWpMUaul2rCOVIjEuSE3iJmnYTGBsx6hhRL1FSyZnEl0gQ5oo5BZWAHKQBTQhqWErzhOfrhDNpt8YScX6ehE6vEUip/8TIAIoablZHd39wAGaWEx4A3gCQ1FKysg2mLM3A5Z7IVJXhMwK5SBrql3X2ToulBpymFWXIKDPpPIlCOQ6bp/IFYsxRQFcDrw1MvR23DQr6+b9lgPQpU6ZI7b0GvPUsEWONvRXNl8fdN+nrWSn958xo/VIPDowa2NrYKcWjfilUr3U1hIp30xX/5PgJD3HBd8OzM9vada2eJOFcpLTHp7QIO2c94FoGD4AEAhAqUIVNcZg3BFpRT20v9CCjsHoFlKglgJTJPQwF07AJK4wJeU4oBwELjLnp9ajU4LRUqVsmK2s6uAGNXqNs5wCJY9c3BmRq3yWBCkhB/EnAlMd5wfvx4t2xTT592Wb8dDn6mll9SlkrwhAqjsPq+886uUtZAVH4X5YZS4m4nCeU1WQ3tJssOUvHiIeUgVhIAoRaTN0HidPQM9mJb97TOab27GKoduUGFNxRsei1YD2lWBWb1BECgrKHgoJAXgvWvkeNBA5oBeC5dwDY69BaCo6n4ViKjZIgyNYytXUnBmrHqrdrgprj5Fi2Rv/lyw3xMucfDZw2cGsLeL5OWLaE8zD4OfuyTvjbL+/8LJzGFf/s3U9IflbJ60sKC0+CRX3jKRvGjDjFFSkUvE8XTJS9zvwpLF6aYOdwQ34Pfk2J7H8uR/zt8gFf8gE/LUdci+gJJpaAbpBgU40ZG0dEql6v1sEWZbZ8ybPXmwPwqm6apfSdNZ0sZ2WhhIoYGSULyBq02ZPVnWRjYDKjEmPBgJ/pqKWOAmKsXqOwKLBWLTBjwJ07ngAnRpkYlLp9050L2evU9lMO+HQ+4F8P3+Dn9Yi/SR+lzFNnA67ahOrLMuP5MknKuV3TWB+6J83W65kgALyefdJuxqnrXA0A14uyP4M0m/RGCOa4mGNMGgCq2J0PqP6uOeCqNXUJwGlaQb99AqEF5w9DdnCW1Q61Mg9+v8SqM1p90+eLHF7uapkLw0qdrSTZAUFB03glbE8Dnlgyp4ZYMA8ZYyrgGbgoCcHBHhIAhwrBrVaTMSpDbuWgMfd5k8ZNQZlCUbNQQtx2rCdj6VgTSMtu6Z+7H8t1wFZGcGUAQUvUsDuTKPLcVmuUGJqh0ZiAcoOQevk54tNycKC/giRbZ0uYB7FNrjl5ambeGmQaU0FKosvnccPDuOL9eMH7QTLcjnHFx/QiJUxUkfUN4GSbhJ2NASgIdFPSZOlqNvYNvP5hfcSlDPjd9YRrHqTpj7JcpUO1gK2BhHSw5ohaI6rWZBdw/WZfK+DlwXnTV0EABVtrk+V+9LY2v0ztcz2z3e3KAA+smY1AFQ6IU3fWathfa3fOYACc6SloEA+tjmJV9qcx0Kl1uO+BLgDOUucqwZ9zHvEpHHDOI9aavMHPFKWB2RgyRv1pdTYf4oLnMuF3ywN+up7w85eTlAmrJPWutYQHrxrU1aa5NGqZtUuS+V+7QIFGrDjJs3ipj4LWDNfAY63tXFn8mS95lh4P24xf1oMH5GxYuZEA1kxTYWL35BL7eQjrq6bWAewM0tvatucy4qVMAmBug7OtS1GCizIjvZkyQQIvRXwfjgIQyzzI4tmzG9BsjGwDPkIG6uvSzDjXEWeM+HEVXOHn9ehp0ZUJT+vsdsGmzZ9FR1Zl00mNyVqDZiOg05m6OSsEAJuq+nSdzdfpCLNnvJSHAXfcMJ6e9GLioBQhWvyyHpFrxE/LCS95xOfLjPWaEAcp12aBXCOYBZWRXAhlU3BVbW0etB+MZrhhgPjeWue0HvSOtDybsVKZuH2PrlvVNH1ieMlDmgRcH8e8yzYsClJLBoRkDW+bscAB0rKLMbYeLCvgjW8pVRymFadxw/eHZ5zS4k3PzTfbNAi9KBvgXMcd6Gejz8ItGoi7lsHP+3kZcb0Obd11fcQWhWPJZCQUewujBfkCJLMwQuz6IIQnE5rXkryv0FoTztcJ62UQopb1w9GADHtgVtcpsLBmR8nC4klwJWYSPyIKjjIdNgyp4P3huiPIfRguWru4K8vGJKVSOOAlT96LoHBwP14eSwgO5tf3pdua/7tvEDrS3t62+vuL1knuM73Nf0uhYkxFSlnE4sEjI0ZWlr4li34nDxrECqYjqJVpq1Ki0MontoAVnFlexuZL9UH3OqgI73Sfn2k7zyq3rSzTrgnlG+MPYbr+rwH8rwD8b7vX/gWA/xMz/y+I6F/o7//z3/dFHIHtkaVLb2RnohR+BAD8eHnEVaNNPehhzLcp5r3jDOvMJinr1hjivIw4X0cEZdsBIsP7phUyGogjhnDA+cssh3yVA8dz0a6EKlC3IAtpqQRLQIawpcRAStgQJfLSPXsEo4Aw7jwRTbVWyeMmHmkqI0l09VT34Ooc9r9/DbS9Hca+NWPwysIuedGSDL/kI77kGU/bLPVi8iDKUwXmEAu+mV7wLi348+kThpAxU/YIvo1eyFlE41oHRNRWY6xEcA4KHJIDQFZuwHa4NKELYngzvP5LUAOyzAHXiwjZ07hhGhf81fEXHOKKj+nc5t8Y1XjduXGm7ZUTLuuxf4anOnutwEsUgUnE3owkBEZOFVuWqKIvdWDEsXozLqtrU3MQHbYRorIPrxep81dZnDh+Tp7+Z4eeK8CI4CgMJQrsDqSzZYilhpY6ZkGbCYSsOF3qhEaE16k0Jm6oQNyAUgBUQimEax52jtHDuHpah6UnTCE7E9uYhaYYDUyYSLoGSwfMX5FOvp/qDoC1YQ6JGX2yZk3wAy0a93aHxxbI6K/1tVE5eK23QNXZrec8ijFOe+UEwMsfHNKGx/GKb6cX/MX0Ccew4pv07F1B5Z7IrwMA1ySM82NY3YBIoeLLIvlxRFIX1NdjXjCnjNOwSrpRDTuj29j+1zxgUaffGLNDqJIalhPWIWOZkij+JPuyZgHso9ao3Tk+gIOPBrg62Bc7FijUMYI54p3DXUhLVMjvbCzHUYCfh3HZpbGZ8/l5mfHzFyklY069NWtZ16Q1a1cpyZHEmZi0u6/JtuuqTUmWCKyNnRVWqSns9Zltj5izFgkl8h5UJXM2tbYQkTfA2o3u/YAZ5gxKahx37FjqwFWrscyBdga61ZUKPRjbqQAHxJMwTUmNNKkJp7dDEDCchLVoDUrM3vajYj6HRtS5A9kk2t7uGVBjJDemKwN4Q9zunHXfF1Xk4/UyYksFqzWKigXXdcDleYLVUXw6rfju8Oy1+axZ0nkb8PnloGsuoITVnbKaZUMsiIG9dM/jcMUcM74ZzzilBe/jBce44BhWzLRitJp5BC95FMHKSkt4KjP+9vpBHPnrwZkzYtckRN47AX0Nbzvrxtb9h+sDthK9CZMxFy3t2Rg3qzozRUuEUFD9anW+o6T7ej15DR4zILq4Ei7KDOUtAJGxHmQx2ILWpoSqMixtHYNsEh6F0Vi5Ay+7PS+MWN2bmXC+jvjdcMKXOGNK2ZubzmnDw7B42tllS1i1UZEBeZaa2I+bXxtAGRmPDxeMqeDduEhpGRZA88cSwMsgDOyOddkzIgyckn1+E5TgBrpuuq+kptyKv3r3C8bQ2CRLjQ6UvyWbvY6a6vMXTW9/GWdx+ANrgIb93jxgMQJ0Ff0er4TyElEAnDFjPqw4DBkpCiC6xAGWcWbPUROknp4GxHYOJsODJ2GVufFyKVn2XCkFiNosNVVMw4YhVic8TCl7posFRvp16MvsAMAvEFKD9CuwyYYznxgqD7P+QVmRxArEoQM+ipTOeVonZ7RuNeDzy0Hq4B+lGdCyCei6rQllDV5rNqnT/25e8HE64/v5Gf90/hmP8Yrv0xdlRL5tlxvYeuVhF7BZVXAa80f+HXDlhE1Tny1DLHPE5232JraXdcBh3DCnjK0G5BJRWYIl1miyVOlPgSxZYlYmSMqA6LqzHKYdI4ibnrYAmgf9etC1q/trYgEWiNMMDmeWcqfHOqap7UEHXXUf2/ciN1vCtryxXL3haDSdK89UR7ElKIt8qJpxYfduoJgPlc3GdPy8SoPE58uE5Togxoo0FPkZhN18HDYchxXfzc9Ya8LzNuHzdcb6PDa9bJlmFbu6/RwauCVgq3Ze72SOi9mxlQILeua8PFBUAM3YxjXiRUGT311P+PH5QWw8/TLSvbZt0XWABdYstdpKlg1a9iap7Bqo7li0A4BB7XebyqUmPOdRGhRuqTUSqwE5swe6agmthnXSQFYxYFzqLlpp57702S37HoD2qICXdLBzdy4TKgh/t7zH53XG7y4PTo4AgOfr1ADA3PXASFJyq65Ral96cBGebSCEA/La2tUWTHWe6wcD/s1GG4Cd4fOG3bhb+yI6/nmTcjo/X494XkbJ9FikTACzeA3SqyaiUmugy1sALaFdx0D6yA7uxWjZEp3mJHsdyKvIX6sp7sHIyM5E5irrSEPFMGdM04Zvjhe8m67OAF9r8jKJm5Z3XLUM0Fai4zxWPs/KOZYSUFaZwNO44d0kQa5D3PBNetmB/qXsG2u+ZCm3uAsmeEaBpcMHqY9ahG25lCjNH5fYerWQPmvRc0omw3hnE3twVkdA87H7RuCs9t5VCTtLSdIg6ho9iOIldvpyZwokEhPqXMExuC5sFxV9NR9W/PDuCadhxQ/zE6aQ8S5ddkQkIxpZ2ZqXMmo2mZQ0/OUsAcp5EL/WfH/rGfA4CvHOhmUXWtaZkauqBpFsmG1rjSkDSYNLmTOtfa2y1hrTjyFLthcYVwuWdOfZ2b0B4KKNx4qQ3qhKhlW8opUbMH1h5KDY2TPdMa0J6IE8qnCdxEn2vgcCFXT1wOVXxu8FXZn5/0JEf33z8n8M4L+j//7fAPg/4w8AXS1aTlo4/LwNGMKMNcpt/HQ+SU0yjTKEqE60KjyLpC+bNAyyqAibA6nOV60aoSoSZbMRAiNoildV1olTvVkbWG1BmJXWCW8u0jQCAJhQVJmy0Zi1q/klD/hpfUAA46nOzshtVGo5wJauCLxm3QGvo+MAdqyaSOzG/1WpiVcFAvti2w2kas1DDHC1tMifywOeygF/t77HP6yPzjLJurkBYNVaHL89fcH78Yq/OvyMY5CoPtBq5ZxZWTr19ZbaOOKn7YSXPOGX5YinZfLoQN2C2n2y+72BhAmda5SUhI1aEWQCrNEOJzmg87jhu8MzPo4XfD8+yfMqG9IiYAMA8/iMYdizJ3cNRNAcIisD8TkfvQ7QResZedq7KgwAUndsqqASgJWAIGCyBQHWSp46JxfW2plWUFwVD5gEliegTppWOFXns1NgjFOWNDcF9/KSwLVTkE1vuKHpLLLS/a5AirNxFSiTyZCzsdWAOWVhOWsdoYHESEsdyDqHzRnPfbqHgaw9C1rmvaFDt8BjASFy13GTG6i61AHnOjrjHcCr61ZqdZ+BfcpJBXlTFtsDdu+3tbCM4XquwoL48fqAp3XGz5cjXq6jpG6MGwiifJYiqZ1m9NaZ8H667J7zpU6e0mHDUg6NAWN710oomENfmfB0nVp0MIojcEorPk5nnGJzAI05bCUULK3Gznof/f9cA4ahYDtmcXZz0ECHMv2tHEbPiKFOmQ17UE2ONe9YJmxYSW9/miFjSlCdqZAqxiQME6vhamVTUqh4Ny6YPhZP3TZGRmGpbV2ZdlHXrQY8PQtIm7SubwgVIzHWOaMMAfWSvFlDrYxgjqiekwa+CLjh9WgrWnaEbR87a52BbdFYeVADkUzgYf/TcCsHflrwxT+vhrAD1SZCDdwyQFZvnaiBRsyECm63WxtbLGxtTYzN5OxTiPHnrI3uXoIBH919+M+i4ouak2XskLZfxE4oQQJBdayYtPP5PGRvpvas9aG3LSJfWz22IRQMXeMoS7MFgCGKwRiD1Mn68jKLc6NBvy80gwgYFaA6DBlTEsMvhYqHtOAQNzwOVzzEBXPYpLGV1vyzVOAvecY1D3haJ3y6SJCk34dDKggz41oG/G59AACvK/e788nLiADw2l6rNifxmtfaFX7nIDBaSraeNXPMmSuAIM01Y8VwqKhT8XRpAK38QIoawBDmTwybpINdhcHkDqkdjCr7wZgFzqzR24orHJQHBLirIWC7DPgFR6RUxNCOBaOCRn1ZGamP2NgfIHhTwEFZNd89iE1iIJ/JRmsM8c304mViKgf8sgqrrZSAsgXZ1KlKQKNP4Z1UD/tZswNnxjZ5yQRjXAsbZ8V3ysax2rimb3qgDYAzL4FW578yIdEBQxjxy2nFmrjVTq8k5RWUBcMkAICBOzUxeGLQXHA4LjhN0ugmK+AYtBwEIHIDWRstwc47I5ZWL9rZhwEohybzrdYnV/JGqYfh6pkuBh4HYhzTijHkr5bq6Wu8rTXhmhMuwyQOUmhzRQq8elp2J4fKoUOJueuOrsDweRlbjTyWc5hSwcO04pA2DKFiqwFfiLHSgGkWvf7hcNEmRc/4s+kzPqYXfJ++YKQiGWkcca0jiq2xAq0WsLdAjGXmFQRv6Gidqg1AeMmjdxI3ORCIvQRCVibleRlx3ZKX07CA5TRl8ECt7NBN4IOKglpmAxKBlQHL1ECfvoQM3cjyvjarZbxQ5SbXu8Dr17I9APUHO6aiM98c6Gq6we8v6tnWMjUhwxuv+P4NoucMyDVWJHHHROJ2Pbn2npCRc0BdIioiNhokpTdIY7SXMeM0N29c9lT3ZQq29s8KGFjTXqPaOqITIPKzA7F93qhta7c3itiVbP4LWj3F8ybEI2HdCsJNgMtRuRkCAuOaRr9NArzZV1T7iCBkpY/HC6aY8W68YgwZ79Li5eQA4MflEc/bhJ+ej7tgaFljk68AeImgNeje0eaLHZjlS2DrHbp5UyPG9l3UgEtjLzbgbakJf/PyAZ+vs5z77ozUStId3e0wlaMlij7Ve7NggKRpV6AIAYU2QrwaJdVs4uajWomWHnyR4HUnm9RdLzN7kEj2BNzu2xSUAxpblHRuQqhIWpvz/XCFlV17GBb8dLhqc8MGTFndc6sr73WFmbwJYuG2hytLgyOpsam2h9ofXj7mIGfieFoxDQK2vh8v+Dhe8C5dXMdJicPkmYGZo/bWCV62qB+W6UnEqGNAHAqOw4qHQeyvOWwqZwmf8wFLTfh5PWHVXjjO+AU80zJXLS2j8t8aQV02IexZBsa6pFZLnCClAUZZs6Bsegk8Ule2ZL/Qph/zURayjvBSINZw08pdCumMW+1zJsdH9sY+HJfaBV4BhKEiDRnTmPE4L3gYF/zF8bM0dB3Ouz4AFsh7KROWkvDTIvNm5eusxq3ttav6sabLn4qU2/kRD5IpGUsjfQGIgXdBHAugGyhr5arWmnzf/axl8owUYSz82+yutcrnsq6X6TPXJ6sGRlZ4uRLLrOoBVzuPZtPRjdzpyyx5ZqDKZrJG2T0PQQktxI2U87Xx71rT9Qdm/jv9978F8MPX3khE/xzAPweA9P6jKhgRcNd1UCNH0taezhPW6wD8MiJepUt5jYw8VWAwLcWg54T4ErDOypr1TQhnAngTgtBtWktjB3zj22AWIwVa34rHKsWbxyyRe/3MStoRbgutxgakBuzP6xEbB/y0nZztabUxbExB2IB992G/vQ4s6mvrGEg1UBGGTNDUyTp5vRoAmGvGoGw7YdBlRAScwoIBzci1mnOfyhG/5BP+5voBP14epTmTRqbEMRGh+3G+4J+dfsK3wwv+yfiTGJoq9D6VIzZET4U2Q7IfG0f8uDzinEd8uc64rEMDJ1ZlOKjTxlrDRb160BKknqsdHsCVM8BABGKqOI0b/vzwBR+GM34YPsszcvIOlcZElXmWWlsGRptx3LMNgAZ2mxI3sPVpm7FWURx6O+i3GcUKHgFegkb7GcNQPGiwUWx15rgBHVUBq0AQtl5toCsPuh8PQj8pm1AR5nHDpEBEZcLLy4yyNWvShTSa8AF1xrMpjQ4kMvDVXyvCfrJmLN9OLzjEDd+Oz2+mG9m4rY16DOuujtnKyaNgPVvV2asKjPZnQkrrMcBRm6/MXl7AAPSBBHQJzMIe65xd+W5y9shSkl8jEOMQ1x2b1vZyZonOWurFj+dHPC8jPn85or4kLKcBFwXAQ6hY17RLGTUQwYAX68ZtNRttRDCmLnhiXVZNjuQakKiihCqppznidBCWzuNwlZqn47MDQhb8cdAa1YMIdg/nMuJLllqOz9uIMWWUOXjtx7qFlu6ix858ZjOK68CtuR2xGNG8d9ZBzdHvmSu+74LYuhIhFhYHRTEUxyDAfuHkDd0CMd5PFzymxcE2G1YjyNIGC0tn1lIDnl9mMIDjcfE0FgCYD6umdAUwB2FyqlNgTr09rzk/xgRy0NVSp6kpeNLn9Uet8MBHUGfXsdpO8ft/3es9YO1MIahhQC1aa0wk1nvuU93MwDAQNZiFb7JII7ZxUcNxRHPQgZZy6gGwzkk0B9zujdAMG50be5aic9qzBjmgyXqt7Yok6dbTkHEaV3f8rBb383XC03UAkZQJkP8KkoaxrUGaZbqMsYAVXMmb1DU1fWPG9nWQ4JZ0xNXgLDGmKWMeMt7NV7wfLzimDe+Gq5fasfFcJkkhW0ecz5PY7rrPapVa5rMyrn9aTlLaSBlszz8dZXK05mhU+yO/DM3mINYazYT4LI3veiYaAI+8lxnCjEAAUwUnOMh5nNZXjfysSaQxk1KoeDcvwgJZkyToZHJ2klyLGoDQn20LEOYAJwIqUIKVUM4RayZsQ0VI0kmXefO5sZqD0qhEA0CZ5CyOAlNOQ8ZxWvHD4ckB1SEUfDO8YAoZH4eXXTdvKwNV+XvZG1aPPEAbQNbdPNYsm9xL86Dt45ABVrZVqdLk8DSs+KfHn/E+XfCb4QuAVi/NMmX67A0Lyvf1e61xCiBBvPenC86pCAunELbLAFgg2thgxvojBcWGimHKeJgXPIwrHserN4uhLnjPlsmFJudcZhsS051PqyMt1zEUQ5yyw7DhN8cnPA6L61Szdd+lC45x9bVwfa9OoP33lGd8Wg94GUd8GbKWwtHrd+AdAzsgnBOkwz1YZZnUzZdJFpv9qrVaDXCYUkGKBe+mqzQiGhbR9epRfThe8JvjE/7s8IQ/nz7ht8Mn/OXwE05hwUkz0a6c8KJNfK8sNrFlxQAtnfKLggMGqho4sJS0a8jzso5+BpkJ05CRYvVMjVxVLxtbfwsSHDUZpsEGKyPka9jLBZPJqotMb9XRdJwoGiuT46V/bLkjgNh0QcisZ0PY9F5rvAu4UYWVvWwgbhY943ZCRAMa9T/Tv3VQTELTsF32mMyxALC9bmehDzzqWTVD46aaXct8ZEItEViC17xEkODxliryJPadNdgdYukCp6Skh27Sbc8GWyPxdwzcI93L1gCGFLhB95Wekq7fHRjI1U19B3JyjbhsA9broCUOqNkSjOZ3aKpytu/V9+WBd/cstboZz+9nDGPG40EbQGqpuVHtrl+uR7xsIy5PM/AlebM/D5TZ/lsC4rWzA9X/kUyMtlX7tfOf+ig2V+kiBJGFzXcIDipdyoAfnx5wPk/SzNazM4TRSqE17YXV1tUUbitjwomdxRnH4mUjmCJ4sf3X5tMZb5rx8yrQQHp9bmdqOxkgJ88XF7WdK2HLEUsU/9W6xBOxMhrFdj2lFR+Gs5e7+Kfzz8A7+W6vGe32v9yQNyDXzL0veUbWObNmaFKCa2jZqUx4WiZsOeLlPKFWxuG4YEwZ359e8G684i8Pv+Db4QXHKOWYLAh9ruOuDKQF2PoySWtt9loMSW0QYSMPg9TAf0yLlzI81xHXKkHrlzzix/MjrjlpmaWAw7ghxYI5DUih4nkdpdGxlkny5mKbZgYpya8uQvQyGchRcAauomNoFcDcbfwAIO3JEFaKi48qRwfxkUjX35p59RndpdPDXsJC9yHZ6xEeRO8DRjEVvDtd8XG+4K8efsG7dMFvxicN+G6yBorR2Br8tJxwziN+dz55iQ0r+0Odr7quAriXJID99TyirrHdo5aU8HOu+Jtl4M7zhtO0upz059U5WEvEpSuNlVLB42Fx4BaAEm20h0qJUpaphC7rUs5M1JJw8boHPzkAPHYyRIM2vR50vwxwdmwdhPzhfo3+5J65rIGg6k2UfwVxxR+hkRYzM71qYbf7+78E8C8BYP6Lv2RA0wGiAHohVIxJu7RprZdgNVGUTcojwUNUoCYM0RSC/KK0+VS1rlTr7A3Iv+chOysqqkORa/BFj+82MAPzvCHGKpslVFy3hKrd05hJoqCayseVcNkG/LwccS0Jc8w45xHXkvC8TrhopMBZbzVgGjacxs3vwxodEOAd0S0albTZ11YjhlA0grHi43BGAONZD9PvlgehXmdJT/zt8Qse0xV/Of+M9/HiRu3fLh/xJc++oQ2UWAuQKWAMRerajRc8flzww+EL/nr+Ccew4BRWFBA+lSOeygH/+votLnXEj9cHUfgcnWIO7IFtADhovc/lKjAwa4iPttDqPHm4W1lXdkCMKdNtBY6Mh8MizQzSRZoSKUPwcz56vSWLgI0h4/14xSFu+H58AgA8Z2lYJnV/Ip63ycspBGK8G6TBidV6elonidR06REuvKsav5HBIyMfxHmOwf7r6phVQrgGic7oNk2peIdGnjYshxUEeAqQdWrMLADoKUkNQiux0R9Fi4CDlbFwaqlK5pC7ECpSp9KMM1bWSF+0XwRxxSktu87axja19W5GjzgXlyLNbv76+JMDExWEf3P9iJc8+R5ZNfXSDASrx+gBER3WwT6FgikULJqqYam8p2HFD8cv3mhrqRGf1qMbD7lqF+fauo9aTTfrgLljyXGLpB8GZY1rY7D8ELAMrezCuiQvgN4D6y9p8npyZsBYI65rHpylYIygRBUfhosHW4zx6uugUW7o3piTNYkKeCkyp1uUZkHHKEGXCFHgQdG36qzjVqdHOkXiVV1E31NBzmgxIM7ZHARUduaMn08zli39IwvwavJ9l+oXOp/AHCV9XgDanVVqKp/i6vU3bS/2YHmi4gDM+/HqhuRaIk7j6inMrvw5OKPQDe4IrZUIdESrxgTt00lqM8AMALFUlB1IrYa4AZN2BsOtEXfjnNo57nA9n3YAUj/KgImo10Vj9RgAHLTOlNcd4/ZeAK1edlXnQWUD0ECmdJabqloKoWUf7O81rbpHWJrbhKi+lzofcYFkAhhIZ062dlB31u5Q8c3pjPfjBX9++IJDXFstvekBvyxH/G0qeJgW/Hb+7EyIpzLjcXxEIMZ1SyBAUqI0QLWUhKjBLWFuGkDBMJYB54BC7I0MtqngMlZ8fjrgb8IHjGMDYb8/POMQN5ziipc8afkOYaISwYFfEKNWRu3kmjE6yWhOTMBFXKQ8dCCrzm2PopTHIn9K0mDBUiXdoVej2HTLmDIOmjLW2x5jkIyJFCQwJuldrcnk8zbh6TJLM5jEbb11rnaMrsh7kgYxnBlC3ecCQKOkdFpjouO44TSs2t1dvvSb03nHzAmhOuv543TGMW34q8PPGEJx5vFDvGKkjJm0Li20SYaiNRsL8yWmiqzNHy3ThgCV4cFTruVstOf0+pWDPmtkjFG6iD9oKQoDW5/q7EGuPlBpw8BWY++YTfKUW1ftqI3R2A96k7NU4HYzIPdFU8Fh3vDt4ewO61MWezelIk1PbOgzghto0Ae5EbTre5Ba22abMQGYCobDhveHK96PVy8Dc1GbJLMECs3+9H2rQVWrWeoMtZKwahqqMfXq1oSLASfu9HWgojOO9HVzptJTRFkDtrF4zdwUq7DYU8b38zO+GV78Gr89fMZaE34zPeG74QnfRGG2vgtXfAgtY+XKCT+VB/yX20f8vy4/OMAKtKCzgQvP26R6Jrb1JMZpkH1uJIzjsDoLCoA0zFIfoDLheRmxqRxxWeFLqVkxzn4l12US3GNnAqGqXjJ9A117wHV4H4xHhwn4Wuiy1EHYWtxlUXi5B2Vt+f5KcPszbEDcWJsm9qAVmp7MQGBGXAEmcvDRgn2ud/Xe+jq0hKZ73a8sYgeXSF4ax0o3WXp9GQJ+gfmgvT0jgAc0a23s5OWYCmio4DWAFt3nsc0vFcLwLM9QJ27BULMDFEwlNYLI5h2dvl71RQcHhOkaqOmQFGRfp6FIeTYNlFn9ZuqyP4nUf2Y4S966xrv7oKz47dOEjSacpxkUGWmUZr7vTxeMsXg9ZM6EUEnScFlqCVs6vqXny7qSB61tgr3kGUl2hAWlE9v8w5mGVLnZMBYwVDmS1Zfwfar1y1vUQBuc1f2GttqkYSyIScpKDKm4vX3dEq7XAVslIGgTPyVqxQX7TKGOmEDoAhd2PtQua2n/4rNxFjCJi9ShTpoJnEKVANq8oDLh/XTFN9MZ303P+Dic8RCv+BDPLSO2G315NfOPCwcNFGnzcGUTwslH5NedlZb7OCyoIFwehMTycTpjjhnfTc94ny74mF7wGK5+rXOd8FRm6cGgpKVLaQxx61y/lISnZXKbZM0Jl2WUevQ5oKTOv9R6WL9sR1zKiF+WIzIHHIcVs/Z0AYA5ZqRQZC9wwJn6go+2/43RrT5PqFLWz21AuE/cNkmz1yvaOto55qBBk2gBSm5s7UJe6zgpAQAAlg+SGdnbOGbnBJKArpWCi9qYzljLpkM+jGe8Swu+HZ8xUfZeQNar598u73ApA35eTjuf9qPOlzdJDwaMNj+8cHAA//kk+If5z2MSGci6PtZLSb7D7rW4bPIsamXXLjlhucp+MmKP6UYbFkz6dD1ISYZN+gKFhXalW/osvQ6iaN8zYB/Y69bT6p0zNeJHUP1iwUH7nNU7d9kNOIEtH2jvC92Mf1fQ9e+J6LfM/HdE9FsAP/5X+TBlcT7WRQ5BLgrQWWdT7ZwdAO2wrR+0Bw6MOuhEd+w9YSoI4DrP247FBMihmrSmVV8cONeAZZWpeP/uBWMq+PZw9noVmSN+hoA2R92YBsj88nREXqVz68+XI85pxJQyfj4fcL5OuD6PoHNTeuFKiAvhemT8/C67AkchqSOrQCKIhd2rQDIXccKQGH/3wzs8zgv+gw8/4hBXPOUZL3nE//13v5Had88jUIG//c17vDtc8fRhxm+mJ7xkqRH1r758h0/nA757eMH78eIR94xGyU+h4Pv5GX8+fcZ3wxP+evwHL0/wVA9eluD//fw9nrZJGpDpIY5q1JICGjFUfHs4I5E0EtpKxPM8YcGAvEaPpEvn4L0SdENNFTZleJ0fjgAi45vDGd9OL3ifLs5mudYBn7Yjfl6P+C9f3uNlHfH56YAQKz4+nnEcNnw5Strnz8sRlzzgxy8P2LaI7TzKegzSIfj9uzMO4+Zr7vWASmgNRSCC0oR0SJK6WQGEqeyEZYwasq+anuwAKGMcM47jhveTFL/u67H03Rn759w44m+vH/DLctwDZZ1zW6cKHkRAUWZEtFINCGLEWKHpGgGeGPmgEVj9rkDiVL5L111dmOfcWM65Su2xtSZ8WWZJ1bvMsq++B76bnjUFKOD/+tOf40lTbwFJE64lIERhly2XAbzEXW0sMID3Gx7fX/D+cMVvjk/CoF5mfDof8PLzAemYsX4f3Qi9bAN+eTkIMJ6lsQS/JFi3RxAQTpt2yBQFXIpY8dY90ubg8d0Fj/OC07BiGhdMKWM5JDxdJ1wWbb5xbmKVtPD+OlQ8rRPOmxgJW4niPJW4UzgU2IvQf/fwIl065ycvDwDAa+KNagw+DKuz/jIHPOcRCyUsdXPW7DEuALWEVqtDGah6veVELTggzdk6W8P8O2WylijPZiCgn1PbUzpfrPKNtflDY1ko60QN6zIpyNaxSaGGkKW1GPMrgHFKCz4O5103Xns6MzA/Dmd/v+1VY75bem+uEZ+2g9cJ8qAJRLZU9UbNgXMFXZuiDrnVqeRArTZQB0oTNweVstQXImbfW8QSiCwHAXOq6bQb3DtezbCTuaqDnFcz4p1law7oxgibzi+Z02XOZzMu/P1FPuNOMjVQNGziCI1fpCaspZ7GVd5fBzE28izzkC4sZQIG2wOE3hYxhpI5WhZ5jgsjLkCZlREyVPz2+AV/cfiE//DwN5jDhnfhii91xj/kd/gln/Bx+h6nuOKv55+8hM9DnPHj9IhEBddZQNdvpjOmmLGUhGtIkopbA/JVI/ddihcqewf2+CQGXp2CgGyaSvjy/2PuT1o1abcsQWztpzGz9z2t+9feuBGRUZUpFamBoOYaFOgHaFagkQSCGgs0UM00rammOZNACAlUUJoKgaYaVA4ERUJlExkR97tf6+6neRszezoNdmOPHfebkSVBZhk47n7O21jzNHuvvfZaQ8NpqPj0sOL8OOBhnPHVdMYsLYG5eGBh8LR5xwldLCiOAVcd2wCslZPvDcGfmfrN0jJg/Tu3jRnNjOPDgoO0QWsRuXRsPg3Qp5AsEdHXacJTU8QYMt6NF9zFBb8b2Yn9IVysgPnreosfnh9QgkMe6t5U5M3B+r2Nk22bG9v6wUxRvt8hSoIbCo7jitthwTGsOPhkc/c2LvjL208IUvTbGPzN3MW/Ca84ugXfh2cM2Nj9qrV/bgPmOuC1si6hdQ6EghJ539HkCwDvP1WLvmTrlV1LaNa6zPtowyGwxMtDuFgnTap8/5R9pc/8Sy7LbCbrhBXJQJ22l/rOo2B3kM7PrXhbY0MYM94dr/j98clYUI4q5hyZcRKV5gjzLVBAzpIS2q63HiWRHJrp2IKAMDLL5pvDCe+Gi3xPw0uacMkRg2fQ9eADxw2uA1yrN8dk6z6pwfTuSmEWZ1udXStfIHZA8Q4chKytste4AsRngh8Iy11A8RVhYmDqJq4YQ8bvxmf8fvyEibhgc+MWHGnBvZtx51ZMVHDshvmlAa+V/RB+zff4l/O3+Kcf/8KKuBp7AJwrlMpyN8qs867iYZx32pmjE/d4AWD71m0AeEpHnMuAj+GIJVXU6rv9WTYL4sQ+Jy7sKuJTgwBUxDGGafbqGqzdG91+0wj7DLGLJ+01MvbLsAFqDIYRUAQ4S1sBhiqhlm2N5/1nc6t3BWjKxBVWqk+NY+XEuV8Ztxihuc4kCzB5G96P+OcGdqkmsTBd26RsJb4gNZM6hk6aaX1jwiXznHV+i8VdgQSAjQUpOfirY+LCTQFhk+mIr3wj0g1MYx0yl7oazKYHavdt26uNney2vduLz4mOn0NMGKfEcay0w7uVOmY4jEnbPM8la7DKOxyUGcYN8E9iquS9/HzEGhp++TpimPjNrTG4yecvTPwkRKq0gSLKJPMzoIxjA3k9fyfHG/Js9Ny6WAQQpnIDyxhUJnyMNUhxjQcFUWPAVfNL1zajNR3oGodNbEB0d5zx/sCA4m1ckBuvUZ+WI37DDZOtXDCQ1SV+tj2Y05MJIM8fFQgzv6aMOoYFcI0ccLdFxmd2SGvALEZp99PC+cDhFV8PDHLe+lkk2zLehxO+8ixnM3Sdrf1RwHHvXCMSPF7LAXOL8GjCgByAznCMT7/hNi4YXcF9uDIIKzJsD+GCo1tx767SWce+MS91YkC3RrzkCS/5wAXEzBrtSnhTTdPTMuL5NMH7hhgzcvZYrpHB8UKoccMmLoVJZR/XG1xyxPPKpkrfHl95743XrpvC4ZflDuc84IW2XFNJJc4BJF0nlvslj+r8lnM6WBFZ53EfB9izNpwCgCNU11APlYsWWujIhCodWIFYCiK6gseBcxUlCmmur9JwGuv0RvIODdFl+5nKJWr37twiluZwKhM+rLf4169f4Zojnq5MuLsZVxxiwu9EhuCreEZ0BeMbA3gl/Ohe/aVuZmBPegE22aBcvXQba9zD+9tZnuNLG5FmSXoIKI67G/vOxdoIa/V4vk5I2WNdIsrqMMwEt5Ctzeq/ofsOT+/tXHt2qp1uUwLN56/n6xKyydwsB3aFAClc+qWheUI+8nqUD4RdovPm+P8VdP2/A/hfAPgv5O//6t/qXbKA16Gx25gEB05oyOSZxl8n7pmwze4tTT80NF84UHSAGwqGMWOI3EqlCUZrZIw1bY2O4oSmgW+gCgTgq/szCMyiC44nAwDMORobpU+KPDU04rZx/V0uDsk5uKJuiPzq5hsoO2vfUG0Pc6QzYJGMdQgitMLX1zR5KRyYKEP4VYSiryVy8rRE5CUweFvZpbxU/v1rnnDKA+YScVoYIHrybPCxZGaADb5gDBx0fDud8M3wiu/iM+78jIiCBI+XepQg8xuc84jgCu7igvGeJ6pWMqawaWMySLLCUcVrmjA7NkNxvvJ9kN58AkybyRazN+wNBCEkCVgI0Q8BNhmA1zLhJU8Gprxl7RnYLl+i+iVBki7n+NmHUHdaRnrURlhcMIq7AXlSNFDWAGutcRXad+fZGmAaeHIdTQTyWRMtGWvqu/EFk0u49bMtqnoU0Q1TpkhuwmzQYCd3i0cHillVvfudMQZIE64O8ZFk7zauuJWE1xb2GvHreou5RDwvLMD94Xw0XeXWgJI9nGem8NmPBg7m4pGz24n66x/VyS2TM/0lvYzDYcXdtHBl07Nr59WzscR66zGO2QJhbv/S5JZMe2u53UxZnGMtOt8BIKr5pod3nES9P1xEm46ZlIMbMHtpGXV87msQcfoKbsNYWZ+6NrLNJLpixjHzFFhjKG3L8RDK1irtCiJVPMSZGc6pSfsPF4zOiRnFY2Wg+ZpvUaozLUPVQer19JSBpaLm5zzgaT3gmiLOy4DLeWTGg7SR+LOHK9L6BAjTTYpfOp6raMURr1mNAFc5MSIPNEkK4Rqour3weIGwAGXey3itlTWfcvDC+mUDNkfNROBf8oG1CkswXStPzUAbfb0eyrZSnaBLZpb0aR6xLIETfCsAypsI2/nmDviUltaNcbFdg77Ppt+bnzcQgwPokjqdo7X7Tk0ydG1UI41undRba2CpfCYDoRwU9L/rX9MT53gNULYNtqowYOLzZaBdK04ZdEzw+bkCoGzXRQ0sON8xZnn9a5Iw0edJl7iJAjwuoisChqy4cQse3QVHx6DIS5jw4K8YXcL34QkVDqu8+dvxFTd+NUbBXZwRqeLGr0jN4fIw4HIc8HSceB2X6r1ql6mOWWlAnbaWM2MWC3NM5VeWEjCXYAZQpSqasd10rearTvExrMa8bY3wGgXQNOCb50xTsHKspmXqfcXjzRW3cd3AQjGGIPB+7GXNCa5a4KuyG5c0WIvXISZ8NZ5xH2b8fvyESAU3buEErQaMLtteSkFitCLSDGKs0UTntQ1NgDze75LzcHmbg5rwuynjRkyMppDxOF7x1XjGXZzxLlyw1IBLHXbSMcps131odAkTJdy5GZOwSwHWvK/N4akesTaPp3KDpUb8uD7gJR/wYb7BKQ1Y18Dt2n2cR60zsSBjstdhW9vgtj1TpVB0D1lqRCKP53LEa5nwt9d31lLp0PADPfKckUmknQ7azqljZ5VWSDVMy5n3TKjOfSK4LKZ3/RrhIFq8vGZuTsUOa/XGgLTr67QIfWeU1ZyyQxqKgP9tEF06YeuFyEXlQQw0kvRWntKIcx6QZr6Gj8PRnNJVo1RZSBqjV2zx6HVlvaWWCTQ7vt8CTGhxpA7VGHy7BVb3E0gidMvnP9ysuD3O+N3dC27DgrvIXU+/Hz/hm/CCR3fhdYZWRKqYqGCiBscfidSAuTl8rBN+Lff4Jd/jx/UR1zLgYeCOqPCGpaPPue/WcdTwIGCrgtT6jPS9bw1PTqUgVI0hWRajajLv+8Wd1xpmzgMlOLTIoJN1JfgmjPX9ON61sHdH635ODQbM92AnPw8+AQPqvZxQt98oCAUSsI02hqN9t+yBjYAiEgfa0bhdA/ZAh94COXcF5nasIwVOaDsHHSeqUxoFDHl+P+GDv2Htz6Y6i4QwZNwcVjwcmGmogIDr7r/tDVpklvtTRj7PHTuX9Nq6IoJemxZTsb2e2ptYotIXQRDVMTdQzwFaRG2ypwB6P9p2I/SZ9+Y0jZ8ttbbTdneJkBcPlrgUU2TduzRGoIbqSWruzcD5qgB4P8a6mKbJGsT/3s6tL1arrnSraqodEB3H42sNHHc1kjwTMvYa3Fh2BmmQ878ZV9wOKx6Gq83PSBXXEnEGV5mLdMQo61bHm3U3YT83+qN3vLc4zmHrSgS2+FH+DtLVcTcseBwueB+ZYLRpyRdMtO6NPOXNvcm2GmyX5nCuA79OzKF/S7e4lgF/uDxiLgHPy2R5sXdsWs6F0BWuMWjWA31FYq5VOjY+lFucyoS/vn6NH6/3uOaIOQcjLmlhqlTuMFuU8NAanOO82vLp1SE5NhQLVBkYBnAj+voPwwyHhq9HBpxVfkC7RgaXkZzHvRCZTE9V2vubPNMkMcCsndMF8DPHfC1w0aIv6ABdnN7FtrvYvFtTAf43dYXT+zjjRtZ/jXHeeqEA6PaGTcZv+3t7HcsHjLjUAc/5gFMZDZzOTQhwNxcMruDddMHBJ3w9nDC6bPet/yxg239Umo/PYzNL1/28B4P16N/byyll2es/tSNjI0M1vXpHbE6+FJbi2fxIBCfSGJS29VO+bJMJcEANm+YuIM8kdO8ReRxnXQY67Vr3vMjey/EQmQSPFrv5BdsYaA7dHfj8+HtBVyL6PwP4TwB8TUR/APC/A4Ot/1ci+l8B+BsA/+nf9zlyXszimSoHCYWsvUtBF0cN6ehQYgdFE7Y2AIK1y3lfTf/h6+MZj8MV340vtvmdy4hf5lsW7M3BWFO9w/ggSc93h1c4NHOZVYT+lEYk2VC357Dd0sOQNhOj6uDFFTxn1iLhN8j3iQBvmSR5Sk5aLWgL3IH9au2abTw6H5aZK+ZPywFrYHbAOQ1I14h28fAXbnvIySMVFuR3aNyylgNO1xHrZcArxPFYFkJI5eMhzvgH0wd8HV7x+/gJDhUDFVykqv/D8g7/4vUbOGq4Dewq/vV4MlMR1wX5qiGjgOiP/gGvacIQClL2zOLVZKwHLEjYPZ0gffOdW6C+zPMzLY0NCpYacK0DTgIi9e2bAMcV+hWc0DgL+sfIEcDxNhklPriKx+FiLARtGTuJxEAqDqfLhJodV1Pf6idJQBN9se8FYCyMJpO/Ni5E3AxshPRXxw84uhXfxWdjXvQma3NjXbqTVO/WyhXDJvfRLey02GTOWHCs1eaOPa4bhwEfXfzOJW5mI301nfF+uJhhm4JeP1/ucUoDPr7eIK0B9ePAFcqxboBDrDjngYFAqmLowXOEXAURMcNTjFRC1+r6mfaxqxgct3HeBG61OQRltmdpkW/CAmVtufcjVxLVWVH15uxxNLJqnv4bgDlf9q3s1u7fCOfALTOTTzjFEcsUxFXcY80e1zki0cBtzBJsHAODQHdhse9easBLmrAWdlgmuc7+Ow+ewRmtEgIMSl6TuG9KG9Kn8wHrEs28bRqS3VO9r1E0m/U5puJND+l6HVBfItSt062EeOZ5aG6ykqzVoUm1b+/oXT1ZYtR8Y4MtbS8GoJpcLsFa3vsJosWWWli6JY+OwTJxkl9El/olH/DD5QFJdMx62ZibsGLweaf52rNeryUiVY9zGlmL7DKiXBkk19Y3q1AT+Gfrdt6s07TNF22L3y6i23xpf322Pujr/MaGMVYEtvvjZw4E8nHPvGn9WtOw6RjZvecvsOLVG+BV2Yf957SwPZ/WBYy6D5UJm54tmOXEn8MXHK5t05N123e6zMGTMpf0PAoa68rq0Ai0ub3KiQaqGCkb4PqNv8IB8OHEgOj4AwBgbQ5L8/il3GKggr8cPyANHn8xRdG14nmjMiffDCek5vFxvcG1RHNufV1GrFkkZIpDHTMXkJIU2LID/MbkqdlJKyDL2Mw54rxGBsgk0dO/FXQ9xhXHsOJO1rA8cGH4w1CQKz9AS1wNqGBd72lM+N39Cx5F03h00s5d2X3WUTTmehBNZAAGdq014JojXpdBZBAc3NSss+V/MPxkHRWvwlr55I4mjxNiQXWOrw8wxhYE/adjhgubHWE5qB4eQTX9qRCmQ7KOG40jvo6vOAq4vrZgOqh69G35rF3P4PBX/mSxB7fVscbmD+mdJZaXOuCn+R6nNOLX8w0bhaweNXmbQxRF7y8LS0wDeQ/WXZPDABNxMXaeJaGcsIZS9SZv9Dev76z1rjYyvc5St91N48ZaRWcWMDMbbYHM0mFDiWWJrJ1uVZbhBqiEwGB7X3RSmSoDXRvEpBTciZWAcOVYoEgrXh1Er/sgbume52/JvJ4fBTCPjj0BshSBX9OIl3nC6ToiJ49hTCaJA4j5kJjbKEC03VhscWl2CGdmmJdAFpNo0b2p5qYUsEgKz82x3iMA5PuKdsz4+uGErw4X/OP7n/B1fMWDv2KiFd+HZ9y4Bd/7C+4cIYIQadP5X1rF2houzeNDPeCP6R3+1fItPuUjfl7u4Knhm4mTV41J9HlrgqrFgp6lpMaib8d1f2js/JInrG5rQa2V1x0S7Wk1WCOZo2rcujmAc3yqxbXaABL5KCsmCNinMhp9cU4BTarbGl8DcRwgesLKLtU5UyOvDcbcVJDJkUlBtIBNW1VBVCkANA/kg/xcxmc8N4tpqTUrNuh+tNM11z3OAXXYwGC9JsUqW2NQ6TFe8JWYLT/GK17fTXheJzyvB5xXLszeHWZ8dzzhfrjiu/EV1zLg43qEd51niAE3tLuH+SCGVg574FO1iMVxW+8NddJj+twYvex+VqQVmba2ctYxlwuV59oCf0fTKSbo7U5mTJ6BEqTQdVaUYwMqIZyZuYok+dSVATLLjxOJ7IEsMeLTUR0AT3ClyX5BqColoTlIh0g0txV0+4PnN4+BMrIXBkQPcu46CeYcN4kNAZ7hYAbE05Dw/oY7O+6HK27DioNbTZ5I27NT8/iUjsac7T+zEekjZFBax61dBLaCvNx3ZWqjf56fxYdbkBYD679/M57w3fhiDFcFPDU/BLa88Cx+Lz1Ipt1d7E8ySQfLAavEDJc84O9eHri1/zJuIJgUE9fB464j3fD6tRFaANa2XmrEz+keT+mIf/HyNX5+vhM5RifEFBnzDVbgro3XsuYaSKRRUAhIDuHkkQFc0mBSaKMr+GbgLtCv46t1KHhUBn7h8DHzfj+6jOodximj4vPxpHI2n5YjzuuAs6sojoly4Uy2rpFgNdT4GZrEWAewW0FI9WBtfkseHFi7Xskh3wyvJskQ3zBM1VPm7zt6w8a5RTznI17yhB/mR5zSiN8ubBw8eGbm//nNE27Cgu+HF8Fslt34UK+RIqC1Mlw15+0BYu00Uu3YnnULbMbQ/XGuo5iS8+d7VzFO7KehBK0kpIFTGu17TH8ZYMzA0zZ3ZL9RAFVzHy0cW67UFbp0DaXc9p09Mv2osp4rTyAmsNTA+Y+xY3VuV2Ez0/Z9f+r4e0HX1tr//E/86n/69733s0MXekWJHbMDhphxGBJuJ144lptgzNSepahmRUPIiKK9M4aMewnWb/2COz9zC2kLrCkpLWRa3VdXO01GAKC6goNPomvIwJqyR1+WSfQrmPmmWhsaPCpo2bs8BletZS03Bg5aZNZek0BRjxrIGCzbg+r00DRZA9DAg4wlF0jc3IK1E6rsrWr0EGDXbC7lYPfFtjrkwSOEusnlAtbWxFU0XgQSvJlm/ZLucakD7kW36yFyxe3ryAnPROkzMIsZmazzudaApQZrYdbx4BeCvxLK1KwawZOGXXV3YKBuZJLEqS7MSz5IZYUQqeJxuFoV+iIOnd6xxAGDdtJ6HVaoo56jhslrAsHMIGUi6KKjzCRHEUTM1Ca3gfKUhJUc2qY9jK0i5FxjtnaVJKbQ2yKzPau5bY6CADOs1URtbpxIvuQJn5YjXhfZzX3jRIkYNCIBY7idmLb2or5tSsFXqfxUBdDeVNDNlAoMcqtuKwBEkZRYHnncxVgsAfBe3IyJk48DNXx3d8JJBLYdcWumF/2g4DaW59vDCwijSV4Nq7X/mHYMVQw+G1i6Aa1b0eUta1jvO//N/1dW6OjyblwvNbCEQppMR3kpLPLds2SJAAoVIVRM0s741XgxyQhgM9pwVLHWYOuSMmrVsG0Uk7xeXqBWh+g3MNVRwxDKboPScwK6YLA7guhVmQ5c536ug7cJoa1pJTfAAH2qAKRlSnVxqN/c0I0vPQmd36OQrWSTNGaHbpKN28Z6JodWT/V5G9tkEPkBeU6BlHUWbD5pMqysslIdXtYRSwoiJSGZggLKrW0ssEp7UNNthQozeGkdGKvHm5tOtK1jTAfeWKK76dZ9TxklmesTVHy+wZc++MPb9XJjhqAB1Omn9YUi1V3VApcB5fLMlOmqiYHKCmjCXjo9M30/V5n5dYUIvdi8BjN6vj0DiAonlUtlA4CncgQATMSs7UlmbpeHooBwaaNJr+hcZsmBBZ4q3oUzBspm5vc+nDHXiE/jEdfCf+v+v6iGVPFYiYG3KpI/jfjbVQtU2a6papLRQGOXhRGkra2JXjTvzaWRaBZLLOEr8gO/j24yXGjw4rT+1e3F3Gm13c+jsrxLY+b7aRlZ0kYKzV40IVsjpMpFlpQ95jWybpjjrhT/BeaEmlIuNeC6RqyrZ/YXsItlbDxTgxO5AO1iaAh8v9SmmThO0RZdBVzfSwKiTPbUPObG7u7K2ukZGKqPenGjtDxuLNc/pne4lBF/WN6ZccRa/K57yfvKLugoXDhVdpgAWJsWIXasCRurDSChPLQK6zz6lI5YasBrmvCSJlmDyUw8UvLWDYJGm4s2wbovenAtZ5Y6aJkljXbADcm60CUfyk5jOZXIcS0RzmXAJUWs2Rs7lEoHUooJUs+g3z9feeaETTJG7leqrOPOTtUelxSxZM/XunrMhUCOr00BH/Zy4CIGiYYiNEYqrK3XaNPEU8DVxcprVHForcmGAy72NgVkSZiXPNZcYE38+zjjwV9x52bcODZ8GbpEcW0NBQ1zY+PO1FhK4KWN+Fhu8Uu+x2/pDj+t96jN4T4sGF3CwbOcxNGtNnb1eJt4cjIb+POl3bQ0t/t9PwdVFmcpnBspAx/GzG9WyEckMfTUeLOKSQvgVBNcwUbtJsh8vzaQQJb3vjtB3le7PaBnJwrWvWMqkoxJ29dkz+Q1gDaZAC0Qyv+pCN7XAVKKtRV7pt3Gp5ky9LUSf2ObIypXWeMWA1ODgT6RKu78bMz5B39lYsM4siZlHnEuA+7CgvfDGUe34ugXnMrEbe0+g1yFiwX1aEnbLr+ye/823o9qRNhsHeUp0ozJ3scDxIOE527i7q1IHGMPLuO7A2+ocw443Y6sW5+Fsavn07Zujipt3EzpenO++vCIx1gprNtqJBmVjBEwrY78bDRuUhm4Jvs+dxETKAJVTTd13+9ijV386bZTIJHqa7TFWq2yVuZSguVtAHB/nLEOyQDoIEWsh4nz18fhivs44+BWM7geKcMLDjDXiEtlo9mX9YAlh61A5HgNLLvzYsKLgq/9Ldxdm47ZbnzuSEcAyG95w11cLBeaazR5FgC49TNmFw14+8P6Hv/i/E2Xy2wFIBtvEm8smWMG3RNeTyzDVlcvMWJDBXCaeQwFV/EcWC5AC0yxu1Au/Ea85JE9UIq3eAfgwqEW2XoGue23UpTuzdd0TZozz7GDT7j1Cx7C1eZqpMySEogS9wV8zDfW5dvryGqZU/NCzQuSdFeUzN191Bh/UGDPpHWqEjLwWTxga6L+TH1Sslxb5PkXfcHks51Lan4Hkvfmmr0htVK3eqNp3WuWypjXi+jAv6wTSnM4RDa7u4kLjiHh/cAGo6orPzfuKFGjrZc8mSdL34nzlpC0mU8nRFdw4xf73N7AWeUv9FgkLl/qli9zpxFZzFMqg93aUcp4QMHdNGDJAefGRocWcvb5WJ8M9Ous4hzY5l0NAH2hsKNYk5mTyjD4rGvCwbwt+p/9m47/v420/jsfen4k7Vih4OEw436c8d30aiY92kambIueZagLqrIhlOmgQctrnfBzesCzK8YAnDO74c0ruxwPgYX0MUFYcsWAldwIL+sB5zzg0+WAnP1m5iJaSUFYZAAEYJKWZscOrllMsa5SjcZUUYe6bWr6t+m0kVX7domMHo1kYPGkL4XbbgFhyhWNnmDOeR7cRqgAhf4pyYMWhzp4rJJwaYBG1DC6jDt/tSTmXA94Kkf8mB7x15evMLqC303PuA0Lfj98wkQrbsSaWNsYzB1RKm+pMjNNA3JjfwpYGc6E4QVYHgn5uBlTVAdgbMzczLxAE7CZAWSHOW8L6iDPUVvzew2S63GwRUNZzaNLeBcvO4f3tyxdXei4OhPwbrhi8hkflyOIIkIoSMlLMkJwi0O4AvnICboyrLWlIvrCgVkFa9Wg8aIM3SCdsRtOZYKjihM2PZoCwnNmcODvru9wSiN+eb3FsgZOAkNFm4g1XGcHZNaOdcu2OGiFtaoTYuHBQ4BpaRnDR4Yj0/63RVmDUAX0bsYVGIHpgTVIVTdZg6Bj4MWZW3wL/sePV/tcve/RyWINabPo5n15s5rpPRpd5mqmPKfSWHQ7uE1/VpltOj6/dPguWPP4whwE8Fq2a3/NI05pNDFwLX6o6HltxIBzqBhjxu2w4JvphH9w+IDRcVDPhloMatz6G/7sYdxfZ/UoRJuuj7BUjzGZI2SQFmJHDXfTghgK5sQOuylJwSl5TtqT20x5ANAh43C7oFbHBRl1PLZgm4MPB2ZE8UbTLEkiYU4rA7RnLGgiRlWRRlhwWT1YV81vO6E6hBuYUGkHGqvBSGoe18rGeP/w5lcbL30A8pJZW/g1jWaAp6ZBpToGmRuxO6doB1piEySJcA2YPTuFV26rtCRT2o17JguIGWLaequg9I4xW/YbM7Nw5NcCOlvbnQV72/f2gcSW9HZux30MYIAxOPmNEkjKc6AOKNs+tNMmk2TCEl8HtKMyniUoDtv94C8lFK06Cwj9lk3LN0K+Tn/32TXxfauZuzU+hhv8FB84SARwdAu+cldpA26WxKTm8VKYnblIgqKssnfhjIlW/D5+kmBdEpmuFX2uET/lB5zKhD8uj3hJE3693jIbOgRjv+bskB13FzjP+1gum0lfkfk/HhKbbhaOCYiYhVjBe9FSAirI1g8Qg0rjt2d4X3E3sfnXN4cTbsKKrwcuMCvDY24cxD7lI9bCulevpwO3fYdiBeGsUjhlA21aIfihYhiTsegBZlnUxi2D5zriUka85gnzHFFXzy1yxEkZM34crEWLGEwdhmz7Xq2EDA8qDE5qsjJFLpp/N77gL8fNrHNu0VgzpzLtjJbYyZb1wlRG5Eb0Sj2qmXf88/O3eEkTfny9x5I9s3cawQduKZ20S2lKyNkhIfDaJ3ND5Z8Y9CDW8u23jgqWTwkC8hQGs080cnEyRzwtB6TqWHqqeO4iyA5t9gLq8tpIK8+HeixAbAi3LB2RMwPc5TWC1OBD5lALjVvvm5hbAZ1OcrOC+7VwB8AVwMs64eU6sZ+Cfr8yZD1Q0ZBuNnkRWweUjSakASKwEZfEjbWRtTA+iczQeRkwzxHlGoDVATkIaNaAUDcG+MzdWeW2oAYuAMZYkAAGS3zjex95TaZYMQjzPGdePJq4J9veVjm51a4yjAVh4G6d303M5n70Z84fUBh4RcXaOGNbJaF9rQPObcBP+RG/5jv8st7jZzEkOeUR34wn/OXhI+78jPfhBABwqLKnx13irOCpauSpHrkm21ZMkBhQCQR6vKaJzUaL4/3qraaygldTQfCbcWsKHjlWUA2IZ5ZyqSMv/jUygOAX3o/VOFW1o/tWcV2rAY5tqft5X0g1AFX3MdrWfvu97Hk94Kp5EFWYbroCcXaJTvaObruigl3LvXaNlNDdFyhzE4CmC3r+lZP80We8C2d8KzITACz+1BygN5RR3cSf8iMuZcBzZE1KooIWC2uFi6GWCxXkgBCzESyM4d02Ka5aBHASlr0/ObQk+Y64ZjfVXyYhSCy8bxx8wn244l0849v4iv/odq/FqLrJ6r2gRTo1clU39VQZjFMfBD5XsnU80YiapTAPsOSHGFiT6Pe3Smizg1ud/R6BWHKtACTF6iqdgTbMdZxQB2C5Tke60E7eqYywbqtSGDysjZ9lcBX/4P6TmdKOLhmw2jPyFBgCtlyPJdtY2uYpHfBpPeBpOYgpto7FxrINU7V4mTLBgztYfd5YziCJ8SxYJDNj2sde2+tdYJbr/Tjjq/FsXbg9KLZUj8d4xVfxbPvjP/34F/gXf/utBN+wvQySU5MYhWmxT4t5qOIr02BYAz874HyecL0OuK4RQyi4GVZEYU4GKiJ3RrikweJrNfRzroGoynjnHEPNEa1LwWJX2rxRtBtUCAnnZTBPkXfhgt/FTxg6wPdcGTR8Lkdc6oCfl3uTTUvVmzmomhZq16Wut3MOmJeIOnu4he+D4JF8bkEYr5U1dqkIwF5Yb7onN9j6kgSgXAhwhCxj5RAS7uJsa4kCn28NNTXuUfBTf6+d2L0Z8zWzPv95HYz0c4gZ39+84BhW/Pn0ZDr9Kk1Qm8NrmbC0gA/rLXeuzndMMBCiYhRpriwguT5fxTOOkfP6+2HGjV+FXFWMMf52ns2VO7KW6pkAkD1jbMAmGyDXOwWWxRtd4e5JsLHXKjJLVoiVFuaqBs+li13wJvfQorR7k5tg/55+36IqOK5785nyGZwEwCQM3hbV+uPfLeiqm7gc3lcMQ8ExrriNC27Cglu/ga6aKI1CG1daM7fncMu7AoM8eAPWxqxMBfhSFSRdmCdKcVcHcE0ycuXBzBqHER/nI64pWkIeYjHNGgCfab+xFmUx98sURDcwBWRpx+K3agRAVslhwwlgy0L3QYXdPmPE7t3hrIol77N1XTbzVDxWz/qFqXBLfx0rfORKWpDW45thxf0wY3TMACqFJ/9rPeC3dIdLHXAbVgwu41282HOpYI0Y1YthdkqEOufNNeLH+YEn9PWO25iXgXXK5B7UsAmL6+aKtN0SS8J10tAW2M05GMtvdNlAPb4n26IaXdkBcqNjRmUPuPZgm27Amri/ZNa/YRZ0MDBfTZdUdxfA5+3S9OaB2iajOxyAwtfymkb8OD/Yoqhs3Z6Fucq4PiU2Y1LNt55tpMEzdW7yb1uMETmZNEf5ti08O9ZhU92qimsdLBnQzWuU/xOx2ZYypo3di62929oPuvvTa9n0x9uKnv1cNqRLHZg9LWYjPfCKit2Gxc+UP6PXV9Pvf6tL0wO0+jlscBLw83yH13XEeR2QMs8rbqEhY4GpyZoChwwYCmhYAxZisGSuEUsLYqLiDYRRTWTVKlU9Vj3fKBuRSjBoVRAjcIwOc4xSdOE1as3M+s/avqPPa8i4GVcsKWBJASV5SO651xTTOdcBf1xl5DZObmHrNjgdb7LbGbbXPQ977dtDNkUXWM9qDNnaVwBwK5G0zx6l4FOag9PWJxljqXkcfEKq3hjqc+HA/Jy4YHByg2hwOzS3rUnKXmzEbHudEwZ87v7PSUUhTYywBbxtSyx0Pro+QOuZJXLPejmAHvDkE+r+1nunN1fnriYBqncnp9iqfi/Z9zK7lHZtoRZsdOuBPT+SinLYfg50ibncH4s9O5ZKP70tmO2vA9tlWOCUpR2+RHzKrMs514jJJfwqbVnaXqeJ8HO5wWuZ8Dfze9Tm4IRh/x8efoV3DIp4NFvvPRhEPNKC6DPW5s31/i5MOPjEZgxpwjVHXFLEvEbMviGFhhBZhsTMEh3Bu4ZSCSvxHlGkZZyTbDJJIh7uLDsSXEV9xzfjdlgwiWbZ4DK+imcc/Wr6tTdugUfFXKLpemuBiqhJchNMM98kj4g7M8g1IAAhsEOzI26L9+WIH9I7AJwMXOqAD+kG5zzYM6pJi7wyAPpCMhFK9siiJewkWd8xWGRtzGUDnlILuFRIPDHiVCZ8zDf4Zblj7eZ12oouxeO8smnpn90+YwnBCmsvecK1DiYVMYS862wapUCurbhrZi3dVhwzuBwPdFLN/R5Y0v2QL9PGLTUGUXQf0rX7GFeU6jD4Yp00pTqsg9+YPg2oSZi3Y4FzFcOQQYCt02qGgyjJsGvcZgt8tn7ouebEkivPabLiZ6obgcC0XFVCQUCCfv9vsu602FguKDaEkWPhbJMaSCJZoYejhilmO50yMhNAO2BUUoyoYR0jysEjjhnTgTtfePw609FUOjsFNjEiWYic45NsTYC2jI20ILGVMmFI4hAAphN8qVzgfBU94I24ceA2yHLApYx4yezArYnu6DMz5eIFR8/ED2XNJ+nqutTB9vdcmXG8VNapy401lfVeAdjFKf3/dV/XrrZUfNc6DnALXrenVtrmVW1bfIp+rdYNHMKYlA7sVbsWtnzC3vdmn7Yws4spGwHN9K6xmzNWwLM9CFaUteHbwKzbtn3nFje8iUld9/lKWLEPwlYE1H2udp+L7bPhG3cLdQBOAdne4Kgi2ofwXx4NM9iMqNc2jDFLnknc8RF47/eeAcn4Jo9Uhpc9b8vduvsmMUVtes20u3497eCK7Q8sWbYV9HsgZ67RQP5cPVJ0lmdoXL1WjzFkZshKPKu6lyfCbkyFmI24Q9SwzBEls95wRd3YgP36KWB7GQVM7TurJM21MdXnKwTpQtrWpv65D549Rr4azxh9xo3MzaNfd3le/5zRWJJIjQwX6cbUToWn9WB7fioq4t09HxsXPLhcARfqeo1HzV1lj+wLFpSJwVv9qMI/UwNxflYO5zziShHP6WDm17URPDXch3nrmANrZPaH+lcQNZC0+DPIr8+d1w0LzyR/pFhF31xiqyUiZY8lezPMZs34akSq0Wdzn0+FNbtTYYKDdtik4rE6XsdUHqPfWzV3snFBTJQ7BAXOM1ILqHBiBhbwKd3Ic4tIzeE5TeI1MmFOwXw59JgCy9kpmHhd2QjZCCma07551qTPqDO26wtTaEweaR3DX6UltVCt+5Cyln9dOcY5F2YH59bn+zwntSivOrT6O9XeLZq3EK9nh5hwE1c8xJkZyY5zI8UzlhaERLV1CDtqeD+ed+xaNbQqgqOsci56KJAdiIkE1xLhEHDOo32u4i8KcgPAy3rgcZA9ihSniIDaCg4j3+dAnWSKFC917SQCqkkI8dzr14mmw1j3hz7/UPKeMtI7jW3NcWyf6D+zW2ts7RGCjDKfdf/6U8e/U9CVmlQwC7Fp0JRwM674ejrj/XDGt8Or0MWzaXN5VGOzRsrSBpQ3pzY0rFAWRGCWQ53wKR9xFg3TpOwzSXacA6LfForayJzULnnANUf8/HTHrFYJhp2vUsWUtkBhltbEFcoQC4bAgdhtXBCoYo3Slpi8JRvONzhfdgE3GjjgJ5LgWhhXpmPbrJUBXhOmamCL60BYapv5S82EnB2W4uFl08jFYxgy0i3f/zEmHKK0PU9nfDu94uhX2Xw44fqUjvhlucNdWPDd+II7P+O7+AyAF+JVAKOlRmMCvuaJqy5lwCUP+PH1HnMKZtDjhG2lrLpy4JGu7fguAchkFXAN/F0lC+4gSf95GTAFbqu5i2wCosyCSxmsPVvvlfcNgYqZQmkFhp0dCcUYB04MDEYG2pZ7XHK04Pd1GW2hbhWbMRo1lo1Q4JU0eFOtUUl4VdwdsKTnPDOIp8/q9TJyAjuHLbEFrMVPP0eTGEtsFQhKb4KTtrFYt8CBPt9ANBjX/KwSTmnEWrhKrgD3wSd8PZ0F1NgHNRrIbdeuRkjZwE09lEGgySovsBszpGeB6HEuI17ShNzYcES/B+CNoFKFyyMcVd5YJHjRjaNvu1E5g5uwiHxBEf1DbxvJUoIFYB/PRw5AlrBj11Aha8lDI26r8g1LrJxsSzBXHaGWA7evldGkCnqAXQsq5zSaGc7QuK06iqZtkLZhR80cv7+dTiy70LYWJL7HWztzEgBd5Spqc/i4HPHr+RY5e6y+SfDnuvYvZsa00LMqBXDthydtTFcdU0Kk3o0pOzQ56/7fANYSHgrup5nlTISlwC2cXCnWQpyCQ73IvLa0aKsOt/CQtdE8SQvwD5cHXHPEb4CxggEOSFsjFOe3OSqsT405lHFRA4Co2cL2O9eZ2TFzANwKCtqYwQJ29oCJF2dMS1C0IPU2wAM6XaMtSNTkVmVFLPAvskfkPQtJq76qU9UcNp3OtgUv9nNg11bXJ3/WJqq4XL+m9IlKx2Dqx4QFS8KepoVb5gMdjTWvQKondpy+leTqzs9mpvgx3eC/+fg7WxuOMeHddxf40IwtC8AYkhprAMBNXLE2j+/jM9bmcTmMWFvAp3yD53zAH+ZH/DbfmkGEMtyDZ/01LYqoPuycAtaFzfsaeD1dMhdT1OzhTsb49+9Ya+t9OGEi1twaqIh0z9b+zwzXgA/lFktllmGFyBO4hpI9apGYw1VOhFcPNxTEMZtpYfQFN0PC6DM+phu85Am/pVtj9C+ibf+8Hvj5NACLOlnr4JAHJwlLWb3owXFHUMl+Y+YJgEhSjMrNmWEWMOC5AM/5gKd8xE/XO/x4vsfrdcLlZYJ2SNXFw70G1NsM/DkD1BrgP63M+H2a+XzZhZrBa5WlAYCnlY02n6/TxpJMJKZEzD71S2emJ4PTik/7uiFQiBNzkbO6iSu+nk7mSJybw/M6ITdvY5Lv597wFYAlVll1zhYHvxBykPvtNzDCtJc1KRCGeF4CXi4TfnL3lgwvObAJLMAmXOK8bZ1D2Oasy4KPDw11qgh3CSEWHEUGbB6iSGRwQe+cBiRZK6MreH+4AAcg3Up3mGNyxODLTmN4LcEkinqmXSqsn4wGZu6GCj8Uk8MAuIBlwHUlVE9ocNYRZouLa9aZVht3Cl1oNGBUGTnP+YBrGfDTfIdPy5HZT2Jw2Rrh3fGKbw4nfDu+4vfjE0bHBm6qhTe3YF1Iur9ozKhSZS+XiZnVFwFdhyIAPp+f6vgCnFgexhWDGH3WJp0Zuq+4ZgUMfgPQssO6RG5117mnkhS6JndjWpmljfjfTIBQ4EH+6moswLYXma6h7gHaCTNyYU419nTvsNcp6Pqm6chYY8Buf7A9sW3vq6HblwBjQimQWxXk0P2nbOehMYoWdg9xK+iukkvqxWhHhMcetEGFGTam5uHARkxZSBDKtNXCtidmLurRGmElhnZTCtzBKNXaprGkXFsZGijA5ML6IiwVsnj8XTjjL+MHIyJpxwC3yY9yrjye37hMWA4EwBhw2lmw1IindMBaPU634y4Ov41sPq0g4N88v8P5OiIR0GLXWdXv/6GhSJ7EvgFC/CjbGOuL/ion0ERHdZM+ahsQDeBhmPHd4QX/+OZHPPqLaWXqNauB1EVYkal5LBIvXEvEx/XGCqtLDnid2XRaJV9Mz7WJbi14Ld4eKncVkrDHm2NWeKNt7PYsbjTArQx6Qo1IpdtLi7SpinzeyoaxP5/u8HoZd6bDD/FqkgHRF9zccGyscgrKVtRDiWhLZuBzdXu6nwK0Ok7TzF0g6+J3n+OGAvINN8cFhyHh+5tXfDWe8RgvuA2LsazPeTRQ8SQeCkpYWYUEkoVFrDksif67xrr304KH8Yo7P2OizPFP9fhX12/wmif84fzI+5uAgFow+PDCXiP2iGS9VF8gKxZcI+o1bMzbbgyyTEDb1r1M29rXk1OkxhCuvGY69Xhpwoj0LLWn5JmndEQF4f/z4c/wfJ1wOY+o3T0mia/U0JjU40Y7AyyWZmzIHzLub6+YQsZf3X3EjV/xzfBq+bbq+F7qgN+WW8wl4HWdQNTwu+MLbvxqnZgq86RER9WO1XmjrFsl1vVm7Wth8tglRVyWAcsa+Lp9Nab0UjzmFLAsEXRSvTqgHBzo7sIxi8tWcFSz8D6nbeL9wAZnUohu3dqoz6+bn2j7fQkQwp8SZbblxD6D/9FNc8mDKFuNfg/E//cFdAV0Q9zOSEHPLIMh0samUGac6uyo/pICsEbNrgPOdWC9pfUeH9INfr7e4zWNOC2Dsbu24Eyc6uTOetkwSnM4rUxdtiRBoG8VfbbrUCCi8UWFUHAckgGX+tm3ccGn26MF1DvXPmtH5oSNK9is9wUJZtEBsyqSH8eMGJkhzJqPwm4JFS0Q6uhsc1OzBhNAdhWHccU0JByHhENMpgMUXGHzsDyaSdKpjKjN4cazaZE+i1Wq+c/5aNT0JO/Jlc1E1FH8LROzVeK2EkA2Y9oMG5Qpp7lc7TdcGBuzb6fV5zK6TZerNIdLGViPR4A5rc4owNY78ClQrGAUAAPc1HBrLhtbuDTCZRmwLoGT2dy1V+4GPKBMjAoO+HOR13eBiAYc68Li71mr5WKsYZ8rLTwu8EbhZFMNgc+ZK9BNWmBkwZckscYGJ+dB3YLTLxZa0NfkTZ8FwBs1hHXBWoHFKmIM5vFqp9ovlzzs9F/ejRdADV+I27/1HutrAFi1TwNcfY1W+pS1pKBpkSQ3FW+b7uCLtb/wZzhj62rbJbZL25lvKTO3N97r9WAPgfWnvauYfWXzMGmDNvOVQlwBqwCBdetOide2P7hHAzvXyq6cqXDSWiSBdQTcDJsj+YANNF2UldC2ea1/9FBQygH7RMF+vwmia2X4lMaNBSXjdlfJJx5DBjpAxq1ucgGf6Zcpm8XYm5o0dEAeCn/XbuOSAKY17DS6HJoV5pTJemnMQH/ODLKoLM2tn/nZdpOyNy4JriA1Z/dO9brVxEY1HtVopinDom+H/wJYTHb/ut/JHIdothkAqfdBq6V1C8wteFBgRYHuNwCmtmv339sDoZZgC+htYKysV652IHnd7r/FGl9a0/p/988S3Rj4E3/rucExqKCmbN1ttPtbA9DCxuJWoNVTEUaOw0ua8Mf6gEAVd5Gfea4ez2nCVbRYq+yxH9ZbABuT6bkcUJqzVn0t8Go3TWkOHs3ijupZ5qPAYXQF5zxgLsHY9goqKYtVmR1ZAFAS0NC5jRXyfrhgcJk1yiibeeKdu1qR+W0RAeB2uouYEjBYFLGWrWjA+8M+edIx46RFnMBBoxZ4WPss4qkr0Gh8BnDiWb2DtqZbwvlmjLRCqMQarkX3EEm2raiSt2Leb+7WvmcpwbpJPi1HzGvkYkjhCdAKpK0aQCFcE+tga0fA4Li9LRx5n+8NjtRpuTbCC03MnNCTDpIJd7qWuq7VTvKJgG2f9J9dOhsviknawRAkWCbABq77JNhrOyZJR0TR7glvDvXbmkNQWQIFgW1u6esKg8g5O/MxaG7Txm6FpYfcGxCM3szVRuC2/sjmaTFm+O5e9GZg2oI8+M1QS3WEKxEXDV3BINruvfa2eQ50f0znz9ZKHdc8DqF3s7Wtc8PzxbTMoHXzze5PKcwuZTCUdW7PeURqrMsaXMFz4nn0y+UOz9fJznGM2Vh0D/FqRR4A5hb9Md/gNU/4bbnBKuYsGptoW6ZKkxE1tInns3bRaWulxiB6jMKiLx0oT9KKvxt7DaBGaImQWwB51oZmk1fax6c6Xvpnjy2vUZmBnsmt46HfDyyGrE1aMEULscL0XF2Rz/3C+NK9o1VshBEtQOp3a8xP+/f3xAHefzRQlZhE83j5PYNdzTTI9TvIcU7Qs5M/4tbW2X5fmFRGDc0AzY/lBq9pwimPmFfpLpLOhpw8k2QIyMTMP3tcDSIfQsirZwKKAE1udla0tT280cbWFR3VJmQc57ZiHJNHGBQ51xFP5QaXOuBUNokyYIu3TcZLYlyAC5GTS4iNc6oK1i1OzWMZwmdFT49q5IEofifkGuDFM0Ssxpus//qc2KME8iA4/6sdM7RqwViRisbPEPvlE5AY7jYueIxXA1z1eV2qx9o8PkqB8pf1znLb2givokH6mVSYrDlsAMXXVSsBzm2gVw/KaGxcu/1DXqYMOJO37MbgG/ybL7WyOdg1RXiaMGcu6J3nAescEcdshSSPiugaDpTw3fSK+kDGPtSOQz04NvGiu834yDUGW8vlNnfjlGWSlJHNwCi/bpxYoufr2zPu4ow/O7ww+9+trLVOAy5lsNzJxp7mLK7COYeia0RDp++6vx+ai5nOu8hlaGxyF2fcBGdjeBXN0Ndh3HmmVJGeUXa2aqu3IvG+smzf7osSP9nPlISBLlWSvcZlZqZbfEQwbdr+UGb5ksMW43Tf1Ro4QNN4Q6XBxNBSSVeqoX8YE94dr7iLi8knVpAxuLWQzvlfNeJOoIr38Sx6ubMZk3HxpslwrYgAPIKYlXKHkiM2ufVgw1aNhQefcQhMiDvHwZ6/l71b8y2CxBi6z7sm8bqTvF9k4KrHaR2xKJ5UCS02kVIQ/WijdDebQxVbvqTPSHz4bH/QQW/7mcZV/Tx4sx82vimfmbs393lM2B//fjRddbOTK5wLs7yeVqY5K3VemZz3wxUHn/AYr53QeTatpNfCzNY/Xh/wx9MDzsuA83VA6wTnW3YgX0WAv5m2q1axCQwqXS8D0907fT+AW4arzD4HBkBa12JxOy3487sn/I/ufsR/MP6KO3fFveMEsNcF0o36tRzwWidjk/bC+xp0KhjyaT3ikgf88eUerRGmIWEKGb87vCC4gmuJuPgBP0wJKwCMsnF6rpgqoOupwfuC729ecRsXExDX76nN4VxYw0bbn17XEd8cTvgf3v5iDFduwxjxMd/sdNOU3g5s7dvaBkU9cN0IbenvL7eZsNNpAxzgZgKEheESb87Vtw3kiU2S9WYCzPfhyoAL2GX2KR/xkib8fL3DNUW8zOwKfysaebO0Aj6vB1xTxC+f7lAFGOdzl0VWWKOjuO+qkcH1dQT6qlTWoIi6yUnGBtF7sWbPmm4Czmn1yiUgvUZkH7AKo4XEcEV11MabFSEU3B9mRDFIUUfqUh1+EW06TYqba4AjcSBmZpI60/I5SzCqzLdunqrxAMCL11o9RjC7VVvd1xrwKov4LCzYc+Z27efrZEFLcBXuseI2Lla1+tcv73FeBmt/1/t+Pk2os982FS08aMU8sK5bGDMOh9WEuNc5oD0PaKGBDmw+M4yJEx5hmytznd5ugLICt9T1GDggTBkhFjzeXnA7rHgYrjiG1cyblPl6UjbbGlCyR7l6UPX8fBNQrh4fX2/wEiZ8vB657TgHZrwsXEVuq2z6iwNCw/P7GXHIuD/OQIDoJm1tYHPhQGkICYPPEjhvcgRaJTS5Fv0jc0QZoa+FWydf02QboraaNgdmdMl4KMcqrf8yF+fONK5twbJbO/Y0AEqA06SqbcAbZYBo+7lWIN1KcJHXCu+2jT9SEfYCS8vMJeKX9R4v+YBflluosLu2Y/fGCDvXc2EMxi4Y1ESprh0rrxLC1cGtnIgmvyV7u4CM9uOoBy36SjgZYIINXC5CrqvMjkAF/CJrUASa256FttU5CeArZI5KcqKfqewjUmO8yK91fVVeXufXJnp+2/rdHMxoS02+bE1TuYK6fZddO/YMWl4Du3nW9Jw2s0gaNiOtnplURv6DoeImLph8Nt31SAUvbcKn+RZPywE/Pd3BuYZpSPCuYQgZaw44XSbU4lASy23867v3+LgehR0f8C8/foWcPf78/RMehiv+/PiEd+GC9+GM0SXcuyu3Jwrb9NGfkVrAn8VPmA/RGESXOrA2lsggPKcDfr3espTOPHARd+V57WNCCAU3ccX78Yx/dPgFt37G9+EJEyXcu9nmZt+BoTGEyvf8lB/xXA74w/IOT6I5dxHJDCLWyyfCZrrTYGzoEPZZK0kh+MNygyUHnNIAAnCIidsVtTV/ZPQ/18jzPnYDvT8St+obADwVUKhwAjSVxQso6PHr+RbPy4Qf/APOK+vG2TmJDq21/emerMlJIX7G1eH9dMbkM94NHAf82fhkjGHtjCpw+DXf4VJG/NAeDRADuLUfQ2WQs7JOaO0iaGUgoQrBMAAltk2uA5xQHOOK3x1epBNktURHi2YAMPVgLIDqOLkAmNm05sAmVEtAW7gI10SmijKJlpysCx7WUaAMD5eAenXIA5ufYQDGkO2+1uRxeKGOGdsxCWWtMbmYQ4E/MMNVTRuLxDMls0afcw44cnvv43DB6Ape88h6kY5AjTD5xHNYQFcAuzVZk7W5ROtK2545L6wETpZHGb+lViNVAAxgtsb1zpYdF/clVi/Z47frDRdopTC8ZNZkfjddMfmED/MNrini4/MN0jki3q64Oax4GGd8d3zBN8MJ34/Ptpde6oDf8hE/L/f429M7PC8TPjzdyvzbJBS0yOIda64TAHd72RV6lUQS3oCumg98vB6xpCDFlIYiHRMGBsi9covf9uTYbP11QnTQW26gQgaoNNuTamSma3PYimF6On0LJrbfuSxgUmzG8Gp1G5dOARVp49ztD8oYl/3fJWyO4Q0b4NB1l3CMsb8OA1cr7y01cN6gnxGuDS4D+cjAaxGAzHn2ElgqdzJ8Stwl+ZwmnNKI+2HGQ5xx8KvEvgpEkrQG3+KHywOe5gNezxPnj6q5m/gE6iRgVu0uvMFiDH92m/5623KJt8CyJv6mixuZhT7IfGAZAQaOFWT8cX3EOY94SltRmuOk1eJEjafUmNB1RWtdOyF8KHWJ1+Kkenj8Yf0Kv6Vb/HP3jQB1jLyT5KFsWliN/FQyG+zV6hHOjk2pBsntxp6eJtdfufuAisSXOjbknjhfTRv8+/CMo1usA/alHvBcDvi7+T1e84R//vQNXubRpEyuy4CUOl3JTi5BGXpjzGZ6V6vbnM0VIJScoUyNNWs7CQ+qzH7sAVpVKrDYqmd9y9hIK3diLDlwF+QakC8BNHvkB85J9RmyudQFfzl+gL/X9bV1YDx/gRYXlspGzNplpzl/rg7XHI2sBXDnj3fbWn3N3OXw/c0L7sKCf3D4gK/DKx79Re57QAHhj+kdZnGV1XXMTCy7Lj3S/KuSgZ8soQObL9oJeSmDdQiqHJtDwz+8/c0IF6U5fExspEXUdr4vek1r8UjF4boMbA7aM0nBz8ppcRew7g9bc2StAklcrq8rgFsAJ91jO51rGW9KmsmVuy/nFCwPtOdvMZuMD99AU2Gt/siSUEMoOMTEGrHDjLu44H08IzgumiQh0Z3KiJ+v90aEG33GX958wsGt+FaYsLd+xkC566hqdt+BjdU/YYtdanN49Fyc4Ge+MWEvZWTZvDLgXJjp/JrY5Osqz6NWArkKOnJbTSsEipX9lzLHA0oGnEvEh/MR6xqku5jQDgVtIDTn+dk4Auqmvc95KtgTqMA6FCGa0j3Q6joAvf+5ztc+n7F1WDsEHeBn+dl/rzRdadtwAU5yuS1ptIArV4eXeTSQkKhhjLcYPTM7VZcPgLXPLjlYm18PfAAduKIMwR7IQjMBc9XWUXYreX0SDRtTBOyYVrExFZWp2Uic2dlN79Ff8OhmYahIkArCuQXcEBuA3ZQDty7WcedWp9emg/fWL1KV40XrGFZMPuP9cDZtstocjtMKIrAbbCPEgVsIVT4getbU+Go8WyujssXWMmz0bVkYHZixcRcWHN2K0fFkY828gxjV8H0+xLRridZWk6Lat41QiFsda6usw1G76M03DqnfDFZlgPaTqFuHAYJp0uqEfy0TXvKEj+sRL+uEp+sBa/ZYV9a3W3MAAZbkOAjraEooxVlFU1tJ9PkHaeVIlXaaRso64aRsC5a0QtuwMQsBBrDgmsgRgDebwKAzTYUF1OXZaVtIFfDpflow+oy7YTaNOmWVpuLhfUVxXP1pslC3oaJatYxg2sCQIFtF+mUtpbaxz/rqnCanCrjqZr4Wb9o5qvtUq2NHeAk8imftwaG7ngYOcLx8qSYow5iRXLM2QmOoD8IWcxIIRa7gVr2vvrFZnWcmcO8A7X1lIEmux9HbVVUeZfBcBZO1YjrwvLkfFtzExSqISwnGkgSwsW81+I1SuHFg2ZBGWK4ROXgbUxrQ1VjQfENx4ogu84EZ9sx8bY3wsk72zIEtOeNqZUGUzVHN6vTcJp8wCviqZgJHv5puLbMgRmPmcHUVDLbqUKkbCPfFPzoduyRhx6ZpsEp2f9sVwHNpD9YpkFErM6eTzFUvIGmBaJQ11go6+BXvhouNTwA4lREo2OkT8aVwG7Iak7wsk2gzk+hL6YDvgrDGF9KcrFH2mu5vuVd2D+ziya6VOrfet4mrstYI2ALwt5t3e5Nk9qzUtn12r5tHRXRk+8/pgwaP7bq+cFD/LNEl3W8A576lx6rKfMO3z9lu7cZgyvt8w+4H8bpIAvSoa62Z7VGzsR5lLVBWmK6bzjW0KpI8AFLxuNBgcUMpDBx9OB9Z0qV6/BLu8DhccXAr7sOMo1/w4K+YiPUmFbxzkngezRIc8GCZIgdpb1MtV2Eja/EMgBhb7svkFaxJy2Y8ojPXRosTtMMkNY8flnd4yRN+vD7gdR0x54BcdA5v+5Y9RzE5Ma1iTYJKw5wDEvkd49B37zcGomjRmglTEc3MtoGg1MBJczegTJfvzXmlJeC5HiyJSGKQ0LNQdD2msXCsVUUvLRIwsOlSDJuevhZf7/y8k6LS+GCRhO2UR5xWNtdSphSfq+wBUiSyAJs4uEbbT+/dsG0b0JyagxNH4Q/LEWsNOEu3Q9+poUepTp6h24D62ZvJJhdV5L4nMpaqngcn+Xxy5DVzgBgqfa6XbjEVQYlolkwamw7bY8wqqSVxXSkiz8OfYpqpOm5ydeKMzeYqSwkYXDH9fT0f6yxqrBX3skzcRbQGUHJ8rSuhuM1tPUtyqh1B6q0AiT+3B8TnhkKomVnRjkYk08FzqA1I0Uu3F681w8jZ9e1xwf204G6YcS8mvwDr/F8aa77+ttziWfaS2siYqyFwNO8lDhlCsbXpM9aX3YvW5Tfb333HmrnNdyzgvnhPrRuYMkcps3yEy9163jYgQYFYdmv+wkbQ7y3Y1u7+928P3fdtr6i8F/YJqwFnrRt72P7df6ftM2+YRajdv5sAIQCznD1t+1U3j/UaVBNJnwfnQKzb+7we8PFywJwj1pGT/0mK2yqlFYUtzTrTzrpj7Nnoaak56RvjM9VWJ5F/YJD6CxICdX+Ld4CjxKoFDnMLeK0TXguDjL+sd/jD5RGXPOC0jjuQ/63RrXox3ISVDW/DjMkx8y2KvI2upcyEXbkoSCR6+vy5DTBdfEBi7cDyfN5XG7/V6UPnZ1U97/dNDUz1me8SPux/bl/C+0XoGL+1ObxWlvD6cX3Eh3SDn+Z7vKwMYtbqAFeh2tgEmMniIDrnqleq9+3iomlflu4Zti4Qqp63emtXdoIdiFyTgjZWfBAJsiaYQ/Vy+ZVQi3S+AkYuoqGiERCHgjFwTq+ELX0+vVu8HhEcXwDM1HbgWKbfF6xzsGyaonrt2qWgOQcAfD2c2bwtnA1wnSiJrnXAqUz4VQyaLpmlBhchi1D32c5VBucbGa7iVteB6s20hl/ywdrzgyu4kXF365fNh0Mwl1S9GYkH2Qd9d60AsHr+/mJzjToClT7jN2tevyYRbN21DjV1vXf6h8c5yR+V23Py3vvDLEZ1zvyCbKgbbsDx7RgzRunkHH22YuZNUHYrP3s1rHpNk+SqFQMxG3USvWPVOlYcKDWPM1iGZBGwXPfnt6a0f8p0WmXcAJik4+AySiNMXoqdFOx6AY7v+OY6kDBdc3GGL1lcWrvO734f6/Me7eKDFMplj+tlmGpX8PhTsRy2Kb3rMrR9s5O7eStB9W86/p2Cro24Mqd6lGnlhe8naSU+XyXQfBrg5k0T0/YocUF0V89ucN26jMYVzHaXoVUCGgqGMRvAsZcH6LSgikO6ik2d6G2GoRi4A8i5FmawQViwVIkZmZWBkegKJjH1+Mpd8Z2vOFLESCMqGlIruLQVl7ZgboQ58OY+S++E6s70ju1r87g01uT59eYeBSSViC35+9vlKwwu468eeWF7Xibk4nE7Lhhcwbvpghu/ms7Kg7/i1s88iUB4Skc8r5PR8XWSvx8v+HZ6xdfxZBquc414zkf8y8s3WErAWgI7iD/8tlu8ryXuWMuqZ5WGjOIcxx4dc6W1rdplz6/JZClAUXOajiBLhZ/XzciOebURu8qDW7z+7vWRWc+vkwUBLjRr71qrx+AK7gau6D7I34PnRYuBY2fSBJfEbe/zGg3Uh2twM49HBo6Y2egygHuws2Y37rxjINWNBTU7+JlE96eh3Fa8e3fG7bjiz2+fcBNWvB/OmFzC0a2W4PcB+6d8g7lG/GF+h+c04dd4wwsWPJOapmJBS2tAXjw7JXvYJg8AbuZz0UWrRjl31U7qEkStkKsx1KfliJd5xMef73nDFDd61aMBAS5UnFZezPVzoqugIVmrSZSgz9+edsEgv2d7DqqBlwq7H67KcgkFbUom4eE6IFdF1PV3sQNk37JKVI8xuMpaoj7jIV5xdKsxUpQNURvLT+iG6AR4nV3D6phRhNVx4vPbgDxV1DtCHDMeb68mhdAamTbkdY0G/LVGuMzc9r+kwG1Owpr5/e0z7sJixnHXMiA1hw/nR7ysI87LgJw9y4nEjEk0p9+6TF7LgNfMmo1J3aB9Ew0hHg+uSJDcBRuNOKlhimtnxtIzQS1JI25B1ERDfu5XgDIQzw1hZufsfCBjaZbEjrTr6C1Q8QJIPdcbnreeg76/moqBKs/5gL+9vsclc6tolmKAglEMZgeTm6mVkOcoLcxy/lm1JyWwllYeuwV++3nfCgigY4rJglYJIQHDs8gzOJVU6ZaHLhAvRPt7LUGCJaVlCwR50YKxkABeM5m93oT12oAVKAMJe5Y/k7wk2W9yGksKgC2R7xPoLhluoo0nMRrcuv+9spd3yKqCrgXwlc+tB28bAY0IZQR8rJh8wmO84K+m3zARt669lgOObsV9WLgiThUP49Xm8ymNeJ1HkFgle99wFYd1lffR1rJPH27xqRF+Hh/gXLWi1+Nhxu2w4HfSNvcuXqz9Spk+Cuzd+hnPjtlEH+kGlxTZmG7xHGgPrG/qPQuqMKsvYK4Ro0tsPikmUql5/JrvcakDfliYqaSusjp+P16PmFPAfB1Mu5W6ogy9eaasJ5/hQzHwipmkDvMaJdnMrLslpqDKcmhNTDDWgLp6kwrBChC44GitxMRjqnWxHiqhJg8XC+8pCox9GlBXwjxVXKVgBgc4MVvSI4SC8IW13buGMeSdYcRfTB8xUcKdnw0gqI3vq7aWPqUjfny9x2Vhxo4X3VsAaCJFgQI2r/KQ62iovmNYARan6B5bBGjkMebxnJiB/MPzw9bG2LBzLeeHxWtoufpN178Qwsz3qY7MIFSNWdUNNHMOK3QIQBtlTXbNWuMVbGnyc45NBNARXW5KzLKvnjbQQMbRvEQ4x3tQa4S8ckVZx7Um5dzdwqypSxrw4XzEMjNt0cxcurHpJenVmHxdPfIS0C4B8cXBJb7eVB3yAyPfs+yRRWXDKjb5jB6g0ZgysdTF63nCvMZdB5ZzzSS6DoGdmB8nXkcehwvuw2LSWgCQasCnfMTH9QYflhv8fLndrsVVfHV3tgQ/0NaNpOuSmfe2Tce3gs0VS/tc3xeAsHJZbiKvgVnzChZlks4S3qtqaNaOTZV1icOJ4FfAX7f7YgU5Ybu2AJQDmRYqf/F+7TfQFrAkt7/XDDCQFVkV2HRZ5AeIC4BVmF8ud8mr7ieyz/k3nVe6B+o+o2Neuz4UqI3nKok2f09vulRUNgFbkTc1JYuwZqGa7f7yeouXDzd4OWR8PB7slniJwW6GFe+nMzO3UuR4YpaAWWJgaMykrvDrJhsAwEgNmtT7zPO6jm1vEtUXLrtYq7kGDFWIN4RP6QaXMuKPywP+5vQev5xu8fTphgkAqVtrSM6xP4jBjzBmxCHjm7szjnHFX9x8wq1fxMhxQaSMiSoiCgYqWJvfFehS8TtZhThkDGK4FHzddDwlbm+hoQ4baxeusQyNHtrVYIDKfmNrgLVXa1v7KsDP361f4WO+wX/99Jf4eD3i+TohJb9peYLj/xBYK/pmWnE3LiwTOJ4wuoSDT7iWiGsd8NP1Dn+oj1hXERSuxHEywXKleqxoifNAPVdqDBvsgB0h5tQg63Vgdm+diA0dK1AvAWtxSKEaU/jusOIwJAy+YAwZg884lxG3fsEgsYiagG4dMtayuLt3SQoMuTnMOeIsOe7rzMXI6IuRjaaQ8PVwtnsyuYSvwyuObsG38jewEcaeyhF/ffka/+r1Kx4TagLVyEgq3lUMslbV6rBWlkdxq0N45T2oHHm8zjngmdibY/AF308vOLoVD+FqwGEB4VQmLGUwyY/TOmBJAbfjiij5m67HWvgkaryfwZser3UEFOxkeGzQAbZHusSv8Vdee5dHie/HTgZRCyQCYB88M8bhgf/4qx9QQQi0EQp6lrLuHW+NnntGqhPwPdWAUxnx23KLcxnwaT4i+sJEAp/wZ9MTRsp4CJdObskZlvCSJ1zLgF/nW+TmrCvlLFjOnRi8qkTQTVjEqyUZi/7tEakw8Uue9VoDLhRRhLToAweOVdaknDwWFxg/EoBdZcKaSEG0Srym6bqQRYNfMCPrJqzCPM4iLeOBdpB9QdfYrqvAnjs67NFt+5WOh7dAKzUmDpp82p84/r3JC5CTim5mxlJrYOAzOW4tzaLdBbkxrnGVpjaufL91CCONWzfAR3UvNcjrGasKwPbMBHuf39oL9DU9C/azS2oM0J0ztxg+lSPe+xMubYEXa7OEgtQqLq3hVRxQV6NiBzFw0ioUyd88sSKYCnQnEVPP3FAnyt4QyFNDk0Utep7cB59wH2bc+VmSxhWVCKmyppUCrko91ypKr12lZjVseMFVpinw5FNjhF6js9fczJrI6D2jBlCnSaXgjGw2ZjLTYZZUt+DkLVOM7/9o7dWXPCCLvh31DEe/ycczq6FY1Q6AmCgp84IDsLmwTlPforA7LCBlNsFn+qgSdzFDaNt40HRswwK0MWYc44r3wwU3YcF38UUMYq5w4JYBvrcOa/NwxEn+Uj1WqSBapaxLBvmeb1NGAST+hQQ+ItSv/2++7Ziu+jyTCNmxlMAobRod/aDxA2qaBMqDUrBVK+q9CRSDrGWnoarasb0BFIOcbLzhqKGkuHOlVHar6s5pS0zfGvP5DObDdc9edemCOC7qfCsNXD3ME17TiOdlwst12usmQtjmotFFah5TYVV1fh5b0FfB45FF7ze2Get+kTFenZPrrqIZ2Zy1esGvCM3jEBJyY4Ax+YIoIE+pDtfGbUMvjlmzg8umZXVeBy4oaMnXsdGBmnxUjkm2MaF5n9uPs55RYtiE31o+ANYWtgCGNPikXQuhy0BL3Hozl4hriYg0ip6QQ6qsoel3ux9sHVXmRXCV825lRxUOU3JWlpRqEtrp8cmXN8YO/eBp/VpEeKOux9cmePROi+0Lg69PanuwcjdQBfzoGa6Q3KlnrOnaqM+lOdondt3n6v3v2z2toq/f+YVD23B0/Wpf2hYV7Oj//+Z4W1S1+yD3zpJwbF0JHhUDFTO8+jq+AgCejgduiQyraSXn6jDFjEQNznlr69L9iINtiE6pDFZ5CArKzJlDpA/uhjXL64DB5Z1kh7ZjAuCAvzKYqixXFBnXhfWllMmpxnqfRBdd99Uk2lt/XB7Y3GO5QSoeL+vYsQ2B02UysyxUYuNAuF2c07NKe9mcnL20hrtdbERRdN9jgqeKyWdUELcbCkjYKgnjs23P+C3zbfegt7HQtBVTC64kOu6BE20K1QwugoDDAKzrg0HX7Xw1edNnC8BYP7qOsXySx8fM7sZ/vD7glNgEUwv/AKQdtvHanR1c6daoPnbpwKYdq70wA3PJbCLBLXEBr+uIdQ0sbyOgq8aSpuEG8EQQgzG38P3ROLcpWNR/H7p2R4055DRNvrHBmEsAbK/W4hIpE7Ju81hjkqqF7m48cWyx7wprjQHTVVoAtX30tI64pohljgyiKqtP2Ot2Px12oGvNhLZ6LniJlqWtL7Ke9jE8UeO2wtbQsnRqqLa6aZkSUBtK0upVk7kPcwl31Li90jeLBQ4+iXY94VIGMQ8hfEwMuJ5FzkMZWwTsulFY43QDVu3nXZFVO1kU9K8aI4Kv0ViYaevG6M2zlMna/7/fbIzhWra11dZscX6mrmCn9/lPzmdse41+3mfru+5RwnC1tb0AjkU+bR65t0lqB07tAAt036XXKpep+yDJnrf7wPbmPZV/SMTrv44jM1Qkjj3HmLmgIGN1t53Rpvk/NAa/gqvb93TyJ3reXHh+s8d/dmP1HJU9+fccJBrhurcR55R952gr21xQubHd93dt8JyS8y8viXPLD+EGZz/a3neKE45uxSWMHbjncBKZqpQ9s33l80ohFM8xVqmO3evXgJIYCKa+0K2dRn1Q0IR5qGzuL90/0uWRpBskIDVY1+M5DbisUTSynRlQDaEgCPOcADxOV9zHGV+PJ2u7jlTwTAeU7Gxuux4YLhpfbfkUPNAiscZkN1Z3p2zPY4unQcJ4bRByghAgiFiaSFi4ClgCnPuq/8rHfGtAXGoes+x9uid6qkiV5QWuJeLDcoO5RNPKPC8DSnFYlgg0QooZIVScB+7gufGcK48um7GSFopZ+iiw5Ea+F41rzg9X6eDQvCa4itSt+QrUt+ysu9Vlvn+l8hi9rhEELowNIuqr3SulOVzA6/OndMS1DHhaWW7pVYD2Up0ZEpoheiMsKbC2snTp8PfTZ5qtFjcXfIY/WRzwZh0lBeRlgBeJAVQiS9m5enwJTH179JI8eijQvdSIS+HOxSSJwU1kOUWVk1S5NTaRY4mspQV8SkdkMc7TrudcHdyb4kyuDjPirniojNb+HHssiM+R/63yAmsOlntBOyxlrW7g+O2aI4pzRpJzroKcTLAK8dsgk35iU9Atj9H/+9S4q5jYuFZJPdbh8zZ+1XwM+GxfNBJJn69Z3sJmXn8KYwD+fRhpOXCrvwi81wa0awAVQji7LTBogMYurJfBLXtNNT1FrJoqWHzbc0ubHyqcLxgGni1vkw7dE3uwlc0tWH5gPCRpbeMFYVk4KK+iwQk5f2THTC9xo1iWiJ/O9/jn4Vtc6sAM1fgRj+6Ko0uYm8fcBjyVI17rYScjsDYm+auDu4KqCrDxslbx3p8AAIOsBOc6IhEvoOfMQX7trsmTOLILy/V3wxMe/dnA3Iu4Wp6lzW4pXIH0h4qv4hkP8Yqv46uJxn/KN/jj8ggAOPgkpjYnM6ZQPTvVhqmNk7Uki3nOnoPGNxtqX8n0V65WuIUHdw1dZVuDSdVVrAAKg1EnGvEDHtgALEUDeYOrON7MHAxryykxqHYMK278iq/Hk22uAKxFQTerJzFX+LQcN/YBiUyFAkmNNT3iaUtcSBNMcJVG2TlJ9f2aXBvJ5/iG+2HB+/GCf3D4DXduxvfxGZEybmiVc2fWzkudAGHunMqI3+ZbbpMW0KwmqQTpvXWNx66y9qhtjFTXWDKjbVWjFhvaG12lJtfxcT0CgGj+Tni+HFgPaagcuFkQJ4LlAvopuPrVyILdB2GOWos+PtcyA2CJjoqmLyVgEQMqTfBKJTjaWimVydpLMGj7JgDTmtVDW4hGn61NUs+lNsK1DnC14Vy4PeaP5we8LgOenm5QT1EYWo0TylBRZw+aPdxKzCDWzbhtRjrAnmUbXIVrBAyiQ1scchGXSHH31LHnXMWniZ/Dd+OrtYkAwHgvZmWVDX5UR+dlmXBdBxbiX6IlDrU6TnQrcbKqAGFsKLFswbBvQOw2/MqBIIOKAlA4yQdlo1YdOdVrVq1Yf4VptzUPZDCrUeeTywCuBLowO+nXUHAbHvDkj7gJNyaREMFtfqlGLNgCzAIn7aB8T9Ya8OImpOpwmkdmg6ew6TfqY3DNEnbVk1bgVXMB0iQO2LRtpVhRIzZ9uwbTsdXEsowdM462ve6zVko9NOHUhFXMQDRIKAOfiO6BllSHDTxhNjJs35TuK5NtUfPC5rpiF2DFIHWJ5i8Cs2YbdlqzfVLbDITH9vs+QCWggVAmbHqUDXCJWbmqmak/L5nNsr4eA7NsXMKjY6OMr/wJaQj4x4cfkFrAuY44lQl/u7zH4DLy7WYYURuz5YoU49TUxjmWKgFgLYXKqL+ukf+kiJ/9rbTvby3yd+OK+3HG5BNuOsD303K0YB6iD6yu6jWy/Mo6sTHAP3v5nkEdMbXIAsQ8Px9Rs5PWq+3+NZmjtHjW8j1U0MDzlFsQeZA6M1SE7bVqFJcXAbZmx91HIwOaU8w4xoTfHZ/ZXBC85r2uI7OTFg8kQh0rj/tOW7QH+xkc2RJOK8Rlh1bAjK+FUI8VmDL8UBBjwWFccT8ttnarGZmCWgDs2fVrOBtVshHYL+u9rdlLCfjh8oClsDZeKiwzVItDntmpmGZO/NNQd3ukW2inc25AkxZjeqY5gDI5XJe4e4bzGlm3+xplHMizS85kQjg5IFgRFtIBUMlMV3SdtO8k/r+/MCsnXBpCx1CtkZBvG2pm4xUnhcllZe04LKwhaWsVtu8pI2ss5yNQDpschXXLFNZTUz171sd0OC0sC7bKHDlfR+QUUF4j3OwQz3xP801DOWw3rgmG2LdZg5TVK+tb5PWNz6FZx4LOW9X/TcJ+cSfPzJd5W4OaJyQX2VB0yux50Cq8hxAHmA2kxkAGZMEJ+4cdxF/TiNdlxOk6IoaC48iyIyqxpQXolLf0KhUvHSxkcmbLeQCyA10ZaGixK3Ir6AKI+VADjbIwJinmNh4zbiFzSm9OMJyVuGhQGHQN120NbjJ2LAwvW8s/ZAr0bNBG2Iy1pNNMVVHeAklc5BNmaycVoN/thZSg7eT9XrgVCvUP2f6z/xLYfmhzpgFNpAvyJDGu2/Ymm2sNBga61FATUDOvJ8zW4rZbh4Y/u31B9MUks/Q4xIzbYcH9MOPb8YRriRh8xpIDnmNFS87WFLfyOdVhu1GNsAEx+gy6Ygo1AAVwlXZFDzTaxwgOgGeWpxd5NVSgEuGcB1wT5wLkJE/V9wWtsICZ+oX4+1ZZO4JDbsDrZcI1FJwWLgZq7vNwmHEICd8cTjj4ZAaFv663XMBfongj8LmmQpvcH7G/4iZwlwABAABJREFUAV0ZmDVDTwj7N3drumvbmpdoa98GOuNPAjVeo7xjQHGpER/Axox/XB7x23qDT5cDztfRZEi8aLR+fTzjcbji2+nVtNwfPHcX3og26VwjIhXMNRopI4aCcrsirx7VElR9pg0tAvm22j2wuWNIDrh9vm2xspoitcDsSDVTK87x/w+sWT+EjDFkW2vOGJEbe2n8vNyZSdbrOuHTfOBCYGL3+E0Lm997vQ5sADzz86DF2X7UCFhuCpbQkJLHOCaU6nA3zEijw63nwvfFD/gIBnuf8xGXOuCX5Q7P64Tfrre4LCx9lxLnMRyjdNO5gWW9VpbScav+4TWbpOPk5fWIZVrxODH5TAvxS+Vn/dtyi7kE/HK5Mw3cnDzS0wi3OLxMdZe/qNGgEZQWLvS5tDFdSTCIcmhS3AJ84c68nhxRA68/edoTR0LqPmcgrLNHHrgr+tYv+EfTz2aY6lAZB+rAa2Uq9xiR5je9xv+lsK/AUzrgw3JjufNtXPAfHn/D0a+m0awA7S8rd1L9Mt+ZaWlrxEQ66dJglrOQV2SvveTBio1GDgJwmkcsa+g6yD1qZqlOcswmj91+nUR+sGXxM8F2P+Ea1kr4cD5yYUvGbdDO82sEskN8dsZupcr7HO8vvMSFa5Pn2eAKkCqBBp6QNXfxlMavomP/ljDSFxmddOXpvqNdHKiS2/QdfV84/t0zXSEbjqGfJODZdmG9UyEAYd1hl+ii0rZBx8aJg7o4+k1OQHU51a2uZ0803YCl7GttXwCaMMXY1U53RsDgb4ARbdnMc/I4LUzJBmCg5qO/4M5fbfF+Kkd8zLeoMllS3apQAKwC4okd4aLLmIh1hLilMRvoqqZcq4Cdr4l13TS4m7T6Kuej4s0JDEg+lyOeywEX0cNVkAcARs+BJ7+ekAoLIqfqTcvIEW/0uXq8ZD6Pl5V1PZUZk8RpbltwWd+uJq5UmFSDmUphT9vGlrvxzwloXZtyEZMwx5ovfUsWgI1VKuASUUMFtwgzkOew1IBKAqiDmYz6dwGzkdYapGLHDCF2quckythhOvE0cdOJXEXbVnaanB2/T1ux1W2voWMJcxVRxavPYOZzacyIfipHXOqIT+nI8hDLhNM8IifP56ZsCLmvLVQBQQSULwwCQAoH1J+PBnvCRIIju1+5Ocwlmo7sUsJOd69PsrWTxfST217D7u2hTFJ9bprwZGWGiwEXm+Awiyipy3Mx2W94YsYwEcsIaIKei8ei7YjdGtA7BgdfjT2lTHFlfDmqpjvH88VvWl2iQ9Qy0JwDLY7doTPgV26baCyqhJodMnEhQsHo3X1QcESqollcLRXMJt+AAGll9biWwaqmk+O2WhVRT4216q6FA8ZzGNg4QIMNGY+Z+DtqIwMe4JroLAnQQ83myJYo8Q1sgYF70jFDmtxpJoH93zqVNTGKYM3Yts0b17FMlUnlqMGVZvIrjtgITEF5HqPexkmqHrl6A+f1aN0tb2JmoYwP08ZTuYC2gZabViptyZ9u2go41e21xtjsAjR9KX+X/K2FRmNN6P3Z9N22e0bSyoLdOewC2S6xa2/PoX3+h/rP6l7XsGe2anL7WSnX9sTtu/pg5oukHer+dK99e46tcPHuNU94LiwpMRE7qw5UUFBx4xbMtSGRt+IDoGxnx4BddRj9vhirSbWuS8aIT2E3ZpilwYBTv4a9NGasDaI5r8clCatGGXe63gC8TtTNVCIVZgToHjwrI2dlwLZpq6reRBmvjRprdwooay1XWixyrtOv1/tJ276lDDmCsHLeaIw2NvBai7f1zliDuzHNKIY9bymGQmUrqAkztBs0alrhGvxQMIyJuzyGtLuPeo+UydrA654yBPkZ83offcHgMl79ZNJGa/F4mg9IRTXGHarEhHquJN0IRI6LZx3417bbCdVaNAZffw/A471klpK4UjQNMm3z7zuq4LZOkEZAy/pzGfMa5Hefva0JQA0c6DeVASB8NneoAEgOaQ3WuZWTyEPYXr+xZft5aPNYn7d8OLfyM9tS2ZVVNAeva2R2t8TNVbWMhb3FRn0sa2AGbN2wYPCvQQFHLgTpBgA7qV6i4K1u8W5Ns2dEMFa23HsSKQ41y1FJiFQ9AhXkxkDKUgOW6nFKI85pZEmQHLAkSS7lnhTwnC+iZa/3gO8ZvyYnv71HTZZ69l7d4jMe/HzuBNknM3ELc+Uip43Tio2QIPexb63UmFqLdVXmZT+2dN+B7v9t+x0X5rfnBGx7Qq+fBwDUmgB523utEAMJKWn/WV88GqS4x8V0PbUepNztu3YC2x8dv61uP+tHC183bC12VKV9vuAhMLBzDCvW6sXElOxndyI58S5ecJIOu/txxoebFTl5ZB84npKiqHV3dzkBuvGtTM5SeS0wUNz1l9jwZrSjhY3QoIWCSEWkPgqOYzLDuzx4OM8GizuT6ZXHYXVOmJdy/2ib82q0CACv84izY3LN6DNuI0uevawT5335zT6R+LvsOSVna64T9TNdv2wU6+Ir89bik+7ZAd3arB+trM7KrfXXErEWjyEU5DGZT8z9tOAYV3x3eMVDvOLb+Ir34YQ7P+PGsYQCk404B5tbMP14QGTixLSvDm9EhvUZd//ej00e17vYmGQ/aNiNYb5WiReKs4KO7oGsR+22nMgzi/CSpFi8DMw0ziz3MLtqcWEtDmUOvBevuhZt84oaj8sGIM1cqPwYCssK1oDJJ9yFxfRVtRuxSG64Sh7tXAVVZ/r6aKxVa7kTsMtV+++3e1L5PTl7Mwp+or38HH+nl1y1ex66BjVsJCTA9jEz50x9Z8T+/bvnJ10gdo4SkxsQ57a1z75L85zuo1WaaqBi4+0snc9zjcbi7XX8lxqNvbxIR1Su3vYp7vDypj99G1bxQcjGflbD16d8NImrtQaL/8z4WwaKRsHWTSpEqUpsKl/bxux0Tg3Twc9aiz2Nx29x2nm+EV2aPF+7ORKHNHIMzHa5atV9VZ9ZXwC3QngzybQq5Ezn5Zw6JnKP2fTPt+lS1cVTu/DqC52FAHYcg88W6u74dw669idG1CSo5SCC9VzA2q2usVubrLsAuBKRtx21jo1fOzDD1YeCYdjK9il5pDlYmy9ixXTLAb0CRbb5yOcmCnYjWyOr2FFoFvmaSHqB0ZrL04BPq8fpMuJvxnf4b4bvMYVs5l86YJ/XA57niVtm52igrrZYMYuNr9sLAKSVxe+OLxhdwX24Gpiaq8Mv8y1e1wl/99sjt3FlBxAnTWnyWA78mF/rxCZYb6pRfzw94Ol02Bbjxm0EjhoudcBzPuDjysluBWGgao5yr3nA8zrhD6+PptVTKwf6O9BN2WTJbRW1rhJulUwJ5JvMKzQwbVw3sq4MTw3wF4fzaUKekrUSH2LCkgMDpNWxnhhgQbaOkeflgDlEzCWa2DPfU06C18LMyteVGRyfTkd2jzxHZupkZRJsizU1YWPLwkGFULMT/UhOwtI1wr96BpXE/bAFQkncmnjJA35LtzspBxvTstB+SDc45xH/+vQer8uI3367Q1u6zb9Im+LFsSbuJBp7wg5wVwJVZ8mjafTJUQuQ4YDQ0EIV4JjBxg/zDUp1eF1YwkHbOL0sjhUS6GrSUXgBz2Kmcc4DSmMx7Z5NqoDzUoKAENHcFpccDMTnTQEMSFZ2Lk6JQYp29UCsCEdhrIpwf5H2kXYNtsHu+gYE2LBK9JukgI7ZdKPYDEDaIagBsYGuDn52GzsyAT7BQLoyMvOoLQ7lFJAoID2PvCGsTgJsOYc+GOvOlQT0bGNFbdz6fE4Dfprv8BJG/AfHDzjSgt/FJ2PJA/hs41ZXSXW1/LQe8ev1FtcUhQXK4zSEijFy0L5mfs5pCdt8BqBtT+mOK8HhwtcsChToh68yv1sDMzMbzN2zDjIuE8xUS5kso+hysz60N/A10EHadyceV+v2ZSzTUCwhUeC9B9hIIlyaWec4nqRAIW1elgxr3iRsND1HZbCqBp6y0XjQw6IVwwUsMpGaYQb8vD1rKkCQ/5coTB0ZlxX8f9OnS11wWgC3QPRZsbXtewB5a4eh2uB2yCwsIdeA0WRR5Hy4uCXJl+OE3LRbtVAqAaWdj4I5aXvvfjLBClDAdg6u7D9DdWmxePx24v1ncBmP8YqPwxPu3IxvwgtLTGBz/9Zk65yZ4a3P3LuKd+MFgyvW3aDHtfKa9JzYOOW36w2Wjqm2Zo+UPpeXeX45op7D1hofGkLMKFKca1cPf970v1lCgw3zUvYiLbLJ8Kw54PLbceuqoba1qGr0q8WBm2wSSgCQXwb4cxfZa3ApQa+B4bKnaiJQAbTISc2aPa7EjD4AWCuzcT8833Br9humpgEclfduP/N3tCDmpIfKv1eASYsLwiAvseL2Zsbj8YqvprNpnZ3LIPr0Ac9nPhdm5XPiVZOztRwAEBo+3t5sCW3j/RQAaws6sLQQbQ73ZXUAMfvSr+BE8I0QbguwJMzPzNTT+6vt9zZmMyFfA8rqsQY27YxDhnOsT1sKoUS/i4e0Rb8etiSC55+TtmwyYNhVLtw1Dy7iyZytw1aw7hmxrBfvkdoANXFD4oKgvwprZwWv2diuiyqPT2PvVCmgerm30hbsz1xwzpVQo8N5Dhyzi2ktEfi+HzNwBOojD12Wiqgm7aFF0JxkziwemDnurlESurKta2xSxXNdcwPbj+XeWrHOy4tknaIDawOPIxMSlC2tcc1aAgafTcLo03zAZRlwmQekObBBpy8IoWKIrF+3Zm6fXZeAvATgHFgPWFl7mswp0Kzrq+aZ8cuxB4PazcBVNM+dFZ0uKFVmBLsEzmF03e6KAn7hfcYVZuVUL2t42zowXN4yzOZE91v3NAc4YcPq/tZ3XGzFOGUiNjPnKiNQA7FmZ9jOS/XGrYVXwjFluLrcwEQ63XuwaYcHWf+0QNkbf7UtafaLrIvTnvW6gfwydzPHmLd+wV/Ej3jvT3j0F+COX9czy1i/lPcblYT7tdzjv52/x/t4xneHVzP8mUs0g8PX62QFfjZVyxCjbe6olK6I9TRwrqqFtjcHyx1s4GsA5zVeWLoqe/O76RnRlV3HVg9QXUvE03rAUgKergeTqyrFWRfUGEXfO3Q5dfF4fjqiZYdP4RbkGuLI+ucq1VIuYSsmaFFAi0aAAWt+5v2iBaBMzcYRdHy+jcV1/CnY0mDxNQRMvZYBz+UAJwDTp/WAcxrx53dPmHzGd+MLbsOCr8MJd/6KOzdjcismSjttzEsdMbeID+UWv6U7/HF5xB8ujzjnwWQJxphRRod8XHjvFuYe60wDNQnCo0V9bNehbFj+v1xn7lxRnMoMEK8li0NyIv2ly0hiZqi/yTgcF+vkvVxG5JfB5gPv+bLfiKSBrkUk5+ZW2r7XwYoBLhGwEnAe0VzDby8DfosVbigs2ydjqwjRZzgmjGPC3bTgGBO8q7gbVyyhYEkBVwz82tnDn7Z8VclzLB25yeooqY0Kk1WK93i6HvDqRvxQ7q0g4F2z75tCNsPm1QcmSQWpYugeoXmVkSu2zjYz4qNtzbH3gtex5XHDIGwN6+dp7tYzz+tgGRpMSkIONjSrDLSC8FN6xGudcCoT5hqlYzFah6VKJphfQGVCm3oF3E4Lvr054S4u+IfHXzG6hAd/RWoepzLhOR/w356+NRJZ73M0diLaCuoDAALg2macNTgu6mjcqn/GkHekN+2cZpYzx9K612ssp8/D2PbCsG6RAfrFRykWyBwHY3dWuFGZNc0fVDv8wGtIDbxO1DPHOmUAWtjLFVHjuHzndaEgrq5JAOdhju9Hv3faPNOXfSnn6Y6/F3Qlor8A8H8E8J189D9prf3vieg9gP8LgL8C8K8B/KettU9/3+f1J6cMUwDbQkDszkee3exI3yJJcyNiynkltFj5taFKQN0M2NI2ulYkqxAmUym0AblSdWZ0gAdAXT12sLYKnhN4x1QWVFcVIZm4bXXIQdqXi8PVR5xDxBRH2zeuKWAWLTHTucokCRmzyaibmM4zYHDyA3Jjp+7beDA359JIqvADG8HM3oK6lALWyCy3Ux6Fpdrw63qLcx7xcTnikgZc14haNzMJR82cd5/zAdcyYKnBGK61MfvwWiKe1wnnxDo+2pLZukGKxgtz0ztQtgWuB/l08bJk8Uu5ehfcbcEbg5qla/8BsBkUSIWMf+hR3WbicM1cuVxcsLEDYJcEq1GSflbjFxgw0LcFcVCwvyYLSLtxuUuAq+j6SGB9TRHPbsLPyx1GVxCliqi6posw9055xJIDPp65jbUJK6qvjlpAIgtIo64qlHs2RFfhlPnQpPWr17nMRfVEnbn/qu5o6569Orhaq1BzqAC3uLiKl3XCxQ3GJOslBgAuJKjjpH6XtvUW09/c2KAli5yCbJ6NuLKv7KIG7JiiNjZ7lowBFLTxCSzYa7v/6rFzmNR7qEZqHRtKxzYHNg0tONOpRiVeS4CNDaFMQp0/qiskoFcLXCVO2WPxAXPgogG7VUYcHbc5q7lB704JwNxFR+IgvQp7GYAVKkp1InJfkAs6xriO527MuwYC37fm3ujZ6Dinz3+2e5lOX2V5tO3npkXZmGntZNxk4vNehcmqmtFvndtNE08YbqU4A5b3FXba3+u3h8wndcJksJD1aXt90n7e2/jQ/1P3f+xfu1v/uj/tC6fyxc+r+MIg7d+0/awH4L4UOOxe/9mXd5+j96U/f90TRcuvZygBMFbAF79H50u3PpJoZc454DkdUJtDpIKLY8Mp1WJcRRf1OR9xLRFzCTito6ydMh/GrZukF/3XVvZcPQJVXHM0sB7gdry3LP2dcU+BhM+VWeM6tmxAQMCgZrFHXwTQz+5jIpUssWes2oJSlAkDg3l9h44FsW0/bnbA/9vnLPFPTR7XZUCtm3Zdqmzsl9fAbbMa/+z2wK5LRYx2esaMPVdNTtq+o0WNJQZXOtYMmf5oyVv1okmRuhW307FshK2V9s06r5qHGt8Qdferfj7Ie8kg+5j65mc9ECCPmOT3ivGpfAuga1L3JU7mRiNGXog/rDkGWvdJAaAsyCI6gn2xQ4Ex/beBUmLKY+weYTzQ2/naXRdJF1HrGJKo27hses+637sEVDg0ZYn77T70oIlzG7t0+7OxWJQRWvoWe2zfo+DKZ89LYyvRG96Nb42/lOHimrFbq+0FDlftiKkO0ReTqDovA+sBZqUebgxbR6I3XzxydgY87Ioc2L5fGTXWzt9r5TXYHro79x60yvwadWTmlkoyzVZbZ/t1/d8QR+/+1q98szbr2GsV+9bJft96O090/usA0Pe5N+/p/3TzSV9vRm76c31vaRvjnIDanQBV0e/rumRk2G9rYn+98n/V5XXEsm43lBGpIqJJIyav10oMcGhIcJgbGx0f3WrZdC+DFahgDtx5qDEVUcPY56sSr2RfWaNbW3ItT93O18fSFRy2BxVcZSNnMd1VmbroxJgHW1GSC+8D7iPvk4eQuOOi8nr7Etnw9nZcd5Iuq2soVWTV+v1cY0O52RQr5+lSUOIOsG4fJPB+GXi81dAxB6HPvkmsyx1UVtSV+eCIf+5k/TaGngDhumDfxgXBVXw7nswj49bPePRn3LhlB7YCbFyd2oBzHXGp3LK9tCBSXZsZlEmiab5cOC8i2rpYSLommgfv41Y8fTPH+6PfqLuiu64FplktcSu0ICa3NfgCHwpyLwMm4587GGV+xyrrEj+j+oYhsNPO1Wer/1eWKipYYF3eQ7zGewHHFPAv3fjoO4t3n03N8updPv1mPWuNcxTvNqNBlQ38k4eutdop219L29bXfp+xoh11v3u7Z+rpO+wkevTzafuKnXeL3huA5+LcIv+pET+mRzznA17ytOvs1K4d1kkPWHNgopHse0Qik+UqjmHFwSeMLlnep+bCT/mI13Uy40hgI6X0MWg/xitY2rPXZwXwWTzc/5/lLRkMr7WhdMVVHQO2XytGUQVT64BPZkMLQ1oGRLOu6O37dsZWuzhLxpwn1NDw5hK+eHy2L+oQlfxKsZHPcrwCgxW+EKbY8W/DdM0A/jettX9KRHcA/msi+n8A+F8C+H+21v4LIvrPAfznAP63f+8FVWYUgJQxSuZYS8eMEIuwA5i1qOLywNbap+BVH7TVSkjJ43oeuM1OnRr7G1M3bRk7HwIzE5PjitJFA1Rsk15f24TVaAEPDxQArD9CDo08UiGk1n9OQ7+4kGsbGKz09spaVQAYhCtM+S8EnKRq9QkPMGZdqDjeLnb9KXnQp4gw8/k1BywHft8f4iNOacQq7fe/nG5xmQfb4J3IMoSQcTMyw1V1QWpzcFTFdAcYw4qlBPyy3OJlnfDjy/22RlJDFO2Nw8jloixg5bJErvytbJQWrrDWRgVumv27W9x0jXz7LBT8SECePUrc3OhVV2xNgauvZykpVgAOKEPFEiLmORqruBRCOg38PCI/I9b5ZYaMEwDPuYrypYlLDWUQPau0teyRtJ1nSRxt8/Ftaw1rxFT9mfDx0w2e/BE/Pd1zMq3i4wJktkWyhy6RV3BivwCQBflwPG7dopsK7YwVLFHuEukVhHLYNGtbcbguA1IpXStuQ66NK7umCwTWIqrY9DzFnfN1OOC6RPxab7ki/jTALQ71toCGYtov+qCJOEkzRsjbhaxtjKZ2DdvcAdAWL4WcKp8jny3BiCZe+kysWKCJnpppRGa2TjGb4H5txDpF2SMBPFcT7bRlmgPqxPfYr8w2ia/MOHYrocZmZie2QEsyFa78LA3Ik7nRrBLH0hDn6wZcLzHgLizI1eFSB4yifcngUsJAGQ5sEuFcRQVLlRz9gugYgPrF3zLrorAWYfD8evjCrNTWFaxUg6c3aSKgxrYB/tjctnWM6Rw2UFrHV+A5oZqnRQKfNmxJud37PBgorzq8Kgeheoq1MVDXGtkalDODYWpy1haeU36ljbUZ+Bqa25JanRd+EU26DGaNyhyqQ+NWnAa4qgHAVj3tAVIDaLoggerGcFVNxjxJ8NGBFgCM9e8XjqTzgYyN11fcNem1tqcAaxcCyeeIhqpLnKj6pSEfCMsDWTKEBhGu385/lwDXhnBhMNEA617vrwEtbIm3vb/7v76+Zb5/vCY2uMRahbQQ0ro5146+4G/9O9P9DNJ5ocWbXB1e1wmnNOCn3x7QCu9xPhTcxBUYZiyVQdVR3X5dAjxwGxaU5vDd+IKlRjwllt/5jW5xXqOtF6WypruPBe2w35xM3qXwwy7HCkqOncOFNdEKWfVfkwdmbFRgLDwuD9nkkpyrxjyaQt4lw6/LgCVFpFBRIzMkjW0u7aLWNuoa66Yt0sEjwas/O7Srw3y6wTU2PB+Pdj0tO9DZm0akJipoqtEoz6mIdiR4bycxZuyBDqdFqU7Kpq9vrDVgboRPyxFP1wNO15H1u2RAGXDZtwkKOG1remBg7zitdr92+twpYhGzF9aqBjPxPH9Wi8wy0lZvd2Wga9Oa7NcsWOFBDxcqxmnzBqiy/pTCskRo1Omk6k3uJ/n2lzLq9TtNS5MEoCNhvcpaU0ZmFYJ4veJzdGjj5miv32uJpdM1qe3mtV9lbcnciVEU0E48fvxM5mZfI5BGMNNV9vG6imGX7r1u0zI30FuM3xgUr6i1oBC3SbhE8BeyNYq1v+WcNfzRtV0keLC6/bOQ7oSsEmTgObOuIiF1GoFEWA4RLtQtzppZ369FOe9DRjwkDEPGYUjMDBR94PUybCxbAtqRe6aLxmQG8G9xWl+Mom4sE21tx24VgsICM2l10tXgVI4CAGVmsRpzPRJK3yCl6z8A1TrVtVxBBddUx3cDJahtjFWXZU/0ZABCwyZzo8CFk72xBy76XMoJSO/XtmmHNwHdFISLAAZCPsJYsVQ2Zqw5ha98TunA912/f3yqoNKQbh3HSl3STH1O4eR7K0u7qKwYG5NWTNQwESGC4IjgQXDWbgBcWsJrzaj+GR/CLS51xEjZgL/UPO7ijLUGPA7XL4IWHKs4HAIXj4dQdobDSmRRqakQymbaRs3Wzsfhigd/xXfxGd+HJ0yUMEnLcuw6QGojM3CeW2QDojayB0kdsbaA53JAqsHMlv7m8h5zYfZrCgxRluJsvR1FB13b3aN0aGrxfk4MEJmc1cra4GV1cEeHNjS0UYOHbfzBN7ixWJGjQfbW7EAX7k4anjnW1G7Ca4m4uojbwFJb/5PHf4GJVnwfngVkzTuQdW4Bc4t4qkecKxtRvZbJrr3I81ZzIZXL03WkZwLXWlAcmb50FmzDjXXXeWHjT3N/LR7GuhUNK8e+aOD2fwFZW9OOETJmvA8V94cZx5hwF2fke4/8jbMxpmB0D6wpeUYlja5ioJVXkUQ6hY2p7ziGgWvAwGS4MLDBFmvMFkyB5X0OIWFw2b7neT1gKR5Lks5T6TgEsczMLmatW7HY9lmnca3kRNnheh3gQ8VxWhB9xc2wItCW/8+ZC2ZLYj11Is7nQGCAupN7YmYvbXlxp8G6A171/wpw63mKJ4FfsO3l8vNGkt9o7O8ABPYP0OLyh3KLp3LEXy/f4Ckd8M8+fY/n64RVTBO1IyNJR6kClrU41ELwsWCckjFcvxrP+P30hKNbMVHG3AJ+S3d4Skf8q9NXuOaIj+cjvKumna+F/9PC+aTujSFUY6SaVGdPbJHc3PtqxnTsqfK22NysO7QUkRkQiUaIrIXtdUljHS4mtCjdRxIr+vNmvNcDm37m/aQMtMVIHRZfAwD5HMqNiwUdyYlaV7jsD8WjyrbnWsdGJ9njMhCvjTs05gq3/mnU9e8FXVtrPwL4Uf79SkT/DMDvAfzPAPwn8rL/A4D/F/4tQFer2BgTBOjWwB0AUhtPDn2AGjizziAZnV51Hmp1poOGDtDrv9v0WSG/64PftjGdLEF+U9nVm+1U+6P/fFkESdoHAcC0zBSE9W/e098XWYz4ydI2wTVQU/21oaF5hzVuTJeS/cZskK9ohZm9S2GR7SUHpOqsVUqB3+YLa37JpMnV4ZRG2ySjL3CUrEU3CTNuKYFvS1cV0eekVVzqoxy9RVWTPWzPqDFDbseg6RZgXbisKqXPQcDFVsXgQZzKLXChZjptVpXT0ncj1ApLBP7UYViFXotjwwPqQAy+cGzMEw2iZbxvTKQvjHl9fwNq8mitglyV8+vcjrVIoW+S8QbAGDJv9WiUYfF2mG4v6IJR/bt/Rl7mZN0YzFsFTD6ibNWnneZl9/ko/Ix2TK7+3u1uuMxz01zrTre9+Xfdv9VacuWzqbtH/Jm8Zviwrci6iek4hACTzjUz1gm+IHbtiKU65MzFHW6JgbU6fHYpej9r+wwc304CNv6tZaLqGkTSNdnYRE5aj6u0gymTb6lBXCuZ/aetZke3GgDbO19qBTSJnIYmAb27O1/r1nrWKrZsTU+86XMnA1y19eJt9VjftbX2MdHLQccGQP0zbRzgZ2WbyyfoecKx6Z2ee0PHytXvom6u7h7Mm0cgzOPPNt7uLQoIvq14f/F5vr0WAD1gCVievvv97vvfTPfPT0p+J8PKWdVYGGu6JnXLof2+7q+HzU+69alfw+Sa3gKu/ExlvvaEA+quvXufLqF23bq299fb3yN5jxZbS3VI1ACEz8yUPDUcQkIFA2vXNVo8UMSi/JwYjeA29mju5GNnngOIqR2tuJaI6gmHkHbMVAXzt2ekm5WefHc9DlJY7gDIhk2zuW7u58EXxCmjNcI4JftZ3z53CCylsxZ27QWwsQr91lXSVK5EAVffxETFsaldIZ58jcxllzsCGqoXNJGaJXlW3OsfVdcl0T//bY/mB93rtbsOZELl4gi34wbTzL6kiDkF5OQ3hhC2RPOtDhfHXXsW5RizsC2qJZkAzEEYYtzSz1ENDQCgkeyprWPDyGuNuaj7a7+n01bU27oxuMANSbytZVHW052uZ93u1dtYyKWuOF+3ZHEbh9t7+P5if/T7kUqP2PUK19Jhz/SXhEe7Reiz1j56o+fO19QsDiclvPFLZM5qUVWfV84O9Y1ucL9/WgzYJXTcyeTEoE0+908t4HJuzEQTrlEmYeKJMa4WS+SagQbVgA3iGu6INWCL6QPL7dc4kjq2dT9fPtvf5HzzG2a6fkzRcUc2BvpYwgoZKgnj+Bn2a/3bTiyVwtmtx9h+puA+yX2ywOTtPdQ9R/cl/Uy82ae6MUH9uX9hvdjFdhpH144YqPlC/9l6jf2yK2tuc7Rdb38u6JZqfUwSP13qiNd6QKSCG8pIVDBSwwAFX7cPqQASCCv8prkoBjjAZgBbND9q+KwlV9e73NwuZgHQsQNpX7gRANJT4zWqOyc13Z0o486MmPlIYI1uh4YBzIStzeEGbBh1FuMoNpDyeC0HXDw7oZ/ziMFl1n4ETFsUgMk4eWGLq5eIxmgqoWDXVTWfIFRUlubZMTMlnxDDWV0jdAhUkq5QITdA9i2NhR01HN2K0SV85U+4c1c8+gumbsClxiZELyK591SOeCpHPOcjXvKEpbIRbXQFQd6n7MQmz7RKLNAzlnesXz3kGZHf9r3PXqODUifXl45+jwG6vU9YhVQx+IIB23XaOBMkqgf+VSvdO5ZHAYDiWJP8s9iWwM/JNzjfEGPBEAqOQ8IYMm7iisFlK4LPhbVFUwe4sq8LbXmsxiZv/k1vYla7biGm1Ua7OET1R6uC/OpPkx3vu8oINoIbRGZP1l/pTrAWdd179St0r+/WS9K9/+16TOD4S5dNyeEsL+72r9KcFP8rzpnnWGkcTRM1OKd/V/huzwRg3XrDwDr4D+OMx+GCG7+atNzcAi5lxEue8JJH7uyVedsam8oSNg+RLBhaz0oGtjGtc9aGRuVqLZM5eF0qMqb6NclioOI2wFVM01C0Y5ygcowkCWElfuZfTHy63ADgfc8STELXGSPP6+282X3G1uXc78MaC24FRY6NnD5fldeRodQX5P9Nx38nTVci+isA/zGA/zeA7wSQBYCfwPID/+ZDgjEOaviukrTXogGVArJvyHPYMQ31ITpfjXEIMDtR25prIbRLMCScCiPSphOrCfW1u2TfgKFsGpwkVQ+98dQ9gLf3Qiamvq4ODe1YEG8SxintWlh70XJl3KmIcyPHDDcNUL3o1AKscSIsOiqAv/LiVJUpd7NNkJIdvARmdYABlSV7vF4nLCJrkJNHOg2gxTHrLzIDaBq5YlUb4elywLxGRDG2OMSEySes1ePn6z2uOeJ5YZre3cQOhuYOLwYkWXRtdLJWYZepOc4metwlLA1WaTKtR3WT0/u+SKV8Zme6dMNjqK4er5fRFjXW/RL9zU7nVwF9axFzDbda8bm77p7xLsBqhDkFBoCmApFDhQO7MTe/gUdFKujKeqUkOj8KuAlLBGBWnY2zRlz5cQ23x4WrqH6TF+iNTpT1l0Qz5XoeWONHXFMbARDmjg5oasyeaKXZ/fczcUs3wJudzFOqMN03Ko7jXYJp5gJg4XaVNkjETtYNwqrje0eNrx/y+SGwuP8QMuo7viZNZKyo0hVZdpqvHehRGusPLolbt3JiZJkC/+38tmYA2FfoqO1AcF0/9BwJXOVTTWUva84qDsS5OFxeJuDqEV48wlVYKGkbt1YUWNlZujk2VSgTUI7NNMos+ZCEGw1bZS1tcwTgKp6yX2sBysJM23bke/NxOeJpPeBpPmDJwZi5t3HFGLK0+/CYCsQi9J4ariXikgd8uB7x6XTEugYUXSe/kLAwusfrKWszk3UAhAsJixIG+mky10iupYo7aG4IZ35dGZhpo2tBCzz3/dljPg/2vBT81mPOAVnYB0vaFgrvKw5DsgIQAKzR7/RpVwJadqirAxKzfbZWX2zgh27sMq+9Auzy/xrJNPL0dTDdOWzMoH4T0f3FC9kBtHu/K9w+B2WqCstZx0iJtH0XwXRW/amJ66ucb+Q/6lLuV/69PUqScSXrT/P87FC2gKIvhKHB2G269ymrageQdIeHuPF2LPBGOlfIAh9AqshFAhuNt2T/wAAxtuNnOqeIp5cjs9wuAQgVw926aZxmzy7tldASoSweP7YHeF/xt+Edt7WHguAr3h8uGEPGfZwxumxg7I0Ypow+Yylhk3W5HjGvmya7FdNUy5J07ZXnDDBbpIGliIiLGEQN1xQ4gYkcPP/F/TOCKziGFVFYvJ6atXgtJSA1h1+u7NI7rxHLErkYPRVmJlZs4FPYJJucb8xYBMTEUtx6V9geUUagRcfnLy1ZqgduOu3K8BBA0q2yb0vs4VYYaFS96KWVrhNAtYcT4XSekIrHaRmxZNb/SonZUMhbfGT7mkouODAI6zhpP0wcwxxiMhC7lwdaJDZZ5sjx0kuAGPrynqHzrWEHOnKswfqDqkGo+3szFh5AN3xOGlto91VeAvAcmUljQCptQb+sEzwBsHVUlc3tXdckPl9ms/bt17pXMIOQ7P6WiTbUqiqbhOBnQjwJiLDTapYvcrz+Vg/uAmvN5HvCmbsD/LrNZ+ruV5WuHrp407unBtToN03GyimAyex05AYryMt64NqW0HgvTCFf2aB1FtmLq2fcLTAQ1cQYtQ7N7hEVjhNzIzNP1P2rjhI/qKTHwAM9Dhkxsn7jGLM52V+XAcuV2X8ufq5PWzPYoKgKq9wK22QgqdNOCtEv1LWiCFNZwYBGsBZsapA1Wsbj2qxDIx/IumcasVZvPOvFy3gYyIpsuh/w63Ud3hJIBrPk/50OXl/M85LY1i5GV01WG9+ZtcRbBXdXrNzZEZZm51pGEtk4vhGNBCCWcaz3Cg2g0GzeUeMujUbC9I7A9b23sbMr/tE2pnbddOC48JflDv/M/xn+2n2DUbqAjm7FvYB2kbK1ozuqmFvEpY74KT/gr5dv8Jon/HS94+kj8bmCqqn6XQybVDorewPwWgN7YXSBQpVCRxNNbDsi58cuss/AS2INSACYKGOkYljRpbER7dyCAcQA7DqY2ZvxKIyd773o1Qoj9h+NPxswudSIH5ZH8wKYS7QCvTIqo3SdAEEIOVtORoAQhWgzX/XMhDMZqboZP2n8rofzldngU0EjhxolYF/ZR8RTw61f8B9NP+K9P+Erd0WkaiDrU+X79LHcYm4Rf1jfmxmx6oivxTN46TKOYcVtWBFdwU1ccM2spZmTR149yDdcQ9k6wMBkCEhOQdSYKEEwA7OShDGocYNOggS07LdYuyMxoIGvW/a/5pt1FajcRH8E4r0PhF3btwLHjioqkXXtZDOIZlzCulpk3UBgGcc48nr4zd0Jd8OCx+GCg09mrM1ShB6XPOBlmfDxdMR8Gs28k69V/sj+rZrWELJac47jisb31DCCQpygjazJnkWT1LxbVjb7ymsn7wQIk1j8TQRrsjsie61LQDxzrmaFfs/rXvUw/V0rMqGLizuQ1qR9OkxD1Q9KISTHuISaXwFs+vmSR1xyxHfHV3x3fMXgWRJk9Jq3NcvX9s+5mJbz0a0Gqp/KiA/zezynA36+3BmoSgBup8W6NXN1WBZevIeBJU+mkeMnlppEV1SAfc6+IETWPVJ1bPekSo3ZZMzTSgiXPTpJAChxp1Qjzqdr5E6bFhvagQGLEiszYy9+e5YNyDdAbtveGi9tw+cA0+blQpwWMzemNXc3bnETVY513ZuOQC0O9Brh+p4l8nyNA9k4+NLxbw26EtEtgP8bgP91a+2lZw611hp9ZiNq7/vPAPxnABAe3xn7gYEFXlDURKk5x6CjmQQ4C8gMhFUx/4a9+5w8THsQdZsU+wp895RVm+QN08Em5RuggQQYMfaWJN7Wxue5HXmKmTf2tmlQaqVSgT5F/kv2KEG0ZxMvkqy3wtfU5DwhwRYAqwKzUQG/lmQhZqMOsH4F+B7VjqnGG4JckwPIc/uitityUOmRk+dW+qotut5Mjdgx3sG7xmaqjQz4WNdgDB59Tmhgc6++omFMmO6et+5nWnHXqhS2/ys7y56XsBJ4o65wDnCOH1pfMeKx2mmr2hjlSmGUNhFlT21Mv00LMmt7hDAQPmOW0n5B71kiej9Mj4TaLpBlxgAH/WPMGH3BJKymt+w9gKuWlxSx5oBljmi18pzRz+k2Nt3AWlfhMzDMdeeK7fypSA7q9vopeh+LVMZME1MDWNILkk3zTclCgbMoG0v/bPpj98w+K3vAAPQGSEUMrPWnQCuwVdQLGZMSwOYmrQxeDQjMBISBuRq4IKPzIwlgZ+7fkrwYk7NjXVjVVCvyu5OX9aMH9t6wWlyGzRWt3oF4cyJwEFNjRSoOgxdWATVh5BEAD+8qO65mWBtnbt4AWIBbepcSjFlWxSjli0f/kHUs99cuY0jBhf6R7uZGxV73tojJk8xt1hHi1+g6qW7lfeDR5FrLm/mhP29EBr4oM8EuhZpNlf5Ed+Bix162IKttz7SvcPbXv7tdGjx2+5B+llZo3+pI2jNv0tYpbaEWzNkk/fx9rki8SdvPtxuDXRLaNO4nQCnlTkyWXP893Z5qpitua1UFtoB0tw7096Jb9zl5ACraZ2y2PmA1BmXfLYB9QUzHYQNX0klPQgacMj5BHNSXJusWNXN2rw0YQsE6enZ9jSy7MbhsgOfoM+u6Odbmc66C4KWI2j8MPS/arav26yILo4xZRzCZjMEVvBsvCFRFc7aaMzWbuRCuiMwiqZ6T9yI6p2/HxS7eafvT0/n7hf2LA0neh8xgsIpus9ueb/9M0T1zK64AEo81lhMon7+WKst9pORZ1zD7rVVcB5DuTxoH6PvtuWJ/UnKkwoDGZWGTtCQte6wB7hF6ligA3UwItLUFAiw/ojrOtUF1BfU+78atBOvG7KhabN4kGXrJkl1cKb/bzdE3satfOVHIkITk7fwvgGsMmpgMgo4FSYTesnZ1vYWS1/oxJHO66bl94XlvY4HEKV5+qN+n+yC2cc9zXDbvRgbm8+dsw7VfCwDI3rwVY3cJnmXD25hoTq5X71GFMHDdfn4I29bc5MH7gzK6vDLtKmHNPI4ga7JJJsjgV6CMGdK020P0NN5qnGu4pvcRtK2L6DQ0G8AAZv9+Xce7wl4fS2ucZ6/lmbzrxDADyIpt7HfjU3WKd/mTPqu6vb8RRPuVn7V+h8tMNHFiMGoafLIPfJZrVez2hW2OfT7Pea/c1nsDgHsgX+Mtvfc6VOQ7SmXZoo/rjYEbgRg8fBcueAgXlqGhtBk2ioTAx3yLj+sNPq0McABbjFIbM8PWHAy0KNVt0kfSdq+mMjV5ZXPwoblG3ueprUohvxEygCUHLI2ZuucWWUIABXPzZqD8Wg4GpDpUDNL5pCaU6qB+dAs8GIz1VPHoz0gtIFLGLO7pB59M//yS2W9E2a8aY72NtXT4OFfhvIDJpG3Km1ayxXGNbD9vVoGFxf02DgnQ3Eq1a1leIRnIODePuQX8mu/xWid8zGxU/NPyIIDXIM7vToYOSxdFqvYZetQqrFbNOer2igbIXiw5n5Nzk2CYfy8AeukmtV5Mv7dqYUjX2t5gV+Ra9JelEZKAnf391+6w3j8DYFB2rd4MmdIaeN1KkttUbDECGmMR4lei6y/f69aNdWda+pc04Cqfy59JRr7ZxZRSHFNS3Gdzv9vzeX8Rwhp4Dm3sYoiBWYfpdOOoz1P6h6Xrgv3ptFl3Ju74wnok16JEst2a3OfS8pr6Jr8u2Dr3RldQQzKfgYNfpTOxWfznaNNl5mfO3gZexqiniip6zacy4lri5kfTz0XAwNOcPXeXUENrZb8vQYlk+x/q3tj0b2Xp6x8tKPSgq8Uf4MKvAqL9Gq2xAr8MJIV9Ky6/3Sv6+LWPQ2SfV5CU7zXva6zrSjvAVXEOgOMgxUN472rbazJvggraViG2GKFGCTAip/anjn8r0JWIIhhw/T+11v5L+fHPRPS71tqPRPQ7AL986b2ttX8C4J8AwOF3f9HiK1cyWtCLJsRn2lUylS22r0x2C8621giDZi8LUANXuHvx4u19+4WtVcc/Uyd6AW3fBsPGFBQ9JT/zA0+3MDQ+jAX3xxlfH894HK64jzNu/IKjTKCxdxSvvEkmqXioQ921RLysE6454ulyYIbqZUCrhCTBmIsVwbPrb/DV2I7nd37TjdF7VXs9UfD7jxk4AHEoGIZN70y1d2rZKhlDyMjV4Wk54JIizvPAbde+IGXV6wmYTwOQHNzZ7yeCBGO+8LP2V2G9rLDqAdXGVQ0dxMSaha5bAK1NVjQPayDUWx74LhFKYM0cF4EYE1TnVgFgAraW/b7yRw0vbTJgrQGWLPVM6laBeoqg1X2mU2nJiIwrL9eX+QtApYmWG7YNoGHXogcAyTe4m4zDccXvbl5wDAn3cd6JWGvFfKnsruvpgMUXnIcBDQGVmLba1OVS9x3ZhIoAqCxFwZOiOdp0aHVT0nx3ZUbFSg75ncdCDed1YLbnPCAtAe7Cm7QlgTtAhAw0KckheY9cvDEQre2qbSxWbUtS46xiBQORAdDTLMKAWzy7dktC2UIzVlkVpni4bK16PJ54l3RrF5ATUCZemGtkJo5036IeK1qopvcL8JxvAayhJ/PNrYA/y7oh7dcALFl3CQhn2sZCtzkocBeuYBBSGIlapSsDvy+eZA6M3DpzGcX4YFhwGxd8PZ2lLYqrz1Uyrirg9WsacUojA605WBKgsiNYHWhVdtm29tm0obbpdsrvm8z1cmhdW+Q2n3fJeeMNTJnB1cEqyk7XXGXCJwCJULzDdY6oIxkArmLvY8wYAbQhiQM8BxqvJ9YA1SB4lzA2mPmcn4mBbAlwSVhj4QJh6G0ZMTVm6brELPsWtnVrKwjp2N+eO4Gv2a8SmyhjWZNV371Hg4YKWwPL2IwBTU1cOJ3OLWHf1oZw3Sqz1Us7NvbAeM9EZU1zHm8Agzph3vS1qyfTqu4Td55D2Ix7CAyIVNicMrat/l4CmDCz9lGuDhS3Z+3KJnmAxi2EzRPClVDOASs1zIeAKWYciLW83AO7h883zDoLntfwnD2abwjv8y5J06AyJ9ahrq8RlAif3BFwDT+NFQgNYWJ9+YebKw4x4SaumDxL7Ayu4G5kg47rkNgYM3kU1a0TZhKtDuZi3scgle8riFkP7w8XHEIysFXNE68lGrO1glirrDm8LBPW4vFymZhxoyBl3gpgu2Jg3UCgQg3tymu2y6KhRcJuDRV1Yn298X5hXf1QUIrDfBmEwRjQirBDMiFcJFHpgB1mXPL3l8R7ts4Jbfc1PHWRZ5sc8uDhPHfehAi448r7sBhl1lUAidzHOBwIt0qYl4g1BVwWZiCvS+Bi7zlY8RMAM38BY0KGE0mhgce5lzGu7YbhzPEIs8bJrrFn8XPxjUBX1sS7li7makA9SpahhbWVduuEEydlLZCaRrTKRcn8DZeNnZgnYgZOt8aGRdiPt0AdaUtcK+/3bhGn6sbz0qeGcGFH+zJuc74FAOqurYfEEKwP2phFK/s+002IMxtbJ0RHVsejriljRQttY7hqgiz5gCX7CTa+LD6hzYDLOWdkAwjJALKvM0BB3MVD/B0EgLJDa02cqwnwDTVWxCljOqwI0tnCa8UWxywyrpZ5QLl61moMiuZy1wldvc13Y7o3jTd0rLTNmV7GpJ9pD7rq37LvWC6kRa8inSJFk6BuvJrBIywm68ELon2yqUmtfodf+Tu1aOoKs0jb2nZ7gMaKPvHrdY/QPY0EbKICBO2wyFW+e7uvprkqf3jt4M+k07YXUt0zWvU+GGhMsAJlFbMgSnINogUb5gqXlZhCyBOxhvzKLPifTnd4WSac1wFL9jifJtRLAE0Fcey75ThvHKeEh+PVYo7X0wHtx4mfmZJxRj5BWjfWosb+uhe4Bvi87xgoB6B2JkoqyVKHtoEQjeOtMnn8dLzDXx+/wimP+DXfIdWA1Dw+5SN+W27x23yDH1/uzRzVO+54UkLH8P8l7l96bduyNTHoa633Mcacc+3HOSfixs2wM41tIUERKkiImhH/AFFAslyw5B9AkQoUKEAFSsjIkguupSwkywiJoiXkKgKBBLJMAplk5r0RN+Kc/VhrzvHovTcK7dH7mHtHxi2gm1Pa2uesPdecY/TRe3t87Wtf44qPywMvece/fv0jbmnDX+bPOlSMNyQIPvCKF94wU8UqOrD1tS74J4+f8OVQDfX1yEgmVefxvWuvuy6lFzO8E9T19gnKZA1bX/XZSBIlIlmMIZVU09VmIITfISDb4LBVJnxtF3ySGw4k/Jfb38Mv5QX/xetf4pf1hi/7gr2ohu7EDbdpxy3v+O3LZ/xqesMt7bjxjnubca8z3uqMr8cFa3H2rgBLjbkPJz3UrUsvCInmgQT1RQ2g1eLO7ckuTkPxHdpp6AVwMFBY1Dm5DYH6vWPP+PK44JfK/TreJv2uEQ9gCbtLSwt9biqM/JUxNJD1s7jqxR2F0GbBQUCrjE/5gq1kPMqExE0HPjXG58cF6z511uOWQAeDV/U9kQ8ZHiAGuI4xdNo0L5u/IHwusc48aROjUUZjQblngIG06BCpZIxjTgOj2AFuAG0RtEUi7+ZCaq+fbAmAbxj/JOqD0ibRgeJx/DfgYdU4nESZ9y51wlVz1toUnN5axk/5DTfe8a99+KMWPWyBDunSUa4r3ISs8M4hHdBAOEwK460u+HJc8If1BZlbHyJ3+4q9ZXzdF9TGeNsnlJqwrVMMwiYYCbAi5h45eSFmqlj8FIVP+9t1XWUqaDyQAHztyf28KHg/C+potw2EJemED2cWOx7XOPWCaKNgJ6et5xvdDxhGd3g+Id54iLoQ6jBnI+1ifkUNSFkUA3CfRFXxHKr2PlbAVnFHvdZiRfrI5f4EX8lffxZ0JaW0/ocA/h8i8r8c/ul/B+DfAfA/t7//0z/3WUAPZBtoqIIiBjGQAFXQW03hQT2dFtUDDWdVjELyNN60Vw0bcNK8tA/yFrwRJxqrGd4a5U7Ogz935M8ajck0TV7yhh/yHT9Ob/iYHnjhDS+8xft0SqI6xrXp9Lp7XfBaF/xNfo+vRTVV10kfkbN8iBBi6u9s6NVqju0x15ChAmDi0cO0VUM0KGGo4ntS2jU3YiL9AFCWknGUhFKStniZvqUzU2DVLE8e9AIAz3YDaByTwQGI8XX3Yt8IEIxVhUYSwGtUPrwNwystsGv3IVQhYH4+DcSqR1JKMtkK2L3awB0DLsWMCNkQsLF1ciwABGDZhn3u9zy0Ez5X9ceXA9pz0raB2bQGvSUIrMDradl8D9s9SbA+nhb4Oz96/vdTJZD6z2H7QfU1jQ1dEtqRkLwNTiyZHWkZw/r4sIlSGUSdtRiMYtuHh4PeQl23tFJv5bV7dqCBBqBBHefw/7YnPcCJIN1kRKKF34EDcwIQiSmFQlA9PtIk7QQ+shd3yFp6ASpPLJJhHeO70Pd2CHQnc/42GCN+X+Lrwn510F51m33IIABc0xGVUtfWAlxjTNnqc6qnfRRaVPant79ST3yor1G89IEbswWGWEi05/5JB+RfZUnS8/tINMHygpf/GW2SMqARcgMNiEC/AsFGENfdc9DFdaQa4s/IPnN/4o7bEyW/7wDTn87u8/mJaircBiogKqzXLRxurT9f9zMeDFp1VQqdGIT6XoEzvMnlAOwaxBJmLk9rK+hsIbFz8PxoqsTPnMWkX9V9nTJ0n27fdZVwXhsdttL9bLfrwzBBA2RHgNvXgCq0td20fQ/WIh2TYE41QHhAh/vVRqjEg8/rNlIEWoQbBlbEd0C1HpGA0oCaEz4D2OaMY0l4mdKJZecAjQ8JaE30Ot2J+b6q476zmMGrObCYYSiSOMj6VrT9a62TJvY2CNMHHpQjhY86rbmDV/6Mm6jkgD+PwyagW5G5ZYmhUJIbaGqYJksoTa+PkliwqTy5Ucs1Yi/q+5nsXGmsN+wFrwWGrzTZAOtIILKhDCxmu/rzk0FaKu43iim6HiET1Qht0+TWY5JTIgV0ds3pevp/+xArL2LI6HaHczbaDbJuJXmeKZB8X1shZND3C903YxGL7RVq356xM+tveD/6d50KP+O9+b+5bxlAcrIEQ+URdF1kvH6PHchs+wDUjXE4nuLhiOds3RWMEgVJna3lHUP2ZmnxVb34ZsBsxLL2t09Sl1MA/+1zArof1Q9WW+VtumxDI7NJCun7vRBsHWCH6fIW1ooYDZ/boAm8xyIGJMR6ASGlIA4Qk6/L05pFjoLYV76+J8DU3zfuEd8X9m9joW7sLnkGGWTYOw7ShnY5dcZw7KPa/VuAs3LufIi91cSKrBKfK0T9PJEyHv36w/8NA16piQ1TE5Mh8Gs134qedzhT13UWvaCn3y/WwSGoc+r5hRWeN06mP5nR9gTarO3fO6IiblDGvDMza2WULWHaOhAorIAJiRaXxmcTHZm1P2MFnIbnlvyh9PeBCE167ikZkKwx9euxxNCsR5vxWma8Hgt+2W74/Ljg9esltIl9XoHYPs/c8HbMoc35LinQuvCBw6QVZlJuHlMDS8PEBYsk/X9IdDw2s9nZJAOqd5tZTvU8ALs1HaqjZAYbsON6jweZT2U9O4zQgQwf58bCXlUYa5vAaPjarjoVfv8Bn44rfllv+LxdQmpmsgFA3t3yw/TAb+YvwWoGELINzqokA5G4IQCoP9Ho2w9X2IghDxl8zTOZ7HSOCX3vQfoe9LcOa1tLQtuSyaZocdTXSNunDeCMwpb6RwdEI3UzfxXFGismtYNRWbAdk601IZGE3r1LL7j+d/dxQ0efOOjp50SfcUvSBwYeMA3NATewz4juBhL1nZPGpsl9gsehvu7jGo9/gNOzCNv2/ChHW1w7/iOEsHmBu9hzYyssUdPoP2ynYStOonIy3q/yKy50oNrP39oS+y6BsZvGYjN2vWsO63/rEECVidNZOz5yMmsCcmI/u/Ztz49MzoUN3DWSCjt+NCwDhMBo3V8QfbP/Xeu7/2D420F2lyMaY1c/I8/+rJLJnVms5qQel6syn+JfPs7c8LwoHneGdUEPzzrOnZFVCmlsxN/3keO1fRN7/y1efxum638HwL8N4P9GRP8X+9n/GAq2/sdE9O8C+McA/gd/9pOaVgjqrt+sSZayJdImaDZ5rJpeVZ+cqTclptFzYhfYzVavytu/+++RMQ4cgxrjLmFSRhxBA6GmwTIBoanloAxv/pldD8krk8IAr4wyZ3xdF8yp4t204UNWwbDZtIBupBMV3ZgDiCmSh2Q9aDLh66LtIJ/f3XBIiimKqgnEOCxrSCTYasZfPT7gfsynSuI4/MknrydLGJdckCy5O2rCl3XB+ujCfAy9p9YIXx+XSFQBrWgAWvkvhVHWSY0gCzALyk+2SwfQxituESwmQCb9d63sKpuSD2PcJKAQgRarLFnC42w/143z5El11qx1Q2D6NEkZCQeHzi8fuofKO2NaXHUUeC0JlQRktFw3Lo4xuP5O2JUx+QCiWhYaU6ZZJUxgZ+IeBBqcQJ0lAmEx3dp6a8jmwO6WcDvbaS1TtInUxng95m906qT0iewelIRxjGvsLfEnB1f7nqYmOBKhLgIfDlYXgeyqFfiGRR3826QMcbuP5IGlsdb56Oe2TaIDbSrj7b7o+llbDlvy5JUz13cimIYjN8h0ZiC3xmhga7MSaxuwPUF90JlA0BjYk8QeAPre4aOvB6DVUElAeVGtIZmbJmVzbzEUmASFtRdGldYDJwu62zS0MQiAplXWZJqbXkiIlt1IYPTvNtvxmShsmjuBhv47ZZ1wb4yfpxsOa/lialiyDtL6OD0w2VCtBMH9MmNtE76UCz4dNzzqpAyJ+wt+BnCkDCmTOuvUArxGgk6ZJah2rpA6KD8flZBMq8fXRLVINQCiBtCqx6fcCLgO9z/cGwmUyT7pGmBq4Lnict01wGuExAoIKUiv0ibrPsX+YW643TZNpopNuN4zOusPAfj4l1IZk7metEmCa8brc0kaBav978Gds06pSbRPDs0NEQz0ZNb+wZPMpgAPedstmXYrUbT01wnBTJdAJhABvDMD0q4J7vJFQK3peuYh+OsXhZopAlUu+l2q99fsuwhtIhxX/W5nEoX9HSd1erIgqrmtZ00/exw20LIXPfr5SIcYKI2oKDvY4pt+3Sbt7CgpJgcTgHeL0sJV6zkrsEoS7fnswHxjABXTpMXGcj1sbyQF51cdSMlfM6gC+88TdgY+XRqQG9K1YppL6D170uo2y/XoisAKkQh94zPAx8H8v5std328nx83HCWFjz3usyZrJn3SaaLGOMi6MaslI7xRdGNAlNUVbVmC0GtzBmFdFHj1RE6MeeS+vrpUUCPwboMD9w4cAKqFRq0zsF12Cej20MEDEmgizdZZACjQuxTcLjtell2Pp5CyZlpGLcOz2ew+3V8VBWTblCOoRwJwVdvdPh6WCNh+NEawVKWM1avGI2zsXO/C8dhDWUjowFc1uZ5DsdMAYJPqdpcroS5Nn09uakMqo08MBGRpp5Z9l8tiP0MOFJusgZ+tcrUYaKKwm56HSyLU2diAphfOhwE+vmWMITJqph5X6gCuXnbo0reps94dLKypGcDYJwkDCPaet9v5s5YE1AS0S1P9PgP2yQZUeSIqPphSWEEDb82HrX+2YXOsvo1IcFwKDgbaXbUQNcFVHdWwv0Km9ar+i5eqRQS/bouXDytcMon+dyPs24S6c7fxScDvjgD3m10zCJCX+m2nTyMF4J8zNukxcdqG5E4o/n8EToEew81fBWnrH1kviI4LMFRKyMFN9nMuA4jdWTstU5e+GRLIrrFtoILX/AMkNEa2d7LtALXW4xP7PT8rsPOhrBrdv657p+dK/e/IGHteLy4SEiMep/rvx9+i51bf5O/VjaGMOe9MIQODYaArYc4VH+YNf3F7Q6aK8pt00it9lAmPYwrSAdte1LyLwLnh+LHa+vm96f52wpcz/JzROgLnkvR8+/aJ7s3hRYeyYsc1kiw4joTf39/j9yZv8GVd8PZ6ORWhRBTcKqKMppA2MJDlM27gJPjrr++xTAU/Xe+ay5qm+a/nVx3MmnYwJDo1F9Mf9/zysU3hP5IxV6VRdJeMzPZRt1QYKMliZLPxZPtfrAgUazOCIUAUix51wi/lhv9CfosGwj96+wu8Hgs+75fQav24rPiLH17xYVrxl/MX/JTf8D49cOMNFzqCyfvWFnyuwNZyDOhackG7qq3YtgnMnq8AQNF9vdTYfgIo6Sd8NiAXtf2SOfyY5knmHyzXrIto94F/GBlDf2NbF31/m1qsNZYDZUkoLylypZMNGs+5HRDNd1rP2WJf0kkXmQsgrwmyMt62hDePRwjINtQ754rrdY+46P62oD0yWlGdWPUbEt8dsfYBJLP3oWOOnuNQ1bhURGUONH9Xuck0KcPVZQPLOimOsyZls/o9+yOwnM873Hg3xmQZ5hjYWXXgVzy+t89SuRwAToow8khdLGewQhpX9e3NCBDYGfs2BRHmxhs+8AMTFTAa3toVhyT8dfmI13rRAX0t4d60C/pRNR56PRa8HXPMGVmmgnfzjms+8K++fMbCBS95UwZsWVBEcR4nM4U8p3cCCXBkFw3Xgya3ogQ9boEnOctfGqO5bx732Ij7+Lqz4UOxjwFJ0sF+K/4ni7uikD3sgfTgWE+qnQWeNgmf5D5CC2xWaDMSR3+u3ecAQFkIZB2knnfl7dwx0RKArJ0RNHwWoP8Wna6ns/WnX38WdBWR/7xv129e/90//xX9RXBH4wkVdaaJ5xLBQrBnD0RQ6wBV/zD0oMR/b4hvAuG2hRJCtLtH0uubgJTBAXv/qcW1+sPu7Y9+zfHvu1aB9j3jMWvF4VFn3OuCN1bW2QU7ZqmxmgmCBsFkFmYy9l9lwiRVWzCEY2iKM9XWNhmtPOHOM/64veBIVadIksSgEX/NuShzMul0wUs6kLnhy36xZ0yRpAalHLC2D2+v14OYBraHxBCRvo6nJEOgOrUM+FRl18sYqeLPWm0egOiGJ6RmiXiiAAHHirrqpakuHwmU4eosyIP6UIrNWpMuPQnR75Pz/9rP+j4TwHS0iKSzvOw9JOdq1sgm6X+6EYoCQBggaNtQlngWW8kozFhJK8iPMp2GSK37FDq91af3DtMAA0DyezJwNNhJznRyrbpgT3THE4DiJMpMMdZgqxJTfn3qMgkCbPV7jtZoL5YAppOjJy1kG5JWjWUoFiTqQt4AYr6R5nhGXU+EWgXepujJtk+4FogG2fbMyNlDdm+aCNgHC53vOYuyvpYKzqbfSOjBK/R3PFmN/TskMLGd3bY9JTcOtordDkv/DPt4A6wQLZKxRwcQRQqhsgLwiRvu0wwmMXH7Lk3hzAWmdpI6YbqiCGNJOniuOHvImUgg+FC252RZgW+7ju+sgxPQCUORwtd/+JvGe5duxweTcC6ADkls1xdW8DDAexKAm9ksY6WQfdp3HOT5vOLbL3/6/whEWffZCVANG9C/xM99v/DuQ7h421I7fU/LWjiIoCETFPCl86IMe0r3C4HFmD11vPDzS4b70cnXxi7wTS0SD0KfkZxZScCZJT7sXXa/7od3+Ldgdvi6PO19fd/Zt0C6vMhOqtfpzNM8SE40gXWGKBgqUBs9VuSdHe2dHmuaFOAsBJEur+EJEVVGyz1gTakhPQ2wcNaT+E0+7aeRfUqTJcI2VAXI2G3a7+tj0YLmru3x9Jagw35cxkPPpQ7lhALKJKgWP1AU3TzOGRLW1tfb2dzN2q3Ig2VjcYkAyLCkGeZbPBYyQMx98DAgq0G+Za/7M4w9MTx3AmBSBjkpoDbqAzbvNHnybeySIAc0sHe7nwjNNywL0tzi2auWGQUA7kGmsO5rjmeF8I8+eEfXthdUYh/bM9VhddSLC2EPKXT5+/d++8fXY/xu3zvhcvx8J5zXF+4v7N+GM8qlXyv78xu3LiMSHRr81nimT5PlXeeXv2Pf7L0Et6FPNsf2mOshhk978h9jDOV5wfhRrnXnez9+zxLAiNkt7orPZoBt9gJziwFGWqxnNPNRWqhjBVx37vvXAI5+zu2ZJgXYyYtgYrECgKjGDoloxEm+rz129H1ke2B8DkFCCRZYf84nGZ/Y2oRx9oGDCM76bBk65GdwtCNe7J875mWog61A/y6InOLHiHeG3E6vTdcqYvjh+yIne7qGuH4D5jpjrl+CDKhKgLH2LMdrdcD15Dd9z5J2mb3LG95PawwH6iyyOWSZdgPovUNoJ2hMtLS+38wHuKybFsBg2oJKeohr8LPm7l/OzyL2/pNNDV1r6YSMJtD27t2GUVnM5kU0WJzts0VaSyBoAaEBOpBICF/TgolbgJUAMHPB1nLIElQwNpv3IVB7XUuKYXpO2In5K/7HcyIns/izT2ZDXf8T0Ly8nnO0b9bFFssHFPm1fdqveDvmkAVYTILrL5cv+M38Fb+dfsEP6Y4XA1x7+/akOqmSIu9m6P6Ijjxj7HqcyexM/K5R2xp1aTm/Tm9DtjMT0ldemPS9/WTzxuI+NQBJY0OPo3zob+aGkuu5S7AmzbVseCYMAA3fFwQROxsVIAjAnbjj3w04wMbB3m/WCeNyXz54aeVZhyqT6/LaPT7fGwaf59rpYSv9PPn/97jQi9CumetyYj0PxumLIk+tUMB1zH8HwNXv95u4lIa/xa7TbLBKtww3Na6bx16VQhPY9ygA7XpGVv3lNuGX8oLP5Yq9aWFDwdaEvWqc6AWgvSTsRSU9mhAyVXyY1hiw1aRL9nXAteewMlyb+2a/eBH6xh8MzW79mfjZPsVV475F/znJyecHHvgUk0QcMvolwSANgRjoO8ZPQYr0kGDwgecb6b6y21snI0jfd4YtRlwlHdeQ0Z/AvnvcK3/i9bcepPX/j5dAL75ldfiU1eiUK0XL+Kih4ShzCJ831QZ1JmwzFpUnC5LkPOm+KBgaDyAB1QdM+UJm6VFBNZbDruxbb5sD1EnSQIl2hk7atOoMJpR7xr6+4HfvFvz88oJ/dP013l82fFhW/LTc8evlFR/zAz/mNyQIJiohMXCIVjP8xZAQSV5YJ2ZeWJmz75I6hs8mjO4i5g40OFi1mbD0j/mBj/MDH+cV16RgSxWd6nu0hClV7LmGo3AmIaCabKCwK1rdsO8gEqRLVWN+GEvUD99h7NJVd3WbRY3zjGAcBtum9udNDVqpH4LkmBBuLZD+Pj+/Gojpd3rggErglaNlTgg6tTl0NyQmMV7mI3SI/OUBVW2ExzTrsI+66MRHY5EEkFglqtd8ENIwwT5tQLUJvr53vJKr7BzAKz8QoKzK6vkn9UdNBA4TOL/bxvYgKw1RmZBO761AWvlsvKwKlDYamKyIIL87nG5oAnTNrllq6G1VwKG6x8wN0lgN4EaYXvX3yhVRtZckqBdBmwXz+z2YTFOqvU3XvjAE2p8s/VFTABJjYHnUhGNWsfZ6Ckb7uohXywq60/eETnrV05mDksiYmfb7hwYtVbQaGPvanml+aMWUd6vQWoJLFchHX9OWAZl7ZUxtD4LNRAKTrUAYba4w4Xi7B/vb2Slp1cy3EiCF8aXe8DVd8cfpHVJueHfdcJ0O/HB54F3e8MP8wEvaQqA9tKQjmVB2j1ghhNyJDkGxFLb7s/bsXQNK2o21s6r9XD7pe+qVgmUZ51scMBnvdQD7x+S6APRIKASsSSvps0k0xmAtVtbh7bKH/EBtqgHrwH4EtsPfZAATWSA36hpHYSR1O6UPoV9z3hTULBdGvXRGGA2/H2DmsD/j2csQaFYBGKgzR8VVmFCN0cZeVU4Dw410X40sRv0ChO+sNt3X13RcZ39vVIWN/XRcCXQh0Av3wMTOxrgP/bNUAoGChevXJAmdNWGAXJwxGgKkpvZHGXF9v4RtZGjhh3srp+uOv5pddcaFywa0Vb9sb0YVSQLKguv7FXOuuM2HyQNoYeK4qG15u2rHyOM+63TiewpmZdqAJgmyMwqsgcsASMnKjPdkMj0Y0yudwJNxcruf/VYJr+uikhiiw57WXy7aQVAI3KjLkWSNcWiu4KnhelU76sM6y55tYroXA3wNJXzkmGzQYFd4dxAoQZhRv2SULNiudvFFgejpK58GB8Z5tf2ne5tQbsP9St9/ZPY3gCGTNMhZtQYBYC0Zj10HfKyPWXV3dzZ9uWGvi7XFXdWPlo8VyE2ZjAwsU7FWVr1Q1asnYE3gjZG/mvRAJFA47ccAaSwudV85PQT50RTczRSxpGpNGoBmiZ9sDN4Z09dBKmU4Q99rL3bGu/tnwIFfUu1rUt8aElx+hgsA78yqeianNyCvNoE5IXTQnOXnQO1pf1b/dw382qb7tTnIw5qgeDISfmkeWucbkA6OgjcJIK/JbFbX8IvhMELItqfSSkgP1XNdPgnqrJ0RVBXAKY2xmtzVsWdtj0wqFZZMXz6tPTH3PUMCK1T0ImqxPdEeORL1YJ81Al4qsDSkizLcXbJk3zKqTX1GVsYVe/dHNQbRznqG187mA/q56QXwYQ8IdG7EEAd4zMu7PrO0i+r2ssYqBWov69xtJmA+1lj2vn+dBSpEvTBeJRhdLXT5zZYbe/a5oBZ7xhIDL0wo49WYQsMEZz9TrqcaSbRL9bjcQOvfNcYDo2/lkG/qcaLrMavPJWhh8hxHjsxa/x2Q2sVmRZ6ZC36YH/iL+SvepRXveY1BNt6VuLUJX+sFjzrh03HDL/sV//z1I47K2C7acumA/nEM+ohASJ7t76YTaSH2qJMlytDubWcGdl7EurbQCDLppslTxcu8Y0kFt7xj/klJNi9px4f8wMQVC2mHo+v8u7Tdl3LB1jJ+2W/qA4/ldM1Mgr0m/PO3j/FzEdUaL04QqYy3x6yA68Ha1XawDZxX301JQLmoXuvBvQDoNtfl6Xw5rANQyM4ii3bMwXwZ1MYFkEeC17Igcw1tzJ+WN/y0vOG3ly94n1b8dvqEF97wQ7rjxhtm6DCxw+T+PrUbvtQL/ur4EX+1f8RbWfC1LGhCeD+vWOsUOUptOlBzmYrJKqhetCPjCnKblBEAXjSPcvC7sNku6/pEpQ5AWZcioZ+DiOMGDVSPeXLSAd7vpj3Wz3GBwzSHS00mEci96yvbh1brFJ0owEG1o7ovPfduF9t/1wrKJgWUNPZepoJL1mGgjzJhLTpUm1adNE+2NC1BAWfX869WOLUzENr+Vf1NdDy4XUoqc4RDuwx8QBWs21EX33yREPIrkHbrICjOpBX7M/h4ggLiHrNaLNNsH3qe1juxelzudlC7miR8T52HblMB6FDZo1+2G+ak+sN/lX7Aa12wt4y/frzH27GE5rB3L1/mA3OuWIxc9zLt+HG545IKrunAS9bO6on0MzfJ+OW44dNxxT99/QGHkeoSFGtnVu38lBpkMZkRy/3EOzsamepPH6Wlkj4t5H3GVzOGzUm2wHJE2rifb9tyY9He1zVyY4vJQoLCSXiTGBHL/Y6SqbxzwLvqtInJYi0ZCgekfqNOFLNSZBisxaV/tl8XxvjdP5ZtxortWZe/oWp54ZhjPb3+TkFXYHDY7mtsw3tSPlZVnl8nRxwOCGYk5PSwyD7jNIzJk4MhkVQvjk5lrr1K7nqwQghNKr82Rbd7ewpvQGKlPQsnHJYc7kfG2zbjfp1xLxPeTTd8nq9xOFyTowlbBbFPzlysJfhdYkx2I/ydp1ksEPWANAMQkqjiZ1LR9Gs6cOXd9EFT/O6ZNaYL5UCPshItARE9mMSAo7DMDQ3cEyEyIMNbCdyJevJnax/Vfgd0PBB9AgT0ufXEZjykz9pXUU0B+pCqqLAMhtUTFav+zlmd9MiWAoCjMRIT9qLtIMqotKqa74UwAGJsm2GPD8nUiaVoiU383ni/xrQ6UlYwe0tAYbDR6xV8gA51GnVRar/nYBpYgkttZCihg11xfdKTEnm6JP+cWLfhkJ6+AzEQyqtUYslVm/S6c66YsjqMJZeYDvs9oNUrgf4nQ4E0QEE2EoJIQ0sNlRuqa+Z9x274GkWAN977wGYnaFGBHMQ35+oBEUQr8O48vC1irNBylbBTHcB7YnnSn7g+exaR3Dw9kx58qRax26nm12pDB0oj1NLwRtpy7KyEBsKRU0xl31tW1kZL+nexIXqVwc0dlcRzp4ZgvPvAINfO5aMHzdGaawGNgywt9ecTYN34XAyYc7Ps73MAo1VGY93srvfr2mBEYtVe0aq+oAPIzdqDRt/iazrsl/Avg90B9ecZPgv92tieeTwDYy1j+Czjqp5sQ7B8xO2arSvbBjE/5QGehGbR037+zssDGIBCwsL3kIgGGOMeDAmMhm+S5T/1+aNt08BT2Y2wREjNxLB+0tcubEqsucR3e/IsfA6UnMXoNy3QfS/bIAnjAyYaqe5iQx8kYUF4vbG2R0ODxmysFE6CxYKqYqzpgwXlsH22Ixh0fhY8SeZqRUFvZaoKbLk+X1TMCcO69TWujdFIuj56IW099r14WgeAs/utgstUsFvSi+FtPc4ZErSRIS3jm/2c2TYkAorawprZ/t3tnvuuYf8N2yX2t9l9Kjj5vlPsNewFD+B9OvxeMvZtQtsUIKUBJB6TGGEJ+Rq6KBg9L0foBsZ1CUVs40wqldJAl0EYYwm3AQHk9GfHh6gclkXP2mI9sEIstnG/ocMoO9Dk6z36I/dDaRvkq8IOwWIutfudMNB9hLOWRvsQAGoFyGJsZ0l6TEIMtKEg9M3J97PbNADUrh5Nej3c6yCdJeS2x0bGMLVhGxcjWKSztlsUvzZNjGPIRej6WVukFcPrkOCd7MkQ44wkjtiu/pUyMNHszOn+7t067UqADXebp6LL6iwh84Wu6+ifGVOavXAyDE0a/fip++lpH+i+sM803e1zUcAfMsU+HaWOmoMEgz8LIJIwsEAlvt/bKP3fx2Q3tpSv5bMOLfW1Htmk51hniON9P4wjwkef/PTZp08Z/POoTx7PeGD3jn5Svrme/nnVWuyD0UgVN97xPq240IGJChpY9UJFQdfP9aYFO2FcckFiPsUitfWOkcytx7ONsDooMQzYhUD1aqsxJltff5m6/jBsmNSY7zALJlZZu4/Tih+mO347f8a7tOJX6RWTSdwlakgQnSmChLXN+FRvuLcFf1je4V5n/NX6EUXY2LxK6gGAR81R1AYQUgt7SaEnKs6k9JfbO9KuDCK9Dyk+CwFawLEj7Br0zuDtRRnbN8ESHfaG2x9RRt/eMhiaU7zkDQsX/GvLH/Gr9Iq/lz+bjIBKbVXo/ayY8CYzvtQLPtcX/Fxe8Pm44lEnrGUCWw6dm85sSSTBLPVhYd97+c+JJCRN2OMPA2UjJ3UA/ukcxHmIQsd3vyquKSbeN9b/toIC00AmMiAYbOfP7JYkQQwfr0OB3xitPgiQTM4gTwrcOeDq3bSPosUHl+Zz8kbkxv6Zco4nItZ2Wzn8+Sa3c82OUdvXSUnDH7YOHZUw7OCY29wKfNM18j3bRgbQdb3u7gv8d6KrzPbriHfA/D2aSqKtZcKXcsXWJnw6rthbws/rC+7HhPXIqhNt82VSaphs3yRquOUd742R/2O+48IH3qVVO6NBOEo/u4cRlcb8SGXY9KK0c8OK0i5JIRgCvGFJpHcSuh+NLlB7e8wGYrVxLq8R3VHuk4Hz/vY1G5+F5ysD9vNc5O8LbM+EzgfEzSvgz1zimfZine4lEUC8m6Np3kYY7E18R7+eHrs8+ds/8fq7BV3J2almTEWDE6/YR+V3f/q15o7emGKTBtkn7ahCyHsPaPQAKBjqL60Cq2Fp453Lt99V52HPSQ82OCq51NvYgAjcVdeSIXcGOONIgi0Dn6aGf5wFtFTkpcQu8EmNlBo4+2bWQC5bJcJZOT9d75i54P2kN1WFYird67rgy1+/B6+MdmlqGGfVrnp9mbFkBW1nnvFlv2KtGb9/fYfX+6KacSt3Q+VrcamYrkeAk7Vq5ZZJBw+4fl3bEtInZQIG09gPkm/2CqDqJGqyqcfsencGmkMQU4+fAzZxIGBMJLwC4Y7BDXlShyLFq3U9QIx9R2bQpEsrAN2IelvMqPfn4u5dL2/Yt87e9WDdpBBiLX0vGQDqLQ5oZLppDMmChgaIAgqcBMuHDT484jQx0JZpXSdr55lATSdMjqLlmphZsmSFhNFASLFrrwCKOhMKBgvpczGtLZkk9E0h1lpOuuZtAo73dqRnICZS2vnEoVM2HzYobG8JM/chOB4MAFqhrdZ2e9SE9cjY92yDu/isBdeg5+cx6P15sCboFVvXjtmHPSPo1amHvp93Pdf5oVIU5cbK4JktWMwW/AqDzX4Fa9Ptx8BGGQGqrlM5JDS+P4bWPN9XDtq6I+8OXD8nbfaDF72m9K4gTwXX5cCUdRibs/mOmvA35R1+J++V4V5TtAAdVQdH7GtGe5tAG2vxiBBTJINtUJMGHcbq41WB1umzavJMrxrU5LXbRQVfKWR9QL1DwCdMxqA8Z8X6/iT0oSt2LotXbW3vVMumDgu+PCBYLqrXOQ7Uk8rKVm4GoFf/XkG5EHhCVE3HVhWSwR6Rnu/6AjhDx22Qa1LltSGvgnyvqDOjXtjYSMr0ieq8veqs5y0mN7cONsC0+QDdV7pHPLFUjVXfZ3XurARPjL0Ky4O9dIkUql441M9rGSg3f+akDNj9bMPE1qDO+r2m968spsFuu9SCMxc0YNVKMKRruJK1vDrQ6l0v+zvGbnrGSIJ0KXj/sipYmhq2I+MxKSMVr5OyH2JIjQDUwVEH7revC/Y84XFfQKwDo1JqWGyis/95uewoU8E9ta4PvjN4484KLehAO9AZIlXtSHogfKoQQoaDBKgC0NyQ54qbDcTcOONIDe2DAklpLoPt7wM0rxYP+Mvto9yz6pcXtxN6cFXz2ux6/naIQQA2fq0M1Iut5aSHUA6oRrbZ+1FHK4AgEbSJUWf9/TYhQCzerUA0spf81Qhly1okssRdHgnpjZFHGQPqey8CcNZYUGZto+VUg9m67xmtMsqWe2tr6/67DWtBYr7Qr4l6zKeJorKZG8G0vVT2qU0I/ely8TMF8EM/wH1tvajd77al+wq1GdY5FeffztjUP7MXJmCgtp0rGbXKNZ7w+CNA7dZ9XMSz3O8xXuN3L8pebS634wm5Sc5IQs/NnoEAUk3Clhzo7WDKszQCm778KKvwDejtcXnVQS6FFOhpxWw61OeXm2oTis+MsEEywbJvA1MeQHvLoMLK9rnWXqNPDcTAxXxpss6u7Ziwb9q+zFPty1YZ7W7J5TB8V1hQL+NeV9YVwr8Mz6kCsE4YBfc9+bW4atKzHEOYxvOb1Fe32Z4NKciQ74J0qGwN2QCYlki11scODNJ9fFzJSDAUcZ1fdxRKyYB66nGPt5qWhcwnoTNnuRcnPeavE1CzZ95euDaGrF1XXfpZGc+7n4mWdR3cT2ss0c8P7w06dVovslyS+Ra9x+OqnSRUAXkk/Pzlpj6lTPj5csNvL5/xm2C8PoI96YOP1zbhrS64lxn3Q5n5255BhNAMr6cWLMTgqP4D3QvaZk+GAJ3besNWCqyA1fMZf02p4teXN/zl8gV/b/mMj+mBX6VXXHjHD3zXTkkqxtrtv+yg4w622SIJX9/r8CkHY//J9hN2k1ioQjGs6/NxwVon/P7tHdZDWY2NBcuirLznATve1lyumnt5bFYLo+36d3mhYPTC5Kxif41rVhXQoWY5SNO1PZrKPryfNlzTjn/z+jd4zyv+wfRHfOA11mA1yYDf1/e4twX/eP81fr+/x2tddI6GaMzIEFzyoWtkHXfF/g2Agc7KhD1J8QEGXlHXYRdlk3qXjlgRKV6D//Vc+DTI2+MI1xnP6kvrmvH17YLt0JbzGCZrDNcmZF0ettaFgUeCD/nUs0L9GuKBeW6jwURrBNygsdik8ofLVJBtGJkCiRm1Md7WGds2QTYF+LxTgppNqj+GnMzb/Hc9y7zb/Q35I5HJA1bpHSbGHKZbhcstAdBiRrWie+0+UG1ZZ9QDPUaNIiiGeKYihv+pf+qAbTo8J+sLpjmZfwgGAgGiyOiF8L2qRMAv+xUzKyv9mg785sdXk38r0ZEIADfeT3M5JipG3NMBdz6Y/atc8IdD9/HPuwby/+D9pyhGHDXh83bR/Tt3ibliMoVAQ7qpr5umGqx21zcXUW3mWOdGSLPGXQBO4CtB9wqmpn53NoKQ7ee0MpLNB7DxRx1QfdqLbDIRHj8lx/rc/2RNTT3ej/jKCwqp59wCivfUqe8NZy/TRfPT/BjiZMv5HLCFDNrh9pfH2HjqbHx+/Z2Drqc/0MRoDHB7FXf4HQddLeD3n0cA7sBXOwds7uDHz9IAfniy/pTdsI2BDHCq0AN6sLjqoIGxYhxJi1+DfbawDluQlDSgWBKOJVtgYADkZgH9YpUku8c9K3h6XypyrthKxpwLXuctkq7SWJOuIyN9TUgr1LBOtvnnhr1kbEUf9U4Jn/cLHseEt8eC4zEBKyM9OoAW2piCmHTp31eL06bsFs0BeiAozQLr89vsMBhD8Oit2AoOSgSRHngLo7OLnxyB7xM2Jl03msZCtSxAWMDSAVJPQl3WQqoCh+U7gCuA0CJqNnij63DBWI0W/JZ+PfFd7iCfrt3/dukKDSiNJWVOKVhwJFjmEq0jBJzYuNWDOqHQzoQxYs6TPaGTIb28NGx9tuWShs4AGa45WC4DVUR1Qu0fySvWOghPz4LuYRk/w8DtakMI/CsyeuXcgdfDtGu9JWbbJm0D3BNwUK/4+8Ue3NlL5rDFAvIAxK1lz+2BD4BwBrC3+CUW/V1C6B0CpLIkI+tpYNCc2ST2ec6WF93fzXXbzJELG5vcbd/4GW7TLIEIDRmzMcwWwIz7DQCninkueFmcSWx7Bcpy3Yq2g933CfveTX+zAWVtSyrJcfSKZLB54NdkwUTyth8tIuRVC1z5AdDQwk5Vi+kOnAQgZ0mWa5kCFIQ4ErcJ436SbwojzwF9a/5zsgLF8J7K/fNDPsH2j9kZMdkCGmzXN4BE/xV9/8AEgl7mkFwK0qOAWjKbzlbsG7Sf4nxqgP/Nawi4dd0G4XiYoyegt1JSgNfeEuUbNYAA6vccYH/4vT7gBKR7h4ezf7o095HmA/1MfW/dxoq274+YJn20aG/VgokC03wZPofU7kxZ26uUWdRC5/qEYfsZHf2PJaxy2FCPRiDWfc8kkIsCmdMT+FqFUHPF2mYlXxwcdoUrqV6Z3eMI0Ecc4+sMnNgbAEJnb0o6s7baMK4yawDwct0w2c+YJAaVTKnqIBNr73SWUWjh9aPT14Mlgs2YHuvr8xQgCkPbVt3OeqI//PX8bMffdWmJXljyqBUaV3js5J/V1Bd7ARc7I9218BPLm4az9nRvnRnl9kHtQbXEXtZkMSQhOj/svgVirm0IsP15yrffA4ElfXr2vE2tTjTIRxiDdrjUWAfXf7OEQfeRhHTBKG8iBO0QQt9Lz0C537A4u5zxbcyE/l3ffT2fE6iNCBmASBb7WnT6EZ2/SwCfj6CDb32Ij5z2hBdFIaQ6HcOZOXcbfHudrqd6YhkBvTDcoB0rRBGbRWxk8YzvEZgvQBLkpYLtvM2zMraync+jJtRGJ9CMOJa/D1t1iQLyPYkuuUAAKiAHnWMtZ3w1W5IRbHjKhRQw7B1+ep4HQNsAKycpsPtZL9Y16TJpwzONvZPVF7VJr8vJKR67uO+L8xu/rx1x7hPClvvzbv68nG3bJYdAQLL4uVks1Az45SqQCoTeeHymytnoftX3kXXXeMzFh4BrA28VaAJO2vnX/Ob9TBvoWYwU8Hm6gEiwpGJM1oSWWLsQ0XCIyjLd24zXMmOtOtyxVEY5XPNDXx6TjP/vHTjigKt4x9BQJPTfE+nxuYHpGPMZ1t9nbtrJmA58TA/VKOVd2a3oAyX1mKgvSdChyYm1CNiwoYKwyhsOYfxNfY+3tuDeZtzrjJlnNCEsQ/vozBWf0hWlsjHnGi7zgZf5iKF33k3pjLvcGNVkcZqQEioooSWBMHd95NR1aP3Mt6LOVOB7Hz0oEwSbeGLtFP0h3fFTej0BrgACNP+5vsOnesM/237AH7Z3WGvG3jIu6cBsVepMDbskFEkhXeXamJ6DRfwpPZ95pqR692gDd5shgx+m8Y908ozviSh02N61wjJMHuM4cOruGIfI1pI6s7roQMxTkXiQITnhMaFFjhNsosXgHl97F+JeVKZp3ybN14Y8dCRHsenl93Z/K5qYPxSmjk65b6gAE6E2GAtRP5en1nMDaCzR/2f0aYPPtHUWkNqJ0t/v9oPG8ziCs23wKX57A8HAYwS1dfZlYzxKup+LKBAKAC95x8IFf2/5jBvv+Cm/4kIHLqws+7FQ4q86ON63pkOyfPD6W1mwt4TMDe/zhgZSXWqakY9mOKR+5mHn0/2pYz6XSWPsvSRUYhwkvXtQYEPxCJIbxJyhAHhmfZP7QtjfZu/Cx8kQm1gh9zl+cXmeU7eug6oYnoWvc8EJV4qwLp6X2VTps4aCPMO277+T95y6957iKZepaPgXv/6lyAtQgx58CzTz3XSmhtZciKHPqa++t+txAaoz2gh98voQMDv44e00rr0VBsTAUbFp215pH9mKpwRp/FvMMDQLgqwqW6+C8iJoVoE5JwfS/18AMo00EguSPPBy4BAAbboD29eMnYE/TBdlGppmGaABX9s1UVnupltia1dYE8xPX2547JNNfyfsX+dgBqY2GNZkQc0kwKUiLzrYAnAZAqg+jShQUytre6cA5Z2jLHaPxuJ0Tam00Ynp0dvO7NCk3s5MrqPYEEwSdwJ89OqTPy/VRyUcH3BKIMehSZ7QKNBFAANHUS/AQlbROW9UDy6jhW4EXH3qffMKnSVMnhyhB7Hn4W/qKJ+TCbLAD7Yeea7Ik7KgEunUTA8YmhCOolWrY8+qPehMkcHRdL24ftbkeV8O38/FqoupB/G6jgiPJU1wkPdVWpCRbdkPvz3bw8ZycK23Vgg7ZdxZsHFDThVMQE4q7zAlBTyWpNppMDnGreq93k3nz+9Z9gTazNhPYiwal6ywm8xuV4zpa+vjz6QxjHVoQZvprtaL7r26oLd2Uf/9YCqL7ZE2gG02ad7ZHs/afzHde0yOhz2jTKru9GXQ4FPWrv53fui/l1Uzt3LN2AjYjBHHWZCo4ZoKZi54ybs632XCVnIA96Um7CXhDRfUnUGkTFBJqsUbILPYHk0CzNrWX822ljcCJyjC2qifa0u+VDuuO702AYUIx83O6AmMsd9xhlsSaxsu2spiZ8Bbqj2B9SrrGGiO/w4y+5WbDmHLxjq2oUlpP58NZQJ1pz6eLd8DqZqNmvTLx/soV0abFgOMevVT2Wh+r92uhR6qAJT0wsciJEkPTJ3J2vVyDXRx7VwPKsZq7xj0+R9LsE9sAOo2YZQeIG+d8vUedZDdr1O/Xm/F0mvvAegIpPmGIM+G/bsh4MrdZ9wTDhasVx3isSRtZfvx8sDREl5/nCNo3EvC631R0C1QKwEYypxhCdtV3yZUAY63Sa/dtLLTpFplMZQtK/OtAigTI7+m3qLW7FxbMEpmX8rN1trOjoPlIv1nIhRtgS+ux/bypsCPsQc8kXQWj09Z//S4qAbsl0UnGjegLQIYKzMGGxYoKz/sPJ26RLxQXGdlJ8oioJcSHQXeIub2y+93ZIcom6+zvvsZApwZy4f+dyNn6Vi8Z5/dgCigKdvW96sF6v59AxhF1TS1j4QqCyoLjti/Q4QNBAjWshYl06HJH1nMl+/KNM13Y7LYsywLhZagJ/r6Mwxa1aJapLs+992GFLWEDsRLZ2DEOUzQ4U0GrrRsnRnWJeHMQtd2hv/pt9U/y+OcHXHYxfTw9WwPbB2PDwjnWAT93HNR5toIIPoaeOLkXWaAxkQN3Rf7/qLDCkGunWegodpRa/HN5jstJtZWUCAdeqNsDECQdoC9LDtkJky5olTGep8hlVVix+wYDdIqromJStFZRiyg9weIgMt1x5w7a8sTx2LToR/bjGNXQG0cONuqaVgKgMk6YaanpH+QmjjZDIsHQysuWZLvGq/2jHxgiBdhWwJk6Xa0PWdxHk/aOaNGoInAuyAVgTRjA5v/UNa0M94AyhpHCdCHsA37DDAZDBljc+n+ZXy75VtAhJDmCzUG6tJUqpNcLhQFjLYoSEmzMcDB4Y8ijja7IUxImbT9nPzLoN1uxZ7VzN+VzmGTlpCdcXDGHz69wx/xDv9P/AUghDyVYH0Byip1WZetDF1C94zp5wwhYL9YPDqZHSlG2rC8YdoRMRaAgXHY7av+wxAfDTGIguOCehPUqxJrPh9qMA9JSLboOhiqA4E6YLXiXdrw6+krXng7yw8YQNuEcaEDzA3/xvI3WNuE3x0fcW8zPh0304C9Yq1TgKoK+HG0sbN9r3dWlaryd5EiGihY9oR2HzaxxdTSCDUqltAOiHuyfIZi7wgDOAiNEu7HhCXNIRHxZprun6qy/v5QPuDeZvz19hFfyoLXY8FaJ2RuYAjeTRt+le64JgXBtpZRJOHn/RbDi+6D3rj78BhURiZzVRl1V6ATbh/s3tjnIAzEkSiy+dvczpPZAOsSoScb3KqE/ZVmAPaRtTPHW/sFQcKhsN2IDhTtuKDo0hrjxCi6mHwWtQTJCcc9YZ8Eb7l1v2C/c2ZbibLOnC1alOnPJr/Eu3ZgnNmjsGs2wkZzv+F23PASKwq3YrnprsEFRYerzpkYB2Yp0Kv+xHXSA0i2OMi7vxQQ6N0sIjCySbeXft3TvZnvVXS6LroYPmhXGsBu3wVYsnYs/yu3z3hJG349veLGOz6mN7zwjgvvmKAzfQDoOYAVC2TCvS14a4vOAqoLXuuCL+WKn/cbfvd4rxIY3DBzjfO/Ny3ST6mGFEdpjNd1wXEk7HdNBNpF8ywdzE5IrEY8TzVmJgBAsy6oZCBtLYYJVe8o1P1HByMdarPcHo4M1QbYeqHHy8P2ERBaErPtvSPGZbzGODTOmOn1fgveWjyQhrMlGg+O+TgPuY6fS8/r3QbHOfTX4HOfY6rx9XcOugI4BRRUKPSbRrA0qlgQnFohjRUVCRohjO+Y4HQkvCeU31xDQ9Dq2a4lWCp/ihUw/j56ICGTJd/XBroMdPfnwNiqTdKUhSkEY38IgmXqF22AKG/ueC0YGaepmkElB7HNgDLEtLMEdU9YxRKnQkifMtKD4jMC7BBDLUirR8lYP3WohATdXKi37AHKjIm1oUh4CB5UDQHnALg+V6Gc8RVJoSUmca+jJEGzy60SrFN3RqeX516t/00exH8nUPyG6ukVRXG2a98nvl+17eDJmI9slO9cz+lHkcgqYOlO3LVmmQSMPoneQadaWSdce1UuFs2vzfaRFyXGMxLrZQF9Q58q6XvD1h1Ad+7lKetjPaPPSaCCdSZo7klY6y1XAq22EQnACo9kUmM/c4mp5HvVKvOSZ7ztM74C2lLcoAldsuDWEnxpiMFYfh1tAtgqWrEOtkzEBjYJumD8hGipDMAVvm6+F759hqPtUMD1KWEe15X7Z47r5i0QZHs7AqRhgIS2lGpyxIcGBc2cXqmMIzFSY9VdIpUZ6JX7ioknZRpAGbCJG9ZtQuUJIdSfoLbJAKsAlFw7ExpMoHG0IVZ3gA6m+Rlx/VYCvK2xTehtsHxOKmJv2h5i7npVvv9rZa2fWHWfubfCtMYqRUFQGg2gtsvX3QIqYbHWPtvDvnf9WdjzIgZ8cvMYpOmC+vMkHXzGxspJPhjLHvNzUO1nsT39XHTvhI2BXi+Jn2PpRSr/jGENY5+2/reDr9/oHZE9A/djztazwKh/hvveAUiqMAlve7BuK/z3n19uZ8bX92zhqPHn136o36wmFcEkmLnglpW6/hcXZQ6sdcKjTDp8j4B90qIg2cBMStqq34CelDSAjKnh4FK5VHAmpKkiJahYP1Vt8QXQMiuT2pOY8b7cl/lAMQcqw9b6I+03n7nhmg9krrgkZRJ5ory3hNJSnFcPlrdt0oLbmsArdUDLwW23Rf4Mx4RrALgBdA13s3lpsrNGgjbqoAz7Zvz977JQT7/Q91Ik1Q5GlwGIafpchAFMPQnjIj2BPO1LimmzvH57AUIA5v5cARjYYxfhoE/xgq4Br1t/nl48i2dLiGLqeF7I2pxbtvtgqC1tNOwTnKkQ7qqts4jtWXgBN57TcD/jGT+9SM9O77Cw8CzptXhhxO0KV7MH34lRxvjmm+c6nvGhKORMPSH1D+K+ciwwOvmABr00HxIEMlYjhmKPBGgZxAcSLFaQSNywHhnHkXR7HHYobSCm+5Q+5R1WONTPmuaCnBtuyx5yPETSWXhiMxOOhLol8FSjMMMsOljWwX1n73o7cUP/22/9OUayZ+8L6zEg2vDz0tdDP7/HLgDOz2/0ndB925KAbcBIFLeKXicb687Bfme0ho0CzvMs/CvtmvS5np+P/964V+J/yWMABGvWQSVyuQVbm4iZmhWessb5XMXdt92jfkdLhFGWR+XfzJfa+3yA5fNaUUWwT30QFHYdgrdPM7bcDy0tDflyQEx+TCpBDgatCdMXKxgV+/7ZbNPuoJY+22Syd22m07lMDww5RL8+B1191khbELImtGgstNYJmXRQVmnJAEPGWqZoiXe/+W7a8NvLFe/TinWacOED7/mBmaqCrfY5M4D3/MCFDnxtF50LIIytpfC1flbGWExg/svYrYcxIGvlKGQG67eySnyQx5XD/nUpBtOx5d2BNBr2voEmVQkER0uRJ21tiqFhhyT8s+0HfC0X/NX9A+7HbO3whA+XDe/nDRNXfMgPLFywWA7ysLjnqEklBooSP9rq7XJQe8faL0G+BpVUK3rv+TCky91pMUy6QXf5lqfXGGv5nqAGSAHYgxnPyysrcWJNvcgznsEnOz7qV1PrIJb7r3Lt3ykNSC6HAoZMgpb5fPC9iyEJYGfGOx+CtOQ4gBFUXFrHOwCRANefd+JA4EERm3eDI9VA7IP7bJPhngJzGPJ1qui5LuxsNUQO734nvjt8oJ1X8vfZZ+7WtVVU75ym1M/vYP/9OWRumFPB+7ziY9Lh6i+8xRl8ZrdWQDWYDXD9Wq/4XK+41xn3NuOtLPh8XPB5u+LT44I5V3yYN7hSZ4MWP8RsQIPKsh2Vse9JBwnaAK2WGMjK6D5pEpvPE9trCWqHk5ETqulTy6CRTkeff9LcD1uRIba+xconLGiMcYb4o2UBm6QbPa+rv3eIs5+7fjx/JgfbHSM0CbfAGt3/DXFuz8XOzzK2v7n/f2EcjH8JoGsstgehpwDB3mSbOe1DACaqvyDZAsujB3Nt0n+LKXMDCs6vOC2YWACq/zMaGzOESQ/jiH06sOuOnSGmrzRuGmWF0aViedlxmQ9c5gOTVQxG0MyZKkfj0wCnsX12qwlv24zjyNgekxrwzSPF1h+qAFIIkgnbT3ovPmHQRaWlEerONjGS0Bax9iE5bdL4TE9MK+OxzQC04qwtEaaF5YLpuUU1w1v34CCrAGy6LWk9G9zToB1So+WVBw8ynHUVbdTQZ9/bFnvg0bIGNk0Iwk0/Iwtas3+zVg2Qsnnqoi0sbC0salAo1j/uuWnrvgdmJ4aQB0S2R5xxzWKOxxwNZyD5hEroXlNmG4BkeKQNZsOmG2q/Tzi2jMdD118Gpy1ibSKVQCuDC2H+zMo88zhgcDgQhG7OCKKMP2er/pVFASNIZ2aCxaqiLmMg3bD4ns2C7UcNGoLpPSubJFn7x7wcSKnhZdkxDZPDvSqXucVwLT8TLojPJxoytOLGCEB0HExzKiQkAYjQrHKZiDou35c0At/pVb+Hdz1T6aFtkqr/hzg3zhqOfWprne9a9fRXXciYN6Ss2kxR1fNgKj/knGD74C1SJ9Cyn0fAmWq9TRMdrDwYlTK+yhVvvCDZdNE5F8y5BnjvDFcHMPeSsR6dMc276h62rDIqzpLTdbVgyGwR7fr+0Ay1t3pA4lO4m7NQ/BHZOXcm1ynBR2/XpUKgNaEAeIM6+Gmq4exdtgIA6lAoYxJg7s/h1M7lQJsNK1KbZEl6JoidTT3jFBqUrh0Xk8JF7VGLNjBn/wDHbWDlOHhgi8NVkFdLzkw73H3feeKzGPNA97AQooLu+5yqIA0ePmxRaT24PR0d6ft20DmKdTuAydv//X7t7Lg/JG+RNvunfrrrzp6KXPL09xhQ6eWgzQzJXd4m4oE0yLlUAu2Mx+uCUlRX/JIL2vIAUzsNKilRJBy+xpgaaWogbkgW+VTXp/ZhDza9HIeC9u2ecQipkTaAXveEoF79fqWD8wYaMsvZJjkA2n8FcjBKThEbZFbbt9aM0lQG6KiWrDaObpVjz8ru+DqBdkIyX9tEAB/E0oD0IJ0+7MMC0J9DsBwH8F9sEF4DUF8nnS0qej/pzuCDohXQfYu35oWGs+litYlAkwXYBiDVCzoztGoCF6ztBMgCZdBfmg6UtDbI9FD7ktazjfe9xE1lHgJ09inGqSdmzyCYF0/1mjtADuq/krYGKoI6ZdQZvf1sSB6Hbk5IBsrVgBABUIBUbWCXJbNsTCIHT9Ih9rf+/ARuDQlhPDtj/+jQyvNzBRDntndcsPounw6P8/VrDGjnuaneZ12026Iuop0fF0dq7bu8hd5DnNkKTO8rMDXQpH6/bUlj06Tvz2+6v8ZugFNC5HH77kVsnF8NKJt2c6zzEfFyYsGyFBws2PZ0NjCm73+Kb0ljkjxVXJf95Bu/brMOpisJtapvkaq+OC2mU2mT6asPyJqaFgqMhODD+2SIjWAxIUkH4iL/setzlq/Y2WwNWuwTWNFV7T3bGfSYrc7KBqVCKp3l7Z9J/QvEu1YoupSi+EZ9T4NU/1XsfEdxYXhPfvTiG4iM8Srh/zxuqRMiMRZWrXJnCgFKfgO0kJxsuBv8O1a/B+lnfAA4PN4h63IPuR3Sa4pBcdDvPt6rnFu9KKM+OuVGnzQJ8rsDH97fMeeKyaVlLLbQ7jJlbDK3IAskFmwlYX3MOBjY9qk/8+HcqqYzVCO/qS0ci9O+Ecq1sx5Jur3wZ9XMpDXLY7kCuCvT+4+PG77wBVN6h0+PKz5/vWrxuVC06juZYyxiK6ut4f2yYUkFP8wPXNOBf+XyKQaKAcC9zVhD5BchB+b6+k7OeVtnvGGO95XCwQiXgzW/HIeBxVRzMp0DOg/AZkBmieIrH8D8hSyu1DihvOjgstfHgibAf4m/wMQqYVBEJc2qUEj0LKngw7LiNzeVFXpJOxbrCMvcdMB1yfh03PDH7QWPMmEztq4Xfu0gaYFEvHg9EJI8lqCeX0A0/wTpPQmZFJzf89HJU+nRO1KCcWp7wtenOlGnETh1NmKdm3biNuo6s57nuw8sDJCC2Mm65sZzTpYfat7TiRKSrLu0Au1Dg8wt5i645IAPsKXCOvfBcgrHUXzYrsfRQn1GgPu5VLvRJvudButIBtDuCZ2o1v+Gm47mvl5thduzqLqHP7A/7pfNbvQcwGyGr9/wEtKYvVxZ2ZGrxM+iu8PyvpY1d6t7L4BsLeNOM/7J9isAOA1Y9yHrhyR8PS4qD1BmPKyI4qCos7SJFF96Ma3Wt2MOObm43oGUUkuXxZDCoI11L64zGgu+PJJ2GTp4XrlLogBwKcNq/t41XqMIQQ2SCW1BMK17gVr/uNa/F6E8H6kj0a4aPue/34D81vOTiGn9OTXErJAxdpKE8KFjt+Bogqm1/nvuZ/x+qf98zGdcW1y7Meyt/wLS5t8901X+Bf/2lJBR1fvzxW1pAMAgxszswYVkDRK9/ZvHG5en7xh9nT1YrT6hO3CNWfXXuf9c2UGIFikPSsS0aKap4P1lw4dlxbtpw0vabaJgC4HuzNpSne2QAb0VZDPR8t8/3mMtE36ZrtiPjFUWNQBzjesTIQgx0ATNkkC6FnAaDkEjtc5eQZ/spj2R9Pe4UTFWYhPSKdC+hGKAlb1/rDZHVc3bZJyp4clJ6f89tko7DhL2zza4aqZZUOssIv+LEcFdm2CDm+y7WTprh7Wi4YkJNbtFEyCPoWXUnQWAGHITsgJDQnNiN9LT32a0mx/Yqjqq3jbn73GdMRJ0ubzWr58OArYEYUF1kRMX2vdr8XW2KlJ6mIPMfa96lc2BolE3Z2QgpgMBEKkcAHUgiA3Ad2M7GKBgANszabemAdVSwUnAqVr1WwO7y6wC++/mHRPXAFaz7X9PfAB8X9/Sv9rP75gIjtdl16NWGBCRAB5ir/m+e/qaaO8yB+3GuRnLvF5FWSG+vuTfBWVKNtUS85ckgAxwdyfu7Cg0Tdr9O/26nZXYYpKw/5tuRr+P04R3X4NCqJJQmVGtJfrICVtWqRAfPuXtYIkFe0k4DhsW57p0VlmP5KQaKGlt9C5Jwgedxf7jxm3vGcPaByiO7xl/x+1BPKMsaC5sfhAk6cBBTBRFEt16EgDbST+NdP/BgDiCFY3c3nuQ24Zrt73SJ1rCnKo/Y2+nfY689HkFvmNgKhdSUIXOb4+qfjqDrAE62n8TEZI0XT//efbrHaR4cO4YADRxje4RILT6ADc3ZC2yOvTke4FLZ1YPz437Xo1hXlZj8TU65ZEiwVz1FlQxZm235wP4O6xVnAW3u4Uge0JJEoHkmrPZkRK+dZxUH4tiZ9Wr9Tm36NpQSQobNIGkgyoKd2C+ms9kBJACRpfe8EDfEig61EeOTIcxeAufUim6RgD0IkjL2GvC67aYrrVqz+5b1i6Z1aSBXtnAN1tvF10zO62JzWBzfP/ZNTlIPPpHn5yN3asA+jPXYj8xVRpMMxJRHHC2ChW/niFGMsA1QB4LP8RldUhAWaVEKlnGAv/8Lv8R9s/ZEfYnANe5AWzJAkHXTCTuKQohgw3/XjGAiugAImfF+rVLfw8Pz7RRT0r1eyhiHx/8EMwjK8Q8D+bQ1rQnm+BraGdInCkS4NfTdTvwaprJfYMM7wm5j8Ef2X01GxDmxUbk1oshDlZ7vAjEoC1MDbzUrsNoGppRCDpUwiFAV+7/Fr5Yhv31pNem7C7XhddpzA4cecvkNsQkABASSXVcJChAkStmGzg5FiC3LfeBbp64zw1pqhgNrRRlZxAbsOu6nIexobyDzeMUcdklXxQ5+SNxG8cmh8S6T2JStttB0cKdg5Wqiz4wVWU4c6mfFwUCzutwYugPtj41Aw/asO+b+2mJz/H/9+Kqdz0JAy2Ea01f1QqswpqbyQC4doaqxOCsURc2kvWx+OdnuPafgQys8dsiGJvU/NxpngfCL4CBeTnww3XFx/mBd9OmAB0Ejzphbwmvx4L7obqmAoTs1/2YFNwUQn1he3ZiNqSfvciXzDf5tXfAGNpGSxKAUSLqEg9+BoAenzigdGhRbrcz8fn1guPTEl2QkgXH3EIvFSMQZ5JRf7gW5Fzx4WXFbTrwqBNe8oZfTW8KYBpjVP0sn3zXSBiqhaMQLmL219rsaafOhmy67z131PtRX5PWvi1btpzMbAMXzXeoae7XsuWASSewrzzhZ2hxyguVDjAtlwNzLviLl4Jb3vHjfMe7pDNSEhqqBWCHJB1SXRZ8PRZsNiCqmsxe0PHMJur59OQCHXQ8SdzY+4zRKu6f7LnCu0FtXojfaxT7RvvoUnb2R5quq+ZaOgMmADV71t6tKg06gJDU1sesD9unQM8TnXwD766ysIAPjSFBALIOV2YvcAFoe9J1Mlayg2zd7nQ7H+dDdSnOuuZVYp2dnaqxC/VuRo8romPCiCGkx939vJ+ZBvRilpi/pR7LBj40xATj4FD9QbcdDkqDoGswzExwrCK6YtrZF3W8Z8YhfLI5hzBejwV7y3jdF6wl47GrfvSovzolHWh2mxRsXXKJoWbrkfG4L3FGu/aw7gEAAZiyx3lV17eI2gWXdIiOjga1cUbsa4ANtkZ35EToMwHsvV6s9TizDvvAY5nBjkfs43iSrb2CsFr8G9+jYCuMrWz2189jVTJBnyGiALV3a0Q8a/60TqRFgObFa9+n1P2RaZO7rXdg/huc6On1dw+60rCoyZIe174yEMLZpr5p3XBFVetqxnaCTq4ddcQIatSrfk6bKRaoMxuktxHPxk4yxlHoxFCv/ADdQLQDJyPlAQ0XgDdGvWfceYmKWhNSwzawWSbSSun7vGKiiotN93EmrDu3n+Y79pbx88sNpTG+/qSaPTG126p4X9YLtpLw+vkKKazSAKlpkgOo4RwMLswYgbQdIoTdvfIIoG5J2QosHUCzzwILkJoGnaZPI1MDMmly0wA59LNksk3O3YnogdOfn9isDb2y7sGJG2NgeI4APEirVi1JVhUGGTCk+4YOUg2Zo1eNvb3jeJ3QWHCwVWWfAvPYsocZpN1kHJ4mEPsQpni/B8YNKiNx9OnCAEJbpiWcTiA1az+CDl4SwFpORPXCxosyRyubauCVm15XOvr1eEXcWxfdcbOdJT1TOlXQf8+BGQ/Ao8UriU689aEQgRYD9WpJmTOwBWiF0A6r+jc1xPKecNSKUtMgU6FMlVFHbXzx8LO9ZBX19omwXuhwY+6X5I7Nk4Vq6+/7y41365U2//dohfRExcBC1Xrt+mvaGqMTyvMDwfgiUXZrLx5QJE1hwI2x5UH32KYKIAJQhhvzHnAJ6QCJbvj1WjU5VsA7mTSIt3F525evsQfLpejE2eNIKHuGbIw0VJ6pAvk+BBBEkKlGQBLDH2w/kSdCioHBiyLw/WYB0whajJs6EilokE2i99UuDXTVDgIfPOSsRr039di9aKJtf8eeT2eGjBUts07TbGDVmnKGkYMAF8WA6sX3ub7SZkEwdzF/DUoJ3uYWyaHZ2epaeb121f3fOMwo/rFv4wCFIjjsvx/Apb3Pk994L7s2cP99Er2ekD/xgPLQIHucvDraWmqdKUdPny8BrHX2UF8DGYJriaTfA1HXA9SA9hzY+H2yB92EKOgQC0pJ+Hxk/PL1ZoC7asURN0hj1EN1pbTNDia1AxQWG7xQVL7FzoWzpveUNUnbkmmxWRu0sdqSgbEdkDebYJpTYnsAVohQzTIDnN60KLx/tDU7GPWR8PvP75BSw1+n9xAAj/uCVgntbdJihycEpgsYeuJQe+YTht3/+flyhumoPRqB/xMoG+2sTe1a8zM/qW2vonFP6HcPe/nEzrT90+bO6IGoHXHWzAgMwTtYKgEGjtZGmoCaBhw1u74Xjd1Gdq6/WtZzHaACoQ+rWRNcpokqBYMorwib7+eoJ0pQBrZphOdV969LSjhIFEyYIZbRtScDhgXVBm8puOpnSxevTT2GOAH0leJ7/FkygOqSNbOy5+L7fIAaW5cAAZw0cRCfZ+CfU/pEeyGCOEODgCMRyovq0h4fKjAJ0rWGAWrWxktmH4MpaOugxQYCcQPPVZkuuzpUeqfxeJskYlOxa9IWc33erXh84nF/95c4GG3qTHYRZSNuJjHg3VzuW7ybga0dubzXRLAcSX1A0yLebT6i6JsNlGqkPoWHIl+tBDGGUZqrfo0noyzA1AI4cyZQTHQemH0+RDeuU/QZksetlkAGU8uebZtomJqsYKXHk1IAbBTDaZyVLqz64hE7x+G17xL9rCjA0RAHDnvG91foh7uNeRq+CHTf5oW/ZO239cJdbsnPLbtD7OcQOGs8juwlLexo95j6UjoBzBDb46vlScZwhQ3j8jXwIV1BKIDGm3OqeJd3la9hb9BFsM809lCpl6MlfC0L5lSxXjO+LBfdk5XRKqOsGQGqAr17wPMb//+hiBE3LQg2dcg8AWfyhYEYvFRc5wO36cBL3vHr2xvKb9jIPtpNli1O8rx0b6rrv9UcA6JC578xfvd4j0Qv+F36AEBlbryoCeisBd2Gypw7joRaEupq59BfFo/zbgUJ0wwOO+j7bLj/sIu7DRgN9MTW8YrYj6eCrV9LTUgk+Hh7YOKGd/MWsgoL19Bs9Qnxr3XBo074fFzxZb+gNsbeUmi4+hBgz5WJBOlW1B46McmeS3PGu+MNkx7wkBPyuDfAxL7/vADQICCTxwiWtx2TelX7rHrdRki7ZxxZweXYQlYJDNsjFDmuFocJ+d5zWi2KGQvQCB4OOHElG3RGUVysi0CmFkPPiFTLViUUzZ9nQX1paEfvAAlpv0anIcbUut/U86sHJa+idtdyJJ4Na540HoCTBnaOPRN/O6AnHbhz4M21WpEBgerjlkZRkIziJxsL16UHKsCrPosAzKFrdtzc0TqRgIb4ynCPg/C2T/i0KUtu5hJn8cXszkveMFHFX8yvqGAUk8x41AlHSyY5xTHczc/33jIeZbLzrLlZnqqyW6tSmchkMFIuHRfiinZTfxgygs7Wj6KrHb5mOM/UnzsAtCMpuzs2oJ9xsuF/58JgdD957CTnIsNoI/nUYdVJJuxyawZ0l4seEi/ERX3NP88IZi5p2ibVEI/82udqAL2ouUvono9FAS5GSLMCWtpk8GGjMT+//qUM0grglT2I1gUbGRjjRo2X/V6boe0Es4KmwJDsuRMlMxDpO1UKC4YlA7LoJDdJagTSZsAk+gICUO0UpyS7ARzuR5lTgnYw6pqxThOWSQcCdcdXMYOQ0gGG2GQ6bd/QyZj9CysIH/MdR8v4aXrT9paBruL/v7WMv5o+4uu+4H5f0ESDSG8hGV9e9YpBAP5d5kxaTWjFnMhhYEISCFUTMZYBeLWl9EmtWenkvigNliwxrJdIoFpGxsyc1Jm6UUo28CyAD3/sT8lVsK7INrY5NjYQzFmZbtzHaXdc1XnzrgaVH9xBNIFW4qJ0MiQ05hRDM9f+21kqcU3SjTBBbVSDA80YPg9qFJ70FaOS69U8C9rBAM91JHD01pGmz6ItuigeaEdS6+0NSeMWSaRtqGROIHkQqpnBiSV7MlrGvGRbI7K1JyiziHAShhdBsMVgAOix9CBt3HcjOAh02x4+z9q5qgVU4jGYJzZDpWxs/wSoVzq9auvP294/iquPwNtop1oeijv+DJslNxuQ1u6MAXR9NGdNWlLwzCLxbfbMNBqrv7HvgvVDAZD4nnFbiqzDs6a5YMqdvTOyEZgUQPH1L4VRj6RtX54U+vmywEUdjjmxKG51vTx3oCAo2OpbxPabLjRO1Xq/9m9eYvcq/feQtJJ+XfZo6SuVQ++LAJs2L2gCNBIUYhx+IX7JBE2Mc4siE5kjhhfSqPuUEQT3RDiel+2BMWlWAFri/+O5EEJjbAwQYv3+zIvkaanI/JAxqyMQsZZTamJDvKgXgLylxqvy/lH2Oz7IxAHdcfgWNTtnvkY+YCD18wQhJDN43PQ9Aa6ZXnRcO1NchzAgruU3rptfovQ1EtaBVkxi7JWEes+a4Oxqm77RFrfAm22YT7kxGnUAzdsrx/kqtTK26m2CotNMiyUnh4GSBrYyrLV9LPq6DzM7lB4a5M1vgsOZIwQT6mLs9xnBmKsEvE6ggzDdqRciMcQ4HrS6lrD4PSKesQes0bpv0kvNiqAd1NPLDptivmsE04REE5MGeDJx/venvUn6PUMnan+ewzN1UDgC8fBDCFZEJK5JYkCBD58ZX20CMEkM/9Lkl4HC4I2tlY0CaKaKaPnv6xjbRs/sRDrQzhM18w/9MFrh12KLk5yE2VA9HxJdE0AP8P3ztLjknSsSAKvLIcQU3kjuzutLEQ/172z2A+98ObFGLP7QjozuVxwIrYsButcKnhryVLQjsxGIGAV6FjEh2jhlOK92GarvaPI4kgV10TikLabB7nvhUEBGNUapEyLsYcSai+5bCYa4MkJrI2OqpxOA5vFUFF39uYjGuFUAkQlshbzebq1AK2Car8mkSxqhNR1RxKS2qFZCbSm6BpC11TKIDf61DaqNbPdABjB7IjqeiX6v0Pf452gNKPbqaA/8vUQIbWLXGNbiX/dhsWfMNjvIH4XA2LeIWNLbmcf4SPevxY2JTnags1Ad5OjtnuPgrwDNBokL71CMGE10v6r2o9hgrM6ObC4t550cZkt4b4CIgvRkfojOZ9SvE4IoRjM0V3uXNrxPSoxZbAM5G7IJ495mfK0XLKykmLVOuOSC2hhrydiOjDfbw+7EXCe7x7bKdq7GXpOGE1jmpoZzOxVuXQ6nrUnBM2Nsv+Qdv1re8H5aYzjPjbf4vYrOVl3bpIN42oxHnfCH7R3WmvHz+qIDdnYlo3y2393tGuesMhs+/byJ6kPWqpI82LlrrsL3O2KQUpB/3PyYHxlfY0ys3Rdnmx8dqf5ej9lFz0itDKSGd9OO9/OKv3/7hI/5gRvvmKjG5PejZTQQvhRt3/5lveGX9aoyAq5FWzTW9LzF8+eUKxozitsU+ztyHjeEPmzK7+Gwi/X7N7BRP7z7hFHT2QdpwfORWeLsQAi0sdqY0yJS+JBR+m+UAOSNup65tXuPIKL7I1QBM1BuZHGFdZWYVARB70/jas8loDYrNYAZjd1O6X5wwC15R5vJpbi8ise0VIy0dqhtooreRWDFCAJZ/GPDxG3Gzeg33QY50Sb2ja1jnZwMRipnR30Z9VkQxOyls/ZdR7oXALoNkuGzRwIhVdUH3mrG67Fg5hSg68wVmRqu6cCNd1z4CGyIqcXZdamPt7LgS1niLL4VCdDV2ebaecIhv+Y2KJtsQDkSGhFosbwoD3vT4lnyjg0gZNrYwPbY+yYnETIPVmyB3XMc4SG3ayYbIhnRMTnm3gS3AZ6ndLsAIBitMIZxnex6R/3/k+noUjheMKShCyzynyYRI6W9mTxE704IDGeMNTxGHGLJ773+7jVdHRARZfWN7WqjrqFY8BAZpyCSmXIbvbvERh6TIt46oAJAq/2+uJZYyySgq75BkqH0a+pMERmMYSR+CDF2GhJC3gCnh7Q7Y/ua8bvp2inWZpzyUvBy3XFbdnxcVsxcccmHDhCyA6cC3i2qcEyCBP15ohaM2Hud0YRD8w3oDsc1Xpi7Zmni062YbpUmr+3gc7uJ7RyfVleP1IM/sYM36nT475hRZ9PI9UODhlPLRFQrhuRDPOgDrNokoTvoiVlnTrkRM63Ndm598ETU9xrI9DUdOCNjKPmwJL9ONzTjnrUKGjUyvdYBTHXAYzzc4tev6yJZJwFH4uOgaFWtW5Amgs1YSQA0KZka0qUqKDBMTxUhHexQexO+EDSxmYek2K41/t+uLRz4YLx8v7tTj9+ppKCUtWM3+HN/yrRJQvsMuWlQOauVl0Yglmjtuc0HplTjt32PAzhN5xb7f9d/9XvfasK6T7ivM/ZGEFh11Qdq+X70VwM4G9i/IRKeAOSHic7CHpdby0UIfOtzDE1CWzet+BLaYMQTAXkT8KaaTWxtbXUMDgmaaAxVu/HvSGDM4Yv4IC3dS5psaNJJ1sKDjVEbsDXgSBk+YXmaVFrAWyl9zT0xePCEXUiBV+j31Un0mc+dYf0N2OFO0+UzPKcxR92Gexi1HNVBGZPH3/LUIjgGQ77VamNLjJtJJRjIagFxtYSlWWEpm/ZrMw0unTJ9ZvQD9h0QG3iAwaH34MNt/Qg0P7fFuJaiFns6E24E4Ms8JCOtM4FOjLFYE3T9uarGVFlCBuQ/nevTBGn/TBmuV3QQiRQvBvTvrAuhTakXEStCh48s2Y2ikQX3eTsXaVxWQ2woUkPf234/gAL/0eqVKIpjAdTGL+hfaRXkO6Fl1pao3DBxg6QKuUC1poj77xA0U4fokK/mbDsADZA9YS+MHcDddMh4Vl9L3o6cbHBWg362Jye7s+aNseOBpWlFO3DCOyGvlsR48Gdt6i0DdRbIrDaeXDOr6KBLZ2Qqc1LOSSUGOzEUmAHqID/6vhjBsNBa90m+QwBLgpiGLZNAlhrBturTpb4/pSe94uCHJX91oZAR8APjCWSLnwM0dGMIdJ3SW4r7GwGcOuvnN2deeEBvPtnjgsp2jb4+Hu+kgR3rBbFDa8EkAK96ET6gs2XC4UwsY3DzcM7j5cmATTtOm7KZ66WzJbx9nMfp0MPePn1mxD/fRuzux5VBDJNIMp/jBYuns+PFvtGOtmwFWGOkxj2KaPwrXfM+LxUp10jOAB0Ai9y0oGp7KgZNiibcze7D5a1o45BXktyfhdKVqN8fgNZUW1/BbAcEEcMxUQEUxl4SmLsmXS1KGAhW3eZsUjuPlrCnOxsQrezH8lKQFoAJmFPFdF3RhLCWrIU9LxAb0801xQHEHABm1fWWZMOBdr8Z22DjcKDII0yqJxB2mIQUdHCfA/S1d1j0woTtUSbgaucDCEBdz7bGNGmT+PlpP4UtH9bYwW3qedNYtIu/gSgc+v3Q3iImP/38hALBZBEoriEKaiRh4yIXsORXr0U7sqgREpqdPf0dUnwt/Jzeu8mCiIBKi4FhAb7qA4Sw2p78xnh8uuCfNcKn6wX/fPmIH5YHflzueEk7PuQHJh6k4Bx0LRd82q/4vF8VeC0ZpSY89snAOiNG2IGXJyKM+5vmQ2icqT0WcEg730a989NU+qbF42s+8GF+4C+XL3iXNvx6+oqZSlzzIQlVWNePgBtvqGBsbcKaJixc8FYXMAlKSzF8ywc4PmgaTVXE566BTAAoN9Vn9zyKALGhSE3O50CBMfdbw4wGLyIauUe19vt+GgHbznC152/SQT+93HGbdvxX3v2MD1kB6IUPNAuwPpcbHnXCa9X27bcyY68ZU6r46XqPc/96zHhdF2y7Ds+ymXHdfFvMEBqi1PXdxfeZPTuygrAwaYfVyufzIf5M9blG/GYFVZXcw0lCzpmBfT4LdaDVr8mBTrc/Q5E2r4h4wKXAPC6NvDz+kMV4ps9dCEBGW1TyKUhCvjijXbPCWhSHDFhVPU/p9x0FzGH7u82bHHDW66FKnYDjxTkoe1HPlX6fd+doO7naDZdq4aOTINImJ3vZDPQFUUgOnkh3ghi4GUCbbY6Io+0Zqt/XfdxmiVk+Py1veJd3vKQNCxe8TysWVsB1Nj0GRtOuPABvbcHWJsWARKUJ1jpF55+Dt0yCZSomidFwUEI5UnRuqMRWDSwBQh3/8ZfFW2SFRC8UNYvVRXRvucynxoOie9HB2CxRQArigrObGR2PYQAJ0ZlbB+kuykCpXXaELN5CYEB+TmzIVuRc6AVCy8FO2Exphu9R7PHAmOwcODmkTQPoSoZZmB5/pGxWFH32ec+vv3t5AZijEInD12nDiCD8DHwCXkmIjTy+LHjTVnOKSq9PlHfKcLRAkQZ/yAqCQkir9zbpZUy8n4PZEXA7Ie5usNw5GvLQg109cOU24dO7GV8vBV9vCzI3LFNBIrGp7RUvk2rMvM8bMmvFFQwspFW6RA1VGCtNphOrLSEeSUklNO4RTUqqP6QtxkA1xuthB60dDNmGbN8NtxtRIRVjHxKp0IqV/n4P3oJZ4N7Jjb/gxDz1A6D0dvusMNR9D3zDkhmM3mjYTvpd9r5gQBK6rmQ4BdHfiUrkdzar7UcUguqCyqm1dwQ3/DXqpZHpX1JFaMR2FoBEeyUEOujACwNJQFPDNJdoqR5bw5213Pwa3YBNFuvXbnRO9+YBjwCnlt7h0QdrQbTy54mznjFRLcLRucYv2vPLAMjaeH1NuGGZDlymgh8uD1zSEQLg3vbkmoxrzdhb1mKCMCbWc6ETVUXFxHNRgHbLGkwn0iLKRYE2cdDV9mlLAB2IVnJ+sj1+ft1OaBu5VlddmiF0MIfg19t3STq7lURbNr39gE0PNQAIS4i/91y+eRFCegXozkMTFj9TyshrhwLQDQqg+HllltBzveYjhpZNaUK2gRHlyKgO6icDhJoBLoMD+ma/ZD+EHv0gEqfRZsf0XXurs630jPhzEBs4Rud969flS2IsCyadMr0LRZvp+Mq5dnb/Sd+azuvtwGGDBZL2PQVnX+P2bHDKfg8AzgUlC0z05vW9Y1HFbUAUbqqcWKjuD7kInDEJhg1rsI8dAdo414KzLdLriH9vYgUJCWaQsA9563uOrQ0HoBC594RfjLHArldr9sRB13Ile+bqF4SMOSBqOxgdkGaM02IRrIExgU+bFjV5J5RKQLL2vgQAVcFCs08OdPiEcWVojkw8S0JWDr8kBNQro2ZBWrTI5Sw9TSDdr/S4AoCyA9pg072g4ODH5mBy/6Oxh/7B3EA23ARiw7yKDqyCIAZiBqhlZyHOwZrUxjwNxfmms8f3wVMSR4N2miew7dKAqWG66U26Rp/TAeJc+3J60GvZqGuaPtuKlkSTaLtUKVBGtNkGBcV6obJlk7Oxwk4MzIgtSv1+ip4NXlnPpbED6yJWGFL/7n6x7ejXIh4nug8QHSaZ3OxYoB+6xINPRT/rXLSoLeuZmanvof4dpsHbhg4bf3ZhX57iEC+wOHAdzGW3W6Q+x9cjlpnOf8TYgJI0oRQH9wbbANh3zNoxkbPOHmiiTDa4/0uWuPIQC9ge86KW+HDVg07s8I60DfbVwH0v2gU71/Zn9xHKkqtVmTva7qvDgqSyrQMFyB3FQEvy06ZDNcmKFGVmiOk7z6z6eJmaDc7JuB+uoafflbPGMd6WWYlCPqBWgZQULK9g/YgMD3p4vkmLsp7cwoqGaDocFVZgTbvv8x5Xqq/wPUHhgsViGbaiprdIpq2Fze3gfn/uYyeWgwY0Ph97H1sBzmNgtz18NPVhNkwo9m7q7wEQZ0XsbW7zo/shOdNZWUv6HO38e2eHWOHo0Itj6j5GgRS9Fi1oq75fQ4OQykIEC83+8KGDhOprxiYqS/Q2L7i/TFhrxod5xdYyFi64pi438KgzPu1XvJYF92NSZmTV1vZ9T1oMtrxH/Oz41jeg1G1aFIIPDqBMbw7qh55jdSs4eSzCrPv3Q97w4/SG97zih/QGAJipYjfGEaMh2UNlc+gvvGGXjEQNt7SjGnizVWWB7jVFG3Mb4qxqZ6AUBXQAqC8zvdYxfxQIYoaIDQGO+x4AV5mG52MxQMgHuD0dfZs9Q38xqabtr6+v+HF+4B9cfsG7tOLGOxIa7m3BIQmvdcHX44LPxwVrnWL45jUfeLdskZek9V1ouR6bmWi3/b6HGVAQqv9cAL1X32RtuHgrkrp+psfGgXlY7DfmsDpHwEhDtl4KlBLgMj52TiHUpUsGXCTOoJ/DgyJGcfaex5DJNJrrTN1emP9MooNgWwWEGO3orNt2aSGngCQqpWIklw7u2n0P/jfs/HDv4WNtXRx0bgYy+3vHXCr2CgFwqbSky8/jnnHfWQGyzZRi2LTZEVE71Kqet74Oar+4dVuGkekvfV86u94Lz5qja3zJEPwwPfDjdMdvp094n1a88BZnNEHi3B6SUUHYJeMYqJmaL0+nAbJ+DrKRlY6aosPZ80Fm/fdTzuQxtG8S677i5J2ovoA8dNryGUYgRHzQjZ3nARyYkccD8GdlttDjk677LiDW4Z6RdxABVYY8+kkyxgsOIorZDM+ln6szISTyFQwkKI+HDHBtRsAi6uB9LB13hvBJJ/07rz8LuhLRBcD/EcBi7//fisj/hIj+DQD/EMCvAPyfAPzbIrL/6U/Sm+Vq9meo5JG1JQYY5T+v/WDpjemf/KbWTgX8U/yu/hJ60mNBriYu5LYuNgVNvWotBlwG4u3+0VkCsJ+5M6zDd6JXYOpFrIWvt7g7Ig+o8WuvCXVlfH0b+u8smKXUYto7m0zAbTmQkw4gStRwy7rMa9XA8J//8lGHbPw8I+2dzXnMCsMfLwfS5BqPiOnH8sjKQjBafiREbK3UVbpeFWw9AjUCfMAGMDiNoT3Zf8n15qgpszPAjAikpX/GILYN2Pvq0/sicOzPPIJO9Ofn7439sCP00FzvNUCY8SbD8Oi9+vqQs6hd09W0EIM1OWpmPZ+7MYGoA7N1tp/7WpkzpE3Zm1vToCRYrl45t2Eq+Y0twT+z9PwVurMmO6DsNTuDydfVfn4IOAwHTKh6qLg2wzWiquprb3t3Uk+VLImJJbXAo9SEg3v7g4OuDs3GlO4yYXe2QGWdJpu1/c9lBmpjlMr9eRmrRdaxV8CCktYZ8CkYa7YnhhY8BZyHQI918mJLdq69cMMAmiC1ngxjTFpgScOiRZe0awR6YnuGQ+pBZIh/e5BR+pmMAEz6snvVbxNjNE0CzDrMZJQWaY2w7ToI4JUXndacVFt3t8m7dU2gjZFWvXZx8HEEHSP7tQvwATN2xl1uIcBsQSTPbYIGqPX5M/XfY7BeJpSLdjOUmxarAOggtqlgSlWn1nuBiVuwd6v9zIOM2giVOAIO1+NCBiAKCkhF6A1JBhp5+wmdGPX6XWZPhuoqD1VSZxzwTsgmqu5sT2quUdefaZxXr7xaoPBNwmsBwVgwoqogVg9IyQZUWJI3XDOgrFOGBzxq18fgQDyJs98Jpm4S1IVPQLIyj6ydmnrS77/rYK0HO21Sn5TWBq5N2z29Va51G6r+XmKrtUQKphkrM22E+pZR94bVWg5d0oSnpvdtrU/+d9ipkW3WKAphbntFlOXb3pK6MNt3UTAzRk4U7oAA+zzmeGYW+3NKu69nf34BUBEFy8mvs3ywICMPxmDMLK1okB4KyKTHedqzf3cUlh4YbDWC2a9a+i71YPvXhyOYza47AweHnvm5y8TBeUQRWs9AlxHSNen79DlxpgqkOuzxLL110qSCQqNt1AlED0VA9v5J1HUvQAyAdFvl3/29eNhtaxsSuVOSr0bXwaD4/gGsUm10tV1t7nsiDRqbVFQbFhj2UB32y2DjXUPTgS0vZLkufbOp9BE7QNfd18WTgmhj5/4z/6w6n9dTyLQCk659Ss0SN9PZ9Tf5l8wSLDWKv6XHKIUCcIX0xD80sFvfO+Pe0oInwv6MRSftAJIY1gVod4e3tAqJ+ZnhfA/xqAIdEs8IldC2hPs2q2+RgokrXo8Z66GsxSaEnIwcYYOKXDOPAXCuKJVxkIJfxXSlm3V/xcA+jzPNJvGqm7NZkdo4H3oGWNdakig7aHo6U63vSwfjVXfe9oyD4ULW4WY23Bms1PdhFHJBaqdMaiLAe0HvYshG6PDVj31qnYTPQ+AaAuiEs8Z9//veHidIN2XCNpPhOTHe7HtahrHYueeOdliUGdu0Vbk0/c4idjSa5oFVE/k26SwEl9NoS1NNfGOCPfYJvyvv8VfyAQLtDCyFkVJniQFAKYx9nSAHg+7GcjYnHn7E2eguVeZ20eMI0+XG8Fz099DB1dG/2KtcBW0B9i3j03YF24ItfOCafgoJuked8PW4RKydqeHDtCJTxcIl5OqKDZACgCU5005QpGErGbvogJ7aKM6GDzCN+Oqg3l4eCKUZ6zb8G2DIlseMBOzGUG8woM4KMVY4djuRhqGOwsDxXvcQ2zmdU0XminudUYXxB3mPQxL+sL3DW52xV23TvuUdH6cVSyox1Dpzw9aU+PGaDsxJ9XJdQ9rPj94aBz4esYZv5hF48jzJ/5sNJxiGOGmTfPc9Thg6FZ0KFPQhlZeRRVCvreuZJwV/ZbK1dnAsU8S0cJ9g8QxYPzP6Jof95UWOkIFEP9cxn0FgcgMWN/nQpaFw0GbDFA7S83hoHt1mjfVV3sp9ln5unVlzZMubvNjtgG3IAnmeHlJS0BksJh+kn9tzPc/XG3osE/kfDw8yJE8QILT7aEmks8nT8GzMTgp1H6fFW7Wt47pepoKXSXVbGYJVdODb16pzew7JIf3hMiClMV7rgreynDRdS+MAWUvTWLKJFkv8nBbr9kNjbEUdzQOzzYVJwUYG0LVcyYldDSAKtiuRytj5ywesNx+a5f80EvM85vbCMJsv9oF5HopI/2/yeN79v/nxlgC4xq6THf3ZCCDUiRyef/rRc6mb2Mfo3zvijU548VkWY2zmn1sv1lnlhUXfNoM0xfdefxum6wbg3xKRVyKaAPznRPR/APA/AvC/EpF/SET/GwD/LoB//89+mh/WMd6TfqMhQCuISWQnJkYiTPfeyjsG1N565Ym9Cx/74RorEMgCytqmCgBtMidK/bABQOhTAFqwTk+r6Z+ZlFlRbgJZmjoQB3mM3SAw0M5aneLrPGEiD6D04FYC9iy4XxqQBdP1AKeG66LWp1qVcf3lAtoY8ydNjtyIeDt9IYFcKLSm2puCrdMrIz+oJyNmdHxImVRoi9jJYVjw4KCE3cuprVF6wNY3MKwFT6KNQW/C/mZEBS5AA0KvFHmCY+8NJsRwab6GsHYPCEXQCAMWXTtNRJ+FNNEgAUNg5HvFpQ6O4X6He/HW33Q8TVykYZ8N/x3gWrGhNbO2Y1odGFGUKBqQS6aOa7lRKQRuNgykAPnhCan+e11wOvBdq8cZOfZM7LoceAxtU283cwftQIFXXMcz53+bfMZ0PUKfFTCZiyEIaUIolbGVfAJdvY3pqAlVCPdtxlES9j2j7QnbrNM4XavYX6VYdSGemQd6/Zo1yXJmBPX1OBBtoRieWUuWsBjAqnquCtSPrZFUBrDNQbjRFiU9f66XKSwdGHHj3Pw7SRkZMTDLAnUHIwYnNAL0eRM0Z/8w1KZNKkXhSYG3jxyFUEyuZbOWUdWoI5Q9AbtqH6atM6H8XqKC7MmrA7rDcANvwVXQdWDk+LMA9cQ/KAHoLBhpykixdasXoNy6biGz4JILllywJEsSWgKjJ8EaIOgEa6/81iYmN0BoqfXAUUjZkUSAM5lMQYVbt11sQ13GFt249mbuzNhnfp9UJOwW+/rYIEcyPd/QsvSAehiYM75C/9X3pX0/V/T2NVggAm+teQqQSf9DLEl3FrfIkOzGg+yBpDBiAjVVQn40Cyz1Iv0MAHxiUek9CLzK3LLu0VyVcQUADdwBO5cxsHULVmHWoTnqx21Q4J11GI8QJDfwRbWu3S40AzfkGAaYOOsC6IMkChASJNJBQ++SaDY0cNSa1SRFQBnRpu9B4jPgOhbfXBdNnqruMfV4jP5YQDcdFuYxkuv3eQAKqE1zwDVtCBA1ziqhF9lsaICfN9dNLBdCu9n7s02pNRmkYN5uNoTKQTE/uhHEYmDiQBM0sSJfGYLsUYfa7x8In+qDUxr3AVxCunZcCWkl5Pt4LvxMAG1RgyomFRRgNQ3r3Oj0vfHf/lZ7ZjzcI3A+j8LKvot7PwhsshvOwlGZjuHZG8NHdeZEWeO+Ly0WoOdrGr43JBnY10OvsS50Yv6GDxvvy3w2u5zI4Kdc2z3ATVvPciXV4LMkLqdm0j9ngBYE1ZlnGCu8X0u1IVV0kOrpBrA0MLtYn6vGZehseumfH75PADYQzge3eFHR2z49rzgXKYdz5XbOQIs2WXGrEIQY+55wT9qn3xJhPTK2Ywqg5XLZ8W7ZTsOGRFJ0jRApADUlwWVW23rUpNIHNlSpig0AY7UrfOj90wGAyYoNom2WWdEAqjo4p1nRJ2QGxOXZDMxwFtgscbPUCM0YchG3tm8cTF8il5hIgp6gqT0OeRsfSuW2zm0b6T04uNplwnw/Dv5NJOLPNuEE4vb4wLuD0M+xP2rrdMBkBfTSht8X0NFApQH2c2oCOFhlsmUiKtVTLlZYnwBY7JRsf+17xqPqjA5sDH4w8p1QMrAvZm+cYLMT8kaYP1EAQi1rDBPXVn242SB7YfYzrXqd9UInKZYgS2xjfNhjkfVXhD0J2pbwdZsj9vahcGuZ8FZm3I8JXx4K6BBpV+UP1xUTV7ybtpD4CoYn6fAtB3G56V5HSzhKwlFN69QKnAKo363KZqNCkTsIexD57dl09poDMrou3dc4wJbM98UgI4vj810s9ybwrHHinCpmLphINTCPmvDz/oJHnfBX9w9422eVEkkVPy53/Hp5xU/5De+SIkBNGD+XF3wpF1xSicGtRFp8amYDBAjA+XSk/D4t5ogO0TFvYglwKwCl8Ugm0WGScX7cltuaJR1sVS8NMgvIu2bGuRpWjPLhhiK6T9kvwvcpGfYtdj6Ga+GKsFf9MHZf6cCr2iBBsJk9VvHnnwCBkt94UwNCVfPbcgGyEKg1+1wJXxvMR7N9cEKcuJ9yo6CfpznICL4OZ2coXPR7Q+zDc651LgR5LBP+0/yxsH5nXgU6ZEn9VMtuw2yppceSADBxwy0fIRm5tQkbppAAea0Ltpbx6bhirRP2mlGE8XZ4wUAvbkkqT+nD8sAqfQLgpEvskpMaG3OPiRpOwyaFgHZt+swsFhYxcCY1wAbR5tyHS3o3YR2KjW2QH4q8/ImoqOcXvejvOdYYfw2xmeckBMspmCCbEQOlEzbYY+6KKLx7HqWgvuUmrgHuZywAV/usBpUOAX0D7KovpNgDca1D7vWnXn8WdBXta3i1/53sjwD4twD8D+3n/xGA/yn+DOiqCRu6k7aX6xDlTU7gmg8dqfN54nJdgDarxs9pWAMQwZrmJhaM08AS8kUrDmqdF0hsYIS3vjjL4rsAH/ph1SQNCrjeilG5YZUG0oFFQ6VA9aDE1tg/zB+eifav6RTcaqtfwlerVBAsYRs0Cj2Bio2c9fDImrR9q1IAUYBuXn8mgDkAsoCHAg7sxi1u3J0DukMRfSPBk9hzZUOSTdQejJ9rRPlQFTLgL4ZUOfPQqu80tHGMwZgn99+AYNS/u86aEPlk5Xoz4+LxZayBGUe7fgbZdVJ/1lbd4AK0DcFiSdGWCwVtLXn0wBgAihmAljTg8+8Rq5wFyE9+D3aNvo6W6Tsj7zQkgnogM64JQFHhiepQ8cpPv2ZnHozAoLM7lZkrFpTbBhiYWMdqg7JGBqrA3q+AyGYtDS7GD9vDrs3pwKyI6tLAJAp04BbFzxM3K5QAhbIOfzNGGtl3kxtSXx72Cep678oe1MDeA1oHpLzF3ZkZPEFZApas+eTMlKB60TYtuM7qADxY8ACyTUBZRuOM3p7t2891q55sUvy7t6SaA2rWWhiPwYeMWGCoNqZhuVjyQR0Q12/Qjc9ZUI1hVhcPdjs7zZnvJxtgYLcGVKRAiX9qAaZXTcbK1TQsjTEMUWfZDjcgfu9mj2YV2C9XQb0I5FLBl4pp0iA5UdNkgBsuoygsEFpkSyoojXG0hNoYS9b/v6eG1jTBRmPw1LqURiU0Yr1vEBprEDeCrSfQ1cADLwa6zAQA1AYcjcPuxHqNL/Mvyjx3raz+PL1n1f23JmH9M5xh5Pv5DAhTtx2wNXcWn4nDi7dxur30wMOeX/ye9N/322gTa4BZNbgOKQW7Rxadiu7T3COwTRrocBVwrQH2KODa4v7aZGuXOcDmKLqaFjssKGxfJ38cdvF6Hd7FkDb3cxZ8TWaLZrsxXzezG3RQB8OtzT+YDM0m+CagsgCzr8/ZDpIA7TCgrVEUgtMx+Jrh2fSHaj9qlrzawA2/Fx7BK9HPFuuWcBAfbtdbTzZ0TSnsuVfxAYqCUjEtV4ja7+qJIKu3aVnAQ1HSbStH+7Iuw/HOwMeL2YwzHtfXx1n/ds3ql6UH3W4axQrHVx2cGj7d148R0k2npE+gE7QFCvxZgZgEMVDLn4P4H0bI9XiC64U5Z28Dgz0YkrYR6Oxgv+HqBC2kQsE+3Y/29cGA8/9HMGY6w0mAVbXC6yLW5kbn6/cYZ1F7oBPuqRdr7Jy3bAmKdbEAiCSiJ4i67lW0wOvthdNUkBLHA/X4NYYAVfXPzpxxkDViNH9Ovjas1+HARUiCGYDq2n4aalCP2w/Gttq5L6xnxYZ2amHLzoUIkjML7TrGfccVwG6Fxy3jTtolkawt8zqrBv3EKu80ccWjTDiKPrw8dFgwCXKqIXNTG2PfssY0Jn2A1VvHh5zC9xKhS4mYrWpk5A2xYaN2FhyoaxkGIOsZrosXKfWBOkAT52WI55ppi0fLvvco2r50/5L21oEV32fhlDzBlNj/IWVjRUd/f+QByVm01GPz0TV66G0xP/lnw86gWFG0mf5iafAJ697loaxbhmS2e7TfN8ZZm1hj7xlGMFEAjOaGeSm4zgeWXOJYH1WBxr0k0/UUTKbjC1H5lfbIkJkhrEO72qIASAx29H35oN4J5PmlGFnCgTCCSqsQdKZA03vrg3tliM1s3Sph3SeIKMPN5eocSL3kgnR7nPLdrWSsyPj5cYufscWIiQQv047EDbPJf1Vj1E3Zpc50f2vHGcWcD/Iuk+hasUKD5anRFu+P3OP0hpj7MXY8EqDMb4Lm5uh+J/Yd9DPKkfC2zfhnbz/gD6kEmHzLOzI1/Pb2BbgB76cVCxf8Zv6Kj+mBifS9r/WCe5vxS7nh5/2GtWZkaqgmwwWY3JBQzET55iW+D+3mTvnxsM8nPe8uE+aSetzo5DM111AiQpuAar6wLQq4YtZClGubhlyggd8cIH8HI9ODhrgGsY7qlxRbiXwyzo/lR+avZfDtjhuAuhwTRp1Xv0frZhEhHf5ssV2rWgRJEGDXPc7FhpSSxo1thgGxaiv7Apkf9bRz7p3GDYhhV2On4bmYOtihwRaRbS/P187P2OyQgXtaHBakVQtnwh7IUOBPwkBa1f58WRf8PN3ApEOz9pZRhTDZF7nk3jUduKZD5dSgXaFVKLSJ/VWEsdWMvbmMiK7PXvX/nbBUK6MkxYJks6Qui8Yydia9YCJj8XrI1aUxSkHIFHT2NwBuILAWa1zaywBeYQ7VkdbULtTW/YpdeMQg7gfAnUwphOhadhDWsZ14TrbdRiKU2lwJQlD4sTEOt//WeLDH9Lq3O2lqJFQQAd+YAMG/8PW30nQlogSVEPivAvhfA/hHAD6JiJvGfwrgX/0Tv/vvAfj3AGB692M4jtPmtmp82psGm0YBbjNrMG4VSTcADp7V61BJJOhwhN0SOaihFu7GJRakQTdBYZvI6heizrc1GHhD0S4b4OrzivmBNdCCLhXL9cBlPqwdSUGjKWnbwpJK6Fl6JdEP2iE6AfPLfsHrvuBvPr/TrzDmZil6WNrdIldrqaQhiCPuQJsDZM66zXfWqvpgXCQLcNBZB47MyLN0lusYGA2O7tTC52Cqr99oqEhBF7mcnSx2DYrrotftlWD2SYYWYAWTyo23ACMrOkSZfWgG+iH14M4ZvG221oxLBZKAfZCJA9ceNBxWHTQheZ9o2CwyFAaqaCLjlddkAwW0GiehwegG34HVlin2TiRdEdSO62aOyxnX9qCbgQ68u+GgWAdfbwhi8rWuB0WVX5mJPvhHvnFC6F+lj3YEPAx01cBLzxIaVM+sEcjYLdF6OWtwUVtGNWd55HQCXc9/29FKDZxaBLd6VjUJTCxYJh3I9QbgWBNIVAuNGr7Z57EHZ72uNtv92YCtUTuTGqKFzYMMHV4lqP4cJzGwg8CTWKXWz4VWOkMfVGDgCMHbAtmCoF40oA66xIMAfJALCL0yF9p7fWBLnMlqE3ilO8XLVDDnEkuxW7uJpc5gbmhTg8yEtiRlZq0YAj+994jXhYZNBSCJgTrq7agCy+eqLBz2SMfWgPr6jgCOamVrgU0DSqBdG+hSMc0Fl6kgk0oJzEn/e0nlFIA4K6O0hAbCWqZop9stmd5LxnEolTNlO0tZp3Y2yVqYaqxtX7OA0/AMGcrQwrBPA8zoS+OHTxL1Igr1++1AngejFggkH5RlS+uZsj3rEaRKRw8eHGT1BDikZEMDzwNHkxDZddhFB4wJIzD7TdDgtoT6d1EjoFTdn6UpkG73yruB/KIM2Db161OmQ40EGoAylUqDLAktK+DaFmPPjmA/ezIr+udg5K8pbE34PCCSu+mrBfUmcVBemrI7LvY5kyYrcqhOFWUGKiHfqbd8Ds8Ng96Ut/6e2MvOJvaCiwDVOyOq+cAx0As0BP3AVVLb/pYMkHe7dL4WDzgbAcgIH6RBqYT8TcsaLzm7SpMnvc6QRLq2Dlba94OgeufQOMHbo71g50xasg4WzYYtObLOAAdZIy7wabOZrIVa/9TFQdXe2eQvf64KtqMz4Hxv+trlYR0rxeCGdDcbb8VUZ8B8kwSbXhuJ/rt3sPRBmRplR6HC9sJ4ZvysjXEHu+2zfel+aExm49mERFH3SyRANna5gzrdb8DiA0Thx/Vo3aaMwyo8gedgJkMLSB57kF2jaKdKIgGM7brkCqCGpimgQMy9JLTCwaChvRdAufb77AXgvkZKqNR1DTDKOtQw2iI/JkWTt7LrTYVurA/Raj0283Z9BbfQkzQrStsqI1WgrAkHFLQhFnx498DLvOOH5YF304YifCrkJdZhfi51BABTajisjbMUvcYonlRCfk392nBeC889kBT8gyXuWkDVcwXApJXJFY5ArEBEmzUeaYvtURIkiw1HUNP1WOvUf8iFwNU0X/1nhxJg0qr7rk0cZyQ6IYi0zdR0V09FgqR+rWUdXAaLPX0oyTPA8exzAiy22IPgNlCCKJAfBagqIyCmvx2/nwgysV5jbf07yOKmeYg1jKWXTK/3w2XFx/mBSyqnFnsHPPaWsZYJjzLh83bBfZ9w5wtaIZSFgaTa4OouDWAy9lflZExX3a8+qNWf0XNxIOJUIqTsdpeGQpCtYyXs26Sdj/sUcyCu84H384ZrOvBxfujgZQNoPq8XbEfG23152iRarL9cNL7+cNEZI4CCsnNSqa9RQ3LMAzy+CSIQtHHepUbYZiu4D404YABcozvU8zqv9di+iQGj9uu+945D7/9v5CW0qBM3/P2Pn/FhWvGv3/6Ij/mBH/MbLqTT4RO0vdvbuD+XKz4fV/y8vQCAFmGkITWGeN4DdPbgc7zkuZTbdydXPc0c0A5BXR8AyjJvBDmGzxQYC1vJCG0WlKtAFlFAf2rgqSHlqhrClSA7I736PoP5ERqKWcYwjJgFkf9J8mYgivMCwWmQXoOdd5/DIron4wE1qNyBabv6MG7t1tF7tggRQgI01U3VbhdCZyz2vN9lAXWYlvQ8179bNC4QIi2GV5Nl8dyiIYhdnvP6WXvOuTX+MP8IOkty+zP1wo91Y6dN7G8lE9SFT/bN7Vna1Dbd1xmf5wuaEOZU8XVfgiAyccWHecVL2vGS7eymBy584MZbDMYDgHtb8LVe8Lle8YftXQykzqSFw61qYuJyOK0xVp5QC+Mo7EsIAsEZyipHZL7AQfNxezcChaaerQdhkNwwAoX9v5OAKgEi6h+pAjXApvOxGOMbGAbleTsJKTPbi4ReKHe/WPo2HMmS2WUrqoBrQ80JrhN+eu7xP8OztlkUw1st74ER6eh0XP7c628FuopIBfDfIKIfAPwnAP7rf5vfs9/9DwD8BwDw8ut/IGkXbWG1DT8e9rIwaDofBneSz0xFre4OzAhoAOL0YyfesADeehSOfjwM9oQd2HGHwYdVip8YXidwimCizvr5vBPKmrCnvqxsmlgAAmi95b1XMNCwcEEFh67Oj/Mdjzrhp+td27CpoYhqXW4l4+u6dE1DIazrhFYY+0sKR6dfLuGQAaBAK+dilV1ft3Rn1QQ1Ayp5ANkuQ9QcxhUno+eBXXQk0bBunhyY0/SpgWSfYaSBU0DOBZ01NlFnliYPvPoD8GvuWlawAQUalLIlOf68xr99XZpTCGX4uTGMOjNY90Qkj9IZB3FNFpQqW1uikvLN98LWwoMtB23s3+siaIu1LhnI4Mxpv84mPYA/sbjt7Dwnlt8DV+Nahoqln4+oPvn1ewBkw2Y8EG7NigDeqiBqbAMkB6J6FS+hLuw9/lgQgzG0oobO+moAZW1tqFMJ5xKV+0jKEAm2kF7v+JZvXk+JXbSsGnO9XPxvK8hMQG+vR4CFbepr70mzt3P7bbLpAo2gCQSRAMc9CE6/5888rPrTM4n19Z81QrPyW2vAQwhbSTFMD1AHmbmhQsHtqOoNwHPc3zhx2l9PCZMGbt+usBcZTgx0+x7fn6eKO9CBFQKUSaIgcRFGamxBG4WG62RVYYeRU1LdX84qXbFb4HEY2KwXYAEBxKpzCLvWJm/t1iDRz7zfc8sacAbwki0QNDkBZ+mcnp3/p8embVxjKyr60vraxA+8xUp1t5z50ukuto4DkNlb2fV9TQwsDRarg/nUC0Ixsf2bx6g/d9Yu+V63PTZzZzTZ1Ll4pg6yEYy5Jgb+PhkiS5jjlgaWVARhwxmgWROOMjCJ9PlZgLQzZGhvj/YlA6CokK5ro/HxxIDNYkPAyAZBaAu/sXgOTRzQtKvDi12RQA4+x5+FHvjvrK2/X6z7pAHpoUWrtFL4GvTljtZo/460Du10x9BOV/t5ZrhdlNMziQ4MY8vkKdqM4hJbTahtQqOG8mJscPvseiUDQHTv1GH4lTJn1clFd0uz7pF9KErB/H/YGTnbALKfxT6wfXr0PSP+7AnBgtECrEDIioDmG6ZmAyhnj1MIrUqA7CNbIhh37M+xn18+gPzoILGzznubtz23UTPenvnYnaIDigbbKA569cdQF0JLhONG0Q1w6vIy3/cMVvr1eLuzJs6AbAa8+h4xm9Oy/b0ztk115nwAa2I/a4wGUTmgqu2EYoX9k7O1/32WFfBihMdO7hNptHnoaxGFqqaf1QiQZMbI9SF9hkLpz/AZvI/PrBYXMiA30QJ2FqSpYV4O5NTwbtlxm3awxd5r0aFKmwWszmZ1zTwBlPVXWId7Gqnjm++Xwba73TY7TC1BkpJNXG5Lr5f6/fvZq10nWFmSwz6QYQ28uO7yAAtbAY8QWuJeNCJEx4kbiLq4jaco4qWG3iHlzCGPRTAUABkmK0Jd/sYLkb5H/Ntiv1AH2ESvPe36HWlvp/fXiUEZkNy1XeOzACXvjA/AimLf3WuNULaEr3xBayqB9W7e8G7aMHPFNR1a9LW5Ag7CXmrBYWdEEkOKLi2TdzYa6NqSLvlgt30N5Gkt4KZu8Hnf+ADSZzxqcRM3zLMydW/Tgdu0h2Zp5oqJWhShj5bwdplRhPF6LCHPVETvXYBTjlkGwJANdCRoHEnGbqPcgftgHQMB3LhcGpnW8wjMAohp8crQpm5DksVk5j8giA4isf+uF/3D2eagzKrF+mFZcUkH/v7tE96lDT/lNyyseXcD41N9QRPC746P+FIuOES1XjM1/DA/othSG+PN/m6tzwnwDlZphAovZIteZ9EbCAmCPxFXxc8jjuv7M/I7HpjshjfQoSBrgzIZydc6q84rld7V6j6RBDoAywBTJza5aQ/8xHEVv/Tm4Xj3ge43qBLk0s6kHM+RhJRBebpHY+Aeuhdc2qlNGqvuopJS6VB7VC+mu7xYp0QCQp4hNo9ph4++O+l1x/VGPDRIKPjZ8njIuqO1QEdBkApZIemfByK0piSMNqtP1zkE2rkmTQG2ZjHGyIgsR8bruuCSNZd9P2/GSFc785I3LFzwLunfE5cAWys49unnesUvxw2fjhv+ZjOSHvqcFJXt41MHRq0Kgo4SA05E1K9QgLF53JJhcldqmJLli9NUY9+N+bjbklqV1Nis6BRxCVmcl6zzJ/YSdULmED94GuOxDJH6PDGf4tquIWcxHK+wmwkmlZa0gDjkKyohpyQAejqLITVIHc/QQk/HLzz+VIkpsjkJ3+bC/vpbga7+EpFPRPSfAfhvA/iBiLKxXf8+gH/25z9Akf78kGBtIS64O+aemOvm14l1pMxWq/a0jIH1QGfH7w/LGaqAJtGjw/Ovtw2iNGi9nt4C0Q9vACGePNhnOBjIlYBdwCujYcLBsCnIHO3QADCngh+mB67pwE/5DUwNl6fpUdUuLg3b55CEn8sLtpbxh/2dTlYtM/aW8GW7aAW26MTMdZ/iYEnTdgM0ipaVfCmY5mL3DuxXHaRzcgAAMAn4UlQX5uDOfgEiwfTpzzDHE8GTM2AHpFGga6fMQf1b2YIDi86qBnXWz2qLb2YN4CKxGD8UllQTIvklq/afhhfQ6XIi2T29BD35XbmzJCqdpixC9OfuMEZDD2vb762/dAKtgoViDtXbZuOyJkAuTfU5L8epwuIaqWJ6qZJs3c1geGKZHx3ME0LXAhuWWYbAOz6fvj1Hp8SXBfNyRFVr3xNanXTNfK1NQF4GcPIZ8TxN+hRYYKqAaz28ZVCdAh3qpGUW1KlBbghNGTf2igCTsjv8jCYMOqQ9cIj343ye3XB6K0vL2sqjrPrWBcbHl7VQNx/OJgp0KhNFjbpEwtj3jxdseAAbx0TD9yKAaIH39rgA8f0Z8dNaC06BYTXtrZR1wNaUK+aswHlOBaWyBo4WmHhi52CiJ8tPHS39Gj2geU5krC3IbeT4OxGwecugsVgC3GeETWnV9H4bo7ExeUnQhDGx6ncB6IxXCGZugLXteMJwlHRKHshKojEgwRkJk+6dyjizBE7BmQRg4EFxs8/jMuyv86Mc9p1032dtweO6dLmB7h8DsPVnj3MAPD6f0xl2wDUbQ1YAWOCpbXs0JMZD4OHPSqB2Qrr0gXYfaIRehqq+Ms205TOtzUBWNqDTQNdBbw8AkNn2OMFbEse26LHYpC22DXkuNkncmEis0hGlMY4jYXtdIAehGN2tzVZscADDpQO8zXWyM7R4q56t/550orQkK6ZZEtMQoGDY8SwGxArcaHcwYQzue0ICiAJGlbT4aezc0c85YBzTymf0pMhznKIgDO9iAHFPLFgkip0+YNTjJfetaanIU8HLdcOUGq7GZlxLxmOf8LUQJCUUY/YG+EkKouW72t3oNllE2S5uWx0o9fUX7mvItv6zKPOFAWT1f2QDnVyrtxVWnVmP0Sp1u+OMb7NZ7VbVhlya+oGdLdljJFAwhCVDfceGkErwVrJgJfrjAuCSNWkX5HuL81Eu3d41E+GiBmB4ViA9++zarlAbM9090fNzpJ/pZ6BclZ1YXvSzvTBLFQFEjHqfzvaQZESFSRnN1IBWSGcJrm7vu/RIy9oNxYlQ7xmyEI5ZdQ1ni2F9yJq31/oQK9/HwbwlPQZ86N50ANuBYdeRfy7I+esMuEqACABQ87CfHGBsiKFdUShzW2bJmBe6/PmWq323Aa4fbitu04GXaQ+/Umy45+sxBxBVbEp9cxZPJS1O7Ay6576P/Ub6ZYQWtIOjztppu+5hl9nQHKfH2cECNGCKdx3SV14IQ/2i++PS19hzoXLVixJSoMWfPazTpvsQs73WYeHMWO1As30/TG+uM4cthJACbLnb78jvLO70joARaO3FP732vGlCnFYxhpKBw9YlVi8J3gmkcgMV4/Amqk2/YyxAAqeY10EmEkDWhONgfK3KliwvuhjvJmWbMTXTYFT9xAZt5T8a456bxrCWC7EN42KTIaglRYwmpMxPDJd08nFNC/be4XqKPayI7fu9TTqQCVmQkuA6H/j17Q0/zA/85vIVCxd8TA8k6vqsnlf6/09U0YRjaM/v9g941An/9O2HYLOKnKX4CAYsE0xmpJnwoHbhhcSYXTNZdwoNMR0OVla8f6ABeK0AXlPx+KqTGjQOaRPZ+ogNX1Wgcc4Vcy54v2x4yTv+ax9+h5/yG36dv+ISlS6EdubnesVrveD/ff8Vfv94rwxDI0W95A27DSF7PRZlsVuMIUIxv8LbttumSSh5y7XL1A15sy78EKv7YbTYpoOu/Rdk0udcL+ojAyArWjyqLGiL7ijmBpk1FpXCqFltsg9JcsC2zmpH8pthJ8N5iL9Hf1QtUfNczuN+A4glAzI3kMVPLnOG4riB2sOQOHAS09FzaM25KDpe+aviPOVq/7ZobAGXYfHiKhB+0O17YDPSrzfILUAnPpgZOvkJGvZd7kS/yBWlfyc1rxs4qYGtaNqAQoEDtMyg1HO3uiY8eMZ62ZTZOq3Bap1IB7pNXLFQwYX9ZyX27taUmf3LccPf7O/wab/hj4+basVOfZ69a4t7fl1tD8vgH8nAV2eOO/BJh5WsTGaAGLrfs8q7LVPBbAOuB/MV4O5jn1Br6jqyAxajxW5RINTi0vDbo02kIdS0GNtzH8+NuPSOPhmPmvTPCvm6bO8dc8+jg8B9f/ROwugKcbBixBF0kfV6rIOjXNALi995/VnQlYj+AsBhgOsVwH8PwP8CwH8G4L8P4B8C+HcA/Kd/7rMAC55aBxHC8VqCS8MhGUEyda4+lIoQ2kGGNnUgwoIUEPrUewQQEwH61JAuFZdZDfHOCUC24tQACvvB9GtCv75w1qLgRPOWOhbULeFxXGL4xevlgs+XA5+vF7weC95NG36eXjBxRSbV3klQUX4/dLe0IUGw8IEJwMd8x9GyaRcyPh03POqEzSrwU2qo5ENFOIYMeKvLM+iylYRSEii1SKB7G7tW8TgJhJsa8coQ05mLZGoY5kAVwAE4a+fENHgKLpxx5FMN47UP/y66eUMz0aocJ/06e66SoBo3xlQSb8ckbTmImIvMQUyi8gw+OMRfQvHMyqKZKe2WFK/q6PK9V+f0d+wAwypdMyApReVDjA0dCXgb7iujSyKEs9A9LJVQTLsspsk7E8gAY8mKU0QNw8BXbxWMoI16cgPqAGCsq5+PcSkGwMPF0GFJsBcSRIBjaTqVUjTQCr2miBrt/icLvpxlaKC/C3E7w1V/177PWkZkIn1WU7Ppsi0GfWglLWnik4e958/a9pO2Oug/PAcVrs/pz/Obl93DqYoLQIgV5A8wz5ke1vHQtBI3Vu0C2LY2G5rMEXhrhF17nXvSEtMRgbBNAfZ4IORXwACnipSU2eqtH5lbsJacgeFTqTlp8F5nXQDeLQCs4zOU3o4tem8eULqQfl0IIML6kxZxjhuUJcPn/eQ6SH0hJQK507Kz2SEvxdurnbwrVMPMgpKRzQFoh8ElFXy8rjgaY59s+m5j1MqaEAGgLMpOTmoDSFhBbhs4E0xev8YEBZoMZAipmbFgYa8eVEhn3fnZBEx3ynzi8HvjABzC4M/8cwtA0jSgY90bYQNwDkKoWfFy4dPnKwAnCNDK9lswjqAfNMq5jADsuE91bfRMOLMbTWIAnzBBpmSJcP/ZWFnqAveiOsWErvlpQNyojR4TxVliUMwxVTSyYiEQredimpqdRUQReJK39tWk+zxpAoEkKAK02QApAzTibAjADJWj8fUbC2oJwEQ4XqDi+17ACDY3zBYrI7lecA4YfRhAdrshZsOHBKboeVJ5nkHzbzCnIPM7AU6iBzGkAMGcKybT8dtbH9jAkwGfaXQK3WC2BJXdMFuh/kI64DjoyCsIY7/r8ZUVSzEZ2Mpd8z4A1z1FIissqFexezN7ONopA27hyW9DsJadOcXQn3ti5rMCPMF3JiEN1+gFIrYCgjP3WmYcN0K5mlyD7bMOumrskHb97zHJiCTHC7HkwHiXAYjisutjG6tIyPxLZCc9XlWNV5Xhqot0rbuiLOPTPiV9fkEwgF33YD/qULyqogMaa1VGefcDw552m8LnJKQlmG/HSa7LwcHYXnZ9vv4BsDHhm64KP88el/rnW1uiD+DR9T/baQUiCMeRcN/mKDYQ8A2Dp5qG5VETjiPpgKxhSAmM3aryK35tHCBoT9yf4mNBtFSDVDsag/6tsErdSAawDff0VEiPP6znW/05xd6KadvNbLGdlxPYP8QT/gw6q5rMjpDF4lawm7uf8rgyioWDXxoLDR63+3MYARDdw2YrM76Zv+FFAl03A1cdBPb46DvD33QOg2jcNeSikgRYGtKlYFlUHo5IcD9m3I8Zv8d73aMksRdKY2xHDq3XdjCwM2RnbPuQTzVSgNEk3k46174etm5ptU6A46ngaOeZCpCsaEGicnpt10JKazao1gg5n48rMjU8UqfEM8mQX+6YqEYn5sIKLP80vWGzbk3XiSwt4VGmGHrLQidtV0fzpDHYQGAZ9reIyoIxN/XLJH3YDnDOJ5PKPgTY7L6BoPHAIJniBAnVixZclwMfLht+dXnDS9pxY2Wr39uCVSa81gvWNuFv9vd41EkZzMZk/u3tC17SjmvqoNVbW/D1WLDVjGIDjFySMKVenD3JLJDGrWM3qd7jED9Sv+ewF56z+prZ81eGq5w7VGXodjHpH/0x4zQkSeh8De5zzFY+5w5xfeP77FoEpiubur7s8d70ZS8GuKbuu8nOijg7ObqKGBVmw6DsZwhimKYY05kP93UmP7RoTHHSbrd1ldSLkOTsTV/2DNDcAc+QKfHnhWENzDfoHKE+9wBAkLq8qAVSQE5tsJj/JI133a6w2scgn1hM6AOPAejgrGPB3hI+k7Lo15rRhKMwcsuHdUfv0SE9sUpW/jA9MFEbyCeEe5nxui/YSg6gtZqcAMHuY1bEWA5WdnTucRIAyNK0mHMpYG6Y56qyI5MWYS9ZZd78tZv0Tou4vGFy00Nqw8XiBUnqw8k03BuTDoGjIWZmCYZ2s5jC2cyRNxnzu1aPhR1QNSb6YGc7LmL/5jmH+bPITYdirTJhLbYhK4ZOFPvk5OPs99PRz833Xn8bputvAfxHpuvKAP5jEfnfE9H/HcA/JKL/GYD/M4D/8M99kDt7PWwDw84dynNl+qlFkwpisIjr2vDRgS1nAPg0BMJQVa9Q+rCBrumqzvX9Rcemvu26Owp7kKEPxRmZcSiLXmLy1m27J2XFNdVZSaKi+Rsjb1rJLtcJj5cJ623B2/sZy6QggE+dc8HyORV8nNYw/Bc+cINWQ97TAwDwa/mKQxJ+nz/gtSz4tF+D/VW5KXONBOXQqdyXy4FlOvB+2UOjqIHweb3gIbbZDdBiq2IwS+TBCn66LkeKIMJ/x98jBwOrRtdjVcgBv3iu5kSFRu03PxR24I1p5lIHPijDAVouemB1L9jnmZHguWqCVnqkHwmGJVxt1snXzIJpLifneZomDdg6Eo4vE3hlpJV6wCsevPV9XLIfUvvu3IMEkDFTjWHUZukMXQv+nHmDRhAbxpJW/bA2QR3PpCiMWKupPBBGJBIpJtNHRk9CEsG9DQuCQZcOdO0rD/TH4NueGeWGORckVqH+xILjmlGyDWobWod6wmD3d0E4ZGemiQDNdNBCdBvQvWfJtzttb+XJkzqbOddozyASvFZCm5K2P1UN2LvxhjHZ9Zy4hqrLYHgFLAD0pz0QhYi5qo6ZJ2OZtaLs/01apfd9zAVgIcCYC2MluSUKwJ8LWRudMjpaJp0kPeQNI/vKk2rXIfS9BRJw0sFTc67IyZ6XOcHMDVvJCj7aFFoiLcjUmdFurGBjODk7h7Y309z6HvYK5pCYlasl+osG1CHXkPpe8nvpE9XHxBonH0AmAJ+G89mZrl1UfqKCa9r1Z2DVdbVnOHNFpobMOoW2SMJeEz6tV+wlYdsmBfGm7il1X04aG5PuGwcdg11mgIqz+7hZkji0osS9maaQD2wL32f2MVhAAZzY/TrL2YC0mHbu+eWmjCO25Fe1sUk9uz3DAF5FP69c+RyMWNUmkhgfsJWGexBfg54we6BSl2E/m+4lH5pAJk+EQ/eUIEuyPXa2k7H23NmLZNVNH3pCi50/qI1IrANsFhtqUxqDCdjnjMpAdX1Z00lMPnXVddJ31fGVRzJ9Vt/PAjCBJy0wtalBGlAfGW1n5Fe24VHWimVBt+sDihWZGgDOQM0KuFZnqXrSMORhknX/HD5IxzRM+7rYfZcuRcCHa+RpF1Hahv3h9tv+38EPkq7rONp4ZsFiU50nW883aFv5PBfVvMzplKDE5mJdg3ieLKDkmTRBdigw50MVrdjKm4KRYiBpuhZcr3sU5EpJqCWhHQnYOJJIyaIDS4cETxenD3cohw+MyN0vOfhkxSWqFGfOGcW+ftMbgY39GiwQUbvl6yxZmd7HjXB8IBzvLUFeJJaoNS1G8UFoaz9HzvbU+JFOTFdvl5u/IjofSJTRVK+imsSTwARHEHh3PGtCg6BcgP1D0zjBJ60fZKCO+UhjjYLO3QzeUjgCj7VpR1Wtg2Zp8Yv2DJ363oM+q4bORnUwoVhCFm2fgg5U6uFXMN9tYrW9P+hAngEFCrtWjUnj9pcPHUSXV32W9TIM+iNACqEeCSsZU8c6iby4s0wFy6RdIc6mH4G2MGJO8HC9fen2ng9fZ3z3+t03CGnMUP08eeI56S/q8FSJrqaIsYc/LYlqllqRB0Jh010rOGrHNMYrcgJJvQPCO88SAVKhAworUG42lMq0gj0WjuWYKCTYhNEZ/LYm0QXjz9jXcHj+dSIoEA1jkWmMRDHormnnRnRJ2N42dpP6Tol8kqogtX6mvUthftnx4WXFkguWXLCWjLd9wn1dsK/5FJ8CFqNaLOSMPn64lEnqfkS6Lne+WzeU+3vPZ4wE4TNE/Py4bwX071QB3nrOkWwf10OB/2LSCLqMah2YWmi5zlxwSUU7Lec33NJu7faCm1Gu3/OKQzJ+Pb3ikIRfjhsebcZfP95H55DnSCUpq43INE65nuyx2+FaGZwqcm6oVXQAlZFHus2C5jYOWLY+DE6yrjMVAE068GGkEcn6ux+vK35z+4p/cP0Ft7TjllQD895mHJLw/11/xOfjiv/P55/wui74+z98wm9vX/Cb5Wt0nk5UdaBWnbG1hM/7FY9jigG/IoRkcbUzX93+6L6QmHvhP3f5FR+GF4GZoHd/uHSI2+KkIGW9SNegZ8TnUtZ8TJp1gDjY6nZFLEZ9LlbYOtIgg/QMEp060UjPoCTgeFGQW9mnguNjBZYGXqqRvfSZu0yL+w4vUpUkaKxVt2o5GuBxiNq2VjRm4mIx09V86qV24svpghU8bNemPnVjk4/Sz3a/HnHODnBV/8hDN7TH3eNw2lFe0otUHsuP9tTnL4z61UC3b23Ypy0BKTdMucbafG4XAOZ7hPDlccG+Z5s1QYHh/HBd8eNyx8dpxU/zmzLZ5wfaTKFH/Pv1Pd6OBV/WBbWqr/IOUmJBmkxvejHpE5eeyFq8aocSZnjRs7yYtvPLsmPJBe+nDXMqmLmCqWFvGU0IX/YLNuh/w5iwOelZKaVZV0jvCJHC0MFrCKC6mWyaytJIdJfGkFeLfdlsZLNCsWN8OpMDgIGl+mzMJwHhJ9mKxC59B/s3H54aPsz8TYDBRCjGfG1BZutxtHcpPnftjK8/C7qKyP8VwH/zOz//fwH4b/253z/9DqkTrjMNm1UCvKqm590dvt5Ic9DK/t83siYyUJbpMKiIK3Qap1doLTketQWZW4iN//+I+3teybatTRB6xphzrRWxd2aec9+P6qquAlEuPwAHB2FCCwsLhDCQ2kVCCNQeBhhYgEWrJQy8krD4B/0DaGFiIBVqdX1Qb/W95+TJ3Dsi1ppzDozxMceKnee+VSr0dkh5Ms/eESvWmnPM8fmMZyjZtjnrRQPQ4TwWqa0nHEPxwCI9WzWn9tpRl46+Kd/K4bDqRbkwucyD9uv7NZBnQxDtwEvRgTE/X25YueGl7ti440u9RaWyg/HrccVb2/DL/Yr7vuDttuq01F2Tre40F0tQuSG8tQXHYHx7v2C/V4x7VZROI/TKGMvQ4NRQcvlFrHw+rvjCCRnQJCFDOReXJHhCJyH0AB6kAi7iynfuYSQsOa2zJzkYRsid2glcwJCuUyQqTCTQJK0bE+MhG1Bn4ZR0fUJRDEswRRWSzvcVCA2ke0+X+JBUoPQetx8dOgTN16IOgE0RAuiv5hRXTbayt+m8VxDYEJ6I5EogHczxPFXNBafpoJH0WRKqrs8kH2DGpw5wncgyQOV2iBp7n1oaSN1Tol1OawIg2rtB1rrsZ8s4XEFWGfVKqaGndnN82tAb9CDQv3MUAI6gdgfFnAxtt5t8Z+EXFdU7cY3VK6yWIDAOSa5n1GUWFUqyEShmT8zLdKYz4mOuj8uO3wN9QDWeAjUXdf+3OSOOAgSgnKedQVSA0g1cJErWLoSFB47R8TgqgIrDz7Y/iyUGqNqeMkJ/CXQSpXhC2xAdftY87j4hikzuKdaIEB0LfiaGo/YI4yCMUjCKIvvbYBRmdfxFsHI7cRcBOKFcnffVebncOTh6CcSGCMVSDgtc9H8IfOfZlkVTfj3hFUkEAWSQtW7TRBKZ35dbfqOtkXDyG6d/rjZgxNA0TJ0HPxOi90yYqFUPti3IDZ3jD+dOAwzRhvyiicrP+zVVKQL5YPvjydrgLpLprMQQxELoK2vSaEhUTJ1G6PlF5nyl20qFMrXzjnqutUMEuO0LxlhjAE61gRLDkiYolnBwhGTVb3aUihP9N2+JTC2B0ovaw9QaiSoQDC2IUJKB0PtnPXfa8+QvnF6+91Z8DPSFv99lSiYKijp08nUuxKR9I5senvWHt/P72Va0pjqxfS/YSfBtWRXJwOovvK67BdUaSDderYOITvpIyOyXJZ1RZbZZQj5utyRbWqDvr5rgC6oZtwlQOygXPwMqB3VRBc4sp0uPnjsmAKzD/ABDVxhdkA9xGvLkR/h1CrRlFhQ8hgAwjIeum81oG6FfbeKzP14kIAFCoidBsgXDEm35TJlt8EEf80xN+flQDzS57tuUR48wxmZUD0V0HQ4CBk/fSPw8wlop6XyjUPvKzLM7onNwhmsWTGbALwikER8KOOA9UUBg2kFPEkcnmvOyuTxZIKWJNQ2ieMdM0oWfpf6DJ7IBC8BAc0uTv57BHwgdTvFsOdnqAIQuhMdR1XY0646IZ6ZItPrz51ghTw735PGH+xAEz28pGtDxASsy2nqN+XzTnkgUIsKeJP/T/cyMZHV5oqRrHfTiBWf3A+Nz5luqzkAUfJ02YAae7gOcz6Tf8yzQUiTMRk3+ht2/mE8adPMGEqCn5xyFgK3oeWmadPHkqsZoFH5SFE2NpslBOyQAzHZclwOf1gde6o62FIwr4e264t5qtM36y2O2vdWYqzFKmX5ZPDdhGBp8bCbfKXmm66vy253KzCknnLPVBUYIhRFD6oJ6jUS5aB8Lvloc+QtfT746YEOhrAD/z/hnEOlgrJUV7LOVhs/1Hki6LkqPp3HoAe6Cd1lxCOPRC5rx5LtOEKEYr0MeI9iApy5aQJPGExXuhZ4cMw3MIYhOSxLDPvUtzrEpBBtm43tiiWeD0L93Tbb+aX/BPqoOkZWC66LDrL+sd1yLHrxDjLschK/tim/HBb/t16C2cruktokhssyfGbd1xC/mQ4bcm511ewCQJmGzXfCEqNtXk/GM+KVFk68+48MT/+H/OyDCutBE2BJOFHFmrFmXmaQac23DJtt59p+pnCJoS0BQXtkiikRnTbDVoglYH7bWO08qGqcbSN0HGLCYgE7nJjhVF0WxYh0nblFf2xFBBwAmo4pS9KMWrKbujf0gKAVhiotpSMQROf7xeQrxndm/y8lpMeBB8sX6ypO2ayDySL0rKv1+VHTL93j36EKCcXmgLS3c4df1wLUe+Gm74Q/rO77UO36qNyzUsfGBhw2BG0LY7Qu9cD4Go2NEt1nkdHgAg6NY6gAgp40pVYsk1/XAWhtel90Gwuu9MqkuuZZDY80VEWfloZP3VvEgCds5EqjJC4qx1rHGJtPZZ6b5x32ATJcVn2crEhaJBLvTD4Qrmm1Nnr2zCkZhk80zwAWY9jQ+S5k25ywbv/f6t+J0/Xd9CRsSynmUvIVqV0PYrla1s0Sq1Cm8mp2eDgvEK0CWDa9Dg5PGwJ3ADx3u0Tf9jKTKhBTBUjXhupWmgloKDtayuiwDHTwDmw7UOyYigzDRQP7/myIvXj/f8enywMIjjJ2jskQI78eC277gOApuhzHgk2jAf/eeHAAM/LOXpi0Zhlz7+fWGtXS8LjuYBHsvePSKP/32iuNeQX9cUXadxioEHH/RgZeGWjpelkPvA4S3fcHtseL+dQN/ryhNjZwPCpJtoF8bqNAZRQJ9Vm2dMAn34MscbWEAi6BjOsEEUaSmC7A7TqRVJ61kUlTosTxJbihFrcpIsRheYMOWspCpI+TtHYqOVeMSiZLD0EkHQ4agIRkvoTCecUmrImb6C0Xm2PPdFSnqlAFxAJPczyCMQmnMoN1QuwxLFpK2H6wdnz/dgmNPFZ0moG7HgsdR8XW8mBFVZeby6i18Y3UHWb9elZDJdbSoUKBxhyMhDqDc5kOMBWCbJL+UftItjnp06H8Mr8pv8vWlGeAAmDD/nHlrU648gCNDEYIVvTY2RlsnV41W8yjakHoqwmiQYe2dhqzyYDc/Xw5Q2otxuX7qmmy9qCPBJbXXA6DGU1Q8+VIBGcrlFQFWVz5NDVTS2rgsWfCrxX/9ZUyYtoSAIwsF0ylQ1JquOVUBZz5Km7aKpmu+sP7uWhpWbmhDk4/fy4bf7sC9LPosfm0LzsYCbc9eBhZviekC6lqgAWxCMYzoH4rsEJf9JH+5gqyctrqYUUU2GS4PlenOQK9GAyAUKA4mwU7FqANYEbzjozkbQrhbW9ytLdoeOnTPnFqBeICkYLyVcPapq/zzoTI1CdXdbiEqqYECt/9nL+7Y/gYSfsy99CQqpbV2eRiFQBaIusPtCHXpqXWJgHFBIIwAGIn709mDyRZbS2gucMXAKsz2dU7fjXmfXlwqRhsglrSCJa69Vag89Hn7SqBKoPceeRlHIHnRNYJhgaLyZfrPgbSqNkRhm+T9tQwcreB+WzBuFfWXil4F+6d+6sCgKmofdgvwrBNlMS6q14tGtz7Z9e22KrLSuhrEJuXKtSvKdu2gDRjrQHvRbha+e3BFU9dHm4j5H0/OWrzcJlp1/5Tct8nsPuDphJZKvMGeTHa0cfEWq0Tf9OElKXl72PT2QfhGgn1reFkObKXh5+0b2mB8XzZ8rRe8lxf1s6wDI4aHmTz3q1FALEMpSwYSr3pKMnjh0/27qvaOWIJ7zFEeIooMqdcjiuV5GSOWsqTZsfP0A0hQrpqZ7h7sU4U00z0dEDK5e04k23xIEICW0Qy6vu2aBlut+v58jiMr4EmEnDAzxF+5n89U/D4nx7qAPfATIFNA+auvMn2UdA/tRVR2qxbSO5vNdNQNzJiRJl0d+JBRWvtjsSDf/CNXPu4Lms0lQxg5olj150TvOXgidJ758zP5qBye+ax48bccOlCp3glgwjFoIr8sSTETnQTaZweRJ3GzT0ZNkemZfgxD5x8MMKp1tDArLU8bGiC3o2ibpiASG2QotkQZOf2WjhjA6t9VdkRx0YtVMP0qZjRosQLakujYmgeQSU5CVqZT4jo8J16nHySxnlHsiYSCoWchCgRJPOLeYeFDrbRApwAa91sAzARhT/5lulfA9FTET2rXYPoqEkzmS8c0cwHYMxBke2qFybaavD3IUGi2DoVUD1eXEUW86uQhQ6x7XFIEl/XAz5cb/nr7jp+Xd1zLETygDMEhBYc94BDCY1R87xv+9f0T/tm3n4N2gkhmIde6uZol6efZsbN0zCS/CLSDcBDqr0XlwdfJzqQCAij8+H5R2hBYPNN3xv626jN2is4/P6u+fGPMWR8KChq4fNpxWQ/8w5++4tPywN/blBN2Mfq7L8sdG1fc+6J+1b5gbwX7Y7F5DKSFdy++VOtU66p3xWc0NI0VvONDqlhxFJGc9IJNfaMpV4SgbekX941pJm5sfZsUvLUND6744+MV723Fv/ztCx5HxU+vN7wsB/7y8oaXusd8lYKB+1jwvW+49QV/fLzil8cLjq5dUQ7siEnsTedpAgi+8gCLHGz6jeK+ckHIhxfyY3Ze5KSzD5eK/IIBWqQM8GoJTeOR7Z0tmaa0b8vaIskpXTmG1eYlXUWK5iTzZcUSV1GwYAlOctdprpMjbmJ9vnIBOmvidRCwbQdebOYHADyOisdDCxJiPL6IjkjE/IiTMfdQ0LuXXwawDizX41Rg9aKsiMmdrbGsKkudbchjQdBB5Y7UU4eFnQwhCR7sfC/IQyuTDsr0ThDMQYRGtxI61G1BU0qQ41HwMNqPowyUi+aLrvXAyh1/2N6jC5otsblxw5d6w6fywOdyxws/Trf0PlY0KXo+QbgsTWtOQgAKRlcd4mADABDuEYuXonSB3iGwbQ1rbfhyueNaD3xaHic6AR8ouJWGSh1YtBO7idIP3fqiNAfHhm+8GUBimftMErRfup9QDnEh8w0leHtjL5ggoqAUFl/PGUtEZ2UFOgiVBNinH+W+h5457+7DjEnhaGaN7zgGrFqxMQ8IB53ipucE7e+9/k6Tru7YBWzbdeUKgCgmko1FAs3qfJfCOHHEAHq4xCo/YNjgHUwlB1MW3ibJ83qAOemDFRE1FPkEnzxoSSDlXzOer4w08HtyxSiq3EQUFbHVhms9gq/VKygvy4LHVkOZEwkKzUq6T4pk0pYmr3T7MMc+GL89DIouFEaeq6C/DMhCE51VZsK0D8Yhivz6/n7B/r4AB8/1IZm+gDuUHqBb8AJAK2mwtmj326ISN50JWPsmwRSjoYZztRvA3GdzLDTQyZs8L+kyFH+TcaoJ5tAB56El/X5ZXK70i8eiXHCyzkRaqWdunuEK3NEPbrgKa/I+B9BwomWJIUwuI3HAfeKifoGiMkzhZ1RtHOCSnj8+pqhcT97vPhQo89cQTkogZNXWMa+pf18gfH7w+6gquZxblTe/bQxW5y1xrdAxnfXTs60qb4OnLAF63ROXa0IJBSp0YKJl63yPD7KIyllVNM5Mbtk5Bs6o7RSIAAgkxwkRYo5TrsA6l5MbezLH0ZE2GY1ySjBWBMK/LxpoDAsq2NCe3mIa+5MqpKe9tJdP1gwuQ0vKVysoOYq+FuVp3EpDtUJQGwX7KDiGDoIIxCepEzxWfeaxaEFJDO0X0ypZ0AiKEHRie5cN0iQEJSP4nGQei1WiLYmYn489iLa/pWsyZW8Fa+2hS8vTevzolZGw42kBlctsoBQxrl+EI+Worbiv9NGcDH1++c89kPb3B6Iq2ZCTvCUdFz+XJJ/p/vRv5yuiM6LHz6z9/dzm4s5G3IPM+0Oz4O/p7Pp7nAvr+bmK+X7F2mpmUtYfiCKxhSERpETCNTu+AlAbKIOiKya+q2tXAjCRqnXp6GRdyawJNp8cHRS0gw3BN3nN3d4fXQ+Zt8GVol80LgUJ1AQ0wug10ORiPoIYl/tcKNU5bm98nZHXOsuNy5YnaYTDh3F+v0DpW9KV3cm013kwkaICy550aGqRy6+sr7zN3pNMPqCu0gB4ro+/HN3uSbQAzdFE3oXONR62UwKGppD9CCFAhnTgMYtQqutLTMUV2yCni6jWrleqt51MmyIjoY/8LJof50n+uD3ziU6DF22vlCdVfdh2UW67aCFcJLiHYfQ/IJ1q3gHAeeFN5w0CyLgLxQdDGWomgl3WL/aOndMNpcRebE/yrTwB6WdNgDPPItn+EBRh7+dcVN504A004Zt8wOgG8Ot78nGnoLvw+QsR2KaC00n+/Jl9oBOmznKUq+uSSDq7T+h6S2abqiYLZvLOk92BSHddNAA6xDoqdC2lk7bsJt/iOAoOlOiAGp5YclmS/DA0v1McTTp9PQeNeFFOP/bR19ViqydxyZD2P7A5rueR/JWkSyOgHGTt2YBn9/gHZ07lTH/ulG1Bi+Uil2gwnr/bvzM/D3dMPez3Ex2HFM9AyQeN67PGhseLFUGP87VPhaWQkek+6rmeBV0G7OzLLPQ5AmoQHseC3x4XS7Ayfl5uGIVseviBQgMXHOh2wJgEHYxLaSc0qfOMixBa19jOC+Ak50UXmWtHUJmL5MF4Xk+K8+3x8ClhxzpMK4NkuGhXSAAWU5zTbMCqDAKXgeu2Y60dRy/4js2oCQQL91iT5jz5NHBZrYWcxYpdVe/fhyjZ95xAz09+hQ5vtc4b0zsQikJBpp7IRQSPv4fZ2rFpYg6YCXH3/SoPbY1eZjHRB7F+axe8tQ2HcAxi9b19XXY8SGeo9MHYD50FEEOnbHO8A8BvLse5UWxIvpzb+9PPk208DRgkBBo09PbQ7q3Ri3ZdVPWDvBjtez3I9pd1wYRUvlSP6A16vJQ5dEmMfkAkXHoHfHjhrK9q5/p1QLaBctVBnEpp1mMNt6WBCNEd0ItADuP1rIRBovRr5jf52snQGMFpI2gZqHVE0tXjrzEI7IO7hKOAA1HEKxgYXf0NzsNgk90PFW5nDt4FYDax58IHoPcLCX9g2Ge9qOVUKHFO43wi/DnvkPBua+fRrzwH3g0h7BYENmHcaNFCT9nwC7/gpexgaOezy/rKDV+WO95pDdqL1hmoiNjdi9ZjsKG0fc3LlFnWc7MU444l5YxdSGnanl9DODoLh3URDkfJG+jPRZxI8BA9R5I7ZmTqgVATJySs2vnoasn+tP97hJo8xWmeAA9UckoGhC/oNvkp/vEbd5qnspst85hrJPv1ZBt/9Pq7RbqSBfGO9NJ+V+V2YkOz5GSrO/aLIEh1jdeRWLP1TNBqhlWVvO0CrsjM1/ZrBem2J6+G8XUaryQtQzd8t4wH6/vbhSLwjMQhYQ7PElISddEKwOfljj+sN6tQTG/B0YrevuHT6ZxLBlABPqTgW7/ge9/wz28/472t+NP9BcdgfL9vgQYBNFBatwO9dlXID+Wp04EUergOmyZ39IL9TxfUr0WTKYtEotMnM9MgbQHBsEq0hF1XB8lPhZiiIggYGlnQTOSKKdI+USJhOD2ZngdJARroZsPc6XSwcvI1UEULMC4CWochOrT1lIugF0EH0IfyT6EK5KWhrANfPr8r52W0TM+kJoCYVnl7LOitoD2KJahdoFXOxqbcM87XEk6UBbR9xWlgRLTue/BgRkyTUSbvvk4ySfv9Fa1uR1FOzZS0Gqs5awyA5BR0+D15pdIdagaSwU3ra+dw+B41hiyTU7MPrezjXhTd4mgTR690vSlHqB6LTk3s3naaPPVMaE7L2duMaqZV6KjYMB3jhe1d74lYtMoJgU9K9ISktPN3OA9MJI52lemxqDHgw4Kz3RwWSwxnShIBcOx16u8xn19lHFGtPU2R3pKMWGA24kwhdMtM1Nt65kFbAMZqHJHGg8WmG7flwGVpQXS+1RbFHwA6kbXZAD6v4vt6F0VOtFdJMqV6l6uSqBceuvc8dJgIAFlM0UItXn+ZRZyZKATIMqV980QchaMZMupI5A5YZhe9FTwOrZIWUj5h16U5IfScWFXkA59+7kUwvQZHsqaZ4T9za6WzEhdFoOJCr7kjAMy2RXPCot2Rz3saTrUAsyfP1rwqUsjbH53qw4NEl7G+2mey3Pg9UzrvWaZcx4pX6SfCNMugDvfSNud4uc4yJ4MHsNy6JQPH/B1NLi0hKMq2GwLIEiSnwDcNf1Ke2oH2aUG3dkznc+z3Cklojy+vd22R/MspD0N0qvQ46RAtzvkwjH2v2hJounPdGmrtWJaGdQGWRWkK9nvF2AvorYAfrMMaV4kCH6q2rgdHq5DahDyoyBGQSQ/7GufEB++ssr8r0mX5luRQ5l5SSwkq0wvcFWFcDkG5D/A+v2gsHEm9/N0TTUlWNDP9VnugGjZuZ+MF06kOWLCBKVRoFl1EnWnXScwCXJvqUCvQCWuHQ0645gBdO2yGtXubzjDE1DiKtmY+2PyzASwCvO4oZeD1ukcgPITw2CuGqP1Cm+f73Fo4/1a5nQMUsjM9ilHO2FCjkXigx6qoHFlH8KGpL6Ltp70x2veqCGbA0J9n/4YNkbO8GdqwqEPfVyvaecEy0I8Tme/JKnig7me6E3zgo6OmXLfl1t1I4DonXWNFlVj2mR28EElX2y+7h/pO0aWQB406opVhvklK5Akh0CQuO67fOCFfnVPwVChIhyf7gmT2W7sV/P+nzgRZ4UK0gw1M6FcbiLkq77OIFfsOa4m1mGNSCiACZ7+mFBhfriG4Mn+3n9MGlJvYuUToZTLZIwFgPMJSNendiGYnhSdfbO8cWRV+lwNPYL7H6jKue6oJI4LkpL7p4JwI9Y4JL3r50Mu+PUWTYghUtwsMTeBbFcY/53LZilIS5OKAr1++ppB+V1/1b2qC5Z0QhTo7K673gHmWBtyvExA7RzlbUkdQWweMvsNlE41we1/xN4Pwdlnx63rF/eUb/t72HV/qLbhBPUYrGLgM7VT8Vi7a2WgJBkATFkMIO9twGUO8etFagChkBGJvMKQqO7hzmIZ8JB2ERA0SAT6bf3Y58OnywFo6rlU3+XnYk///cyHNbef7seLWFvxyvwJAdEh50d5BRX9dtUv01jSu/Hq7YLe4JIZk5TOSX35srNsghu/a/mu8T+gXiQIOMH0bp7Hpr0NzApeOUh1QwLj3imZJn0s58F///MsJ/NRE3/OnxwseveLbY8PjqPjDyw0/bzdc6oG/3r7jVhfcu9q/+1ENKJASRU9xLbIv5wnjsNtTV6jAupxSXA6iRWzvAAUD7dVyHKZzu4G73Jbi84GXy45qrf19MI6ioBwuA6MzGhutg13D2+bJ4jN6pTgLNBw/Nbvy3E57weT4ZC3/nxvW64HX6wPb0rCYfJD5YheTEUULV9yPisej4sCKsasuncPBVA+xEMR8x3YV0KaUjZf1QGEJWo/MLTzY2voHpuwV9U06s3VfaI4iCktAAOkAYAy3q2L+tum8hU6dkIB2qHgSmgoAm/+jcyqs0JO6Gp2ChZt9vxXultLxedvxaX3gUo44k21wzJ7okcQkPX+Y8zku5cDn+sBrfeAPyzs+lQdeXnb82l4wQNHdVw3IF88qhNasGPTQzHHE2BftOPLciP5pNshLEbcFI+gMbmPFY1Q8bOBe1iWVBl7qjks58For7mvF+7HiW+06T+OuiIXw19hkwrLiTq8Y/sZwGZ5+QPzbfQcCKHWP0LCiQcGk1EpFSpANQcvq0H0nOy48AN4t3mxqw9pFD/NzfOT27fdef/dI1xUxccydEgC6QAdpKyxroComzIF8XbWt3RGrUaYwJaIVQoUe0yLh+OSMITV1XnpXlIsjXfzwclEnU1Y1fF20ZYrZAp0nJ/mUEhdCawW3Y8HXcsUQPhEOF1JuHBfczaYGeMJ1oY4ChZl3YWx84HPRYVuPUfFlveHeF3xdr9iHfo8idvTrWwo0h1jLp014L6SHSIRArw2NgJjE3k3QyRLbVRJ3jPtslnjNjpI73b6+DCM8Nq/JHH7dXAqnHlCFSmKVSnPIUgEpHHYfuJW+UkUpOd1k7wNJDNZQAJXymOg2WYU+B71PL0+4+hqGTLBg8ACWARG21hajxXDDKdM5yolhMsN5Qp+kN0WShHA24vn7SdFHXk3vg7EtTdGGe4Uwo198OIZ/h/kuJreeEA0EQdUb5EMnuTpfln4h4owFKsFI29lkSWy9hrULnQICq8KTtzPYUUUngDWYEVKHWJ/T1s+r3P0cwEeQQzAZteJIIUA08TqaOiHRImrvj8DMEesVUZVSPkdMPiEgUKlR/DGKCqX50CFz5FU5S7yK7+mprfiMWg15EEN/JGdtVA3SpMvpvfHPvC9mKPysAO6cWStk1eFmPnjqhHqIBGVDXXRYztYLHqXi3iqOo6KVGsjVSNIZRyMXmdQSPNDZdYxYccwTzDJlGKF6o8AQCUdLxPkbA9HLcw8ybKXwiAFuq/EKeTLZB0YoP/bHJKvKGcXwLbj8yuTp8uh3VKO8AOb9DTW8bqdyUkFYz7kH1XEOBIYgm9b7FOZIuqZPKU/OezYtkdBNLfkxaNLf64s97J+UfmbfJUkHUrrHSNwiXdvOhaOAn+9HvKCpPUz6dyByZSYJn5wZPobZnNNqzBfDqtqGGCgUuogM7eC0N62z2jXbz+xYekeALwGQzsDaAu0DwAb7KVrCg2EilXmsHaM7esGu30n5zGJjSCmO3O65wGdUcbIDsdfpPU4No22ymEFOBKgWEA3dUJe1DwUzf35vr3V9N2ay1vWHnjXrGKqKkumD8PVxReGBd17RhPF+rLjviybYDp5BsCd9bHjiWIBgPyUECjUGw2VfwdeCAOepK2UiVsUCg270PoEudH/FeKax6gDQZelTP2Oeb6cOopzQsMSQCFDGTJADiCLhqLpGiA4szLZ8p53wpJW7PJaML2mK8/iBzxF7RXN/c8CeOyY+vLJdEQ8ezAeONlz99VhNdxsSSgqfusdgSxr6ytsuGzSgdx3mtteDff/+4Uls+uF5z76y/96BJicE7FTzP/xZPHoqJgkQxSXUqWN9iQhzf0LWHCFYpt/hRfDeCOOhCaPgDRQKP/i8/klh+iueh+a/7fqOcHW+a30wv8n5/1Go4fxd5/ePCnjbffCjuxyxdqKB1HcZxe6FEV82nEZqTLsTSfBCYX9HmTzFjoTOvi3gcmqDvaYBid/nBGv4E5Tu1/6onzGL1llPCiGe0/1BMkoM9dvOG+EJV302AeAoU/25d4m0C6G9klJzLDow5svLHT9td3xe78pxygc6GF/bSwzpjO0WsmRDReGB0UvQH+12VvrQLsrDhhq3VmaCFQiwULSoP8rJ3/U1jqS6yxdwRrnaQrmrkYvNnqByv4dJonBdaUQB26efr6zIuecC9mF0diNdB4BOSJdJBXMK2Ehs8N0ERvmZi7c9IcPi3PoAvjRAWeo89znhqXZGAQaXMueg+L06klWTsZrMkrRGee7JgCYJgRXvbcXbseK3+4b7bVWKmsOCLCuIBYfqzkGNACDmOTjt2qkQZX5kPt+B8E8FIsH8PRqj73YIrZCOqvbydVPKwaV0vB8L7lInzUDqQFP9Z2AHSn5e7qrz96XY1mPKns5l+C/p5QPBPen66MqFvLeKRytorWhnYp8bnupWH3Vi+h7nJ672naWXSMCOYR2pw5KvgigOKqrW7fnsguD+tC+mk04FDl+LbKPdvpLpywFQl1MRLNu8k8+X9TmgPMy9oN2vYLpEwvr5FTkA0mSrDwZ+rXskQ194xyEF97GAoee5sVKvEc1kdc5riAz0OkznqE9TloG6KL/1y7Ljpe5YWYcxOwCsgdHBaZjxWSfE85keGUKBxmXLRTWbFSBA0JNIpjxxOfAlfZKJAO2pSj8DGvDRHw5Z8s/7e2z/8nVP+5U/h2TXxW4q5yrwAaPw4fVfCadru+rmujOiLVfG/WQVIRrTQHtbbnsVdEuGSnFkJtIGKNJtGJSPboLlRoEw0nZiPYBtN+O4nZOudWk2jVOnAva1AI3B72w8NFb1P6ZjFYdLgONe8VUueH8s+C/Lq5JKm7JYeODT+sBfbO/4sty1MseWJICgkHIIvfIDjIELaWTz37yoFNxlwX0s+GP/hPex4j+//RVufcEv+xX7qHh0JTC+bQsO4xcCENM4mQSjNrxsOuXbBwPc3jf0W2Z/Ts0AAQAASURBVAkUMS/DBpJoZYF4WNtlmnhqazb6HKgDFpAjYDz5ZegSeWgg6wYJNl3XE1txTStBOd9vvyRkEeGJ61Pg6EJZHFXjQ1Y8meKRhQa1YzEjmRSQOyN7Kyel5GhGIm3ZHpeOUQcOAfpVufw48YSeUKTJSRzefq0PeHJgZ6vVdEz9fbDvJhK8LLspW7XGl3rgGAX/mgTHUfGoiwanxgPojlm3YKjczemH0RTYya93QrlJKBIhxKTF7nywRc/VujWsa4sq/n1o0oLvfDZcgYjBNDICGwzB2oYJxFCwaEVyTqTduOGGG0U6BVlKrD7svI/gCqKm02NBM1kc07IXiYKBOhY0p/9iGlFFMSnqfiyGnF3VCK3GZ7uUgfedA3nlBmL4dGhKwZZMHREBnulCH5LQL4BYy0nwmmUZsP93QnYP2vzaUgAsgmXVCcvuRMcZFcIAg0lbhj/Xrgg2e/3WNvy6v6APxuPdhgM0sSLKAKoOAVzWFoTvRy/orJV0AYO2DumM/pmADpS7ySEQAZb4CTfnhJvKCJvjUw6J6ahjs9Ylq4J7q9LLcuB12cPp8GChkPIfDSE4C1t7ahfzwMOHYXhQ5BPSdVGhg2cgEEuCsbXNljsmr3hKDgRXoQXvzk3q1wv7kJxJ3zufdJmTrhLBZDLs9u/yGMCA0j/QvI4jYAcoignx/TijxsKJse/JnEYqaBRyR+bQwJ0Tv5+EUhyV5tnqpM8iEignT646NUF5ePYXIBGMpWAsfgFYIKC8Y32lKNTKNiYitXR0mTQr7uT7sVFHv+Dt7TIRRiz49HLHUgZ+No5sDxjfHiuOo+qU6s6olwO1DmwXlaZ+adpu/KiQncHfKuobTS7VNdMMTGc7J1Bct0ayjjxpIkAz+doJ9aYP4ZOrFa02+bqrBWxkyNZ46Lynla2A5AgWnfjN+0gyURSBvwL02sDGg7u3iv/vt89PU+sZj/uC8sZ6j4Y6i3t7qDwen/VnYs/GhkiWQRgMK9DYMxdMg2eDsS7rgddtx96LcvZ2hrxVxCAil90iwKLF4fVlR60Dn6/30E2tMw6z55rMBbA1jIWVy7lbsCSkE3EHArUbgf2mXUBdPKEsgbDywUOq01XnOfqZqsppDB9rypcrnfDcGud+QRSljG+enKvMCyR+xgNlKXDEfR5uMhjoZdIcjJeO5XooJ25MSyaMlWeA+OxzuM67sXZCmYyKWED04PAvIIiiq6NLT8nSrJ+sU4PZffH0+9N7MWkFQsepczF1rSrTSDRuqmCpmQ/p522BIpHsfqi5D+Q6CYEuBxhyZ9VBq/ls6wAvPZJietEUgcFkXc6dPuduB/2OepfQ+brOruM1+eFoKkVmzu8g81X9mfpm+pC18B9oNKO4mMqAY9Aed7O1XZFlfSXlNH0T83vI4h5Ltl7072Ecv87n7clV9x8jhnN0LgMgHS4XHVyG8sqBq6P4fBCUx3AzIYJAI7stHTXJSvKvvZAbftZQXVfeDy2sVFYQT2Ut2Hd95v0L4fb3BP3nhuXTjn/4h6/4b3z6E/56/YafqvITdmH88XjF3xyf8XW/4Ot+jWfYLLnXRsHKHXsv+H7bJr8pedHFug8HaTw0oCh9ofBPXYb4QcG76V2CJBoj8zH1RgADcpzRNd7xRMij6eCo+1HRWkE79CA4FcvrZdeBzUUHNv9hvWHhjtfyUJQiK5XC977hrW34p9/+EvdWcdvVR1yq+l+33bjyG09qtkFRSKMippcXkPn2DhAZTjsTRRNEolEIwOabb/Jm+o+cYzu9mAWflwf+cnvDX23ftYMUmkT9F/ef8a1V/PJ4we1QLto+GC/bjs1nnqw7Co0YxPXtIHy9X/B2X3F/XzG+L2GHpKpuEKHgSuV3nvQhUDuiSVe9b94RcVDEBfnZ7OiWh2gXxAJIpVlg2QkySqyBXDvKS8Pnlwf+/utvugYk6OMzvraCfa/obzZxzOPPonZDaS10jyAU8ZHrJO+w8LjO6YpiZsDTy+Nm5/50IMS/un2OGTKP+2LcvhydNSC1sZpog/lGpk/HXCNmQS0dm83hcWRkE8Y3luDk9wSfyJzzcdi5G1elX/QXNT1f5W4zJJJvTMOQ1usclJSTqP065S/8ZMsvaecWrDBE0we0ANv1GRGiy/B+XzD6bJNdV/Vzt9qxVu1aXLjjUg5cSsNmyNPP9Y6fyg0XPvDCD7yPDYcUbKzvG0K4lQVVcncqg4SwLA2lqB7y/SMSfPn8jsvS8PdevuGl7vhSH6ipgPG9bx+ALQOExTZsgHBYsOpJWh+u5dQstXTUzii1ayJ+t+6lncOvkSrANqYysD8kVnAXig7h2IfU4ZMLtydZZURsSpZwLYeAd6XV6wvhzN3qn3vqznNdFPENojvkWTfl19850lWKxHQ59oqsGVuvzmOdQuzZ7JHbnDldyw8EI9COGV0SgaS/IoDUhGIf5EOVg2BYJ8PbdQnwym2ewC4ErajY/49tAJeO7eXAy+VhE4An6sJJkSsP7KPg1/2K723FQgPXovQCTtz+qdxxoYa/qN+xUIvkKwAs1HGhA4MY17JbJUGHw+TW+Hhcr0BAQlk5XN2Hyjh/GvE0kOzV/WJVK0OPhvNnGYQYhBTf9zvr7fthhigGpRnfWzjqvrYj0RR4K6d/TadA0ymN1nRwmG0CMgkABvNQHpn4Tg2KShnYlma8JdYy5FUXmYhXEUIj5WVSDqRiwZkhWIIji6ISnStmochTwgWecLP1CFoBP42ke8FFq6+X2nApR1S4BghNZhtT5wGugoERDk+g2eIc2BRcGMLUnbfFAjdRwxVIBC9iFCh6OXFFRXUrcamCMIPiHMS50yyaPBVPGIm19npLLgDnMoyXKV/9uZ03XyJ7xkh6CqII4oli1wnOE5UTwM/K+IS29rdb0pYMRbVW5SwqhhToZvjj+z04LYYOdBl2g50e9YdK2WXZeYsMJRnvffpsXDvoVvTPws4TNJOSlScnT3AG2QWHcLSscBX0LhNJIPSDQ522yIYL6P2JJVso0CkfXha4Rouo/Q1SRy8q73T+jKQzOYQwaFZX2yhoAA6vxCaHoI2CW1vUkW71BK4MTm+bPEuRQDfnyAdjpeR8JALiWTwoxkwYHOo4e+uuG/BRpo2LpLzrC9erKUHnX6EBfZIJlrhm1i9iMvKcWNXr6hDCXP31BKo8n414g/3IBnXNRLJe1J1NTbKmz9BZ1p18d8DXimyYhESChHyYmrc6VzZ0giFM/Tnse5iHrgsmetVbrhy5wqktY4hyeuntS7RpoTa1g1UR3L2TUdzYlHZDkzkKs1dDxC4SPLGnl++FO9pPegXPjly2j+xO2/R/JvfYuSXKaR9OQyjyvrHJSiTrZFbzob+TfJ8m02MYMpRDpQUSYQyag3zcXg/9QhKXFdO57jdhnt2MxJpr4Xsy93aKmdkc06vRteBv6GRttvpzR/d7R0ixzh69B0HvKfsGCtSPFoxn4VTc1li3g9+Y+D37HrtvaT6n8sqb7WbVroUHUIG+MBqAUbUqO5anTgjS7+Vq5s6L184Rb4mrOFMmG0r/Q1Hs9nsQLxg+cZQ6yugZFZLttMseHxQAmEg4Ciaq1gJIHxSV6TNCRz6//DuisD7/RDAj+ecqWGycr8/oPi+gRkI7US3oNls8QPl7JYpgk87Mk3/Z19fvDiSb2/qMbLH1iJbFHwR+em4FWb+q/n9SxrZouobakcei9+Vqw2VwFmNgtEUyqakEFpjas3VLWBq/6mkNfQ2CX/XjrrneD/CKmF0jjStC7jATDFH0ft5+BySkdT/pS/MjHW0bOi8Ni9Q1MMHkaZ/OsQZBCoOeWttI9Kz7nI5RAdiQuYW1GL1xwwvv4ScVUpqVz/WOn9Z7gDS8c/HW9fANEN7X45T40bwLQ5Zh7bOi1CuGuI2NZSv0koENfBu6yoUA4BXBFyzeIZgEQ5ryqn6nLQqTY6TODT6j6JpRt/xyv2LhDW0UXOoBXkUp8VjjzRfeUerAH7Z3vJc1ZpA4L7q5EREzyhDVcydfwjoNVhXg5yaXOZcAcaYk3avaQfuZYHY51DET10JzzzBOw8/emqJWfS10NsCIgdceDx+YCYMTV2vcqK41eewhpgt7klXXD07b9MQrnRGvv/tyH8r8SUfFBrUL9HkJmsC6lNk1e6nHnAezstEx2rl1vt1DB42Pof4kzO6T6QlWgVafbeBjgS7dJ7MOJr0uOgRq5Y4mCnqY1BrklNcnmfA1DX3t+smdDwIwFNzVzH4XHqgwTn9oC3xnQutWi3S5rPrvXnV/Y8Cpf2+a1ZFvzBGrp6G0SZeHrXR/IH/WdFMk4sLWWOxr+Q/qOsiuLxw5J6AnX3NEd2v2cVWsGOgKFuiW1LyWA71SxHKVNZ/kFBuus5xvulvSkVl1nxdLmPX3i/nS7lP5gDr99znhCiQ7gIl8bZGXskQrj/DBhxC6UQyMzsHIEbk80lxNWfRQ+dDK6bea/+b2yPbB3c4Zq+jvpg3zPZeIOwkWY2xuvzwmmXap5wCLrCBZETF6yGsS6997/Z0nXbuhmMR4aairswsmtItYO68ZlZqM0imK87vXKbmepIJVUcT54VIAkw8GDUAOxijamgxLjhbAfkZnIaC0qb55ZfJSCgPlpwOfP93wj//wR/yjl1+xkBpwbT9ZgoT8res0t+/7hq83HYjlbZFuDH7a7nhdHvjHr3/Ep/rAP1h+xYWPSL4u1LAx41N5KOKwV9zbgmNwIHw80PHBXoUHvqx3XMuBR6/Yh7bC3I86DbK1xTk6pbLyuzkiLBKRQOJaswQOWfIlI6xktp65UPaLJpHGZkn0y5iTK4WiCjFgzlcRYHEOT+MV9WkvjGgPx6K8tp5M1XvVXezXBmmsvnIdWC8N23bgL67vWLnjpeoEa0fG7b1Gi4mI8aJYkvEg4Lh4u6txzD3SkBOrakbFFtOxhInhqDpVeFQLrtyB8veTImvXteGn7Y6XuuMP6w2Vezg8AMBYsFbl8OlLw2DWBPPQwEBZHhSd0kVA1UBnIglNTpYMmhyMIKjBsvOIrYPrJGh3h6u7jNl3sgdi0TJ+puIoDXaeiyWZJRTsKZDy4ENwCqBMRGaw0wmCWRlzVIAAGnBaMUE6AkHgnHmZUxfAbBfJQUNVPqFla/h8veOTVcKZBHufg8zIWpQ9me4WuaRkIluQ5dPic3IqkhguI051YGdI35faya344y0zUpXPqxRtv9+KDvG71EPbx4wIXf/uaFLwGMp51UV5rQeUL2hZmxYobAI4NV3j0UfwX7rB7cM479xxszXQCMESau6kYO6ZowHKLhF4D2svzDIYB0Y04bO3gsIDx1AalcGq2/ZRo6KqA+c8KBp49Irf7htaL3hYd8Oy9MkhNJRIXg4ORCuGJfMejhI0Z9lRXLrtKPZzT9J4QL/cBJc/NbSXgv2zna/VDLWhIT0494JjJCu8aptbUMW4B4cPONMhU57UVVTCdIo/JF1J28LI0MU5SUoDYE94jvPnPXGi9+QHb8qtDs4SsHPqGbpJn4s+JhjNcZdDdUSeJk3H0OFVlawoJGgbK+LKKSsAc+C1GMUkISaAOnUvyx5I5mEBlg8LEXBQb3iRwSczX6qier6tG/ZW8P3tguOh8kIkWLamhZe1oZeBXYBWC+jBhpJL+2UUPVIJY1iLL9J5dbn24MzsoxeV+1V/X3ayM2Oq7HAEnURivxwSw0k9OejI40C47sMGPCAlV1R2vPBJrAXHdijaonjXiA1daE25LfX7KcThhMonRLKP60iUDeY7eJAqpPrBl838jzGsDdb2r7CiX9ulW+LL1sx457EDAka/cPgrRAKdpUSTe9rQJPtjmYEyYAU/lS8miUFQgNrmfpETvzrtOnV7yrPZsKE2X6oAdQQNi1OhDCFstePRCt5w0WALJgixfjMRyg04nMLEv9sQi95R5PMNxkXRO1I04eh2dFxEueu3Piddt4q+M+jB871uS0WRhf4qAORG6AMY16SMY/1dLypC2ydu/7DwOrdZ/zabEIPfTE6fk9DkfNOOHHq1M7VI0IspyhZqgyXZdQfIWGLfu4vKrmdHCNZxAfTrHAgTlFv+GjRbvv15wo5RfNe0a3MdIqncp52bSdik8y3QDFSzhTp8SPjRzgcP9vgJMRikXZVfcVwH6NpiWvxohOEyZKAAABMl7KgcW4dcwKOhgbS4nNiedOuwiBZKUl3TXqY9ey6a6vd6UQ2Bbs3JX5+5ASuyS0EMQHY/EPDCiAXM5iT2RXn16j50DZk0gbkyepnIMm8FHQsHJ994GVguDddN22grd7yUBz6XGz7zPboOV+owYiV00eTcfaz4Ni74V8dP+KfWdfha90g2HKPgbV/VV95Sm3/XrgEZFElQKk7fpkLgQwL91Q9FkkYXmPvvnlBoBBFGfzBuWIBtYHnZg66lGIDD4zdAOxpaY+z3T+Ai+JvtEy7rgf3ngk/LA9dyYOEDf7V8B9PAH5Z3HFLwL+4/462t+Gfff8btWEK/l6K+sQ+a3R/afVdIOyX5ekAuDce9oteqOuNhiVQDOKCOiONPisPjGusqo0sHWLAsKtQjrVd0aIDwvW+49QV/vL/i+7Fi4RHDtLxACwC/3q+4WednawXXbcd1UZBStRkSp0KPEGLSpqRCTy4iDStKJZ1EwxHcElQeQSGUdJZfqwxBvam965vqvtDxVwqQxZfljpo4h0UIb8eKb8tmICrNdRy9zKFn3dDfjSHMobtpAMPkyyn03G8N/9RsFxfBujT84XLDHy7vuJYDKzd8Pa649wX3VvE4qhVzLfnLKa/ja+fFKotrQKL3R4A8GA0V7+uCWooNd1Nfj3ngEz0gQvh+rLafFvcbqG4MUmDtbgvremfAAuJk0y2Ga5fcIZ06GGySPZuu6+u5CB2o86qJ13rXX/Ch1+qbres7Y6DiqANAw7bOIWTu13reRulAVC/so2IfOKFGGYKfthv+/etXvPAeKP1WNTn6R5IYTs4k4NJRWMGGfRBomV2PzsPr1CMMpbYEEPGi+8/P562J6jwHvezGq+zvyUPlr7Xg277hMLqJA5h+jZ13WgYuxs/fO9swZb2eVD0Hw5CuXqDMRVWMKa9xt+7rtBnPQJwz3sAlUQDWz7eL2nmdQ4ITRQ65LzAQ8zuiG+N3Xn+3SVcAs4oMZH6lAZnIOk4H45SQca9Nf0bVlKG/rBLt8GNx5J5Vl4RSkGBTiGvJlS4CekpYpsPkiLzgOUnPIYxQbGvpCvsu9+DY6MJRcbv1Bd+XDV+XK5bST0GGEyUDQJOCf71/wm/timOUGLoFAA+pOEbBr+0F39uqfGutqgBbQsxRI0QIBJAfoiYK9w60oq2po1N8WFC1v/X+GEMESNxAACaKxffpuRTmCAiXb6uAa4VZg1MqCjuQXIbniCHV4XVZiK+wTbCktw9WK6aoRAz5kNAKH5CUgPFA6nWrssAGlH4wBWoKQ1GzzByO91mmEegJTxieXim4cVHNgYkfcA+m2ByYbnv1rW3RsjFA+G2/4Bg6BCl4KYU+3pskFEYaShZBU3YWekLQFUcATT6z3glEJdqJjkMN93NRwz3u+K4nomkaCFJ53bu0FgRtM7D3+FA8vxYP3csBqI5w56bjlNyHUXdQGTots7AmeJC+94lb1YMf/SOBWopWlsExSftoJQaZ5SEAmhixJPwT52IgHn0apico7Y8nuXJC7EQ3wGehOqFDWAK1ree9T55Tu6BPo61Q495kDtAKknbWNuxoQ4qNRCBD80ACSvcUw6VJUitGDnqQEEjp+ZHW358/zosGUBCc0PmDJsLNeYMceZGfqQ/G41gs6TCpZAK1PdJgHg/gXdasLfSZOzPOu6E1SSihwRCV2Cik+LP9IBHxwySpraXvcQ7GcRaBk/zm/8+Ja1fPp8Eb/idMqkw9m5EGT98V8pnQz3l/T5/xtcqTQh25TZics0hyEc9AJ/l2/f/MeeWJNkcCuP3MXR+RjzYHlkl1KAbj3TjqMhdVsS4DFrKpuITe5gTzQL+Q2i8RRDeA645A6dhzeVAVCRcBvL0udHR6f+jN9BneNfHvyVdHd3nr9cnmPO2drislPffnW6B6J4xRDO1r7bGWrIvhM77FMmVUbJ8yYM6R8NpRI5Z0pinLaZ+q+Spie+jTijUj/ORB07y+F4RmwI3oeCGydkUeoNz6lHw7MeSCJ2Gj08OQgwB0AjAQXNPB7+uFQ/Mp2Ypf5YQUsYJB4s/34uLzmfZnC/mHFnjyM8fLg7wFk4eUMNHGQLQ7985Kw5MTg0nWnHFGaH5vLKZ/sSUSsj8Rg7n8Fj2peuCUcMxnHYJAr1JPPKeuQ0yuI8EmMynr3+3XEgCz7divn86o0Fl/pzN5elY/k/nz4/xvH/zoCfMcdOVnjJffb/x5Si5bC+rzK6mPWfDzeKnTlD3C7EZaBngZEBYMHT8dRd7gUq/AGJbABZ18kaynfW0+2CfXx5zWThDtyDkYjQeIdUhOjt13uPRd1z4HrDlgdpxFXqrMUT39yjERc0RAJV20gUj0REeFP5P5Ce9txdfjioKBx1jwV/UbjlLwwg9NHEKwUMNhBZMjwcXb0xCZ5wGfeVaEd1QKoEN/7FlAAFecPhe27gfxQk6en3QieTffjOUc4TbvBRCLZ7y7oRS1pXdD7v4r/oKNG/56/RbJPIZoh6UQXpZZpWk8FcYgibiSzNj5MwOCXrVjRAbP4qwjy/0ZAMwEWfob+l4qw+KGrFSAb8fF1n5goREDfoh0yJl3uPhwp24J8oxeljKi+9U5eSN+TH4egRLgA2d/fyS/8Tn+CZ9ez4MXgPwxMloesOtWRBEu4hTBCYk7hNFJtPPVEmQCA8lYXkOTV1qQEbcHDkJJKFqQnHzYOMa5qJJ8sgGNj27QAb2/7Re8Hyve9wX7rtQaQS1wKCVdeej6sRevPOlqiV59XuswLSpTYjNFPKfBUNkYQlgsjxPAML/nrG/j/mfnjAMAo44zKChIIr5K50uYrENm/iwS8kk+PBaIraf58/w+j91b1yRxRlh7fmrhMocHWw5AH0fC/3XO6S4cv1eZHhhEJ1cjA+nifZz9ljF5WO1DOe8TMgfCYWe9pYTrlMnpWw9D1I2Tc5H2J2z2/OMdQ/CuJf8dQztd/ez4zxh2puRHZvW8FzotzuIiis/G/AGePyeZblDQJ6b91H/T/Pmf+e6/W05XYLZEsPFikXIaqkMg0wkd0DZVgZGYSSRZfYiGO/e9FYyDITsrJwSsGmyBTtkJtNulbTHqpeH68sBfXN9BJDgc+bkvFojzqXXZUXn00P8PhKLdc6kdTMC1HPiL+oZ/sPyCv1+/YjU6AK+SHlLRQXgbG37tL3gfG76NCx5jwbd+wa0v+C8fn/C9bfh///rXliD4+1H9EGiFcgiiUnF7rOid0I3DxL2eauicrTR8qg8s5tl+Pzb89rjg/bEqD48Js/KhDlzWA18uj3Acjl5wb1UdTmgCssOMd9eUjidfotU4HOTZegYAfTV6iXUoV+SlRWUUQurQNEsTeUL9UHSTCFsLxJhG0AScDJHDPHCpinQ9BuNB1YwLobwV5QL9opdVBe2VGPXKshIHmhoyZuzAbNfpHKTpk/TenGdyRxxTEefKpzuVZjQVPac/7yswXjvo0rGtDbV0fN9XfMeKvxmfdP3GrJiPwdj3ojQZedhIUnrUCbQTyo0UOWV7E1xcuwbzZZeYmDleTL6rWOuOFjDafUFjUSPaSXlYDkb19sKnBJs7h85h5AkffhCoaiUT7uxHZiI5K82dAZzQIX0BxmqFlToRJkJuQIHl0x5O574rp97YHZVm6Lfk6HgA0VdF2o9Vz7a3TD2OGijyIYT3tw3jUUDvBeU2A1HnB4p7ThVc5dkD+hVxr9SV64kJyusa6J65brAtlToDGm9VHxuArWNZOl7WA5/WhxGf67n3hGsTxpW0Te7CRxRwBghf2xW/lQve24pSrsrnvJk8OaE51Dh660g4qUuPZIIMAMtQpEIXALoWntwm0+tIQR8f56DcE1KeRPe2/dGs0kkFN17i/LrzANNHSgNSIsmqFBQctBshm0DYGrqVOX3bedOGcSo6F98sBkfA6c8jDFCZ9y6F0F4VTXPyU/y5ngPSHxho/1wkSf3zFmiOhc4JVsz3gxDTUsOBOJ3JmdCkjuBP5CHnwiQQQTuAWcDMQ1Mwvz9/Lr5U1DbkNhxFWxJEhu35UOFy5ys9l+QWr6K8xTUcMPUDttLwaXno1pDgjsXQ+DO57t0bjhw4esExGP/6l8/ojbFdj2jJLCx4uew6BdmGZ7RbVR6yFGygCKR2yBXWwjcXRRK3NjUTNWuFGovqNh0mQUFrMQfuqG0r3j1hQUi9SUzIzYkqTZiNSKp6ojumVvuk60KBug2588DOP8qm64+iZ98m2/KdUXZDNXpA5DIhE8nhiWgPsod3xJDoGWG19WMYetDWCALU2vGy7fiL63sUo++79c0fjPLGszDpfwOKHGXVywsJFiua7taOWC2ZsCyMRkDnMpNp5tsprzxjdFHdb3yeVGUmSot8zI/mM1wn9/fLckQw1FvF41iwPyrkVk/P7EnMk71wsICdLbdP2RZokGHnCfrd4j+zYiFI771JnYMmbwXLN0a5A8t3TBSp6aYoiGMm9njXye/woUzG3aqcsxS+nesBfqh8LN/Epjm7vaNTscoRruVQ/mdHQroe4GY/JxNQcbnzVtG59oJpf2kgvtM/57o8U7og6SvqFHybriMn4lLie9Dn7wLd6sXrNGMi/3EfoByOosmH7uk8pjPpviQ39VcoJV1imBJB/elrx/Jy4HrdNXjvjEdjgI2mRfT8SSVwDFFNtiX5qrPbZ+rezLuag8pR1XcZhvDx63k3Bcd6IuImlQVgLDrjITguE7I76AnMpp7sgq1L2edaalFqgPsANZWZflHOaj1ftqgxVdwfAOiN8diVx/qX+1X54XngH336Ff/w+iv+wfor/v3lF7zyA6/QVtMBxi4Fb2PD13bFHx+vgXAFMFGthrbbE7+00w5gEOitGlBIn6u/dHSLcxUZaPvcWN9nPqzKs3Lu6iBEPft06VguOnvhddt1sJEna9wWPidqPk/QzxDC18cFv8gV/8Vvf0AtHf/4y5/wWnf8xfqGhTo+FUXBVu7YR8XX/YJ7X/DL/Rqoxu4Tlwjaslwm1V5rSq+i6yCQOtRvnMc17CutIyhm/Pcgo2+xa8dGAviXX7/gX/EnvKw/Yy0dn9YHVu74st4BINB33/cNj17w/lAkclCHLXNgkECHU++PivEo4AcnWSb11Q8Ev3noFeh5X74BTpvkPln4tubfA4J2nXqPRLuayi6hB5RGhOy6yXdrFHGuU1xwF/y6X/HL+1UHnz00aBhC58Tng0EHo76lglF6ia2zLGR5Gzn9zufqeFHx0Sq+4hoc+b/dLnjcFxzvC+hWwtYVo0qo3wnrN/xg3WTSLwjQXgj9ymgd6J8IywJc64Gtak4DQCT6XJ5vbcHhg9J6wehFgRXFiuEpOUZAdFJR0wSwdhzR9EddvMj2QjATi1YIYxAgcrJtAM6DBJ2my4eIEayQr8j3B6yD2OOuQeC1g4oiumudFHeXqryuPjROKSr1+d/HGgnYyh2flgfufYkhf37OfY0ARFfTYpy5lRWA9ugVNSqiOKFcfTjd92PDvc9UYuUJZMtzART1Wibnbi8G/Etr/VRwKnbWA0BRNA8kXTt3ZVHb43Ylih3PcZbHlWaHohAJmr6VACy6d6Mq+jW4s/06vm9EcAouFD3nGazywU9Mr797pGt+EaLiTwMzqLGXCCaPoyuMIhjOYehcJSNdj2U6Rclg5wA1gkjL5LMoFF3sZz4NzRVFrnDr9TSAFA9gi6C3ou1jbcXXdsVP5R3vsgF4BM8MYMhKABc68HN5x2qQ6wdpgqRg4FZXJSbm66mVG9D7fLR5WLR6pQd3/gxaxXHhHgV3oxSIiYJmVBRtZEGFH0BCIIZiq0hUpmhWEaIKKxn9gylxOSDJVSEgEu/OH6v3rUO8xIU6o1LdPzUD7O2QfmKozOnmWnk7y1EkBOW8Vop0teoZ6XCWCk1GKapxXmk4glhMHuD3Q9PxNxmcRMFJ5rxie+IAtXs0ZI2Tz897p5ODxAT4EAgNXhmjacHhhNLwQOEJfeHoKY4AHzPxlTWFyz75/toaAhPt5WsBzGSy/50VnZzvwa9P9gwUC5e/ezoCOeEawWnXPRgiyjN4AHCeMAJqnRQZoxIOG2YmJoujGteOB1fPCA5HHDv6MxmP3jkqth/aBh0FJulnAgxT8jo5WGZVDjKTIinIeN4Lsu2IANaQamJ6kL3ySxNl4chWAJNzx/QBGMHt/BgVt77gSMg2l68gu7chDXtTOpI+1KFxSEzw3tkfSkkk6jSPvbda5fZL+bh+3C0odP7SgzURlLKYrq/n/doUU9OPfbfN9PPmzk4+D4NQbrqPxZIFLsO8pzPiQ6hgDq9/XoDRJZ298755wOwJEXGEoBt6e273ayIeTwGs/t4S8TZwi8YMyPJZOyV5s/wkXeyDAVzeZBAIs937hHji7HTMVioa6qCAUqIE8zs+rLPTCDzLdUawiSHbYm9+8Cw/erzQ5cabTh0LD+wePA092O7ELaUbvQBjWRuIC2o1FAydr+m0O2S84GmR/MHm/dIPOOBIJq0CARloGabFaWkMRerr5Loq2pksV8hHlj8521lfE9tfDWjUZp9uzfSI76UMAEyRJM0FZ0XCaNdBJJgs6eooHt4xOckNKVysEOrrpufAECbFnSxNoHFGZprPsw91yp8Lueqv6HWEE+euIV+8bXQtHZ2UjoeJ8XCfxe1zJMjMnlYJZzo6rWJBn/7ff5bWU5+VAtXGtsUeoIVMmU56tpMeBQrNvacn/RDf5YmIhHjMiLCQVSHIEBtewgkl/fQ8Xhy0pRmRGPZzS2Grp86m+ByJ6UlvwbTBbZ7Ec/slBG0bJx1mxSD9Lm9Nf1pP2GMJZiESgE6kzuvg+jR99rS+Lrtpz4TONseRLh/21v+dkuVuo8l/L3TyA2aBK323JVx/pKfDv0n3Fn+7nbBnKw+oHbH7OoJCwDsB8BHl4+5VQqhmBGysV15zXz+a9sjvYfIZ68/ZfLPgzfZ1yP5g+rnb+Jy0jiQwa440xMH9hez/DZwoKZyGApkn90cvQ5RG8quRDaBKNsS4FAFt433vG37lV3zrVyzUMAxN9j42/Km94o/HK97aGoU8f3mRXodMlQA1yyCjwTsjpIlUrjGsuJQEhXbWYYs3CooX6l68xtSLMlHtj0MV8u3JRi1WfLxU5wGV09+U/i1C+N62U2LLwTttlBP6rVv7+nFooktrqRQUM/Me1K5KNbBNdDOQPv8PtvD3UGvRcCPaEeXJ3uD+txjfk+G3tii1Xi+za4vk5N/7szj6cFh8PM9zepakv3Ou4YRqhxWd6fy+iG8MoJB9oFycCV/a4xT/bkOs7q1Ecsx9oOt6gA6ZPN6Njases5O4zIRwBqCcEst5rf3ck9p6BZzpPTq3aOQruoKCToXVVKhy0SYgCotZV8czDoAsUdtbwXFo/oJI0AqfZLfSQAPHGX58kJFnoZLfFywAzwWw0zr9IEntSP/Td/3g8vGsA6e8i9M85u8nRsSflM5kHwoG065lzevUvgTl2hBCwTDeaS1Cz65l1S1z9s3sEPaCU7UHzKh75XL1fystXRsldF/cdspX5PzF+VpkCGxWKpUxz5gWsFVPs/nkAw60THtB018bVX0JaeFWnvch7xP882mpT7ZbhXOmt+yNfvZE/+2DrYl1H4ec9+73Xn+nSdfk30aVHkTGpYeAmQ/nerTBKhkF5VlqGCptrIqapK1bSzFBHoz6XrRy8ZjcN1KV/6hv6oQ+HhXf9zWQL04s7klIdALfebYhAxOZ0GBOP0BEaLzge2P8f+pf4r2t+O31ij9tn/BSHkpEbhHWKytfEKCw74t5kTspcfuFDyzc8d5XXMuBW1/wy/0FTRjvxxKBXe8zCeEHslT9jtEpnP/eGX96e8HbvuIwRUjpoGFpisB4MDoLSiWkuDcMV+yhOXXqlGSIFVRQ2Rx+594oZnCsdS/eawqmWgXHDf1ik2LVcHMkwaPd1p03wtR8QljXhut6YLUBQsH7+GQ4aCg/0l5U9JkEG9vQIQh88l4ziH4b+rc7UPtjiWSwI20c6q5nj3Rabp1osG58W3EPh8qVVOW/8zb+nJx2h8Arr1ttUaHuwvj22PA4Kt5/uwCPgvI98bRB+ehgSMpQHizzrCV0a9kxB0kAhmIhtAdH+6wf3tmUgfiuSKylab2nRE98P87K6BS0nPfo+ZWTm8C8NhNFoNcuhpqvgst6KEeOJU0f66I2buUTKte54VzZ63AF0anFW8e6anWxGt2DiLW73Av4XVtkfJBIBHAp6PLnlKL3N1a7R3sIKmbZmQI9FstjyDgPkEelcwLGBkFwVS7ockq8KsXAaXCWMN76hkevUaVsVqn8vm/45f2K+23V4lZXZAWO6Un0TvitXEAk1rKaENY2jdSn05abylm5TeQRJKFHDbXna+Xo3mHVR231VU9GCGhdp5AeVffSk4W6UEmoBGmwmrZtw5JZ5UEnuXROwvpmiIWbzDbbZG+cd/BkpD0eIkQLCnsrrf1dD+XSHJUSMtU4Xuu8GHdBMV5UPSMJhW2Ji3obcB5UAOBqz7Jocscr7AAFoiIq76mNWOrsLNHzozI2ntvNfWmLcRp5YqMB9V0D5XrT7xyVZhDryA5MtFMksY+h9n1JWYFIRAioadGRjgFuA+21RGJSkw9qzzJqpg9GI+X1XVm5jJkEXzYdePKnuyJUBwF9Yyx/0fF50YEoDMG/d/2mjqshYH69K1pDud2MK7R2jKVrm/2hXTU4OHwEAIrWsR7YSFawdS/YZOYsMwBAh+oifujZV+ThRION1d5/Nbu1UUxEVx9ErJ1a13msuo++f7NlSoDieyQ2pdz2yOhQjr3M4HeQPl86U3zofZabnYcn7sxyCNqmDjAvA5dNh3l4Z8btoYjhGHq1DmCdWfhl6WAeOHrB933D+7HgflS8v2/RVZJRta4XhAW8diyrIj/WohN+AeClahvs92PDMZQWZzCBDRXqaBbybg7PkvpBGFqYhqGWJ+2MzOKpU0S4fB6MnQvuWw1ONg90vDsLQtFaGefMEa1FF1wqAX7Wmtgz274uAiwCNl/Jfa9ItHoA02nGfgfZ/k0ZUkoCUr8iFXSkW3L8IBTQRHT4LRyqN71AUBKylZ/pWSRuL2yWt7J7sq08CMJj2ncPbgU6YdqWreyC9TcJHj1hKHKbgW53KDXZTL+HrvzHgaAiszOsvy+3KVszqaBF2kgWNC08RKI31j0FbG0mnSM52BTtG1zamIHfc+KVDaE5qvpYIw2jIpEoCC7fk60R4PjE6H+p13aqqd4p7sFjJrcJk2/FZMDuHZjvJ9IEqlTSopB3ktve9MsMOkEInmnnPIy2zGH6yV5jB7hQ2Fn/DO+iyeQ0bDLWh2bgWw5BfSgCut5UZngfii7bu+ndZF90UUL3kShPrTRCvSlKcX9hjI2xLQ1/fX3Dl/WGT3VHtezP3xyf8S8eP+PWF7z1NeKKfVTspq9+ebuitXLiAY8DY2cKosXjk48CXU/f2/JuaErz27Xwa91Qbb7Pi/ZjIYxN4BRbci84OuGgBTcAOEg5nBNyWzbVvdunB5al43XbUXlgq025/1dNV8mi/LR/ur2gC+H9sUIAvG47ttJ1ZgArb/7RC97uKx6PBf37Ato5QCSddbCWiIJWdAYAULYOvjRN0O0F2Bn8PuOiU1BgLwcUyVCBHsJREAYJmDtEELytqxVYv+5q1395u+LYK7bLoai+peGVR8ynuO+LdrMNjgJ+t4Q3O+3ZgVkMNTuP5Pfzk89FHSAI4P696TP3eWHFQ/+56yqPl/hQyqOxEGCzJ8AA74T+fcHbdcNvxwVflju+rA/8e9ff8JfbG761Db88XvBoFW/7oqhdRyKvA6MRWqn2vSofvCtgwhGwYaNcz16H6vBLBxbNBTQDY+QB1KeXr08qMowKtNf0lgaUux9604NmK+q7+vGPlwX3veCPhvjswlhY7b3HPCsNoFqx5HBFggk+MjnRL1W97x0QbPRiMbvhZPRMH3vGzPR+dPwwjKJIk390CCJwdnuGs22UXYEhA0C9HAEUOqHSLemYB7JrZzajH4vmhHDFVhtelx2f6gN/tX3XXAp1rNzwebmj8hLx3tuxopOAtnm+nMu10ohOySVVervMwVjf9gt246tWSgQ9gw5Km7knwugFdWnRubvWbueYcNsX5X3edTYChvrBYxXgZaDUHnQHrRdNDNeBwaI5qk7Rad4vOj8BIMhhPoXTF7lPYecmitpAxOtlVzsdPzd/yP0L7wAiUXkRRgyydJHSeQCIoubvvf6Nk65EVAD8PwD8cxH5D4joHwP4JwD+EsB/BuB/IiL7n7sGgInuiKdDKJGRHSdfIJ84J65w50P5sBuUWSEI3ocPD4CEOASkaUva+2ONrLw7LBKVrcQVmduZgKh4ewLRs/StMx694tfjio0PfO3XSKwy9CC8FDVqBXO64iEF731Fh7YKON+iK7BntIS/BMDobOtj69T0/7toAvZR6vw8gEqTp5L8h/7ZHyhOJXK2qshg3RdRNAkZ3ykyQd8pO2Hr81xRsopsrDfJHMxkey3Qz547sGgmXuOHMwDvNmjn6Mp32j15lKrk42D06tXBgbfWY0gVgEi63tuCJjr1fDeC9eGBdkekH8OYtJR88CSN32SuYDmXCCMQld7G79Uyr9jurSq5di+nRMPe9Bnj2fJeArMqmgoWWWYdeRFO8aBI3ETbXLP8srek2hfEBEwfaJLRBynpehJSIHiLuJmcRTtzQv3k93sbzrMT40bUxcvRYSlZ64UIDXwVqebBsh5Z43LJbSSEoCegavx8hp5WxDilCu75mQPd+uwn5udiv37WJR6gSPBb5ZZyf1bXh5FwTdN/87MyZvtHM0Rr8aSp6xIQmg3PasaR2oY7r0/3n461TxEFfP+mroEFFZnzMaa4IgVz/emPnL/wtMf+b6gMjD2h1AVR/Hh+BbevE5xbUrzcaTrJQHBwlYf+O4bhWbu9y5M7x8Erl/SPkAVFeViKydJMfM2E69zXjwFFyHVcwM+pTHSZPKlXMT3u7+kq5gPQtpd8T4LgKY/1zfuSnJFwUnwdsiOR3hPJL+jQBzEnMz/fnEgu8V1S0nvSujyfIecF9gViFosBVN4XK7JdyhGUGgBQyfg03fbYGXFKGUU/iqJD7D54MJai6Zu9lUBzzYmyovJv03ARbXBn/ejrqOec5hl62vJo6/a98fOdHUO7dCDT3AEsAHvg1x2pnO/D186/zNbY2qDyhFbqOCcQ3U5gPt/pzOaimMtH+hv2tR98laeqRYgRqS7unXFQwTuUzmXfq3IeevCX7JjYnriOCT5YsgEQJkRNWDlihVBtb49SMWgojZFg2mZ2I5A2ykVUFEkV+z3S2gpNAjnWjWudrSOA0boOwQnkT9JrcY0+ZSJ3p+RCXj4jz7bS1yDmEKS9INPLilaeIAa/dTF/JM5dN9qbZurIA33dNgVHJH/Kk0Hnomg+/yZWbidtrSeY4nwwTrJPtu52TbaW8ihAribSnU76KsvkCXUZ92emwJLZ44CdHzEalelPBUWWn1Uyn8efzX2npFMnmhOn9dYv9we15wLFvUZsw+n7XNTsPeVISVw/v7Zonvhw9FCst6+F7398RPeen+ztROHZdlnCeBQKn4t/ZM8dpWd6xNHO/uIDKM6hGInXVICl+Z3ZjsISMScdJP59sxiZg2sSqCw/JX6nzQQCbda1c8fRW/kV3IZPL/ezXNflyfJxXpI6kTiXFOfSXxG2ur51OeoUvPIxqM7kgXyNnl2JXAhKaxKdgvY9TgOwt4KDpk1cDOXrs078+Vy2nCrB0aNOo3B4QdK7JAyUkrsidT0EEO8is/kA/ntxO+HvlzN3a4pjHSA140F6ohyATU+frcz+JSfkIObQpR/xVj7vEQlitks+S36xsOm+/L5H2Q9I+xbn4wefy3HASb/AzsGudFqPXrGXEnL6o263H76yTcnPmn0Xe58YJSRSzmUihBEIzGG2fLgceHyc0PmnpLWv7Uj6wws2piPEOoGk6PM6UM6f1ZGZHtMco8yEYOQA3P93pyrt14/shP0u6BySHxL+zkh79meWOdvrH55ZTP9I1Zb+e6RnnHGenguhGfd5/qoJ4zEqFppo/UKChQbW0oBesXJHSzIRM23SZ5qo38U0DOFKuAdKvOLRS1Du9Z6TrdAYDdAO3E4A6jzn6VmbyYiYX+L6DmPqiz8ru39uuZPvHOuO83nyvz98RZ59MFVRXEffc/4eAWbX8u+rEAD/dkjX/zmA/xeAL/b//3sA/wcR+SdE9B8D+J8B+D//2SsMRTo1O1SuwfrL0BaPdSAIs/OiWcKTfLAPa/BVWcnCATVo7ajo1jIWVWpCGt5k3F0C0PcCKQW/3ZXrg+uYC2kILzo4+NWQiNchqeJojmH/BFBRwXq0in/2/Wf887efwjh5QvHoHMpCnoRQRMnML4tOj1ttesJsdSjBX8jOIdcJ4/sS6MmTQ22DyW4/FeyXhpeXR1y7kGj1q9XZYt2UB/FxVLzta1Q/nefDFVofjIN1ErRPlnvIqgeuq+EL3jVvA0zLp9A1AnrBXpZQokCqljTlNuGlg9OwNHc+VQ6GGV1FIP3WL8Z7ogPK9r3iuFfw96rrc8CQSTrF928un7AtDX9cXs7k9fb3but933UQz3FbIMYtxzsFB4wjPD1g9gp+X60aAlFD5c/g7SRFQC8NZJxHWRb2ewUI2B9aXnE596EYx924oO6WeGVF6Z4cfMFMoO6pWu5JSnNuRyFwEywPex5DKpQLgQ6vILkzK1Gt1wo8xeCoeke0np6cXAtInGdSfHJtJK1xvu8fKUxHT5T0s2T8qAPDHHKMebaKDZdaFs2C93UoasoSvZ0dBaEyOi7a9rRcDqxrjyEEt13l9GEyQMZ16m1xp4SDOwxDgxXegbGSIvMXYFymrlF+PD37liNFs2nR/qwZAStkFeACtNeBcXWUq7Z9XQzpBwDf2oY2ZgvOys7tNYKPy+Utlp6R2grFxljPfemHZoQc2RrtQ12fg++GPN4NjWS6t0Sr/uSl5AYb5KFnIXjc/GVFA0+YUjN+uoKTI/ucoD7LhfJQcrdKOibS2AO4+ibKNeXJ1QENCjyINHl2fqaTXHZEYTAnbHUqNAUaK5Ov5wq5PqeiGNzptE0xpMtsuRcCUCjQUMP4jMtQ5I9XbAFEUiI7Dp6w8kq+f58PZfKJrMO4/Px5fYp28I554Oe2NRBPFGeVPFFn9+ZceypcZQaihYx3T2wPFV0ltUxHPDnqS1V0ylYV1fplueO17jrsg3V677d+wWNU3HvFYkga17H3ViFyxd0KboBV+Yt2Sfz19bvy2i1X3I4Fv903HEcNh9enqbamSNi2V8ijgKr6EOoOCJSeWSc00z7pkzywVoQWzQQHA/vP7gnCfCWK9+aAbCwIoedOJrcUydqQ/wbwMSaHIZn+LZPTsNx1n/m9TJ7M7GwOGBKNTsO7uiFlyyFAh/oQpPps7AX3+4K+eKcKRVeOt5yy8b8KLFh7VOydcbdJ0aOx2pmDwbvRuBxp/QSaCGXYsDNg5YYXkwkAynM3NJhAAf7q5R37KPitdOWpv62TMgiwdkuZouw6DtCCs9i6D9skuwdH0sumBTVv7Y3BJa2gv6u95hufi4OOFnUqBy8EPelLRz5pUUv17yBXKqpDlA3JglwvDCf7X+4UhaUc9EcRj0xPetfBV7VbuyPvTSbKPm2u6ubJYRf6W5xKAqiPYYkj0inBlvTPlCk++TfrV+WTVt3qa3X52jEqod71Wscn9SdaCqIgOPGh5wKpf+cwWVy+WSJBCLwp33q0DYI+BFDPBVbyoZljJsViwvVxLkD7tfzvOTzMkf7+LWyoGrcfugSexK13QblrFwV1QdnVB+xd29iPo2DsRXmY32dBOwosrktMf/vPs/0pFkfFejqI4KIFEuWxl3j2ss8kusskiaF8j+kLlp0wvsP4pad+j+DVbJTbkVh3SXtoz61D1iRshxQrCJtu4zbMN7GEzFYwigFUrFOEjSd13Cu+fr+gdcbtZcF7W/FlveFLfeBadnzhu6Lz0+u9r/j1eMG/Kp/x/b5NIAsP9Tdd/IZ2JY5BVkRSmRYIyBP91dwZ97896VIFTNo2C+TzhVSM0r0YNNcLRfR+7QzmGSgcOk47lr59v2pS1bobqGoy9NPrHbVoDLiWjnK9a/JlX/DWqs41OLxCCI3pRGMGBX0IaB2KdEsT0nfjlixGQSNCkGo0Dwupz2nDXMvSI2krojyVSPeaD6jwHBzm7c+3xwU9dXd+vj5AL5LuRePdx1HRGit3ZhkQi8fuAu0CYptF4na3JU5k043uv9P+dM6y2EgCvISfKrGHtjE4cVbbY2oHYvJ3u3ZM3F8W/PrlCkB9fI/Tvx8bfts3e0aLYW3ui9NbRFHJ8hxuY/tFbV7WHQJgbEO7OG0AdjQs2QT6x7GgNcbxqNoNeGf13TusE9MHUKkCch+cD7MjTZG+Hks7utDlSop2wYoA38qKpQy0hU/x+9u+Ym8F3983pRq7Fe3AM/0U83ks9lKkq8bH5e56fAIdotjt1EOeHE7HLZKyof+mL3dKyNuZDWoXAwONoYGXdwP12B+aZ7IIStXO4FoGaum4LHo2PbZrg/HL/oJLOfAlZfeYlGagWvJ1CMXAvJmcV0F9b4rmj6Huln/6+rhoYcrmmjweFaMbErw/CatAi36N0I+B+8HgZWCv86aOR4W8aW4mADEC7Yq2l59dVfVWAPoBlZsPPY7YxLoJ3ZeJ4mXByabHz9l8Wlty9Zl9X/V82rz3eS5tPyPZmmK8H9To4vVvlHQlon8E4L8P4H8H4H9Bain+uwD+R/aW/yuA/w3+tqTrhwvDHEZAoAchaAds0wD7GUlMLGQe4OJE2sMc5xx5IwKQaKvxrxz2pd0q6E2FXRfKDvsTJ+FMrj4dIN8wfw5XTMm7ypVCRT0oYhL2M395pWAMBkERs73qbp4qjEDwLo5uvEA93W961mhhaRScjFGNskrRcRRI1/YTGc5vNCfQ+YEsPDTAMAEboi1hlSdvB8JJFePapRnA2YAO36JoWTeFGrpqYPJDiq/RHGDh66TVRo5DSAzw0LVpLDalUbk3g1h5mKPTVRm0Vman1anyo3+3zqfBPNJmQBPtCI5mMPRWBE42cfKUNDC5+dteAmh1DkY7R/6vKVNRTX6qynlFhyww9ErhqT3fDP1zIDJ/NlEAxJjIAyA4gGZCl0LZzemd8nTm7P0eMSe0hV5HTuuUlVZOvIxih+2JQzKSR92QPF0r287hGE4XyTSaT0rbnZzJ5SrR2gHAuJH0HMF5p2Su1YeqZ9rMZ+OcWTmUh9Z4P62b2o2Oo108yRiBiaP87bNECKPUBmOQchh6y7SfYcBIzu1st8HaImfIcOXXwUym+hq5nnJuQEHQhziqNKOj/Vx4IWLuEeY1MQMp/8EMrCQMd7ynQ/n/RMC+zqnQkROuM2ibjio1TWB64knvXd/jCdcYEOXfG+hVmQY2gWAiqdhn8BlynYz3yW7Yc7IhcyJJ9vTvDxVWzPdk6H9OMHvC1z8/QBEQ+NozxIaeJGRsOv+A6tIc9LJVzHyr4n7Z5ZLs3j46oqdqm/OVtREon/lZtw12gbS3jq4g46IrxjmV27A6rBiIEglXp5gJG+M2VuiEBMkvv14hLzjWmMQMIHTKYEO+Fp3ErIHqDELIEnjqWNuzEU7dvac99fXyNXY09pNe8aS4D3gS0RYoIuOGTvpSir3Hk/4mjzk5G8ixBjV8jrK3LwwdP+Z1n/dp2g63G0Y94jIePlB65rD/tv/DEEvuM6SCTkZ+iq3j1L/AsGTTe1sBABs3HWCVDp0jRZ55xTwJDMF05nNXypPtDnRatj+uGzrU12INbt1WD/cbvD0161a3t+ZnZsTo7/oOzz8TqD9LOCdcHYGZdXNCCmZ9nBGZqku0AwAQbavP6Ev/vAfMnmz0ZO5zwCEqL17wGf7DJxucX1Pe/UCl73e9RZqUFvHhUP5d6dn8Wunn+TmdZ9ELgHz4IbXrebLZ7yv2hqJw/edsm7sdz37BvKcp2D4x232ZYT61dz/Nc+a6W05yJMlHkU6n5I7rkUj0+nP4Hnp3R5YxwvT9LFE45UVi3U4oMX9+s4OeUI/z2wGqmJzBsSCIxIXEGjztaU80AT2tq32XmJ4N+67wux+fm/G0IQKIdfwchni99wUL6UCZQwoW0qLe83CYGJhlcRmBMcYZTRnfb0nS0CVmm7LMIPvfqZMsdN7JR9E97UWvJ/YLH6THNBGJOdkK4EMnQtymdRIcXe1nSTMNnl8ZyRs+S/LfPdF7ur5ti/Lo8vnzBchDm/z9wES0SlqzE42iXVORjhzc4MoPTKdn6BYLN3vGYZ2tGdEbqL3x5MDFjSGSkZT25Xf12u/outCP+XM/2hrXKf6/brc7RefjwNm/Ua5OH0YEEAocmRf3lO/LHnX4UHOXO6euYyhYyIqjugeKEB69RJz0oQvN1yps91P3zAktnz7jsWbYw7lPzcBrhctcEwC3fdF97wXSFCCjIDmK3IOCoxyBm9DkB6JrLZ81XRs53YvLes7/xPvDr33ay+e99jzHIAw+v+9HMpd92OB2JUEjQbHYb4j6xo/RP8wTAnjGgvY7jr9Tx7fMQaTddJzLmHd7jpHQzC3dvK+F+SLa6cfocj6vvjcxy8DXZyDOow7DReSk8twQ7+4IfyDHnZjrfrK17l+mV465TjE252uIzb5AxO9RiJSP1/lzeZ5/U6Tr/xHA/wrAZ/v/vwTwq4jX3/DPAPzDv/Uq7jg9/8zabckQpuXGcQhoEI5PA2MTjG2A1qHJCZmJOQCR+ONlmNAAAAe6kRtQ3OmrQL8695wYytM9GwDDeWaVA4u6oUsYGIvEM8SZICgh+72iXbWN4XXZca0H1tKCyHhABfnelxgU4YbPW3x9UNZ9X/Db9+u5ZcWeU7zlzlt6RQ3V2HBynNzJ1/YZDQQcmRrIzbvyaZQHoQ9AuvImiinurbRTdaRZ6/2DlcdH2zIkaAa4uFFUjamBoCiXpiewZToIXLV644ZUJ9MlIRla9clKSFsR3TrYOiwCbD2QNb0V9FsBPYq2FwdaRHlA+CAcj6prsfAHB8lRKjIIbTflfSuBmM0HXMwYuYNbdk3weLBLjVKizoMvvadxV4TRKBzOiQw9B1EAKAPMpAjvMkCDMBYdQ+FI01MiUQA2o+cT2QPhAn0fH1pRdC4TVTha3flg+OzePenkdQs+CPwwjjGvUCb5eyYdj7pIdnjFDV36Ec3PqSPqng2i+tlXRDu+8qbpxcpKqAvh7esVt2Xgtim1R0xTrbZuD5rOrTkZUgAsA7QM5dd5cjRFoMOzdrZBBiZX+ww8A/kXcp7WMyt7SwALCfqLBuZCWo2Vh1eG7SPpuZXHC5P3qg6MQdhbxa/3K96PNSa0e+Gk2oCZwgWVx9QzveLeqnLrHBX7vWK8LRGknx8+WTBJSXPfw1116/obRfIdwETrOnIrrcUomOjS7NwIoW+IQDrQRQDYkpg0MHnowsif5c0DMkfhKPpJIG/zvmkIlpsiZwJV+kQg7WKgw9DcmSLwULRRvQ09g+mMCBOoknINCs15N+LchN3kjk4Ibk/GDhhC6dlpw/l9/jufaO+Bae8MWqbjoE7J5EP0YFgdXdVVfaWTE2nUmKAxlNvoyQmUMotlM3Ej0yZb27KiKhllH6Cjo94OQATjskCWgrGwId+GtTYL+OgYZcP+hXB8FtCXHdv1wMt6BMoVgKI5jgv+5e1LOIuPXvHHtxfll/tmBKks6AsDX4CtNvzV5Ts2nk7pt0N5qt6bTjMuPHCtB+rLUB4sQ08cXQdmAgjkK7/aAIIydMCcBWrDp8uvQ/W/BS4jTwK2IlIUDUIuMbnGUvVeCtBeoG1ZpHaMzK74pFU/D/XOphfzpk351oKEYOzq72RZ8+Z/AnSQxa7nx+/N0Y7l4UUHlS3eGb2ZzT59L4UOJwtehtt1+yIqOlCLeaBZiywJB5emJHQsDVJEUSPgt4r9wfjP+S+wLg2fL4/gOMsDBN+PFXsveLttWkj9toDSPYTdWmRyfWenulFQCKn84zSckQ8CHhVjFRyOxCIBGhvamSKJwsaL6h1Tk3v0bCsiaHNbkh17EsBaJ8mKgWyoHT+qbHak3kj5Yc3uz2LxRLqXhEjkA7j8KhOxX3HifFd9qp/dfpOJhidH+SOShI4a0c8KiFVvBPr6SM83Ju2EEKFvSecQElWL6e43gk+edh/mFPTkRG0kSUWpORggQ/GWuxbj5a5Fjb5Bu5Scv9dtzEgJ7CPLd9oXhhYJbX19Hz2B4HqSDzsH1uXAXYAhqEWfyVHBqscp9LV2NUjYDhJoF8guaFQwHsaPuScO6JwoFwn9Uu/WIXE48IQA+31w5vq6mlyAEDITxTx/JuOZ5kM5yGH75d0Oo+iQqH4phqbT79RnUFlhSNgrlzO1CZauL/P9noTWRBFH5wSQZMm4XPkY2qYsmF0oiwTazP1/5YNccWsL/jU+aTFvMDbr+FuKciXe+4L3Y8Uv71e8f9tiKjwY6IsmperWJnKtqe8Yc0GA8Ns12T/3ybnwfX3LY9rw7MePYjrlC9Cc63nrCpaAxckHB7UAASB2wJJ1jF6OiH+CXm6QzvoQwvu7onjXrYF5YLNuk+t6BBio2wT23hhyK5qEsfilHQUPrqeuh+iY8uScJ4K3hPAA0HZTHG4PXC8DyMlX56++jQ1UBMe1otZucz5MboTwbl2L+2PRBDnPxDSXYWhxRj9s4v1Bs2Dm8WvoItsr43CeiHez+657JP3tt+yFT0z7XlwfWPdX9qVUnhG0BhCbRzgAvjNu9wVr7bhvC17qjlf78/N6w3tb8XW/4N4qvrN26eyjQkaJAqAs+kV9tX1waoiDpp0SAHWgXDrq0lDKMEBSAXnXhb+sK1kWQR+a9I7ura5xY3lMe6SdkrPzIa+xmM7Q+QzQIiYxDpc74271okc7ihaeHtoBoB0eFN13ycnR+7G5JvVdYk5BxPWmb/qCKH7lWEPsnD0X3bxbIiijnJPa/CZ+aLePLAqck3VocaTq33VVw+0o7/m3mIompWAy1PhSOi7rgcX8Vi8GVR64miPvNAH+ZzUqrqAmsNyOgxUeTQeuN5t3dHssGJZwFcGkErF8FO+siGlMGYUAdBSj1SsYywwcqeVO2RQ/sXZUNgLu+xKdZaMzhnX2UmOgI1DU9Z2mTR7TPvl5izNoNkE+VIIQ/p6YTxA0py4nHnOJnd+nJHlOxH+In9Prb026EtF/AOBvROQ/I6L/zt/2/h98/j8E8B8CQP3pDyHv+WY9CRdVlVAsvhF6YOEISDDkB5x4+n3QYU5kDrENqnmegEvd0CEDWjI36LsnXZ1bIhzuYf9MBys/A1l1uR2aMF0MkcOOyIHEZN1VlFMjTzsuzOBecJBgb8XuLWX2/asEeq/PEGtKQuAJH9gjWTtabwU7gN6KBm33AkqOGR86cGQ05beZFbNzEge6A7bec2JqBERmbImtXc+si7BEddun5sUzmUGeiRf9M6Hk5/2zi0xOU1InXhFCqQKTkl9z731NWJNeTCCiqARHRdXW4Hkq+zP6xtf/WS4youK0X/5vTxgPUhQhQY2VtQh6ECzCGNXbqIbKhQdbGXGR1skRFFG9c+h9ujevrJO1koEnWkmDAENShRzZUjf9Hg3cvNI0HfDnongkwbTQdl6nFBCd1pL856nNwwItDzQgEskBvw7bpEvZtbLWSqqQJPl1h+eEaEktPWMQOhOGJViOo6C3MmXg6ezlexDCpHBITtIH5BIJJjRu/hHjFqSGCNbEHRDW3+vj6KI40msvVvkVOqlZH8q2oNvUSA40wGHTWXtXmQpOnVypPjmN6Rz6/7rMtElh4a/wUT0hN86f9USCG0hHQ3mhwJfJv/OcREz35dfIZx1TJjyw1L2fm+Cyq8OyxBKQ+PgabpH91s0hHnpeT5QaQooGIE0Siyi6VO9N5lkBdFgJQ3/v60rpPMSzS6yFo/UZiccz71FGQ4k6Ed6SyX2uX0bxxlZ/sM8ynZWUzI6KcEao2ntPzgnS/iSoireHirXWSpLY2WZn8l60c+JHaBtHdjjK4+g6mfg4tKAWyT6rjLuDWUjpOCp1DEeDm41rwnEPRIIKR9gyjo6w2THAkiQmzAJ0RhD5uc5re1pjk0mkM5tsVb5O6IBqJqNqS2KATj1Ys30YdQZus/p/3uCcjAr9Q+lt5n9Fwu/0cwlUCDf1taKNcJzXISNK9Wbp7JOF3yYY4GkDky8j8R/Mn7vfUgxdCuBRO7oQKo3wsZSjveJoxs1+MKjNIOF0Borf0JRjpcsw3R+Lp/o7bKkXqwjoh9vvp04kW+sf8aJ6wOmBR3yF67aka09IYIEGx5ZwzUlb93XC/niS1faM+0wSKFWKP7rE/5eHaLKq5rM+C2jR6m3i5ZPgzwlifwbSe4DqxWjL9D3IslpscKefBbN5BEWhkekUEUta8dTtUSg7tc8nvWh2+mSbzZ4UK54qIIROwVVGtoY/RekaaU+9APbBJ3o63/G8iftaky7z2lMO03VygrkRUM0vbDy51UPe/B79O2B7j8lHDvUt/B6UrkqmTgHCL4iukHgmmesjbmvEuMXt88N0pkCRoN32rGQ75GdqJmBcvri7vZPYe//uk8eTfYBIeuffn22exxcB2PBOP9M1h3Uo6hYZupVn0Tp4IwcpmMRjVZsFIPEdT/eG9O8kP6FvU9LVn/fZV85+vOsEcVSE0WbATHPIy9C2wIkg1cPl3QDD3iqxJgAR2WBJoNsQ5WItR8WKKJG4TUsLe/7nITsQ6xqzZCq8g458Uc42yLsZXc4i4errF2fIvy/NCwECHTiCg9K+35dDPJmFiW51UFNGuvo/CdER5Pv4oSj27K48//8P3qMoSOvITDZuxkIUP4/CVleU6d4K7r2CaWAr7c/y04a9Zfs+LwT/6P6ffjWPnXXH2lCz07cFGnFejtyX8KJd8+K/2ZJn/Yakn9M6jM4Q62Z16jtA8xoOSvOYPQqdWcc/L8Wp+yOdMfeHZP5/dLNKsh++OP4dMnVjqDS4/gRAFM/cu8YK8CTvSDIZC4A4O8x5J+ZedNNbTII9cVKv0mbhGZ5cPRfEncN6t2Srg3L8b6cTGN497Hvb5x7Prpq53yd915VORvy7PQZphEwLEHa1aaK9NS0YdevqnghXxN+R7Ey296RfMfdE/LufOh3OelXPhPudp/3N+ib5aHOz7fr4/de/CdL1vw3gf0BE/z0AFyin6/8JwM9EVA3t+o8A/PMffVhE/hMA/wkAXP7hf81mJmlbl9+oc5GOCkWkfBqm7+yp87TY3doRBMCmE8ZLGSh16LQ01aCAIQG7TT/tVzWEngypb1oldudYTCt4y2SgGJ3fyTeFZwsfBPBhX+VG4EdB2y/4dd3w9dJR1o66GAcHDyxVeVq32gz6P2bSUmwwiAWEbTDYFMu+V0u0kZ7GaDkxg+JtI24E3GjbISjfGPLOkN+q5pa7on6j8t31WuWu13sQ8H5ZQSTY14LBOnwkH1on7PbkrB/+aN+rqkW0VYUBS6D4tDnn7u2PgsFTesWNsE1FPxkBk5dTQsgTqAeAB2MU0er1gAZVjvaV1CLpSfy7Jmc9oBcXSjNW4Xilw31KnCVbLARLvMAGvOln6l2RDGNNiBpTUEUIfFi7B9tgrara3BNOjqbpGTkjxg0XSS6avLK+TNZiVR5ayavvNp0vTVrX90EnMvr+Na326XMpx1Jf5xkQR/u5Iezz+4QngsIDs+xgOkoiWgZtP9nOaCQVy/z9NLYSqBSYwVNuQq2iDnPalzcN/vl7gWxKNeEblAsYsko4x+r02TkagHTC47bgQYtOVe0Euut6V+c+snuXCrQLUFj9xrILFuO29eSjTx4uN1ujThMN25WLmZtWf8NYO8+nO8xJFvws8IMhXdCwoNWC3ik4qZwQHTBOnsFYazP+Vz29PlVbqUrKbJ8weZxtr1Nv8mHBxDL3z5EZfAD1NlFHueLH+/ns+AAPb40mQ7tkdIv8huAXzc7uc9JVg7Ekl5kLLiUyVP5x5mYVQ361ke7tLKPeSklNNCCnp597QoT0uagr555U1rO/ENo2Rd5lXd+nn+1dvaw5Vd4CzX2ck5Z2j2UfikxfeSYFWB0rsoC9PCzJ0Od6aKvwRIv553KSBxZo90Vtta6zTo32vVEZ1XXq20TW0QCWbx3cxkRH7X3eBxFkKSE/fAz1X9yJKYQBVjRc2GJCNzoYb3ly0v9LOQDS/99HwaPVCLSYBOPaIrnHdeBoBfei1AMrN6wsWOjAl0URsve+oAvj1/sVeyu4GnqgkOC6HOhjIoE0qFP7qBGu0dscVVEATxQcMH8m1kpsD9xep/OUnf6+mUxWK8ztarP61eQlFVtJLIFPKi9CpNO+uwS3cD5HbCjW8iDjwdIE96mVOzmko9p59eSzJc1hclHfCWNh1UeNYuCGHDORSsl/yeiASCyTgBqhOPohOdB6nmcngDDQ7RrjteAAcCsLmAveHsrZ+rgrqmnsxt9yKJ0S3xNy1e02QRvwcqLN18B9CX8ZopTMCfcAWLtqlArK6WycdkUnNKdrW0KsOMpnP9txvzdHndeb+RZQ3eIcr15sfP5cBLiWQHW9UA7TPfkVvoz9o2gx6vVvul1LhbS9sKJBHRlf1P8r92HJTIm1zIlN3hXt6MnFsfDHAlcKYJRCQKyTRbmJ+zr1pLAGcp6ky/vlScHT712eHXFFiO4RgGzYpsnAjhPC17nEg54hBZix3kNtAu9a4Ku2vmqXMkLxKeDr53vL3LZO+eL747YpKIbY7S6hD+3I4gehOIevUz95AtjX2OxiNW5YfgyNbVJrvnYqMJxXFgCq2dLlTWWiX/jEsa6FHgCiVEV+jyBSuqZ9gI8pT1KNx/O0JJKS5JgI17i3JCNuE0VQ7rrAyuUqoD4AIoylAKx6CQSQ2VQFJKj/NQC06u3KxpdYtUvxal/n8Y8PlfGitQhAdWhrvCHVuGoCsi59Uj6w6HsgkQjyJM6wn5EnBDYvZKvMjQH1kZ6LpCaf1FUGxsEYj1Xno2wj5qCo+MRIOoxWtJtgKCAHDPDabV6KIWHLOAFi2lHRDuB+04CgLjrvwJNd3RCutJP5uKS+RNjKeVioDMjweRRAzGpxJBxNVK4MxvAEdi6ieuLHZZoA8LABuJpEvR8VOOopAcss4NJB5MNjrTW+IxLHXAWDOuRQuBQBRh0DyAIdAsxWPANOdEDuy+Zzne3YKHa7w+yHFSIaqxGsdzEuSotpGCiHcliPNBukEaGtKh/HW8UbLvgXUNTjdWm6TKJIZJ9L0g3QVZcOKQO9KIgHZhvp4JlbMFvr8RYIoEfBaIzHUlSuvFPEASuWGCNDMBafJeJFQbOFQcGXEmSiZk0llWY8WA5V1uVd7f5RC0Zl7Fs5yTdcxsazPkl748lTmnokJ3qFLDYrU7do/Ebn+QX+OddFdr0aPrf9rKT3mixIEdRb0U6Oi3UsDLOlVjRAexrqZg4irQO8DJSqc0rYfFO2YaF7U/Rr4YG19Bg2m1+ZOhLQ+FAHRWuS9bYvQV8AJATxowbFYkZnuA/isXXYey8Cm63UXAPN9e/T/2HvyLIAtL8xxkE4xgr3kaPA4u+jmRzVB/KfIwpUOU/hwACNvQCnsDnRx9k1+kKgbmh9TvLvRWp7zgCfMFn3rdrAP1fv+FuTriLyHwH4jwDAkK7/SxH5HxPR/w3A/xDAPwHwPwXwf//brhUb4gKZM9XDUBtIiYUY7JAPNKbBciMVg4gYEAkkGNz5sy+moXuXW0EzKsBRC/rg9rfnygJJiBkcCcIouYLl3ZKQLOjkgyIwyd1JUI1TNdBN9nIOGleWHzfjB8pEnv7tf4a3LBHAdh9+KLya4AI58j4AdGiAq6ihii4Dw/q/82HU54mlmyad1LCJCKho1CHMCD60WG/EPk4J/vh8UYmj9HzxvClwc7lgnNcCc+/i+a0CJh0z8eq9mV4dHdBnHfh46NP9533wdY1DHOudnm3Mv03HwFsC3Whwt0vadWLCJ6ly44e3CVMoLkdv+DMCZth6GsZRZBYt/NaJ4Mg9TyKxc7USgmPUk2Y57jwloDOKVeb7T8/th8e+Nz6LdO/mV+bErSpE2xtCKE+lGlHjlhEoijwXRSBoJmLuGUskmmfS2A+23khQXHh70UHBAZQXQAjGQ4VZ+bIg15OBbpAzciH/ybIZCRFBcNeK32ORcET8muhesVcOo2bPkPVHayXQRzrFW4OKPiY3jzw919yzeb5m8sXREXm93ZBNneqGFfiBfP5Op4LdZBRWGBIFHt9+f/agJrBk3nAu4XTpXCGPtiFHVcD34OO9nNSRG+Uu07D7xwkAzWAVdky5WxHHkBJi/X7Z2dO2ygFHc534yVLF/cT7F6VttXuq0z2ZRoE0IXuujEKLa5A7H+fka5w7X5e0Pqc17HPvxRPFNO+V2wAdA+Qo2DYQtA3+53de+gyIMxAO26E0MIcNXdxHwQpEwc4D4i4UgXDshwmOD7Xcm/IYL6Ni4wbY5Ob86uaAepDtKNgfoW2zPdRBh2kv89n2RB6df/css7oOCJ0aCaxUfCC/XpnXZSCov3OgJB/kNeneH9g0dzNiH/wajHR+nmTK5NfRc2TJfZDbUP1D1oESesISzmJ6mQBDZtMpqQXMs3xCNMDlkgyl5AnxyS/X92LDUdlk6smmj3neiWwNJT3imPd7uqe0JsEnbespw66V7jUSdX7I5GMS75miYyZP7cyZbaNuNi86TbJeQejrZz/otGfefpeLoD94eRt3FHosSTYqQpZDxkQTtQOkspku7YkIR5wC7tfQh/c5DYaQ6nnehw7YK3qOyRA/ZMU7p6Dwz5bd1nB5ktX8/Gm/aMDmEJiKEkAM7cmw2izNvTzZmLCPErafkkxJugVPqpIHEmmfP9hEgiVYKa7jyFDp8wzH/jcPKE0+nuzgD9cgn6X0/VneYp2BiYo1OR1j/i77grOA8iRbIpYQNTlxfZ8fO7orzmchz+c4cX/HPtjn2giEKyDAgvPLZEvpeCY6XzmyM6fnvDGyzfTfOQos5on4fbl/Ysm7+ZXPihg/1Lv0e///vL7ZX/R/BBJSPrg0FFW9H7w88BD9t7cy+/MMi1Mmz6leaHTWpKhQmgUA5JkQAbwZv/flaT1SdY3T98/qJOIe54JMvwskkQ/4wKeb1wEanw4MYGi342kxTTGQAzF46iIiOfl6AwKy/8/F77jPp43I/tYJ5Z8/7/vry2G+rt7ekwwBYctGIxxHPcktAB3AbYkzXzG2rhIR1Rm9yVk+PXbzP5548hjuMHBb2FBTct7V0aYNDw5z4GSrMojgtEZpHYRo2tCwk6T30+kcy8qTjPzI7vml8/0kX+J8tkxPw/T2c/5FMLu6MPcJMhNzwATpxfPSRPt+zN/YM7ivlGQFpM88WKkJyAoTPnskhs0NNRQHyYcOZQAnzl/3bwU64K4PwvEUL4oVLCS6hylkIu7b/R/7f3JdYvvmg0Al62uZe+oApUBvN7Xx4mvwZ/SHq4HMOx/3le6HnsTNcx0Z/RzxKhnlDsOAQZj7mPIaZPccS5zO9++9/k05XX/0+l8D+CdE9L8F8P8E8H/52z5AAyjvKhCjzBuUIorwA1TYDr9xXXCdNme/zwk16CYyC7blABYVkttjxaOTtgksZjEs8Qgx/kSvXvnlckVizI3sl+R8uEF5ctb0wqpgpQCyDdClY70cWNeGrXbU0rGw8s0eVk14v68B2X7ufoEbNxN6COZgLJIZbA2AH4oUJuN3I+PCddTEsMmYUq06l6Yi+88BS+AB4AehfV3x7V5xv62oS8d121FYsBZD7dpU9602FB4hzP4YfqAdrXvk5/BFB4LD5GSUhVLiHZrgWQRUh7YO5MEUyWmFJYTg/DOCk1124uOxmjG1z8hbPetmv5VIXGrihFsyrgUfKnf1JjZ8Qr9becEovifQlFZNU34uVz4UchTGjqAcwkSool/sznQMrcrFgCS7ylGGOdwCUC5Qc+DL4dU4MuoC/X5HrynvscqOTsuehikbxUEANvseosSvatfyvZlbG0iNvvq5M4c+TcItnixObXHKYaafOz7pZ8cK0AGMSELrzwA9A7Kbc2C8XbyqVnVHUB4/6iWfjqUjsmURDELwAz1Xr2eCxKrRfr5SC6CjkZwjVyxo7VcdLNTNQfFzHM7gq92TocSjYOJFKGKgCDppBbhVrQAT1BB7a8bxsKmxdWilWzArmLeqMpqQX9QopqUGx02qtCuPzw+S/mY4eejeQCZf1XMSyNv6HdHqe3y8EtplvrHeRFG0pEbQ5cuDXIj+Xn+BmF4Zr6Tsy+Mpu0ykAb3f0z40GfpE/aAFw9Q6VBU906+M5sgUAaoM8E6obwfKL+9qwZkhS0F/WTDWgvZSIAU4XmtyxvBkU9yJoNPv8z353gQ/4snBIkjw4SnKjLqifHyKvU+yZzk7RIDEBHVqc89P8QnN9VRHyZIpXoDUXnx4kOvcrZFU8W9aGKPyTA6LopSW28D6laCR1IL2qeCbEN5rx+OyK2LDph8P0eBiPyp6J/Q0pXfStQjeecOjVvwX5We8LAd+Wm+oZpfbKPi2b9h7MVR4s0EUA3vXIuRhwyJKGViqDeNKqPIHL3gM1qSIP04RoEI5mO1cYcyAxLlSYz/NN2rOq+YIOQtifTCc2zY/r3zoHmQqGd/rvk7Z0j0URdxUQ7gu7oe5PJmcG78kHTaY533aAZdD73IAAfVNfzgWpSiSZZx9tufik8tAlZNu0Za+FDgRMBjRlcJMap4TSluRp4zDeABHfwr4jQ/Qg0dpemGCyr7ziufitKIX6RyE6vLpPiVEsNpKMdtpBZeufpU40qPgtA9kLZaZSy4XlBSxKXq/xq856gQWREFhgaLBvChk91p2Aj18n1RPeOeKo7T0POu1c3LV7dNYrXBkHOp945kASz7BWBRlz/tAuQnGxjNBkfSGFFK5qpwQ1V4gsnt1dCgAbgN8PxQh74jFp+SDB7k56JICReGn4HD6E/O+4w/ZOah0usZp4jGf478cNLpMC8NQaYQIzImApr6c63S1XxPVmRGuQoS26TWGI2h88Iuwch+nQVr5PrwrRVh9UG6AoSLifijJse5xgnbD9bu1+fv6ClDfeiqSEPhxHk4X+z2mLNEQ8L2D7005DE3X8668r+zI3Xq+h9976T2pnSFHtAKQxbrGKiMPw6M+lGPXOlKoDYAJ9Q7Ud5W1DmBcGGMZeJif9DhqIMgA1TvFEJdDYIOIq3Kf3urJNrdVD3grArgfOkj9q25+E6Zc+Vkqj4lwJZlcrs7DnH1OIdX5ZQfGKoqauw7QS4tJ515szG5DqR1EQCkjkHL+bJ6U7IPwOBYz3wpG2db9lJB19Ggn1ZnK18jAHWoviCFNhzkepYDWDnYdT9B4zoVpANJsPkgR7ZQEAlQwHl55tIdw7stP855EtAXa94pI8LrtWMw+DyHcDp1FAgDMhFoPVHYfgnR4cmcUQwc2LujFcgetGN+3ztWAdRioT05Tt3vixofKygR8xSbA8pcDqKY7wu5vBFroPOD4wKl4A7guM51h8t47gYgxmME8sJShg7RIYih0+E1ADJ2WFZBoHYfj1xSpmb7zxEf87MzDfBC3KwT1MVh0qHQnwDnLXQySThabBxPy7eAStw8OlOKBTBEWC+Oy5LQQZrfVTp5tL0S7UDVHkjo0n2YSeKwxfd30rM26v6yzzYuK+mH9TN/YdI7agHZl5eo+L9v5JbqfQoi4NRcVNDekSXQugsU4i4lEE+xj0m8OATJlCpFSXGZd5gPavYPrcV80oe0o5pR/ojFtFMIvTUXpRPkWOTP3RR5P6+3+g8cybofLtL+RxLS9pcPtGJ1s+KjTpodfDQE9ZmLcY0wvrnunTKZpU05yQW2C+q6dGH2diNfYn5BPT6pb4XcgAJi/9/q3SrqKyH8K4D+1f/9TAP+tf5vPA3rARiPlsnM9ag7/XGCcD5UnTdxpZgtalgEuglo7LstMVx+9YOc60WdknyUAEAhYladX5JLSci7NKJrYJjFgCsCcXL/X55cJCBdF31ZrVVksUen8cwAMiaEE6wKcrOmJswYIpEisR1oeR1LOqk1CkqT78gA9r3MWbn8mghpNYYqWm6MWAD2GmAE4QdczhD1XXQSmDGqZh9erJsDv3Is5qRFVQpNITs7t0IPkfJyu9fR6VnBTLvwHwAmmnn6uSppOFfV5IYSRZRuoVB4Cr9CNZa6pVwo1WPH9Cw87jEEokriHlORPVcIcPORgMCpLzuPqHEhE9md+7Q8KwfCEsCdbhwXkiqrEVD4mL34/g/T+GJ4wz7I7HS0f1uVB2imggcSwM/+wJDEIZGu1ta1K/F5AGLYmIn5/ct53b1/yiZtltj2d2lFcX/iXezU3IUz9hk5B+Nyu35XD03pnY0KqlVAIMgQsqg+czH5WMvw7zklfEgRCOhAH9swnHeJnD4iEqwzGlL/0TFnmeIprrOkIdXp+fg/G4+zI6Xoyl2+uif3Ob2UUbaXql/Q7p9tI1SmVZ7HrPCE6M4IuvZ8gH87ys36Ia4UNSG+g+R5v4x4mk96uEgW8LqDDS7gCrAu4sp4NaHuRdmLQbFl51jOsMuFrHegmdxQ8UDcnQtdrOhGRhPjhYZ/r+4x+BxBOaFCRnJbBdLuIOmPyRGVA9swn+K7er0D1wzxmeZNc7uQ8UXZXmzQ6gVkRrZRuaCKUnm40ySJgARwrTxWT4ForgIaR+skJCMc0EDdATAMeFsQoz6ucqDyOPnSoJM3rxfk17i4w2brY2Rznt3qx6sQZlc5JRpPHM/raJWTBsx/zo2Tn1KvmjwW6x5fM7Hi17XSHNf0JRCxgMjARDqgTFf9jf0lmUafMG5OiicpcAIcjJQowSMCWuIp7fl4OT5awxHIHwjXpXwFFMJMTcoHS+UHC1f9f8hcCRi2kRTovQg1AkXSBcjw9/rTdyf/IqHLK9tORjgXKeTpobox3deXEIxulkJlkpM+P8mMbpjpfJu0T9HsZCN8gkqXwf3tyU3TAmSWsT7lRgtKGJJmMgTGxAX4P+d/+xxbcWntzkhJu6kxXu+8Vw6jiOS14D79o/oEXTVMdNpKuLme2T/4MkVMWk013FWXuI2D8226/be2i4DxEL2SDO6Ti5Oc4VzNDgO4Bpu1pP29e5KWyrHgx1HypU3EtbMd5+QkpMeBnQhCJXgl+37n2+v8m46GrxApBAzSU8i3bU7IhV8rj/NHOfHiJ25zZfp03IpLFWf1GIkSmvcPUlSFfbjss+dCJkEeKT/SnQnbcxJ3iBDFdZC37kjfF1yTpj7jPrJu9IDPOPw/fwHWZr7/tr+sEXjSZWm0g8kStKUCpVvu92a+1trBvgMZ3nTU2dZo7QJO0BIS9a8ShYwcpPYcYBQnB758A69qTzhCLEwPBaqjtEMDUZh1bnmNfP1dG4bBtLVB7XQiPxxLPWUhi+Jl3SzmfpWsbB0R5YsrvzffauTS7J78sdhSjL5Ax9V6AiszOOC3Hc0yQCzhTZgGPj1BcV9iZF/OvkrhPoTz/8XtX30X3ikR1iw9X9j0UIaNtkLCF/obgenUjd3akf9edDFn35JYlb33zHPRD80ep2D5/FhskaX38Njx+t3zACSlP5vv6NUjfp/tketbP33D9gx8s7FzfXBjJttiTrNwkiqM5BnF/HK6nPW5O+Qe1Y/OaceOsHyQDHJLLm72Vy1AZ50klp7Z4gIk/oOwFGu9Ripms6eDUvTwGz4RrI5x0V0/rml8GBogunGd/xpeyG/hmTJDOadDm8/7b3un3mZ3E2e48y3/IR77H572191H8m364z9TEXCub83EOgFQ2kSgOBOFj/+75wL8b0vXf/uWGg5xbD5AiGJ86aBlYrgeWpWNbDiyesLRkZTGL44aBSfBpeeBzfWBhnSb57bjgW9tQSHAcBa0IBmuVjso8nGMZ6KxJQL4/VXgtsUteRTKDo1x5QC8ARM6bbs8WL3OIAFWAPlFuqw2VlNe1Dcb+Uw2O1GOUIGV/HDWoBnTSYtWD4JxkboAswQq7VUSx1dZo1ff0DRoIOGcVTweB01AgqYKxKZLCFZuj4jJaV4eHDCwsgRL6tKoBbsKndsy1lkgydxv4I4PCSaLgo52K98Tbk5xa2EAwNBv4I5bg86S9VZeJra18V64m3km5Xg3V0y+CsQrk0kFV+YU+KJJ0HzGl763YRNiJIqYB46zRqlcNnjRRvqtN+YTbpz4dpZ11OimgDnZEL4i9DO5b31t246NBA98N2XmosnP0UzU+sR8mNPKzmcJ3dAl3TXI8fiI8fmbsPwH3vx66rppvVz7PAozL9NqpEep3BjWt0mMA7cWr+aZojau0XTR47xtO3IKuy3r3Z4K1p0zUFg3lTu0XwvEZ2L9IIOTlzqjQIH0UoL0I+ucOVEG5KBTYeaoW46EKR+2TO6RqeA5DyAVhePYHCqERgVaKyZtkE6M14Y4IBDx5mANpTWALxrUD68ByadEKNYYOupNBkBe16DrBUi/mE3AxSHmmBkAPFQq5dGARLNcDdenhJDsCr6bkUAz+IcFhJOlvtw2PsUHujLInfWgVb0DXXxgYm8TvcnuvMAVyWvnFrLrvaB9DbihX6fw7BjRZIHO8ENoVOD4D7dUcTg9cva5G8/sdNU32vigsYd5bfeieOEducJJ6AjMcL/17GBKLHUlzCCCiiEwmResQDCmK4D1mQ1N6UHl8WbH/9JenCjiJ6JRla72e1dqnc+pIgwjAzC6ZYembo74o0MHTEfjoFI+FY9o1OD27oejUiRQL9L04oy2Y9T7CcSSBIV+1CixMGJtej+05sjN1ckL9ER2pPHTN+RiAtwNjPqPz1fVNz/R47Xj99MBaGz5tu/JWcY+/Bwi7UeL8+n7F0Qtu72vwoRMBdWuodeCyNFxqw5fljms58Hm5o2DgkIIhjF+PK+69ovKwAZgdCw18axve24rv+4b3Y0HhgYXHOWDtSvXRXVbJ7KkVfjWJbsgYWCDwnAz1zwKB0HB/Q6vzeXOnHLnMnxLl2Y7QlCdh1m6MzXWyOZcskQClQUojf+gNORpFzBVpF7b2b+9CILQLZrJqGcAyIsiWWwWOGTxE90eV0/vGyhjGD1juOjhDUbjy9PD2syIoV+U4cx3owYgGHMbt2i0J0R1xCP3uMf8/Yh9zuMdl2mMhQy81RFKFzF9UhKvoJOIXJ/QGRmOMO1tHknZyVevqGAUgJjyMP9l5QbevmIMEDQgwFkJ7BdqXAXnp4KUrAqyx8oLvFBQ0WYiEBdKs2Gk0JFK8oKHnW3XyULtluuJ4oRkkJ/lrF4SuieDVdAg3peagRc7c2QDGyjGv9ryBllRoBT6lnpuvt3YhtJ82TYgufAIOdCvctgvNQq6jmkj3BEAMeFy+wwpcqiNVfwLtqojSYejldlFb7QnQ09l0++Nnz/bfW9UD9WrBJT/s70sK+HE+syGomP5Ru9IJaTvbdc0eeExyBY5PinLENjB25Z8v33mizsyWiHjyRcJ+uD0+Jchtr90u+Rq0a0FOlLhOCYqZQIvJTKIWQr9U4FJVtpb5Rdwm3QQ/DGHttCRJV5EIsEsU5PRcDC1KRiHzLFvUBlIgpmeBpgA6sEBjI3te0VikloFPlwdelgNbabgURURWGjEZ/Pux4du+4dt9w3dRvwwPo1E7LDYpXeOLAi3yExQFaojWoINx/999fTtPPjTRYx1uCL9MTL5DRg2MMw4GrwpGcn7PGoOdJSibjl6i65JIDBU5cKkNlQZ+2u7aOdoWdCG8P1ZFSw7tEr0sLeI8EcLXQWio2hXWzghz/1sMncc8tGhtdi8Qr42MFsx8b28vTrMZaO34/NMN29Lw916/x54cveCX5QoRwuu6YykdCyuvpfNW/v3Xb6je0gDg3helirC4deEZn/fB+OV+xbf3i4qz31OOCxyM4XvoZ83/jPkn7LdzYdf5s5M/HSAI0YJJ1Z+1zfw911Ev6nf2i6C8NKzbgU/XB5aizxBnjATVLk4k6LZW91ZjIn10hHiF0/ckqDn8zNme2VrIImF/T0OSbY38/bwTmJKfCpwLxDJ9lgw86iuwf2GNCX4S9E2ATw1lGVi3Q/l5zc77gDSP3dpeIJ3RC4MO67LqokX8TsoFnwAsAabx2MIKjKGzzef3exUC2lWdADY/aPmm6+6c4/3iAZTtvfnXj5+B4/PA+Ky5L9v44IJe1hazgGrxHNgs9i/cQx9V7thHxd6VWxk2P+I58fqcmzm6Ilwd8dq6JmsfZJv+hGzlnZCRzmORUzG/3JWz3ouyUVjKNjG9aIiC1CAAqSw/fuLoqJRFwFvXwpTph+4dA/eiunM/x01O1+RyyNYt+5xr8HjvlHMpWuQE1I4Vp/R4Cs0y/Y0QTebCob8r+8dnza+/26Qr8OS82EGtA7x2vFx2XNYDn9b9ZOhW1ja/SgNMA4sJ2qfywEsw8AILaeB1rQeKtR16S5YnIgCAC9CXoRPSqpyQJvM+1QqG3AY9gf3/c9bffJYIbOxPjqU1eBs2wAP4TA900SFV+yj4bb/gGAWFB7qRtB9c0BtjkA4FA8E4x+aFhWBcfu6l2M/9wOS2M8KEWPs2mIPoxjveywLiWVHx6Zac/lTSZGIlHa5FfcIEPJFFAO4GgR+dZ/E4+0PxmfQ7X98/VzZwhMwyUDavoopuT7MNyM+dkB5UlbLA220+3oMR5wMQ4qigZEM6kyKYylkQiYNRzJHPbdmsQbferD1q7nJnTQpnRyzzHOulSwwsIhsIkKv7nqj9UBzwl62Hoz68xQ2kTr+3Kmk1WnT6IOl5ocskDJO9YNwJBGtFG9puFA5Em0Z1rOrkelAR9+Hy6i3qDFAF5LBBWU3vr180IdcvgrGN2PvRxBIR5gjYetPieytmnCVoMWqZ8px5vAAjDo+bsr+Kbq4Y5Ee8lSCGZWHKbF5jJAVsa44i4DqwrM0I/wVjMPYkc0yC7XJMxLhY24eQ0pUNMhoN0We16632vACi2r3VhsVoQXLx6tErCgkex4K9DpXxdK9ZZLzKHol/WMtaRuX52gtmQsMBDLYOnNYrEq4htHY+q+77WAHYe3QgFaZD60tNVhBzJ5VSm1c6h3M/EtKqpL2RqetjkFs4gRpEDlPojtDyISGhU8T/34qKC6NfrJWy6SLwMSxITM663VsUJX/08mfxYVT2eU+4+rUIvjDpb983oxQI2gVyh8jOsgW8zy1VJzSayFzTcGYmip5oojSopLbGuCdVRpkvK4ae+Ittnc1Jd7Q9loG1NmxLUxtvydbKHS91xxBGq4z3tuJ2qPf0YAnkmXK/awdKIcHCioK5lgMvvCu/K1SeBghMKxZSPXEtOxbS77qUI2iCnH4gv8KWfPjb1pA0oKFUYc9Iy7znoUNOh3Ger1zUiV+n65CfqTSBPF8nWq48aCpySmwKqdzGFPf8TFnuPWnhPoQjg4oXvMXuW05OketVLDogIpKuvhzDEq5l3qN462m+lzrApaNY51MhwbY09QWGUh20xhCU8AdOa5kVnG+n2U+pyR6zgt+cS1QLl6QAmkU0yVwVbUYAiAdGKehD/aFRDaHrfqLpzzi/HUDTIrEOn6DYZC/ayaL+cqk9Bm8Ex3lOAtj6Oh+8DpwEaAFGs+S9twMORSNqIs5k40m3RNLAEmywIMP9x1HUn/BWvxN3tt1/DEOyoCd0rlg7oABgQnBdY+p0L3JF1w5PHdg3K6ivtkcujzkRYEAPHeSr+z28q8d8E//cWMV+ZgWIjHLB9P3inA3zfzog+0R6i7fOOtJKps84lWPaL9KkzCjmJ/n6Z3kx/z0SnkVlDyYXgwRCPDlwR5IvT+YlnxjwxPqTrUz0Oh4vjIVO1CVxlsh0jCdnfF9NzyslhCUj0qBUcT/A0avW+THf4MLjdhg/0GOpMJBfXlAMXebxUJIfRzGbf02ksWK1xNVr3XGpB17LHoW3Qxi7ZfOPoYMZuY7gzPT79evpvkno/YhJkv6W05pNkQjARfF9kogzc8dZxEG+zwaIuSwNn9aH/tun8UEnlt+wAKi4ASdaIh9SuXKKp4RxP6oOXLX3eQKIzD9lQ+QNL9q5nHJy2lw4yBBiTi0XDp397d2FDsBJnapcBS/bjpflwM/rDUxDk05cIkF8MdqADNICCV7qjtc6cwZfD8G9Lxii4KGXuuNSGvZRsPeK72VVzkwWBSO1JJshf3MfTjIYPuj8t6TPxPn11miPf5BUgp3BwQgUvg71S0U0s3lL1eFvnmwWUT+m0PiQoAOAhyXphq+xP0t+hqdZKuqrTLRq+ArVaCE8LnSACCGoF8QLldmPyCIRIA6JWxlCc5ChJ+IsrtuWpvQYlttprInyUvQs+mydcajfGoUMIe2UMR9++rmYycK0P76XEVOnGGl4QS5TkcHt8Sw8uM4Lf3YTyCZKubGMQHaXqoPhr9uOtc4O6Urz72qFBC+g5IK//wwAOAUTeRB6zA7y/IahnvugU6L21P0LICix3OaFTZn2zuM7L3aG7Gdb6bbvZAvl5G949xIXGzRveQ9ZYEMJOQCHZ73xZJvdzzDL5LWduI942GlTnfrxb32dDur0hf7/Si/w7/oiMUTYnUDu2EUwpBn9kgSoWZ9PJcZCDa9Vk6wvZcfGBwoEC3XcpeK9bzikoAthKR2frw+828Q+6YTmnDD9vFGymmBm9KgQ0HByjKSe/S6GBAJBN8oCg88Ny/XAuiknHJEiyo59w/djjT1arO3BX4509eQPkeCyaBLlsjRNuryWQOONobx1o5knafyLmXBKHWoVZIYhDyCQVStG46Hosfpm3I0LBZRalgFatEXFIexeafkRObNXD6tJa5OikxOHGulhqF0f2kPhSJ6N4iAGiW2TEFAGqI5ZHV2Gtog2VjJvl63iEylhxn+gkyKdeyPwruhEYXOot4GyKjJmWc4nzJNcYwAsek/BseIy0s/yAVKUjycoaJD9PxCtEHYBKWbAhSLJKItd31s7o51F/5+qohSJEWgdYuMXdSPBQHuBtt6as19vMgMrvwWyRBXBElVmbKy1X/n9/MAiJdT0fsgS6NG+2Y3vzznHvHrNqiQPMziOJOmXyR0oaV28SiW7ciVpQKu8bADQL4ZivQokoW2V85mU1D4400wua49kazFnmkmyLQ2/fACBBgUwJ676vhmHlZAGY67ASEgRY2WiUcou1v6nyngUQ5UtiOR9yK5977q6/KkNdxT5kHOLWDy3JT/Jkri1DCy1n3iXC41wvhiawC3WQQAoUmHfClpjPBpDFg7jCuCU3CH43tJsIT7U6LJxNdV3nJBPnsBjeNARvvO8PgxpI4q+axd1SsYi8CE2WtE3o98siHEfr9r9BS+y//80gn+u8ugBYzhICTVDTcAWQY2FAt0pZfL2tYsH/V75JQDVEpzzevo91RIc/l3T4YzK72mPARTVKdEGfbpvc/A8uAuaAiukdKUHiGEsHmh6kFxVdrNgnSaBCyK5rPoCYWPcsdStlbinD8trLaR8dE3OXCuwsBVECTSMZ7lw7AVsOvpYSc/7lwPb646X9cB1OXCtB5hmUPXeVrM3Fbe24LYvOJoWLMXJ/4vgsh542Xb81fU7XuqB1Tbifax4jIpP9YGFOv56/Ya/WBjf+4Y2SnzPXy5v4FXwF+s7bn3Bt+OC344Lfrlf8evbFa0V9FYwGgGLRVDuvD4cJUamH1WHODdo8GF5U4Q7pFkWSOaaZ/vzLBNJxzh3VfDRdx2U6LbJZVB8/4qArq4AoIW1B6uf9iCVsXR+RyXsn3Q/20XRnv1lAKv6EEQykTSsSNBQKNY2x08FsgNVa8uDNOFZMJOtthjkaLJNC64/f75hLR3X5QBDAtlx9KLtstuBow687wVKMTXg3TTDbV3yyunBMQCCBhknvkCuQ3m2iyUZmnUhsOh04bXj5WWSv/XecXBFWwcOLKCdjI5komwUfYOJ0iA9X90LGGLJwQpgUX95WboOQgS0+6GR2UJEwDFWAIuBA0XAD0Jd9NzVm9ZwuBFwABjKt9mNd86D+uCLTkkCAMZFTOFD9NWKpEsKxKxYI0kuIxnrdr9pUUrGOeI/cV1jdhUIK/3MTPapb+D3ezovmPcsBcAnQm8wDl3g+KT6r31SqqJIwtXZSaNyMaZuE8xuLPt/RylTJ9CKKDBSRwwei+GQ1tJedv+sXsbvsV0RHVk58FdOPPPPdgIdEjzEfm6L+2YEjMZozrFvHSjlYdfe9NDzQdYZJfY5Ow9BHyDm+3kBzLtFMAv1Djjw5KkgiqVSaQ4MJuvKeI46B+mIdlgRyLpjorNCe2BBgxEtvC5baZ+jW8T42anwdKb89wzl1mW1L3212QsXQfl84OX1ji+XBz6tD1xKw1oahhC+tQ0r9yjM5dcP59C535yTGFakCTR6xXlon9BJHmAfj2TsD5JV/ux9E/DnA5eXHV9e7nhZDnxeHlYk1HteuJ+SNADQhHF7XaafaTZ0iCJciXSOB6Ph+kWLjY+uvKhfbxel8tuL6iEfWMiAbALZFMVXl/MMAY/RYGhMqV0LDb0oks3PVrW2auOnLUWwLDoj5a9f3vBSd3xZ7gCAX/dpowkT3ekJqst6YKGBa1G/4a1teIyqvytHvNdphu59wbd9w21ftDsTAJWhoAtHuuZEU7LVfmad4s1vyv1LRfdhJqWN6oXtDHrM5smoefam7xZdSZvGQq/XB66r+kU5cTY8UziAQRQo7Yd11QaFUhUbHAh9vhRb6726kjK9Ww2Etll8vkxfTIQglkgcBysCXDTu764jBeojiaA3tyFG0YWpW0eZBTGX/2G8tW0wKoBie1yNv7Z1RifCth3aKSwEOQRAAQ6LE9n8SiYUo6+K82bxGxeLtb3o71s5kq6x/0c7dz/3jcN2iutTgsUKlkCuA+ulYdsOXBadjbM5KMg6rHJBfwjhPiqkLWhiCWZDva5FgQf8Ye9h+ZqBNhgDjN2MpA+efRwqC/eH5cseJYbWewEkF/fnPBkyOZ8dHhCg3CclcxTJxGMHj3VwjslSbKJJ6RFANeVqppjRENQj4ufPqQ1gHNeCcteO32IdRWHHzAfxgaV5GGUUfWG+l6GUtUuRYnDoYD77MyXdD8Q4058d8/n6r4ZewAOLtPDPiqIPRiNtu/XWwQIVsIU6LtRmJl+QsviMSgNr6di5zMKNB14pKQlTNvpvf6NWwSlzUgIzIZbed3o0Q9fx2iPh6mi6IOlOicoudEpeKrJVD0M2HosdxCEU3DMPruhCuNubxNq/Y31jrT0gxjlZ4wk9c9hPEHsgECqa6LRq5vNW/rC0PBNFFR0NGfVqytj+JvMuwi92EneRCTy2CocnXLlYVdWVrxtn0XtmD+BY02gyJGDqMe2VJJ6fSZFPjjacvCbmINkXKUrHHccPj6zPR4hWIE9InSrR9jyeddKKmv0/T3RRIFo9wWmE8aVOq07EaCzRpuvfDwLE4fH29nF4EniKrdvh/LnTc2R0i3t9pHKC/H6Zb/m9RDSAKFi40zC8faBOBwKwRDAAMnROdBTZvfRN1PguKp/6oRkQKmpotld6AF95BALUSfX9jB3j7Fz4z0vR6esqs/OcOlpFOWFhqAlEy68ncANNngI/MToV5+d5fuWBdHH/AA7jnv1dNX7imByBat2KtontowDPz2nOdzFUQylDnUqTS0qODzBlOPT3SKLh/7YkX26l+vAHU23kM+JB1lwnzMS/B9x1xr8R9LpiS5XNZ/TsD//9/CLMxKvL7QHjxrPvoplwVfSVDTrxFj9R2xFcfI7OStXbUQHu2oYz+e88CRvG5cMrkKH8o9+le35Sy2QBcESG5Gfc7istwKxKpw4PSc/vmxrXorMuSLcfTodDOIfMqdIXG9pWXCene7OEa9wf69qWVQuAXkhYU8HSC7QDaaq0FyqGPbAlXWtR3+BiCNfFume0o8HsLyQ6aA4rHhazSgt3vPCOCx/Gcw7so2DIixZDuyVcTa/rdwtiGm3Wj6Gv1MGlvJaCSf1ja5OHw/yeHXIZyEFByIdfjsn4RfOH/L16BrmO2M5uyVJYO2g+X25L+mrnwvk+y7Rd86bI5FcM+SXxHOw6yHR2L0Md7YwQ8/t1ntXDP6y6zFuBX5cHhjDuvUYBlYXQiu4z/LuZ5nXdF8zFUdFAFTILmx5w8tq12MVDk+y7+TB1RFtv3iqxwu6xKpfzeJQZjFjgkNtUYziZr7MgUMnOb6/Ae0sEk/t19reDB2xz/UpDoChXa1OlYsh2gfLOlhTcWzIgc5qGvykIzt1I2rtfhkzjMu1zfJ7nNQCTp8TpqqJyRmaTI+StgBC6wdHw2WZA7yu/vHgYKF5LGo5V/3Qr8o0FkwbEE/FRbE68je67uXibPosihnGLkMl7yJAA4kGru3TWMeDF7rFKJNjDHxSTEeN3nRPX8eGlNmsmjXXgCj4EuaETnnTJqXMi4RHCbgBB/xCXG3ONT9fKushk56SbCmKAlgewfaUY9qXLrAADWLs1+/3/KLBlXx8CD6v8xnfRfI/LdUEM8atLw8t64HXZ8Wl5ROLDizfPQBMHoPgUcddnQRcW/nq6TxalNjH09P+Pub/XsW1btgahFr33MebMtfbZ59yPW3yUBBJvgIOwMCgh4eKVi4FUr0DZWPUKfB4OEjglsBAICZ8XwEKFRKn4SlV16+y9VuacY/TeAyOiRY8xM/e5VwIdMaVcmStz/ozR/yKiRYsWlzM/7uvzbXFsbf9j2Urup6Zo28B9P/EP9w/c64lfNkv8VMnsN0WR6ZWjNrnf6xHs3XNWzLOgo+D0xVHQ0coI5usPuRmJR616YJxWxq19LSatVmnWUjx8jhqNnOwLqZLLJSQnIkFnYKtppO+7yQh9ux24t45f2tP9268pabxPgq/Z1hcxeYXui7yIhq/8nMYC7h6Pj0mZsS8MLpNmExFrcw7pF+ffXRLs6mfGS4IUsL+z1J5LI9vwSJDCz7s2L6zIr9aqES/sQSmFYDe7Iy9FjFHI33msemUpA1mD1Agf6vZbL3E+xIEy+vXuKwSwVmHMdrK4PQmN8fJ5Jd2/2rjPuXSXEx661pY681qmyUxOj7Fl+SBa/TylK5n83zLUiUk2Ltm/BhC635d4N7s6PIcKLrbPznTf/85QvrWB717dzTPl9REMVQfN2dh1qwOjFHtdW8zXqXJZU5/eC4vxOmYxoJpkgQy46gs2BI6RLOyOwKZjUKZxu+bv8rovYozLUvU1EkQ1XsbwWHymawNSws9dOk901oPShHoBXcXXZ1RN0P9O8wfQ/klcK6+N/ofNpUTSxPz1r4+J18ffF3RNDheznaKAfjQ8h3Vja+601shcTPzW7qhl4t/WP2EvA79sT7zVE7+2D/zSFqOgiJUMdi34ODc8js0Yrq7htT7QAiAVrFGKg8Sd8Rx88+DxDS+6DlkmwKNk3UHKX24Hfr09TEqgjovRs+9m+Cgv0LXg0Tcc00okjlHx++N2GT6y8EQUFUDzdMK5WVmYNlmGQD0brUD/NqP8KJAhv2+ZwKyK4Tozpsm1AhNVA4S7Z1XqJXsi6O7lluQAEaLlwS8AmmfgR692wIuxUasHLqu8xdgnug9oLZZBqyPKw9UdMdQJuS0jXZoFbdX1T+YsGFvHs244hgXU+tOcWW7qbTdgnIDccCbjkLLOURWMaoOmTTGHsSpQJDI+EECaMWNXQkEv2bHLbhRzkni4aYF1thZdYOJLlrzUGYDynGqajgLM3Uulql4Ojegqv9sH1lNXWdgkq2YBZJYlmp8ZgWIBeGi7uTay+l5AF7SfsprdMPgC4pAja/X4FVGqqSzbczICFGb0hwAikKbewEtCO2bejKWtbSIaXPGeCSB5lmz75cC2DXx37cdYXWpBw5nKK/KD63SqJTioBQUAs1gQpROY2jBL8U7kaqXUEyi+tmSaJu0sFuD2N6C/KebdAnPqEJlcgHwZP5AZfp7VHXQP/lyDh6BNrYrilQK5U+tzNDyxDDbPnufZ8ENd//JseBwbnh8b9KOhMmvpDFbpcGaMra9ySKwXwJwIqeYsyQbbF/F6RKkFmTH1XMymq5FLAYSsr8vsCKIxQUgVJKbBJxKKG0Tq1tHQspx+ifHwGtbPBIH5xb8H6yszD9h8hSzQ3cYjnK/mXbTpdLoGtAFxKUOuLFfGZ+ZEE6hlmtZ4YTnoZqOWvitZjfWpq+NqBAASLF7+f4Hqiz1FR3c4U6sMC/iyWH6shbCVDkYDqC7LoK3EFyVMqOMX87/VYBHDr43Omww4YUkvTikDKkoOTdia/1Fv+P25Q1UQhYQOnIxpzEc6nbdiZYgEVc9ZcWKxZjaxsr2ns3/+2t/wT/rNpQYmbqXjv3H7CQC4t44fzxt+fNxwHg3jg565fb46QmW+hwaAPsu0tfMoiz2uAKsAGNgFYyuVxEEQ2tnRWMbXPVn20mGVOy+AaZz97lwr7U9bGtgG9hXMTa2R2c3W+1qz/hnTADrxxmfWdbqguG2d1VHll/OW1RulLtBVAK9Wsfcpj7KS9A5Q0vfq3xXnt8+ebvHEOwOMM8kehQQGG5sxmG3T7FuxaxilGiBEn8NlXBhkXmnI6zvtBX35WqaVg04xCsioMX8RgPs1zN3OVEyrHqleQaAesAGAdtOtA7C0x28DesMaX5e/ybr/gO1dMlN4joXvdxqbv9+tKuP48woa1xus6yheFts+bN5rbmyk6/0j4GQCqr0ErZBYQ9ZIhl2feag4E5ZNuKI0nExFWTrx7gfVh1zXegR79n02A3XmlsDODcZ+LrB5ojQGE/plmtwFbJw1Jf80dILFJn64fmfosKr7CmnOq60rkplKB3TA9Ol9D1vlkZ0V5XCf06sX6DS0D6D9XjD6hvO5Bla6G1CPueQJtHcLRutTww8k8zYnRunDZboFE3gBqPM1GThK4ZR4FZCCz6HN0lgLswpwl7QW/HOrBOs27P1p60DODgxFOYa9ptuczb2BDckEbl+Sbl85FUtioPg5uUgYAKKZUhHF93rgu1c+3IoBIpsMnFpxasXPauzXrQw8z4bjbHjSl4sYCkEyUSZ8tonxi+3F0WWRFlSXBib9LwIMvg/J6oo9ta2YZvSKx7Hhr887fsMd/1S/XXxc+r6LIWeJ+T/fPlBEsRcjMv2yPY1VVxq6Vhyz4jHapcpRRPHL/Ynb1vGxGRv0+XM3Bna3r7kXqJqvuzerNJutf2o+SfmX2QbGTdB7RT8rSp14u50eo1mzr60u8Heo4GNYhct73/EYDY/ewm9vUlDcUf0vn98jMftahg0AP87bRdv12U0jsw+v0HxWyEf1uZKwQ9KBesjy1+hSMQ7ys50EhXwWlWmxhJ1TGuw70zleNqGcxlavh16qms5f5HI21zKD7Ujd3s4EdCov59hNRTTTnd6pnrIAr/FqJHyZBGK1jn+RhTxngSrM/xkFehTgMG32coj5NowdNntz8aapwaFLZ4j56zaW7d0ry2qF1oKHWuxxbi2StQCvSdBPS5iPn1YJXI6yksYpYcZYoj6B/af5+ys+kUWOSvZMKyIpxGTIbED/Vq/Py2eqLPKIbupVQObSf5xb9PRRFRy9xj4DVmNXuz+Jfc19M/Vm0pTCKsaENflaOEbFcGysu5bzmAWPx2bVw85wDTuV9cAV4YPxDIp+K062Kk/Gdva318qTBWpjMbnzn0UipmKVr5Lh+qjhO2Muu1qG7cH2YWfm9kNRD+utY7KE171kpI71wbN51Yw/otrI1z195ukEm7DLF3mjtZ5NA7csibYvHn9X0FWBACdnXUwL6WZgx1mhXoZuXRaNNk4j8SimQfgYLbJ4NIRbGaiYcZDysAyGKz/MmWq2kCRlJf0iGcyE1oyu32E5bXxZLEjfgAKg1YFb664Pc0aWrfEa3XANrAPx1IK9dDzGFqzX4QcY9XJ4vwRsCEQGDZsX5AyZ6ddLwFU2CyqsMVSamLI2R7AV05qhoZbXXYIFrPL5GcTKP1dnwNpgSWQ6a50OJNq9smHurLY7qadDNio/rBAccyeKQWIVE4SfRdFUDLTappXfMUPs4JVJWgzsrfvYLi1PVcu8qTrAXASzWNZLGzDVtNkAB55KCmId9NBLYJEGk2OuKQBMUgIrQx63G4CrrQNnJTrLrqhdH9clgCjrmw1LWyw5/GS/LkcgZYTA97KFH0LW0T0CEWhYEIf44r1FUKmAdDI7JQwWM32xt1Sc+eYMUn+uldHA9fIccCXwyzF9/bkp9t3mdXc5Aa7HQafDneusZcV1ChhpJa+FWa2kRcR09GZTY4tVRWZM6TRnprwY3dWwQVETU4n7O19Lzv7PKZHlq42MCly8uNCsfcmSnqNewFa6uaefL8+z4ewV59GgR0nGNhs1cwpkB7LRZGnJaOosHQ1nhsYZQCpFMXAwunGrzW1w3QX2cz6Hv3owwBtwUMG8lryWOaUW5DFYz2VLn8+xuAaRy974SgdT0zVegs2yri86YIsb7C05YHM55CXt2cvHZLZpuid4ST6v1Z6LCMoIDPO1BCuivIZ6XNHADGG4XjO+AljSIBxMWc/FH5xrABabwP9UOa+mzxnloixprcVZAfYlDihk0B74vFctqz+jbJASGsestsfyBcr6f75U+g9VzHd4nxbE0Y+4FytVP4VyOc4GKh1FLMC5lY4/e5kjADxd1mAodS/igh00z1EFLAE9sUBWTng4FhJPX84j34/n+boxPkd8rcnLub/efo1nDFU1+Zilge/sFzJUnG2uKchUOIhX/DO8AUOQncuEaPX/f95PkMV6Ep8TSZu5OJDL5jP1WPepTXDmaU5z3mRgouDEi+5unJ8wkIbnqPsZxcHfi6SLigOuyycJRs/feFSvuunT75FVLXysYba9C/Mf5g5r/tZ1VU7wTFEPRGgE1ZLOTAjadZWVVHpZcp8YWATE/AyYDVF6rSWtDfVr3Hy8VOwcJovyuqxX0szfN5cPhsYdbI/PuuwUfF7tPbxqKLOf+BxB8icASnx9CbYm2wXAE5aJTX/pTq4Q6vKKrr4G1RLetMuUwsouU4wTYAEs2VW6JJ/iGuTlOh0IL8eaF4gBJJFEmWv+1hlvILOmM5bA7+VMUH/ukRu+LlvzaSmLpMlcnxmu4NSYRzJdg6FM2znNZ56UfZLr+2uyLxGQkxnHuSnLJocfy7NMFTKGAWGbLsATAAFX6oXblrdGlmRov4LFdlka7EfqfX+rT1S3N8+54WSJLgSP0XDbOhTA0ZqzGK+2iuA8Wcho08au2BnC85L+ksIrLjn8nmyePv9hB9zvUCchjGHaq0UQjXVIJmHyvfcaQOjNy5r3MiyZJGSIAjsEZSqe/Y4JocR92Mbdm/uMaXv3WTZbJw6E0OEUXGW7MiNTVdBF0aUAHtMdZeIBkwa776fpc0eMtvqLAOajG0u34pw17vXVV3jvuyVU3Se+tR5NtgDg57nj8L9dAC3v5o7TgMM4osYVeMr7MX5+WVev+8iAV8MZIv56yeUB9Jv9c0TjLE39wBaQLJaIvpVuyUb3WygrcGgLmbGIOwBE828yCWMz+FkfPrXfWH4OLDatokAiUOmwMyjGatg6z30j4ImXOtP5Lrwo+hOeHDrtD3Ja8mCeFTInTl8XJCZRFo7SkgRcjcxwTRjHlwOB1uDXx5u2by4/OqYxkT84z6GHngfs1WZFjJBBYsHpSdRzmFQHJTsEdh5V9zvoJ8W8z4I+EGuWsnIFuqQjfH3Y/iiRTIiEwlkMbO/ugAy52k2sn2ONMjGUZDgz4CrDsZKXM58xVSZcpGW2zrQ4wiUSmjJWtRgbV4bNOIFyGOBqXzPJ3/Ba3J7Rr3PbkoHhiZVfMDKKVb1nED0nAy82xN+TSew/evx9QdcKHH9RnH9yrSTALv42gWAZmBbI8I3D8vZWFffWcasdv+4PfK8H3qoFPadWPHvDx9wxIWhiZQjnqNbc7HUARJeuEMUnIlKHAa4bAFWUZ7kelP4cpaaJT+C8KdS1a/ZmBuXHecNfn2/oWqIx2Ld24tftgQI1XVoBIAMN1pTj5mUcf75V/Hp7XDbL6VTw59ms/OGsmKNcnGpzjP1C3QZSWw0wZyBE3e/TUf5yPUTVD0y18pdWJm6texOwa/d3Mo0y+4jlnh0lmHxHt8wXM0zT9ZnK7bSS0c2Mah92j6V4WVQ6nABEWYE5upZJD2c/HTAaRlOg3bq4li4YDlKX3bRy9zrwfTsuB9SYxjx+dhvnjzLRR8HHEMxWoaUYWyRrd00JxlHVZYjz0rJ0kK95UaB59oQAZHlhVixE9JLlAtwg1Al9s+xwsIE8c64edIeGKMScxqcZltkEuvMA9TGcWB2HE2gS28YDzXm6MTtKBMIXAJfaLiedXqyDTZCCG6QTbjnwY5PF0CGg5JIX2BywdOaURpDBw9p+psA657Q7yErN6OpOHEHYrH/DR4WX/Kug1YmpwPM03ZuT1821l65X1LOedwlDFeugaIil761HecdX4CvlMtQE+S4N32ZZ5dPs2Pk8Wzhfeb2Q6XtZ377Pejeji7NYV90OlEPQHrYeygCkIpiTbBwGIGX8khaemF7kHD69BEw8ez92Zxq4Hl1xBrb06WNYF1jNBibMZukqfxXvPEzNPDpnvpTAkn0z1OpBjfr5+GIQfM5q9+AslXbNtjaCDEV9zHCw+l2iA/JMlrSdiKCWgDNLmYaXsx6/Lo29clqGvXRg+32gnBP1/bAxeVgmY/7pDm0F0xmh5y8Nc5Po3k0bYOcJAlue1boFKyQcRAawxpCVFBz4+Ums0Pc1+28EGO3jMzeyhfzvHVeQmsHx6UnCZ4/mZACgGxmwi+FajgkZE+WcaB8T28+C9lNwvDc8i+L9zfTn9jJwAMHEysyO93PHz8duyYSnLyYx2Zrb1vHLdlxYTFUmTkfJN7Eyxk1MxujhAXaFdVt+KwfeCvCcG/7r8xt+77cLS4ZMG1tQGg49pY1kiAVvImGneW4UT3rAA3NzZlNZMqcJa35KsjOvzq3toRTBKC5JBb4hkya6T9S3gbZ1/PrdQOQxBY9jw/tHw1Rg3CtmOgO4RtoHlp801z2HJrboavTIy8kJWgcMDJRYgZsMQX2abSXrMwe5cwNwFn+tukZfv5zj93aG7EQtDT/lDl80WMiwBy4TUHi5XlFgHwYaC8Im17oS58EUctsjxRLJ961Hk7WcsD5qW/6ZIpKvBN4D/LrYleTYux2sbWDbBkot5gP6eFojIsUYPubTzvXY4wRCdI1le64qGHXAlyX3WR+2JOZkfkTgwXVa0hoEgn1vWnaegMr3W9wHkgLR6YncdI7kHx2kI1PS1oitvxz0vgaLdBMJXqwGSoBWjfUvN9cndDmrbRvBMhJR6/h+knIs1qW9J3KH+wHSrUO9sW8kAkO8XJdM13jMSUMCbN5QK1d3iGLp1j0tiVmfxXoWlJSw8XsNVvhY60gm0N5nYtXZV5bM0VLdrvv56s8jw5UJVLDDs9vUWcXWdBNvvFqS7IjE/RuYsTT1+MjBvkz3N5F8BYVX9AGThm4n9XolFDPDVasvFILAw2x4jLc3Xf3+9sS/8/0H/vH+A3/ZPswWYOI5G56zWeNFcTDLZWeGxzpjrq7p8ER5TijF+s1grCYfl+ekrn30yaeRtWdiP7ukGQQobBLpMTN93SJWURmlxJ6AYpPBf3q8+Xn2S1wa5Vryg4Dlz2MzsMdZeedZLQn03lAeKyYYKlbNWNi40j6XjZ4Yp90d7KWcwzEr3s/94suyivXX/YG3euIf9x8G9M6Gj7GhlYnnALo3+vpx7tYo9rwZRjDWfE0VnMe+KtgSwBpl3KMs6YSjhmScxZE2D+VcTOQLSEVQ6okF4NEuqp+3Kd6eTRfrm/5tej6AsJ2Rix32/u1DMN4bfvt5N/AbBlD/0p4BoAMFDdPCfJ3oUuI8a21iuH9qja/UEzaIWEpICAKil4KK+VWUD+q9RhyiU9CfTuQ47GziFxsr2xlmZ9/2c/mV+b4NnJPwoQII9WZmupk/M0+3v6c7ohcA2QHX0/rWEKzLoGH78IowB+tiexZLPIbEDn3dZO8CdvF4m4/VR0K8SkUCsGMl2uxexQhcEgmSzgxVSink7Kcnpl2GaehAlYKzWLJE3O/IUnpc+2MW63XgyZfJMyvZWK4vcdtBH5MVbkGkIcBKEg1xgEEt1S/6yYB2SCLZxz1i1RuSb9PHAwuIpd+bqkYu1x1JKTEcj9I0pGQzxk7JvHosUNUIUslOzeU/l87rcCIYe/bEIkj+6d94/H1B1+KC929zBSSAAYKF+jgIAGLOa8Zq8y7Fb8EeNaPYteE5twBQitiCsxKwdAGBCvnPDOwB10RNT86MWP9bLByho4E4jLQp0LyLoLM6z1nxfm44esOtdZybbbBb6dFEK9hpE1be4dnUNy343g5rsDUajtnw+3GzQNONlb6Mz7pPH2+/N3F91iiHEkBY3lwFcytRGh6bj5lXHs5uPGkAF4V9xj1EWYOsJmiROZyCMRYzRFNkUQTBSHzASgUUDsz6518yc2QgA/G3AKPCkBq4NOnU+Jcoomxsc0byrZk2EO/JSjIs8GJ5Ri0F59asYTxLx4o78IUaIZIl4V7mRJejxC6jrukY7Ir0RYDtosWrEvfLAI/NQPSUdWBxjAWhM1s8UKlqDuxwcXIauHIKalt6aZ8u369dByJ7KOcqRbgEE4MlaOtQDPIBx+AyJv7iKGGx9yTwHw8HpOGlp2SYrOzYej/xtRFrMN0Ls+UAgMQGzXIYWVcZ/vypYk6dO8Dq9xu4/0x7yMeeWss5i0vWjLHxhn+ur+10oSUcnRmscPu/oGAF+qq2J/osNvaiyLgi9+xQC8qic6VXAOhcJWHBSj3X/ZSX7GawshoNjBgL2e9vijGXQtw8dHXsNQosJpxrfbIU5FLmKC/rBWtNK4OSzKomoECQC4slBsDYeUCAlFeHWT2oW1nY2crSgePyYsbbHY2sd6gVztJmVt8citmuJYFavcJ4wJJGvjplWslkOQbKjyfk7NCf774WBOrB5URd4IMHs8EaJWDNxZvGLzPvI0iAA7JpLVsyY3mUGYQW1bCD4YCScbvQNFAGIdhGqpBzQPpcgXYriE7krsEnY5r2a58oxzRtptPOm9ELjl5RxQIzAAGW5q6sj95wnsY2BVmXBcAQr4SwJpabLKYLq06+lcPLSc9LKSmAYMUCwMfc8TE2/Dhv+K8fbzE+PZWxx0AlwBWpfEnCs7b9kBN1me1xATNfHLxXxslrgjmCAe4ltTW3Gucg9jPBvH3vEXAzsP7YJrR75cQluLg6vuuD0/Xzuet27ToC9SCrv4TUUMgIuXNvQcA6h+DOenH2A6sBzDcZFx3DG4CzWOK7e/AStjXbIj9HXbo2GK2ULeKjldWwo6OYL5Vtj2gArrfacYoHOaNEwjvbaAEMZPcALQcd8jKOKvDGsya/JQLMopbQ5vknGs0eGCyxEWi8X6ypVUpJFnwEmaG57s9PsiOvgVG+Xp4/ZD3yrAita2+oKdlewli9tTnLPOvsvS4iWWcun1NORGCcX3exx37dwdDM71NhfQy2ibb1ANi3amxAPqb3moCWkLZC9/0dshdLZoMNXL+Sv2FgXo5lKwAEk42DeQEiaIfJJnIWXOmAuhTQAohwDQC53hXOBDJ7s4aWPjZlYMSk4LNvx5JNrh+3B1wQWgz0ujRuLBJri3YG8Hv5ytf0ObJrVw+aOQbZZ6aByg5Csj3xhrx8cZ9dw34TwBRPlPyyPfFLO/BLXbJ1AbCiRMKBZehsvBTxyZQAXuEAlqbx+bSeYx/Kup7L35JPn9ZD3FOjI6QB1gQhJsVrVQUnkHxiBDGljy1sJ4eQviftpb2GjXc2S9Yz4eT3LIcnGshyVQQzj+BpY+MflwFkAvXerJnVVgaeo1lSdVY8x4IoWpn4U3virR74h2Z+0V/xdiFMKGyPHr1h1gGMJRXEe2D59nCpkEx2IObQz2pNlM6aNC59X7EKjMno2AuIdfrq9669u+QD4ppcU3sRR8yTCpmBkp0BgFIUZagBmYfgPBqebeKjW9bpXk80GAhH5jImltwSbPvUavb2Ek/R93NbE6Sf7FuoVyT6pem0/UHQVV0bVLxcvXSz3yzftv+b9FX74IGw1r1JbaxxFfoC9JOKn72SRiYA2vRLTXHIKUt/dJIMApctQTCKs0/EhOFF1xxu29KcaDFmOseDzWtZhRb3x589RpmjGBEMgKZkCJ8+3cbYEl33pU7Q4vMtSS8Ru45iCTTuPe5vkuCmaxXzzLrE2Zf1auN2SQSlv+UE/tVGWWUhK6JkLob261wHZpASj3wYFiTX5zO5+WrbwOu5ricVROIj3p6mw20KcLVXZJ47kAA6pHb2yrKlsvwcSePztx5/d03XuasxL9sMJEaqlUbVtpxbHtCtGsuSzWEA1yPxbGNRNWMIWJn+rHjvO3573CwjLYrUz2mNeqBAyeoLkmaJPYfZrTB8zhqU7vuLLLxi2dK3/cRf7h/4dXtEZ0XASt2KaGjHkSnznA2P0dAdXB1qpb902MkmBYC3drqGkHWi+1l3HL3i47x7aUr5ArSwayt1oO7XksvjaMZyq64Vwzm6T9RvHfvtxNt+YvcgNcpQXoBWPqz8sqI78/iYFR/nhqNbd/Q56mLQemMoo8craimgripp9SUx9MQdiLNUiFTL/gwXBJ+mZ/RU05Yh2DpGwflskEc1Lcpyne5z1NjLrxo/E6brw2CpzxKlJnKSxbBKqWXKpQOxOabJWZwSpZs58KLhYOMS8V0brBs6QqnkcXqWLLSKE2hGdp82NQmPshy64iLe/XQWxbayfeFjRoC09mlxwHGyE7h/UTc2xNF51lWJw8xErbHGyY0nHcqw9Dla42ckZ9SCvgo9FKiKsWkcwNLFHSAby/ks+PjYcZwNH227lpymMicAkd2+ZhkXaEnn9BzVOmEezcbhUc3JPAX14eOesqc8L6hLOXcbLz0tg246hyOAAvpgUU4BLKfWtXX4+yibcY2i6cwSKQbwBVjr4PPTs9D8Pxla/azoRzXG8qOgHhYkRiZ/YOl+AotJVBClpyaZEEvnkp1XAfqbvaY9EAGijVNi2YTRfbFWycBr9c/cYOWtKVghMzOD3vYaWV2WCXTN/L4GspqWsS5n75wWmLI0n8GwMzLnZmBslMSzvFUNBB03wfGdA5J1itYSz4ZZC9BvglkLIDvKU3FXQJ4nyjB9B50KuCOndbHLTe9qOfHlXGcLALTnRHkuhzkDv+xQDUEwrrQCY1vPjYDf51PFdB/V9WM5pqIEbyzSotYtvUxVhewNWqaBr6rQPi12PoY5RueEWBdDbzbgczuB+l4wWsXRzWUpcvP9aftn86TdAIMn0ymLShXXQvvtcYMC+HV7YGwSPsXdI6ihJb6qzPj+MW54zs3LLC3Y3lxfvohapU3fMKbg+WymXZ7LtaiVFc6hBEgWzLbN1yYdRIGB4pwnrhcelyOt97x13DTk0sfXYD+SGe5ohv7gNAYENXGfZzPG8KOiPEpoZ/GMC5kMZyaWIdBujvqspoVn3chf7kHzhQC6A9CJ4QBKf2zQ94r2syz5GmdVSL5vP6u0F/P53F42mbi3BRwfs+HHuePj2Oz8JmsTsODFg0qTapmhMUvwLfwQUextuG8qAbJT61OHMb9+f9y8hLc5uFGi2sI+FLHvqJ/G/Vy6a286o3EFI3bNUq3vwd4Gjg6IWNA9jhr3oYfrs52y9CGHAYD14RIN4v7ArVgALwmM9DNE+H0itIblXJUFMt2+u50rqYsz1+Scy8yHvMDmR0UGH3agd0EVf5+BsA8gE57NubzdAf25cvh51bGuX7B0cP0s63cbi/4GaDOddXWWa7kN1DbQ2vTqOtOhjH3gndrHWU3/7iixrxkn5IC19GVLL4kC+gq+nuvB39uARcM0LRib2/S27Fh7eoKQicwN6G/AeFPrYu82r72vihWZVn2x/VQ0756uRTBv1tgtbFuziox+Mzkusn7E10JxeZuX7Rt7iecXNzjfMyfwStew1VqAlvTcGcSatq+fKX2BIYWB/kWmaFry9vwi+1MAR/4sier3imJs6vow0GreTOPwt+NuMQ409L5zjPNwKrWVtdcA/KonZ8o2jf18ekaSl8RAneAq/VrGlgQxemKTcd/xS5f9iLEqgEAgR0H/YONA3nLy3VJiKyoF3ZDUquH3xqWqXHqKCEw2z/5u9zr6ZrHIw2zd9l5QHxJzK4+CY9vwu1qsdd867q0DDWF3AWCvHX/ePlwm6DC93H4zbVXXUu9acK8n/tX+E/dyYisdp7NcP8aOnpi3cxJUtQq1AVxkB0jC4P9J8nolMGkabyNRaOBTonZeSTq785zFGZSO/FFsDoNh97yCsvBEx/KJ1xmqztYLwF0tZtt+B/p3wfGoOGrD42bau4+xocnA7hvPqk+tueRzNIvJR7V4ZniMoVjEF46Bx6dS8tpIT3BAsJ/WIE2jpL9E8omAZ32m+NjPwFnNX7YPW+fj5RpILqjJ1+2AnOUqO6PX7xF/uw2sD6+WieSthv3KOrpssjc31wov9GX97bnvPJkvqacCkpaoG65LHwgusXIIZq2WrxtiFa5AkOEIinLtLWksuycCpuo4B5mvVhk8UUrBnAtLy2DrGAVjGIlBR1lJw9MICuVITOBMBrhujxjrC3g98HL/WNV0/iYxDiz3F65vn5sTkMPW0aRExbM4liDrrPQ9wiqIcgD77xPtYy2gSPhxDmln0vXbZar1ONwt5gAZyUwQeDzMNRrjAgCNNgtLiuursVpP/zs+/OCSNo156WxSLrji7FQCI/eth/5LlavxG2psr2z4eDifs3o5u7it05RhSIbQjR4ZCnYRzoJgVoFO1Ej3AARtGttaVKVZ84Zv7cA/3n7gH7cf+FYO3MqJqQUDgufc8D53nGfFz7Hjve/4/biZxmJvlnmcBc2bcW114K2dkbmkZoeVMxqQ8pF0VqRL3KuVrQPUfNw2A69pYHovVgJUlq6oFhhjd+vY2jDAtS3AdWeHPT/ZoswOEpp3fRY8R8M5S2QU7RBBdIIMY6KILAwPh68YhyyZUfWAnEhPgFSKCaOaUXNr9Ao9XQqAjdP4BcRBlJtsXDVQSgRM1JyFJoCTAJWvpQigAlRMBpWGwDNUpdgJP5mdqleH0diLJXTlxDc1X3PJqEdywB2AYY54OGYU6Gcgskk0s1DxeIZrJrH2uE+l+OvpcUwBS+hoqMwwr23FAwuAsaoyeEqw9QIGJAcnAhRZyQ+FscRAVuVCgtgcBGLGr5yeqZ7F2G6iUR460zhnZyvrJL+uA1UJjZ3xNAczmKEslwnngs6X3Z9pqCEA+THo+Go4edxDdGZCC9nX3OwlhkgE0L7Af0xxqZOC4aXwBAp4L8ObFPL3dDTHMC0fOcUB1pRE8EBgGRoD4sedDslyhq4Z8OUoWnMLM3almwZy6Z6hf2HMfHq87BsVGODa1FhS/hxVhThztQwPBrkHfczmYePGvRqlsLxeZkeZKOgzMrOSNEYnmlnMqa6tmhypst6XwGs0jPT7+MQgTw49GauQgrIptnfTZZOPzcohVRcgmZg/ZTjTP5X4AAgmYzn00mgL1GRlea6fK3WqA+wCaXQsxYLZ7HAJLk4ksM476idpk3Wd8RDMYcxjjAF0ux/r5D0N7O4T6AO6b0CtAWqLGoAxhkT342OsfVzLxE00+QGIszHOKDXd6+No+CgTj9HQyoZf28NsNzRkBsh6Bay6psASu1ZmWgNwLfDmI80+20BXTy4ScOU1EHRNcx/dTgudfc6hXHxcfQ2E/KiUIsGszvuEJeEqQEkZ+Pj76yMFhywRPHqz4PW5YVB65PAyfy8LhGKVcw9/n3CGxaQkukC/0qqJs96DiFIwi8aZp8+C+lFSSeAKkl5ZfwQznl72vadmKwBC7+/hwJnSljH56WMQoENit9bkcxYv36vUTZsW7Iwp6NvA6Cs5e/TqgU/ya+YX3rjPzQJfEUlQaqRBFSISYywFUa1RiwAEUk5mSXDRQCsOgkvn3K1AMXRWcbXlgL2VpuuLRM+8XrdQy23oatCp61YZ/MZ7F2BWf05xvzWYsOr7wplEL+t26W3L5VpLdwbk4F7y86mln329ihpAOZuRQNgBvHg36dX4xwNgByyOo6JT//xZUR7OXs/JPrebOVh9ZQWxAsgAdY0mp5G4qAa0zmaDNg9LtpM9txpRuo/SBHP3BqU3A4bY8NIAWI1GMe2h3lAKfoYXTyRKJOKYXGWnZlHzFRlmrDMr2QHOw3MlTy+JHc6fJ3LZDCzeg0lM+hYOvLIRYJatIeAaen0uJ1CODqhCy2KkYor/X+2i6fuXBJQ5U/4cxqx8jIZnbSgyrSwbV3+QgGvXGvI2mc256mHxybcJNnTS27V1bWuGTc1CzsnPhWjwErGLfYQ9T60vymmsuUMW0UA18fEIMIYv7mfgZuhea1dCwnG0RQIQxe0mF2A27u/0MvKnoCTyRjkE41nRq+Lhl17LxJZiPMASZL/UJ1qZ+FYOTAg2rwCz+L7gY2y41Y4/1YdXuCpOwAg+Lr9HJh9jNo15MdA3g6xRGZkJDh5PXxQvko9mrGKPM9TsrwHkvq9Vrr1SOMzULE7/h5N0Qv/Yz16BXsEdPyMJ9OZHORXtAZSnAN3AtD4KevUEXwHKXH4R9eipGzpmuUhiAHD5AFk+siIWXciUpqVr7qR4FW1ZrOCIhdc+YwxEPWiOydgSszAzBhgPZSkYjsMUA1559rjv8elBP7mb71KeLnuXnkvgLpwuP4+ieZJ/dlxTnJ2w5sliLFdNUiAlETZsbiXOSRW7Hj1gMixaI/Er1TErhrfZX0hDQydQ3VecxauZyzSbpyu+DNB1eDwZZLWFIUj4C1gxoCcTcoLsK+CVgGslkcZ9tZiCmLuXewFtxGINh0/XxW/X/OiQiiPuls8f95tKV9THQH3v6/htZSUXX65bWDWBZbfz9c4mJnkAW8fwvUl/2ljo6X4EUEgQbP7o8fcFXdUOiPGsmBu9c6CW4V3sDXwd7szSwFljC7HMTRnYxIWitaBPAy9/9h2/HXf8ftzw1/c3/PzrPQApAJ8yOLkzm/1CjBWqXpY14QvbJv/iWHHCix8IbGQ1BL89bvh/4S84RsXP2w3f2xPfimnPkjlDds73eqDJtIYPamLgVsLh4AlMp+7nuUfZpKoxL4cKnk/Tl9SPCukLXOSDXXAvpfkOMoZOyBSjpdO/FRur0NItE00McG0uPJ4ZoSwReXiJCgPPR284h+uHsORAxUsdlydNkPXoNcr5l/HTkIywRV/SfbgD5F2SidSpCBPbBrKlwIoHCIaxNh9nQxsFPbGrY6mqld6MWfBkNvBngxwF7X2V0cQhMVfGpx7mKI67HzYuPVH2ge3Wo0ncGKszPQHdOAydEUyHRx14U1Lrn3VlxidCR2luCuz2fTVfEIxvisHDKwGgLIMG8gFiY0bW7do0Goc93Ie1vZScQiTDmF/uv6PGJkoy7PxcPtdBXYzrtVLbNTp/z/X5xrh1QLYCbRsRPBurs6HnvetrSJOzkdemYBkr5bjT2CucVWxgb5TOeFfgcmBl/Hx9jA+g/RBoLTgfzeY3rTlVY26rSvwtjOJhwTodRDJsytPWCLsvztOeN169M98zQ+x8DdbDWeJ8VJ9fNtdhyaV2G3cLUAX9uxukbZWN5jlgJhLiZ+ONv49FBE1jo75Xta0zSiZWYlTX9eN1Ta23tM9LWoksy1LXo72w0N3AqmvGzq1YqdPZA3AFfD25ky0whsxwHdJPzke6prkjkhpLWD995z5Ma3g4qaR/s3U12w312HH7024BqrN45m6fbfp6K/iKy4hEC8sQOU9kjtq+G7sshgE4jylrInwvMQdO1s/igTKZrtQJLMyYZ60mVYDgurOERTawfBVwx5KRUClAK0AxNjFlUGazM8kSqRVP0dBtxrSOrMPtyOPYMI8KnGU50+5QMiB77zsAK5/cHY0PDTy3u4DJF7BZR7bR/9Xz26X08RzVGpeA5wYgDlbWZ9pjvgbEzxAmOsW3ooDBVwpYXgMCujRM+CSgC8h7cWlr5QQYneLZxNgfd0H5MH+glwZpM86ieVoH4vooUQrI8y0/6tPXS5wVCt31Wjmksr77gBC00ikYh+8rUYifTQQiws5irU2CaeUUjGZsT/oOtSh+VpvjPgvOUfD+uKGfFXiaRp+S3VuGJz6touZ+O3Hb+kVPULCAl3MW/HjeogLmPCv62SxQUrlsyKmLXdJ7wXhU4Fl8DJNto3/pZ2q/29+N6S1rfqcFZN01vA/6V3wvJrUJktMmp7mRzXrWkCFSnyxVVcxaFqiWSioppZRBQ1CvjWBsd6DYQcS5LyZQEbOT2txWykq8f5pX6oTnY9ZLygnO8fPAM67C9hIknV2+Tkdacu6zL7DWzrTRC+Y2Q1f4cfr+974J/aiLPdwlqlyCdZOAVjKp6Be0B0FV23dkLy//gM63XyMDwclz3s5H2jDzMRZqEK9PvpZWNXt9N5tMkH1WW6MlaZUDtg7UwW6o2rjIqqCwsTNwNpd1MphezbPWcwGYXe3qTV/N5vRvbQHQh9k2LT6/YXN9DkcKyBWWUSsW3Fr1mERsN1y79VPFTKBF/rMDtbMJpjPZoMZQ//E0Q/wYG/bijVixNEVz7POcDe99w+/nDY+z4fHY0N8b0K1ySAUm/+XnNve5EQXSfOkCW+tDLjIq0SHcEx1ZW9KYyLicIUgJOxI5gs05ywUP5gWon1nnUa6+ro+ZeOnycZi9WyXknvyfy9fIiBwlawhkUp7rTFWcu8eUrFplM8xf6tOrSiy+ZP8WwOQefh/30HM9ZgvSz5pye+6cBSom9zLhTenUErh5aYRP7DZ8OJM9bNaaqrDfcLclkpw5sVMQsThlmEKrleXuJMmE5h7PV702blJdrhkbEorvJSdBQAEdlngkmYjSELmXw3M4w7VX0/T0iknGmQLGolg+h68J6qSqYlXxaInYwQbc18PhxKSnrel6pKqNlEi4IGHuM0YFXFeIFtcXB8Zd1z6C+/jw/f8aK/jfZeTPN8C1kNma4wnlfhJPeMm1D0nyObgO7Pzyp/D2nSXJRGM5rufi3BCEqAAxs//u+/cCrqZ1lx+ZcRznrseJl8QBJJ4/p1wB1/D11SrChQC6v6lyjSKS/9Hcsrj9bGbb6lOiAqMQeNV1fVrFqujE1jFlhCjpVob5DsWZyZNzC467RpUfAf0gNLkfPPeCMZoTVQDdilVcba4t7lUV84V0YmtgDSjjF64LJj9G8Z4zkvwIWWdx+E7//wK6isLYWcPZD948i7pZubswD8f8oF4XwT8jJwk+xoa/Pt/w1+cdv73f8fzYID9bOB8gSMOLiJQTLos7DJJv7DAm/JmsClkUYuuY6tc9BY+HiYyzfOI5K47W0GSEhhxlBt7qiVZMVJwli2SNWinAFsHc0Rt+PnanhpvRm6dlluRIzLt0T+K1YQSWQjjcSwh5kH4FYhD0XDquMwDX16xv9454Q0uU5B+9WslHL1YiH0Y8G/ql1Tr5fpPMw3U5quIJxBmGNTKwPDA9YlU6aGIBlBRvtIQUwLpzMsbSOOFKy9qeUYbtxkmeHnw+JHS4LKuF5UAG81EBlSg9ljZR28S+W4ONVicOkIVo648l/Jhi5Y8EOEGWK0KjkCyLyEr53Pe7lcvNzde8Z+E49NO70POg0hT85KCeYJhgrYUFXosfRuZkBZiVgqe8piLDpcuZNPBYAepj+h6M95/p+/JJ3JvkOpKYSxnL5mpZ3R6ty3S1ki8ydePNsEBHAnavyZkXQxeJnMiuYQmKh0D86qLI8ajPivoE5sOc26nAmUtKfP4DaOf3CZMNAUDGWPFSi+LMuTncERsFM/RFbDAiq0+H2O9BfS2F1MML8E0gbTkbBoCNe26a5e+rBDUlmoVMGtdpDuhstt9lwjsZywJcxdcBnbzkQEVWMRvvl/Pqk04Q4Pdt7zvcQagP94/d2WMJ46xiS6pPK1EsaeIFBr5ODeP96ii9PmYF1BMfHIcAW32vGLjuhl0coBAEM3Zsxgqe22aMho95Bdam3STzIGH4G0EJjXsUd1bG7sCrl3T1expTkQDjbN55npqDssZX1hlBgNeB7bkxYFQLbFV9n9jPsxmgSvZqPAfrDBBRy077WGhDNCuDqANYQK/FmNNC22lJsue5WSKL9jADlu5MKhCAqfkUWyRC99IDfB0qeO87jtmM0SqKYzR0LfjtecfP5x4AH48wMhuhHnS4FA1EgxWuwAJr1BNF6QgkGC/pjImgLi9NnrtDr2fvwMUORUlv+DL2u7oXVGevFgeZRrPS+8FEYC/W/dcb7NWnBkMnEpxKZoetI23eKNW1y6VonGW0X+GjkIk8xPwoT6zx91H1kPyadfb4/fpcDz8nn2VDKTOYr7Tj51kxz+UrgZIfU1wv3Bonve2nlcH6o3rimUD88bzh47CE93CGkfZyDYIEy6+ZEk1ZcBSUo1yasHAP5mTH3D348XJKNiqTiZBO6kXRU1LbbtaD3tO/BpbNKzzLud/JgPSg55got7LO/JLsohibktUdfgxcbDrXWXEGJ1kmV6ZnAkzxcu88Y/JXunwyLwluyDTwWEtgzeuLe8U/h1r74+7jwPPb9yB8DbL0uncjJpDZykaTAaxSH5B2aiI0C7OGa3HdQhkaDXTKoZH8sBtbY5xDnlzGWGANDWWoSznMAClfE5ER+DW1M3kaNqkENVnRFi+AvZ9XpNC+i8iVPCZYdjvpz8Y4viRiVODSPcCQAinAuBX0mxM9pqIVsx3RRfoLH5TXyHGy5ijLH1XqF7udojzQWl/X8S3qOvjNSQoOLoxubHg2mGJzmyYzKv3u7Qzg9XApu0dvOI6GcVbI02xPedp5NptETIK8VjLTVbGA+nP5kcGGTuPKihidCFKF3aOPY4qzVnd0+5owPzOTS+zvHoN5BYCevjhcNq84cMxGyONZV/Is793Lm/pc5nlSJww1S3yWylh+RuzLB+V+AJP8OQMBM9D1x7ihu+Yr+27wXvODPjXj7uHXQemuUhkj4KJPS/buH/p5eX3mr7Kugf5RlKiz35vP8Th4Zkicn1CSdjRiRwLZAbj6FxPSGX9gQyvrQzLRao2qiOHJxz7qaqLEvhm+NpUHJYOpCL78GlglQoY/13GVsNvG4mVlhaAmeaCcpAqmO9cLuI7NbzQAT00D/GZMfhu/9ZpLPKByOQeDkHQaOCrOwqznkmeJuSQY1wi6XpNzTHSEXI2kxLMigHmt1vhP3Bcup0lo8f6m+7TqWrns5XINcn0u8n3xTbjOOD98KKCsYlO7KVcXiAI3JlcW4JrOIK5daPR6me6sWtIlfZSQpSzLVuw2/8VB0dDuJS4w1XtQrFhigZ3J183JiHL1i8NulwXYS8ga2N6ZTYBbQX342qneqDd/NhCxEn0d+2xB3u8ZF2E8fEnaJj9DZYGu1ML/o8e/CHQVkf8EwO8w8nxX1f++iPwrAP9bAP9dAP8JgH9fVf/pb77RtG57cy8WaGwCbRPqZQvfb0fICTQxLde99GBZbjLRirFCfz8t00XD9xwtStSlKuY+zfi9LyeSDL7LgRJnuTPonLWKYZneudtGzQsEANj1FMxWDDNWczMtjUdv+OvxhsfY8FtmifpMmgZNDYB1zBLNQYDFqgCArUxI65A3K2Uz6YSCo7gm60ddjuxELE6CJvMoOKWFsS1Fse+dt4nx4cExB+e0ssJSFI/eMKtp33VdrCDAM5dq4OrpJR7HqJdrHOxsOdcuEwHK5uPhkhKVIO+2gm8AeJz2PsASPV+aRAjgVYqibSO02KIJm8AYe+IbtLhjMRJzMHHBzShj0fGnYB4V2iWM4yqhRGS7WApImjuBWAYAEg6QA8heCjK6Nx7wRiCRdSRj2QOM+H9eg9kmFnPtogQjAYMM2K2sxZzQ0KJMRjzKKTxg5jUzyNNntfdq5qAb497AuCjR8GtUBco0FkmADTm7l0s7/8bjq2Ai/jMFcpbohDkbMJ0xyOx6NGILsPRq5F8zivF3yQYMy0AR9HangvIBUWJ5WnBUnUFEcMDADwelnia1MaS53AQdRrkC7tS1Pfya/LSWzFbmecYAPi8KrxyIseQ9+e1FoJ4CgWAsHStgnA3oruWqzJ/4ZzMDOQSY08GxhPuWbgFC/25O0PSy2faQKHOUIlaKnAyZBVEayRkZxsrTKhCOQ44I5Wro8v5s7/BSLA0GoEygPqcHy/bdaofFWTfin6GQc8S+eQVcL+uTBtg1kQ001BgnGQY404FSERx/lnitJOeD4zA2CxQry0UPDyiLQopg1OJG3s46gpnhlPgCplbW9PHW5Giq/91YM5ZE4WfnjC/L4efOZZMGoqgBxYXJAHYO5ZpbYyuAC+zb+6oI4Dp7KK4vXk1/j+dd6cZypdQGZQZO/16KxjnFCg6ks5prfo6K81RjxlL/00E1AHjANft8khnQffTVbGSq4HBJmnNUPE8LdkavxtZ8VkvQfUg4/JAFVhHM6m8WWM0bgX6718Gy4k0tgEllysAKJmTYOE5vPkQQT9K8r8SGM8b8zAYMIKuHNeOwBnmCefo8OQuczD6CADzDy2HgRfUkS3vMz5pZHpjHOnEfTF1uRqZ/js9zOWWVZqWAKFgFzpw04MH32Z5sCrBYXQlcyBq/GhVBvu6KmoxOm6blWSfurePbdvi6GOge8DOwf9aGvXWMUjCqM10BP7uXL/HV55dnWc1mNF23rKn5VN76cs6xgqOViVFNTmmgLt8gAH1+xmpi4fk9kPVaBs9wY6HH2ApewDlnXrn+P3A9r8gcMtDdr6EDlc1JipV9G2goyPJHwVQ5zN6EXqkHrbyPIQVa7RoZ/Ira2uhvErrfl4f7Tx6HJiBjfakPvLq/Gnp6CgOgCCxE7LDei6WyyMkon8slh7GqOuJ1wxoHwhk+ADD2gghkq6C/FYzNNQ/dZpiM0vUW6wHUDzYp8zX34tuFj9eA0JX0Cgqe8ROc+9hMUaGSqxoy0E4HKkpK07ljwG8JMABAgC1cN4xRrCKCrL8lOxBJoonEgJvxHbDPEEiU5Eqfway6LIVjmC9xDluLZJG6vMDoBc9n81sX7M2YrlJ0Vfr5/VrcZkSTozf0s2E+q2uafuHYxnrTtcE5jsmf1wLz85IUkgouuoKq3sTohMtCyPLNmp0zaMBMjF+CjAqstZ38PyD9n82leX51L9WvBr5KMx9E2VcizhwJ+8M1gS5A2pMZ8D1HjTj4mM2bZJ0ojiQPLWGHOebn3PCcDX8930IKorvEYLjqap8jQEiEsIKSUlu8Fp2CoYjeGbG/+WYjMbu5HhVhl6lXGtVLfm5xXi2BhqgOs+E2P2ncBFIBdcZ7e/h5ttnvMxsPSHYvwFe52D4CalMoQed9UiAuv2BVrr1bLwcdlkxa69Ntvt+fxTv2d23uo3CO2SjLfQ6FBrvzQuLhmPpaLpEQdlkVZ53H+eHnA7PYKojeJKwonj4Pyioafk6qaMi3FBJvmVnLCjaey0nmAUDsKV5DPj/BoUpxDm2U2W8uFGDuZTWQJMOVNoi+DoFXvyz192ZCT+GVUzl48w9dVdcaJKm4/y+OIYhGVeecXhlSzB+LZp7hl9B/8UEQnvWyxn8CZWOVrUQsbvGwV7cIwq5d2d52s4vsoYtIwHmi/9Eo3+BrjFVgea/CrsFQ2VXdYX9AaKanoQhCyTqDlw87q6TkIuL6c4UgHySHBC741djzVv74T58e/56q/hfp//8hgP+Lqv5HIvIf+v//F3/rDWS6mPHNgIWBCbK3RBTfthNv7cSv2wO3aoArgdaKGVprP/sNP8eOR99CGPqchTrUltHaJtDdCALuENE4MZsr0DLXAIkCzXfdMOFAliuL0MG0STctqLTpFUBfZfRPz5g+ewuw9bV8vbsRZNnFs9cwFLUobq2Hhuvm2qpTBR/nxOnGo6vY+ZQWsmVvfSENA6YUQN8sq7d5EwYGJkO2OEREBdKNwXGeFedu13SW6gYssUf8i82/ctMplmVFw6cw6DbORTQap5H5WYtp4lK7dfo4ZnA0dDjDMV5ebttGgGxLf4YSA14yxcz6zKDrmhMAAerOYR0s6XiHRhedDAcaLXPG/xN8zZk0de0Z1+ZyKQs6ACEnALiVQbIeur7pcmzo2MffCFQxscADydna6hrKPFRzt8owKuxa7AdHnFfTglWcboi2CTjTaU4Dakua4nDI/TOuAYAuR4HX+y99iCdGsMaCenXFG4PkDCAdrzWur2ObJ//l/+Xl93Q22LhsIpidJc0/dW3K4SWAAtc0Tdm/Q6BarAFWeWmUM2HsMs71QLCYYzmx+QKvzzO8ZDQw+37pOMq4UACW43AYYj3zK0lk1Ke9MOYvnXeisO7GRaEbANXVeIMOmZgh7XdZYOJpenUEIvme9PnMEbGxsZ8NoCEAfAn6dDm3wW6KOXOH66HLGRgaWnrlWAHn6nhpgB+ETqCxAtHnZY1QOP3ykLV3NAywX1ezdW+ke2MQiT8v1ut0lhSdHqGTJ4vV4tcLZgTcrmW9qwj0yer3sZCB0L/lGuecynSQ1efMGqD4bcV6d0cyNdACL19lJVd4NgmgkFVx4RqtHCu7PgW24gAwpUNkBRTgmjTwT3sxwmQxBDBrYtM5zGfpqlaxNT+7YBRrmjJaCRbIxjLHWS8Nj5j8NLmc+qkhxxjFGtI9WzTXq4/ie8fZHuda4/w+d8H567R1sfthnRigUAnJiZlYJXZ+IBKIWs1uT1gSI/Q2M2jJt0zdAYuuvVBPZzAWA3WmAmCpbtIGzaBrlD4Hm2/6uqhR7nhhUlS9JtpcGkOq2UI5nX2qCrCEbA0FUO2smc0b6rlsz2yI91VdrDJNQQLPRXXWbmhXN2rzLQ3X5qWv39qBe+24le4lrAt4vbWO0xPlnUHptO7NK6a7+npsLmINONfZlW2hHw2XPST0N7jli9nuWie2NgJM6H7/0Wwnjz38LBVEMikDcQEEioBaz/G3sq4zkkplrS/RZdf4ebPZnissJ+0adpAalGOupG/x0lNWiZCVHaWmLlEyN2O6zirBGkO3ax93hJyLKILhej2z4YHTWoea7CGGYKJasBagg7h9fTns3U4pEMDh62OVQSKYQeGfCQJwZQMo2Viqa+Mybt7YwxMLBHPM/mp8aDmNCT3e7KzmPTHesfcTr8qTaD4jCtRzgkQNSWcz55bVOlGKyYY+vn4jkKV/agEN0HjWm1Fngo8J1JBEmZ6cUwIw8N/RkaF9yQCNQsa0ElKRPMXxvHByk664HN2kbs4OadVBXPH3E9dErTiLRhyxke1aRjTVitgHFsP1UYz8chbT0sXaKzGedG6SP0ZACCoRS15KmuFntvoL6Kdh+T9z92D/cJBgmI1UMQ3zxRR2uzWxSDA9X6Q/PAm1XgMjAcDmXxJABNW4tOyLReKPzNkvQGjKAcxp8eMxK5pMnFpR0+FPqb2Q+9FqoOtxD8JPToaGRBVWHA0A55BLvLWWy3rN+mVaM+6vv8ZXCziCMd5n9u/XHBojVQOU4bihGFml+L6SYH2qV4UhzuLwtes6M3mWXVj7avZJONdilUEAHCewao/Rq8kvXcg9us4nIII56tDnBDhfFz1E6LpkW4V1TZdh1QW41qcxeutzRgI+Ji8mwMe+aoCuC6+5TtvaY+mNfI+VpOOaE2O8xrWnbBzY7yQ+R9KYA7YP8+fz3uVqJ4M5uyEkCwx/si/uJ3GCTMhiCHvgIC7kwnwV+gq6WP8vsXRO+ubXF9GURJGVcIA4eO7+0lc3KAhdVeXcb/aa0paEkDWNtntd9w2zMx5fMsZaZzqCuLbGU5dv5DMWayyfOZxuJ4NZNZ2GfrhtLYlByCffzHYm++mRgLRrmK513t/84+byNVafk4Rv/MHj/xt5gf8pgP+R//y/BvB/xT8DulqwAT+AbKfKWJ3vfn/eQsx8KyOyi/zOsr/naFZy7w0SjlHxcWw4erNDZRRrdjPSJA0kh1ZiAQx4JEynkoZIsUCPuYKOHBDnLIs45X0+Kg7Y3LIhVikTW11NsPYyonSFD963gZgSbJpnb9YYJAV6CgPC5iixKSXRxeM6FeE02z15mV2vpgn22DEeFfVHRfsp1v307g6PNy15f+7oXmrXyozMIR80eMZwNcB1jLI6IlI3Mh++Piki3hzM2SVbNamFVmYCdCW6ZuYxAAApxhSdZzE9NjHGUyvWBVlVrCS4JqNXADKgdFo59uuhxIwwy23YlKL01dkvwI2hznjUcISoT0JnrpymVzeLNfeCuuMziukGcZEyACA4iLW+VmCmlwCATtu8qWdV1YBtPzjLgQQYy8Uo0rGHGoDYTx8jz1pfjnDRpc8nXF/LSVexfR2GR/x9PHWnRbzzPKBMWLSU8OAE+PqOYCE5AtTGjfGYWCWUsP/XpwUpxtQ2SYfhICb3QCxCRYyl5mCIf78Y/3zfCurOzc3KtqEaygQyeL0SWT5o0qsZDlZOf+N0/VCCD4gzKErI5voeAIivGQbVuRzv4kyq2PPynOr6E50FTd+DkJENEee7euJqn9cxA0Bdz1x+UpD+PyyYlFnQMD3Ynt69fjlFl7H3/ZabkrHxCOdqVje0IznFc5XosUSfYCsfcytACv5Cj24qMBRaiwEFt4LB8ts0Tpd1A3g5vJ85HB+BAUcVwDB2oQwxkIz6hQ6wF7gt8uzzYryyjHUuUgIzsE0u5VDBWvbkD5kRMwPBtBW+z+g8vSaj4NdzfpPleHJO3PkJgXk2OYn9pQ5cT2s4IIgy0LUnXxxuBvXgdSOqSqSQuV6iJFJEI3kLYMlyTAco1TPsxc7czADiY2jBULPDlBpgmSmACOis749G447uCcoAenkbtA8Eu+F7qvga8OcoEFUF0sbac4rQXCbAxKBluKbz3IqzBAXUU7YuvYp5rESP+QeI9VAqABTMfZXSqSdBcgAH+k1sQnGuvWeBhV1QBhhC0/K0M0ybIuRgLtIt/kETkRi87CM/Y+ZuLEaup+zc8rrnTaHbDEkZVjhwztixO97XE+nzbQCbYtsHtm1p3wUg4MDKq15glYlbHZhlWhWQJ4yPs+FQ/+y0h8YQTEpekOGBdb+a79vHnoAdH9RiLqegPyrOvUXD2Vonyj7MfDwLhD5tRhYZvKTP5LkxtgWCva5fxj301TMzj2skziAmbdR8lHKaE1ImgKloH548O8XZSwIIQsMwziuWZbILcioPjzGjm76tsy+SXFi261IN4eutqFXgBAst3QuGXALdkB8SqywIBnhyQ2L+6He1NWdF0/548SlMZ06j2M6Cc0G/LTZvaKZPggd+Vt8qovkUx0KwEpWCiGmssaNdrR56tV1ABJemuWqf3Z3NU2/5Rtd5YoxZxaQOGE2xs9cWYCQLUHF7sZKk4pUrGhdTnAlNaZr8yGx9rSWSo0s/1sAbk6cR014vMNBfFbpVAxXVtQHpI7hkxusyU7VmuuxTQX1nnivP0fB+bqajmWRTFghAh/FlPSVbZwkMxg5pj7E5jTcSjIe5khfbUroRSq16dKLerBlcrZZUYtWfaTXKJ0ZrlPFyrZ90BNdnQvRzWTJjAOHec6mmrPXczeZSyo7xW05sWtPiit/OO4r8ik1Meg+A67pepfeM4boqVax5dnGdUpOzGw4cN9eOpbYpJV80LeuIOTIAq2suxS6EkI/96wzXkBYb3rdAXxh1Kmjv7vd62TEJGu0jETZmiiHZiNAvkozX1WRu+UXrc9Z8zFHQRSFSMMqKb8dY8TJOx0e62wZWPVHmqbsPFc0/TaaPUixsbBRJAE/arhgAYRtMl9zGTqZieqVOhZ1Vcy+ghmsa4rXkuUdJ+sn7xzebEEWVLPdoTQWp01p9fGO9qsTei2EsVzJF/tkSievneC/6qNyPDiACy15eAL0Eyokne0udwXJdny1emcaKP3x+8H3iu16+A4gm0eKdridtNBsLkjk/sHAw2O8vn5nshYGu6wyCVy2pLva1VvelGi4+bOXrSAxRRFVCrhIGEBJVmObja/N+C01RIJ5k9d4PYStdTsT7kazENW2fLO3enNhA3lvmU6yKDt+XZVUCqsMKhMTKCZfJwtdz5Y9/KeiqAP5PYjP5v1LVfwPgX6vqf+Z//38D+NdfvVBE/gMA/wEAtD//A8aui+WkgHbTJu3S8P7ccfaKRzN26O4MTwJxezHmZ58FXQ1wffaGx9nwPJvR5l23i0AZAA8Kk6Fwh57aVmRNREdUnzgeOsxiYfkGy7nhOeEdikezMp1TgTkKTteMmVsHth6M1b0YmwKwBh7nNBD5GA2/nzc8e8P72SI7xfIQACGQzjKoS5aR1+6bKWcEaPT66aUWPxvko2L7KWjvK2sKgWX9z4InNsxdQrtuq9kDWMHo0Wt0QxwOuOooS8ONLDc/GG1tGMN1rwPfNmOWLL3eFejcW8c5Kk6WiHijtVoLDgG6IoKt4u8pU4DmOkRV13xXgAJgcwoKd6XfC7O7zOQEANoF4kFnjHdyepIE0XKamAntAjjbWH1sl96MG9TNgbNqTxLXF/kUkBUzJgI6jfY+482Bnk3toPIP0+hIn9hDug7+uTsDzwPr6LTpGfEA8QQL8Mz7m/spBxb+fOX7+EE82GG3TWDTKFcKvzQ7pA6+LSQTdl9tOfDRATQZOAIDx6PaoTqZmEjXpggHmY690Omo6R4vBscNufhzA+wCZPd5cF0ZMjpnXUEigAAupAMiXl6bIzF3vJGZrAxyPSAEsFhFNN78cg2umPu4Xx5afitpD67743u8zOfLW9jfNM5MbGkO3XllWZkWApnw/herzNXKQCUqB2Qq6nNcg+S89hkgObuODUrimlIAU1xX9NIFdgD1MQx0eloGbtwqWEaClthT/Pg+Ic1eDwDjXqycj85TTZ8d4+OAzu57cZtxjQCMEdwFEwaYoScgs8Cyw74/Jc0F9YfmKRApUYJF9uhg92m/phWUmWMZUgJpnvl7gf1/bmudsFFX3t9jl+va8Hmvh9m8+My81wBjJU2FHMPudasrUHa7dFmOCogLUl2Yd0nyhIArWT0FaZzV2B7GPLdfl+6AyXDtOlwdU4KtTHje3M7RDuUEhslQO3NmVAPUwr9IfgaDNp5PPBOJsnD51onSFLf7Yc1EnaHy+NhDExmydO/72TCHoDdr7MjkXvuAaQkWQa3A9BKvOH+c7a1i10TAjZ3Sg9noaHAkm2njDv8+9LoGsNY/tabLYfc6K+yMk+u5owBeyxEvwY6//9wAvGk8TwWuiQYDW6sBDdgWW3U1URGwaUqwOcRsLQDI20DbBva9B4AZr/XSVq6HmQ5EsmG5hs5ZsdeBn2INmRgkRXOWWYJhy8aLvN8MgmYzb4HCsjlw30UmgMOA/r4VM4uuRdsB9OmA4pe1hWnOkv2a3hji0vTD1zJ1RVdlT7Il9JMYyLS0biYCJDNdT4WV/L3cKOgjTcADXqsUmQjW4ktVgdK28v+5qoABN6ebjK3w0+G2RPxc1XXuu0/x6QJ9zBQEXn1u8r0I5RcsqC2KYKGT8WlBuv2sBd4EypP7KRAcN9cUzM1clHtLXUahIBpPZXZkRSSQ6fPyXM8SB/mhzmAN3fZdcH63Jw23AfR72WXcwG1ZPo5fIyvJYthcs5yfHwzNtpKkPrjmJwxBqbqSqi+2xHSk3Q5R8iD0iU0+YN6a2cRbAYqgYljpcbNkhM5i88CEmPvrWRYgNx96qOCBdiHJsPmvSQvUpXHJc58VPLx+Qfz91cdhMuUKpJof0x6WrDeW95X5uIALjof5G9veg4AyyMSH2cwQPxa3pWTZKVZVIkkKvO4kuQeVq9yGKMhEnM0JAgmMkTOBvb6J889MjmXZnlYm7nUFVFMFx7xWWGZNdqs4sAZRc1Sr/JissLHzcW/AmIo+CjShXoqcxPU1nP3mbMsZR8DOQYnkP0Ib+wK6+/rXF9CVPkH70GD408e8zmu6jMLzav2MtBZif0wATu6xKlabM8ryzcOTf8+yADMkv84bvwrXI8lkgMU9HItT1lpWv5S873ldbmfGTr9DME9b2wS3WEX8EnKs9+qWmLHGowiCiaYbZ1LMJscuYO4T4hVbOXlFzIfl58XHWiuu59nLd5nXvDGTR6zMA3zfDr3Mp60ZuYLlvnekrorfaNysfjz5Gp4OdH/FGL/0WonfXf9ObWeR6e/tVb5MPFazvSiyki/0ZcHrXx+gxJWKnwWwRa1VoE5eCZ+Fa5YVinyvOHs1EZSXRGN8Jn3+IlCZdoaDyROrEp1qScXSrQ8Dq4wnBHV4jOMScuqNiGf1mMnnggnm2Af+pfA1ysQYq3qA6I/DueffNJ0TXz3+paDr/1BV/1MR+W8C+D+LyP89/1FVVV7Vudff/g2AfwMA9//2f0d1c6fXMwNmjCwQss6hijInSgI/WJ6fvxoGtlLQq5ez12lNLFyvgmvmclV0cIs6WwKY3yY07yQevKRsK1ap2ssmM0Fh+zD1snlUhWwTbTdnfqsjmBAsVTk8wKOm61QJpms0pXKmoYhi2zLTcxmtKVa2rs0yFebkAqS+r1Igy1DOR8VxpqMtmBdc6GKwvSBYjQrb/H1UAANFCl6neqpEFvgy1mlMVydHc1ZFrERudxD61/2B7+2IAj2W9N2r6SodxfSTQv+2VEh3YM0di94Lhni5zywYw5mlfc3R5LrKl+rzX5xpOZ3pKgyKCkLLTBugp98enZ9L2tQDzZsdPBcQQhCntorauo9BhK+lZTgMhE3X64dvdmojYKMBzZ/lWb8gdrkjvlikCn0UFFnlD6EbtClut+4Z84nea3SHnl2gWqJMMyUZL2Ob2RTBRGkKbGqavt68hE+a7vhQfzV3V4x5KrrKRJMTKwqADtAhBnJPwZTxyWhw/AWyLP2LEX99/gVMLhpM/awRd3F+xAKwXDaTgWlRRDOXT5/7+nj9M515yV8aDC8uzoiF6OAWvRjkSXmX5gwFsqN4TlYvb/Sz8iITwXXEyIIsjxf5C2oN2zllfysNYPfw9lig4NzKJbj+NA/hwCSnTpfDykQTO2dmECHY54nlaPex1sAnexHPs708bgXnm8Sem1u+Rg3Qc266gDUG5lEChLAfs8H0zjhnniVVReiAARL6SEBKVk4A1brXjpuVomeHkTqsxpRZXhnnz/bjAjTXzXIvOXgDf18C5Vx7QDCKY30L39sbkzFodmd9thJjB8CBBvdsMvtUAFajzASowNe3FCbZBNqs8FCYblbTaJt+XlNDioleuH5n1lbPjRMFpqEOrH2Tl0Qfq4zRHNppbLvRDFSLBlaLtRQPskJSsK8DJpkg00sBjaFUysT9zZOy7jfQKf8AMKSi38x3UU8wz2FjOd0OFFYJpPlaZcIa64QMKw2bA7N3ZDT0FTSaLpkE8EodX5muXbZbwsHYp4t1wq7ay0i6LQud9FSmGJqCzIkx0WGfSfZsyDtVS+Bt2/CqIpNOGrLmdgxA6oRqCd9u2zvu9xN/eXvglhpnAcDPvuOY9dI0dC8De+1oKthLR9eafLmCwXXklT5cQyQBXNggnCP/WCY6relSZj1d99hsCtwHbvcT328HqvtdH23Dc6v4ANClWp69LSkF22/OqPckqAyJ49u0eR3wywAmk7wTXn5vDBMA0SRwDkA7UE+JIErc39IpGLslBlY3bsT8spmhyjqEbK0JVMqS3plq59wuq7Eez7IGjBvXRJpEnis+tkFG4MfTNgyW5OKa5GU0mN7PQA0v3S6+l6vbPq+yQJFIDJRN3CatBLGWEnZLVFAdROn3grkBx68OfnoDnpBveLl29fdQwSpd7gJJe0wLzL57Q8lxs/lvD7vGcatANE+0/WzasG7jdtp1+6pPfne7HRQrhE8SZbpcA4WJHQIgueJizYkK79XGqj2mNyabUHhSdAATZfncfBSYLcGaMrNjusBQTuPe7Bo2LH+XZBMgSZRpVPYtk7VOsRprRRHVkhXr87J/5i9iRYH48+oz2YlEDqAcxEVLl/eUgnr1tTZ3QO8D273j7XagFjXd6SSDEp3tCZ6mxWSgo1dC8eJDkmSd4XERfu5aHDytx8PmfpZrc88GzPtEuQ3stxN7G7ht3RNVBVWWfAMlBciEzZUFOeHF+F9N4BFdr/Eom6ey4pEEnupVmlMtzuhe/cDl27tVJ2hxYg/ML5+oRpLgpAvnxxMwOb7T6zqjbAfJTEt/3GNysSTc9m6AYnva+bF/DGPAHlaZdf6pRcJ/JuB2OPN17ABuVu1Qt7HigLXig2CkbgOpkRnsbAc0wz/jyxOwS1A6NgBWkp+Nm3PyVYatYfEmnIDZinkCY1rlqCiAZtehlaXmAJFHJohDmqyqVdd5TJ7PaGo6BxlOJWwEWcIAVnMn8OVugz5JWsEIcxCEeZLrZ6jAsRbaIcOyKskvAlx1CHxGnEC0bQP71qNh+aQ/6sS64euUXwTQFXZ/0TBcEMCtCK59ctibRXGpFh4eby/ZjRL+iiqMKOex+DX24qZJEhOMvc/UWNvtBvheHDoH3XnM5ESdJc8kWNSxGF1+Yd5nJJlEBMOZ3+LxUXE/xuJ7szUQ8y9EfX6axU1zS/GPLyWLdVdyC8g+89pvJNYAgHpS82J3vopj/fEvAl1V9T/17/+5iPzHAP4HAP6tiPy7qvqfici/C+A//2ffBx7sbW6kUtacQuamwVkwywvIKt54CRrl502NcXB6dmxWKyWeZHz5hrz4TgyON2fdfeu2abzrHro7YMymbHbaTHesvhTJVdimbXBAaeJ2M6f43qwRGB8mBm4s3Vyaf46C57kFqArYJiqiuO8r66cqeLjOqRSBaMVsNBi6ghgABE2DbUmdWjeaxcsUo1umIg4zqcwAWjDHUg47TOQKsH7xEH4O/88yx1KgmCEtsNWBt3biH/Z3/NoeNkYqmPiOCQt0iiiOWqNzdJ8FtbQIQnlosCkV4M27unViJtt2bi+lXjwX/aAyP06D8QqC2hHsAXMqqrP3MqDGNWZA43JEo7mZuhPDL8CADRQ7cNiteZhBjz3CLHOn8xuRaDBlhIYJvnahETSwkU+sB2cFEaQzYocb9ADXFGgT3+5P7G3g3npIeDzPZgysjmB3871fQTEGQIMZr82up2zmHOy7Bck0BHH4K5LOzOeH6Sp6ppaHtQMaGHYoyrNAt2klaLy+iAq4BK5jc13AX/wuHabqjPbpuo2vQGhkM8mATe9pSRB11o2s13yxpwJcXEMb72XrzRnShU/GhVEm6ZVS2KmVN1YNeK3FgwGJNRXMJeBinMieYdLJ3j4ZZhrZeB+7Ftt3ZvxYmqRVoL/pCjK28ofpbu63i3SKGusuZAagK+CbCK0o/h8vgZppGJvza6C5A8ThcHrm1ss4+03QvyGen8uxVRxw/QJsyoELS/mUYvbBSoeBiQdCv4wJjdLFJBLUr9mdeYiVXvdvHkDWdO3Kkm2NEnu75wW4rsYMWOudbBux9zDnAhFEcTnJ9HxQ3u8OYmuzZFII7gcDQdbP4O/FmLDOdLNLt0UcSS5v7McgUESj6zCZobQFvduhM10DjCVAfJ/SrmzIQQfWH5sHZ1lWgN+nIuRzyCAwLVm/Xy+BK97Z/FIm5WOmQLA8rEOr+R4qliQESuic//rt48KqPLxZ5VBBpyO9SzR6HF7SPylPAoAZaFFABwOLde6thIR4lYSf/5sCUw2k9KSMONglDtxB/Ux31uFsZMqZcxwJQ9i6ir0AOuqp3D6fwwR/ed4UDxKrrwNqDub3qwYytDqjGufoDWNKrI9eLaPB+3+7n/jT/Yn/1vff8Kf2xKkFUwv+7cef8H5uIO1nryPYV7t32waA976Hpurpid4IajoDJFgpJ5t3VWBCAwxdpaUWcNQHLgEhwTyonQtzV2xvJ365P/Hn2wN7NSXZj7bhORr+KwAP2THaxNxtXaDnPWcbooqDgDwLTnP+xg0BHoU0hMJ8FU82M9kvnYwhAzmMCeSGkJJCDqxJu66F8A/E9rs2BPPFSvsEcy8Yd5aeWtLLOnbL5UxSb6D5VcIuErInsum//p2AV+X602AA5jcNFhDB8+ZVXFOR5Rd4DpcmEQSWDksyT4TuefEqBCbL+t32z/PPMJkvBwnYkC+ztYJMQd/BmUTRoE1zIsUX0xSMOz/TN5saIF6fM+Zh7BKAbwZETarH3re9eyKQNoDPKxLruQzfopP3tpLUoU9Ju0L7o7YO6tPWqjEBjTFtOpXu76ozmtTlAkSge/V98+IwuaizNXaESY5tLq+yJXt9kT8xgE+wgFbqf08VFE+0RP8IP7OCpBE+UHpP+t+As06BctRwTXOlSCRHvUlmnAkOjof8Tl1Jh/qt4/524Nf7E7fa8X17BmP/2Rt+nLvFm97hfvCsmoIxUul98TFryfkElo9Hl3qb5s8UJzjsFsuwnHzuCtwm9nvH9/sR5+g5rQeIeMn/Vga+tQPHbHh2MlrLRdaFkj9seImK0ISlbQbMxxUHWVlWDVg1KYlP1hdlQx/FGjkL8CzV4w+XWpBqPsQU4FkvTZMW8Eo/iXY0/d23nMLt4Q6MN6/M8PEdN4sd5l8lGtbVQ1GeE+29o/54WhNX/AJoQ7kJZBMf8+WbzftEfetozWRy9PXMAiDCxK45eSHNETbY58z3V/ZrVyI/HYd09wm2cg95DMJEsJ5iuu3OVhwTIR8yosrNj6dNTO/1wx1Quo3D3s/6XyjkzQg7hVW3L0AkiTs66Ef6mbyJfdCRtnqEMGQ98mxW+/m0J0XzSN8fl3HgGVuvvSv4PnkMF5ht5Lx963jbzyCt0e/k/9lHoA/DNtgoltrEpVoDUOIpK1lkVcn5/MqJDIVVd6laH57h8fcYBac2s/dRWWlnFf15vgGxJq6dkNs4lx2SqVjTZO9XvNG0TI8BdA2MSQolu8xhJm5yt7UwUa3Z3FPC/k2YbFGdoJFY/se0vUAfwkBXXID2PJ/hrzPO87+N3fTjo2+HwD4n+9PEA/7g8c+CriLyHUBR1d/95/8JgP8lgP8DgP8ZgP/Iv//v/9n3gg/mcBYn2Y9SLJO9FUCsbFyG4llW2rp7SfmrDuoxazAMNG8klsY5MBPlHh50aIUx0SpLyrwMmSW/ObtH4+kDnAdUPVBdvwBmLziOhuqb6HTjQrZKKxMFGodnLRPN73W6QZrTZAVEcNmIFlh6RmJaGb8Fen6fKRCmpiaFm1fpoIC6ppFBaliMX38P4wJqvrVg+PzNec7GSdwZqXYK6W0C+8Tb7cS3/cT37cC9npha8JzX5ejwrLN/WwSdXb1xV8pYatJti+6cdD59/ssh3mTMxkKcUZRLOpXTS8OTb5UHAQ1ZYpfmDBkPm3Ja8596CHqXcMAIil3KBURtvOnAuvMWekuRWvR5Tg5aXM9l8HwN0xjyVEglupe1nI2IM502D/4JfNu1q7Fee7nqqWIdVvaf9Z1Zr3I6IHPaWj+Ysv3iQQZslGlOLE0p7w5OcKM+LQjQupoB0eFZ5chApIgdMMjauH/INpWXweXe4Fbx7tsX8I2NhjxYvsxT9mMlfWFdz9/aXgG0Yx38cDCiNFvPn96A78uAxf+uxQHXBMKs1+C69vO1BpivBoDwPIGsDHB+cQqobM150oLGuF5ZKgSaxQNcOoWUFSgsv8tdkLNuXO44CSvREbJ47RBb45zB2HydS3XeHAMCEWSHvozXAjv5nl9NHFbgXhBlOqIS5Vz5dQzgAvDOtotzOmFi8cXYpV/tP4KpZdilieDaTTVn9/N5wKA73RPnjVIeuUTTPm+NZdjbrSwWAnx+UmAsqlfANQ8ZnVpf47XOaHzERE0uC/88Iem9Ks98c0qrswGyT8Fyx6wpHo6pg2oA0HuFKtCPBn1WK/PvxjEjMMAxoN9Tul71J/O+4/mEFfw+e8Mhiueo4ZCTZXvVa8Y6Z1IAJdle+RySgRZjn6QDbD2Y3YgO1Sqmwb0Bc64zPgB+B35Kcjwv6+/1kZOGRb3hTlozVb8+jxj0TgF6BSWLtCnwNlCK4rZ1bGVeJJDGLNEJXF4TVP6gb7ZhYoriVnuAqVPFksPJBsYlqSQfZDFSdAj0qOGHBqN3yHVOeBncChcGMv/OMwLhG9SquFUDKnjtD+8HUEXRNupZAFMKEHVyHmAkMM3mwc61sTkYx3VE9pNe11FOdl4evldnBQqYsALoS8Z9CYDEkiQIJ2T2D0UpBSzrWwDWdcxWeaxf76sv7te0EhAOvPlreSaELNM2wS7QUXb9eo5kP2RIVOUAGnqw4gAyx8P0lw2EZVBm56cBp9XtSTTOuq1KPMCLJvI6IfMm2auQkBoIUDvmTdJ2DBu+/FHz/wmQp7H+Ysz5eyZi4/zmNfpcaBHM5KOyIRirJi4avBWXeyliZ8242XX2YcB76ZasqDqtIVZfky0wvyIkKQBU14iUc1xtzlwK4PH5TcM2tGbVia1Ma2YsMzRBc0wStsIrLS1JqL7e1/zF2IRx+OJw5NjNNGfV4hWpuJbcYo0ZWckmm7BYbF0LjmmVk5Th+zi2YL4CyQSrMT5LHShFMDJLL10bz6bXRlQRR7hvB79N3RX1reO+n/i2ndjqQJWJTQtOB0T7LKhi5KK9dOx7v8T5rCI4ZouGZkUUu//tmNbfpZbdtNrdNvIegXAtQioGMDvfPPlq72u2exYjMM1RAsjN9jwtuBgbJm0uVS3ptaF3ywoNf+1s9r79m9teMfBV5ob2aGh/2lBODZYrYD4cBOY7wmWBNjWJnDZwa+PLHjA2LS59E5Ircj3LX5alpljhct9up6FufytMMi7bVZ4V/C9BU4LFPPMnFtnBP3Puy1ZwndMvgZgdLy6pQ7IUkwf0CWOd0m7xrOcLBJiDY+D34jqeOdEU/RK8qiO276sNyj6Vru8817J0SFQVK7zKuWBvZsgaq6z4droqb+cswWItxf5WfCyqaCQQyNA391u/9Ftm7BMJDOU8zIeYz2pkoaeR8upDrlW0/iisNmV1F5uJU6f45fkEJ+tJe+WVNzzvxHEa73lRGoBnsXOVMm20tz6vsabEIY8BZ8uq21e9XoNXM8vLulh/T/s4+VyA23LOK6ew4JKso3zD33r8S5iu/xrAf+xv1AD8b1T1/ygi/zcA/zsR+Z8D+H8C+Pf/2XfiDTkrL7QLJ8BSQxGj+gNYIKMDrvlRRM0xBi4HrJVuleiGG4CbdxDWZnfB7nHMEgx36ENE/1VyoMJGu2ZWJEz/hqcFEOzFs1gpR2sDzzrR6sDGcvragzkxVfCm1r1xqxuOUfH744Y5q7F2VLw5A67GWr3MuxfUU6Kc8XL4S/oqCKfSmjd5RtrB6MHSBzpXXnqhAt+gfnssyShrHvLjVU/EGF8SoK9862h7x5/uT/yyP/Hr9sCtdss+mtDjZY6PUdFnxWM0DAdbKcFw9hqZn8hsqSyngJvegx7LJnogUZcGXK0cMJeoEEJG6/QVpbMuC4fz8fOnxCFDQKg+Leg4nwaqMFtmDNqXIFXsghXi86WLcRGlmYjDOjRJ0yG/ggtAmLlnE7JebByafsro52tg+WZpy+m8tY5NBbfasZXd5uCskdHiwfQadNPhLp75KR3Qw5uKDfEuwhprm6Ahg53pyRmuc4q/yyGoTzMG9TRtpP2HxhoOMFVgurE+vMZ+rgjAlWMm6fsfjEsEYz7IihLniWZD7eAcA26Bl8y8giB8btEFxr+UcbxezwVncYfbmMtWMl3beNE0tCTC9DON4FRJwaQ1m9MAuAAaFn09btb1FBjYWoCyGTgzZwWmX7rac/IYr6QVE24IHeTFuix2BnGcQvqESRN451Mz2KEJ5ONbznkZu7EXty+2r2KPstGTvzaI567382m8C6I0kuxQOlI5yI8j+hVYgj8vI+Yp4aERMEsYdT5mRegDTpZqVoQMS9i2CIDx6WGacXBG8ArWA3RlUMf7oBPkAQLtSXH7Euw8707Ocq1PWD9lCUpxsFaxOk8rvWWglAvj+GJECAo7EMhmSa0aG/WgLePadZ8hbJ5PjDZLFFSXS2HJPtkBr2wAAq4WpEowXC+s/KNCPyrqe0ll8skRpEOpHC8AUJxk8JLRqcuhyPjF47y6Z1mr9DrQtraoGRoJivAH9HL2ZEDGnFPTYJWbj1sz4M5K9BEMAajbMHUGgcIYj+M6Z38raSReeRKMmBed8ABcX8/iKZFsDP3D01gH421AysS37cStWmXRhARThHNaylxMX6yApEBRZLpWbwm/7Jzma7Cp6+fgxfw2SguMYQ3V9CyQo4DsXl5zJLrnAv4+7VnHR18d/7AbxSqgvm0Hftme8bIfcgMAtDoxddhZ3yuGeGWfg9SvZZQqNoeL0b7YK9SbB677O1fbxHz7MoYDuFNcJ0+vE2n2Wc1P9veeVaJRmPkJNkfWfdh+l23smgA7GyeWLbmwccT9fF9PFxPv4zoroLsC+0TZhp3rHriybLMkfylX4kwm90dZFWpz+VpaikkPYEl4RLJRYdI6A1FRMpx9M26wignaK/xBQs6/uD5KdyCBSTAfeyuFxso3+5kaALggyv9zEu5i8/P5XryaSNPncB2LOnjOMba/jV2W9i7XG5nOccbbtfN4G84oBsw2VjZcG6bVR6brStT5vj4HWJ4MVWMLOrgDwBpt5bHwBq1lm2ib9RHZ68Cbnyff2hHSZ0UUXQueo8WZMKbg0XaMoUbq8DFak5V+ZqyYAEoAYffDhgjHysYvM8CgiDLYcUvSGp70GSoo067x2Rse3XqePF0ebLEfsSo2ykRN4APLji+Nt3wBRDNg+nfp3uz89nW3T3z/9oxYr8lEKwN9VvRq1/dxbjGO93pGA60+18U8p+nmFiwCyK10TAg+xkTBhlomuhBM9rNY154fLzazeUzOM/22md9w9IohBWdKSOCV8c4zYqa9N642FkCAOdq86aOzQrkm5s3OhdP9r7l70+WbN8R8WlVYPTRiKBkevnncZdW1E2+3A3sb+Ladq6G1SiSK++DcmQa+AmGfovIgr82Yz8vUL9Y8OMcapI9FEILdpzc/gpiPyyZDlI+ZzaTAlOve33/sizzGXgWsrmMyrNSJ29YvpfNGVvOYx+mJ9KkBrEoteIXGtIkgeDhT0onXQsCV0lrqZ1T16rFLNROHJnys5AcGUUSs+sR9tu7au1u1SaA/OmL+JBLAPNJqNUA1pE9EL2ArG85not+akoUljOlJ424kv35Uw84eFehijS9PYP9dIsa4xIh+HtXHagYn2d/MZ4Ouc55rOq8xLRLxnOkjAxDBeC+WFJ1pXargwrpPZ+0iEbiWvPricGD24gdPYJa0LsTnM/Xn+RSLp+Qz45KL7vq8HBVfPv5Z0FVV/x8A/ntf/P6/BPA//udef32Rdxff5BLoqS/oHDjlhcSyjk8X76UC8MOzz2KOUp1AsWjVDo2lnbmcSHNCKWkQXRk9IBbvrK5SYpDt2vzvcONFBpVn2QiUVdcY21vH3kaU0t9qj4ZRvH6rrFwrR3wM7D9soIEAByOrM6szbWUxQdKEzw0RbEbneX5AYlDx95a1cGYX9b4KLquolqvWURF1kKugyFwaanUYy6JNQMTF6/35+RphToIN4foD5Rfs4LAAmVXaClwyNLmr5spu+aZkIOpBqHj5PopGeSqzS0MkHGxm/3QaO1NRnMWxdJbGzYODLgt48MYPkamuZhhpnBazGojAs9h64t1pVchuEUVxJuFQBJMCQzDooL6UsIbB53THoWEHD2SV4r468Z9KjX1+mwxMFBxqAebzuWEeFVVoJNcbRRMNmKFMy9p0fSYAFHfANT5LRTEKLMvOwJsHKxuPsRHJCQNcn0B7R3SUhGJJZZwCaQaQhJapqIGU0wGefDpyTuhU+HdJ2VURBNMFU6JElCx6k5+wEprS9QJGM9DQhmhaE+xzBjmwvRTM5OLMnOq+uktFRCDb0pqqVzAVQMwzf59Z3fy7FI9cKS9Q7dzIIFJkeQvLo8JDCwaA7DbpOhxs6MXuJzRN/R6dSUVHKroklwXO/62HObk06h5EkUXP43vYOLHZVASXTHoUiUwl100sAYV3QcZiasLvvy6gEuJrjX9L20l9PQc4LbAkCBCOkzhTE9OcMB1iRRXdMu9CRtaRnB1x5y9Fw+PmTgP3rZ9B0TjLm7hExj6VdLILvBagSAIFCCb7NvxqnBjkX5iUfJoH9HR4qKUr3eZj1QJKjNflkXWQeau+B2sl6OoNF8kqjzVtrxu12r1t6driY1ep4a32i28xZgl5hxLJ3ILuTDrixGDwKrBA20sqgyHozjyqnxnKvU9gQ4MlwhvtZ43PzNIJNiQSjrc11nTQdwhwFMhZXM96Aa5sxsIkRj28cUcwk3UNGAHgar7Pths9tNeKLorxZodQf7MzGM81R/ZesgKj/PBzNwCg6pxH4VrR9RxJzw+W++qGTYbC+jJWJLo1NBuzYBYxfwHAVoox01RwloJjb+hFcXRL0vZZ8OgN732PQJ6Byl6G+SMFFx8EQGjxH7NGxc1K/BYQ6VzMQ7mCVnls0hq/JKwvwVt6zTQwxALrpTnLIO3olozuZzWpLU9WxoE31wdEaR+DCJZWdjsj+J3BKNnNOunzpXty+6fwj1DzIwMsUgCeyFOIER/M0f0E9LGsugyvqlJLGJWmqIdgqqJwH9X1uhjS5OfG2Qi/x5muVeCyOgqpMyqfCLTSXmawnc1ip0wADIb9vkaawLz2i1XPMXnOX4eUC+d6mItmdlBivuvD/Jx6MEliAWV8TAIswmcH4jzggNTDKoJMN9jnJXUMZyBdurGRdCB1hL6uyxjzBMqrIqQTckxBkHCmBHUA4YJY51n9h/p5VlqvwZ6tAjQHQ6o3fsmSNeZz+VlTxNfpuICz6kk+Ap1c/+Kx1ladbOCAq8mKdGOTQVF8sXYtKH2Ht85YewwwG5fW4Seig65x0uJau+5H2lmNZYPTHlvn5moQpAXG+n9WPOuO37y0eG8j9FznJyPL8XaNV6zx59K7zIem6grF8l2mAKf9XD+KJe9IxBiC42z4aFvE8ExyiZiO6/ftwPftie/1QCsDb57wsiG0cd7KwC/tiSIaoKzFmiWA3K3MkNwBYM0TtURlJvuORKXKNGXqrJXOyoUxiknVnSUAcLhvCYVXWq2YkgDMzL6G2N4Zt8Qoj4tD2LJIqgGxDvl6Y2aaHQlihrptFNvb9SE4j4KjN1Q/q0odIYNxjlUJPNXK0ee0DEz0oUmVena+u4RBXitknG4TofOd8A6enwFwdndIPV5dGp3rPbMfCX1ZcFjrPkBXH6N5FnQVPF58JMrTzVExXfqOiWcCYsHMdJB8+YYak0zmZO5hEQxlnltOcojf0c/m7x03iSq1ut4XCpSHMamfZTNbPUpgEV+tR16iCFyL2IBZslxVSAas0Bes7EKw0VW1dRJsPZsRmz6a+VvvJUguOcY1qRwEe5S2qz6TXcqsX57vWP+fVVY8MIFoPp16Olx+HlbBZy4m/RUJLez6sH1oFcXXvh0G5OryWbDAXjap5D3E0Uaf4QvfiwST0I1tblMItvD8l8vLPj3+pY20/n/yEHcgqOcDAAjjuvQoStHQYKliBiS0XICl9SLqPR8E6jpsvVWMrgGOBZskdygVrK58z+ogAsI4SlG03TzFWb0b4unlYumEFMgKGmI3AVIV225aHW/bibdmpRX3eqKViZ3dE+AO/AsdOQOTRRT7PrwDozEYuGneR4HmDFs6DABYQ4vNgCbZ5iqxZplIPlTgQcIJiHhDGx83dp8EEILkNRkSlmgG4DqnM+z8c0Yq6yC7QVdpXkFlBWAEvHwOYOB68feK1w1jAo9ugWeUeXnZF2AbVk5BcWZkOZYTLpUO1sBGar9/3iFmcE7Xzj0dgJ5bgaiBamS8SfeSkDjI7XNKReiPjZtC7yOYWopk2FimEQ46gDbRbv1SRguprmWCJJ8gGKNaEP0KgHiAFRILxU4RcdaDdqQMNhwEkABCRZD0lk4czjY+RsXxvgHHYnrmoMYyVe7EeRBG5mf7sGuZHwT3UpYICDDLfcH1nhEMuJzAYedIPRTtww5uFTsQ20MjU6xtZfWp/0NN09Dce5F4eAVZSx0Xtks/vUnJBMrT1hZLCcdG71s8iNHI4lmjKEQ52Mz6ieEsenAGGnCLRPQ0XqPuGiw6qJdcNO9+2UYEiatL7AJvsrC6/U2gLNFuE7NN1/VdDhiDQiXD0yVZwgo6MF1Ese225wf1wh7Aap6DEL2n6DgzyP2blR22D9MtJdMqQJZsvRigBcPVrmnsEjqx0o0BAwBFpzupdq0z2MnlE4sHWMbeAHPFrAYcqxSo2NiMHZGwir4wKRMf5SYFwDZR73ZmVz9jyC5pzZiE3QGSPo1FKMNZk02DicC8nhYDvcwxELBMc3kldgaVAROYL/A1JgFQsyt2aIxxf0Kj2QEDiYtNwfodAb36dIcm/R3UUkodu60hhOu2ktkajurnYFAcmM1JC3Psl27nXod1Kv2EZAEiFX2b1kjxphcmgv1do+LkWzsuDTeoG17FypvRLWDsgyVedbGFVIA2g6GrgCX5jgKIWELMhiOAqGjgSeZLWoP6UTEKoG+2b/ebCVG+BhX92YxN55IG9aNAOtDeKWcDSFcHadZeqU9FexCh8et3UMsYX7AmoNvA9/sRY/JxbPhxVOhWUY5i60RknQG6mv5Eo0p+RnMGzEz3maecLJl2bZ46nhU4HHR9roooSecCNVLlWTBawTkLNl0yVL+UJ6YKtjpCv+zwhpDoBafL3Px+GksUmwX4TSZQu5cRfy7PO2bFMRs+ulUmHR68zFmAUyC9OLNVVhBCO8ZAMgVwwNpDTBxdgpt4vSWxxjDAt6uBygUakkvH2XA8m3WpdratJDAwM0Ev+9Z/x7UCWCXJ3BTzDUFgMFaSrOvifLp9o09g/pIDeA/TcOO8ERy8BD5z3fOssATZiUupoEknmBagNbMUDPoPKRiOMS7qDbd0rXfXBSchYd6Y3NbQRMzaeHsboQOpMJ3gp1dYdbgPJayyWraXPhW8nFZ4jbq+WArJey+nvb5+SPhzMoH9r4rtHdg+po3Dc9qZ6iXzpXtW1IGCSFJ9ANvPdV6Xw/yj0tk13bVcCzB3T/Z0WxDVwXBh80Q+Xs5SgjGZic21xd+LYpEPXo573uMF4BN7n7ED4o23TOfV7Mr2YTZRm+0xShNxPNQ7aqtX1dQn7AOqn1utQGsJXyKagJaJvXW8bSZ79kt74k/bA7fScfOYrYjiOU067pwVWxmRGCCrnXZQi8U7WtQ0sgGLTWKtLybv8Dgg/JhhRWqfki4cI9cxni4fJl0gPyvGEPzsYqzdNiCv4x3gDBnbXr48YQkjIGLc6lWgAYL2crkW9ssoPyvKIdh+LG1SAJCj4Hg0/IA1oKQdu20d99bxfTvwl/0Db/XEr830y+/lxGNu6FpRnZW1YeB7PVBkxjw8Z0PXVcVwa33JDE5gomLy7HZMAcDFdhshY17GaIwSTafhPU/I2oQQ4FnVs1HpWJYOcgbayKKLj1C4pmk6lzMomOxDJDCQiD3O7oav6/ZTUN8Lno8tZAtrmVHtcQzrH/NIybk5B0azjRsVUsk+k48S/lcBJptX7a7jO0g6s/VStquGLnuqyJRIzpNRynGw9W5+ZPYzVwNw8wEnZW98YPRZMU7FY0jEyBCNRlDDy+PLsWS7rNoEzlLVJcP0sr9YSUaSglIzvK25udgZXrfAzqJp+4vNTMl0ZaUcYNfSftp99CnoTdH3toDrvGcJtgOXpEGwV5Om69KetoHMrFYAQdbr3XreRGXOw8ar/ag2Ph9knfpR4MmF9qHeJFYj5gU8IToU7X2ifgxvgklyZbaHYtI7lIoZQH2OIGRooS503it2TopjCvQ56mF7cftp87r9ZDJSQ4IDnoxavpcCz+mN/uxrvJBLGMux0jKuw4koBHhlAJQqna9AK9fDHzz+rqCrFi8H+6aJ0qvRNKg0NsiwL9M6NT2tvY5opsUHD9xjNpyj4mwFz1bRW8FsDpbuCdVxpDqcTf+dWRhf3OEML3YcQhMQtilCFyVldqSYk70PVO/SSMD1rZ3YveytyBWwnL5ZmsxouDW8w2Nv60KZoQituWEl2pfs+otjH498P3DKv/rYs3sonYP81RSyGVC4Ncuc7s4wykzXqYKqS0dHpGDMiVnMQZ4ony6K77F7dpNNLJoM08JN2c6pgiYTswz0UlB1CaVLEQhBqOTQkskcGirARSeLjM98WPEaW3Xj3IYxF5s3HNrUdKo6jJEocFCDS0lQPOuxAqU0DdXAF3VjN8USBDYgCmq4SrPAt3jGmlnaMQrOxOrFVHOWOyCE6mp6n8qIKLEbizteNHB5UrIBEsXNm8DR0SEjOBxHAuheHscsKQ1UxPRyHYfSYSXVQy5/C9CVhxanhZk2B5et9IYlDfryWgOYTD/WnL3g/CfQUSrMEc8sCXc2P0l5AFFWOHqB9mLgg2e7rXQbq+N0cpyoYTQ2b1CxYTVvoNwHma3UpOKHVgWZphasunVgVO5rfE4D68hqjenMzoSadmvxhAIBv+GsrytVCAFwiK73UQGyDtwauHR2vj74fDq9fp5ynvk1KyzAKmn+RbFKztPvkf6fp4o6del8Vz+7s1YoGVc5w+81SS+lQjbGliCQaIjAeRBntL0GkhfmXnqUoiH/0DxJyDMMHnTNuw84WXIAULwJSb6Fl7ESOu0OilaolXQxAKfzMYCqiu4JDHEghQxy6uauD/L9SkdzmpMV+3EiHHeu/3KqA8bcm/SAEAkSzs0aLw+YfN8LAVsGNn7u9WjoaAmD0GZNXaaPMd2xBObezBnebc9tLB+lT1HmxacoMs0pKoiux5gFzatMZrEuz6Wo6ZjNxV4IxOzVkXc7MZFsUPZB+CR/3XxWs51ehRPAHOVzHtXAyIcFFe1DHFABytOTfx4U1lMD2Ilgw0FtbQXDm/hEUsWTzgATnIvhpJJKtctyVOHgCieAoMlF442GgI3jeF/p8zSP28RiWbwyvrDGOKpzzoKPwzoP3WoPBtQrw+u1wkPc92pu597qiQLFqaYjT3+ro1ri19dF1tZVuH2YHBBfCvn84meq/SPOoCerAuDe9SalR/LllOO6GE+vsluX+3xZfxYQ2kVFsMmyyzyOUy9jHMkBVmT4e8/NfJkxBCUS9tfX8XswS7MPwKkf5kfnhqSXuRJYtZC/ZtwF5y+CsVlDQ5N9QTTT4psz7xnlf2L+YAC+xQgJLCu3xOWIyrQtSfTQVx9qzUyO7sl+suEmwSgJv4h2oXjSQAikXZqmpXP0XOe3Dg0NPZ7n9cAKKA8NiZYYy4k0r8kWxLrSONvJfi9nqgDxNSLTABCTKrM5H+ey1cB1DxJYD/ee0xhnONZ9MACW9XeumwVUrmvRvGde7Cib3sxW1uvU7TXL4ebycfkI29OnA6++dvYJ7BP7bnGbVSOatEDW/N4Yf/r73or5x1sdVsny0mTZ/GGmDM0GAAEAAElEQVSs/cdfOsOcpfgZwFm+gyzgmr5KWTZ2NcTElT0MROWfXgYRS5Ymn10Tq0qQsaTlDDH6ywAqX+uT7zIaJQBBBFv3sq5SrAUg+kRQTuCtHlFlsMnAkBLEpIoZv+f3UytOrSiqi4CVB10Q1ziLX6vSmRVfHv4asj55jrt/j27VI3FWpjWq3vht8uPo54jHYO6TsZpo3GGsOPYTgYHc4mQUAv/aHNv1ZpVr3M0myFzLw5I0zjJ8WiL2uQ189A1vzZymAo143afCkscb0En+2SWaxa4xTOuJa5oYzTZCjuZVOsbWnhNEvOIjmoseV/9SnAke1Qo8/wTIgUsk8dhIMyU4lFIJzvyMOGZIEK84X1OX/8okTkiVeHI67FbBlUWexjyzY2cFsK85JIvWlplJy13ilog1sEC9IWBTecNlltycfbDfm/+8zkT3M3wfk1gjYphSlhHh8wCEXrGqj98QsKLoYkuS712f6uxuLIZq+A4arzF7UNbayf796zq5kDMAyhKp0O6n8c/jRizgaddWsm3syca5nms5LTnJz+H70ybWA+uszfNEu8ThntznEhWOswMoixRB7JDu7R89/r6gawWOv0zoX07TAvQHWWdt6xEUbXVGUwQr8ej40/bAWz3jID7V9D5/jj3YCiEQfFbMgpX9EoWcBfjgQlibF1AID0SBCzWnjIUAstlKq941mQYsWCjVusvdbiduW8ef3x740/7EL+2Jt3qilRHZ0e47uUC9QcOMErbNBcN3F9ih8PmcgkffLptmHtVKx4DLwrw6+IiFVLy0fQBQLaBGyms3UW3qGldWZrjvHb/cn9iKaYl9Jc7cvcnHczQDE0TjunuHZXKph6UIwJVz+rPf0FUj6OGYfIwNx2wGaI655tdLZ6yBhUKnmgF17bdwersE83LcgXE34wFBlJZQdJqPVswg1W56TXMWjFJw7hUTxi6CKqQJ0D0jP4wEGCU6DvBPMhl8Td28bFMBHIfa2geCgUpdzvt+olXTqQOAR284esVPYB2aE5jOfJHm+pVecl42sjXmxdlY4HuxBD8PjBdHvZSJP20P/LI98ZftHT/GDY9haxPdMsAEn6LsvQAYijlKKrNN+1/gjKtkYOEHqa4ANQ5bXot3dqZjx4OVf2cmMQcH9elG9HAnoNkcS1EDdF4QQvkKrIzMeWIDuN5NfRgjpT0W6zZ0bTyItBIwc6D7XdC/A/27Yn6bxu66DZ93mx8yynWIzVHhnpHP3VNhzqBOGBu/ysqS+iRGQE4Gp69BNnyZsywnM/mkRcl4wfU8sWUT56STa+xa/sjKkDnN8np/fZTsFB+nzcaJTPQLcENtpGSENTkgwXoVAFWMgYH1PM2AHnztAMFAYmBDhitfI9PWytyadV++2fnBe4jypbgm/86ElTP8pJpBrnXi7gk1Ox/9OlTQt2nW+G3Y2pm2DrRVzENQHybJQUdgvgB3iynmc+fzR2ciglsHctvDSt+4ZyjVYcwyuw+WE8sTyxlRZ1IOY0uJN8SxRId6FnpGgAJ3xETVQd61b6mzZFRyxDyJ2mSWbt3cy1OALlZW1n2tizXD2lvHXge+0y7BmgoBwM+y4/37Zp/nki33/cT3/cT37emJXBvQw+VsLLE0gdEwxXSshyNLZ1naWm0zlsGM5GeBni/eJYM0OnQbnUm9ggoKt1n+en8fofbXC+BRDwm2RDmB7Uc6fwafawAKGW2lE3xVZ4NPzFuF1mrJ8De1DthtseWnAn3UKG/LyY+Z1mL2M5ZsigJtsYjiXOJ5UK5n1UWTXQGcxRiubDAXY5rGWOHgM6Cl4OfHDX0W7A6qv714t1ewFMz9XHyRX+oTt7Lh1Ir3vkP7Zp22xZLLu/ZoUMOu2dbQtFyrJniGpXORTRbEUUSZppkb5xjt2Slo79fyxwhOfdz6LHiMLc54ZYLAf/4Euqo42OZVP2yCp8mmnvn5phU5KY2Ubm1sts+1GCuFzBgymshKKtX98ZJezx+Vz58xraE1mwKvIebPzaY4fin4+EdPYt51nbkFoaUpLA1t6++igBweS3l1zXwbpuO5Wyfsb/cD9/3EzUtzOa7sIfA8TReTgOsCZ+xsCv1yTwKU7jrJQxbD6rnOZ+mrSqcezuiiDy7mz9Cu7T+Mkdp+DtRzQrxywAZ5se7Y0CTOE7fnZInW05iu0u391rpyezeA22/z4k9NT8qMTdZ4p3V1fpcLCyyaYtF3y2xAJgp9ThhEl+HgVE66cx16wo8VA/yMCUuELNaUAjzfQi/c34fnx3R2cAFKLwaK3RW4D2xvJ365P/Hn2wP/6vaOP22PkBMI4K8M3MQY8HdvfPwxNnzbdmzbsDUR0kvcWz4PpawEuyjYx8SSV7rYl34mXaQzON7+nKIagJ7p+qd7BVwvWQLEMFksP/tI2nBZI1tsuD4oqcTf09+h/raDWnJI6IEHqHYiAGGIRixNWboiirftxJ/2B/68PfCX7R230nEvFvdVmV7pah++ycAmA9/KotA+tOF0lutQiXhaYD7uLBqsXAJys6QFBES1oOFcsghMZ4lqleJ2NiehjTjGZIksfwvm96nCfFCxeHPeFOPXHgQmW7+67JzCcAnGNgWA24jF/DSbX7oawWbaudEe9prtu6D/1vAQxY/dDvG3ZphDZrw+qiUlS2k494bZNOxPAOmZxCUKbDaH1eNJq6hboN5qXl1C5zokjw5LDFv/DQeIz5Xw4TkzNriv52dz+OskPGjobgOwCg4FcPB5DkoGkI5IskGA/qaQHSgEFp2AwD44209Fe1/3TZJFaFAL3xPB8GSiozshZjX4FUyoNbqCLMZzlkiAn88wX9sq8KbvWzoDaw5i1SYbunwxtYZkBdFE+St5kEi0wJOEU6BPx0tOWYmFuWxU+7B5oZ0K5itNT6c/aTGYVsEoef1gxWqv57p/n5s1SWSPGzJQmUilHWeSuDjDtX1gMVy7oj3JnLV+EfwednIrmNWySVptLzW/l3pcE1iXCiBerz+XvU7mFFR/riSA3+7p5Tx+efxdQdcISCMF62BAAyAzANf7ZhnGW+1elt/xvR14q2ccvkUURc0gUhe0z4rnaDhax7NtzlZcnoJurmfijwvj1Y2C0MBcnIuVRVGRSKYaQgEzJtXKa5sLPO9lYC/UbjXAtckAS0GnCk41XS5rxlDx0Td0LXg/N/RRoySOIv0ELONgO61h2KuDveQCPHDrAq0FSmRQAPFGYmGYdd1SDope2Wu50Qi/qxs+K880Y3j0uvSvqHPmgNKUakZgNHyMDVWSNIFn9YzhavILZxJVVxWc7gQfZ8N51ignoAI/NVLVWSSzWoATmX03dsr3G/UTiGz39vILgkBA0NxjnP0wz8wcuxh3GotCEiMLAEadKG3thSJLo4YZrNPX6zlKYhKnzBfByeYGv3mpZmpIFRfy1cODZJY/KNfnLKF196Pe8DE2PMaGc6RNozamNfR/1Q7xKCfBMlaeOQvDpWttsVzGuljKdfz4YEAfQb8bUF1r1i8pgrfY3xOug7PKrD9N7YvjmTPhqrCs4JRwyITs1pOZNWeVBfj1khHE9ToX0xrBPg1xMC6JF10lrtsAYwSILF2D6dawFp2+dDIcF4BXYaDeMCfzUjKqa+7KMNb5uKd78bnmms6lW1yb4tqvlGsozQZ4nJZpn82dhca8lx1C4eSk+eSfjRHrwCwzrC/z9rqNF4j6Mo6A6dkJltYrXxPi0erjKynI0YtxLd1LcJmNZ1OO3RgBpQ7Uqti3jubNOcjyt/28m+9fNYH9/HgxJn1b5dsMqrNDzteIADOzqVKH8Fg70XTMHEQG0vVwvSPuW1lnWTk1nCcDV+EdRtWzv7reO633Tw+iXOsGIU5LIQhGkB0ePFsTCXMKdQh6L5G1ZxOTqQaOUouzpLOUZxLc7yjXqb7YMX4BCAbN0BIA2yrtermtAqiq6feOGuvj0yOPjcKqJWDgPaaXw9nB7hfHD/BvnI8uMU8MAmY1x1/g5xFLiB3QiYREFRSvCZ9bQb+XKAsXBcZhPse7H4hzFvSzLtaKn988y+Neuo1D7Mkpruvsj6rXxNbw8SRoODyQov7pUZIW+/Vs4s8yHbsYlrjvp4GjH/uGs3j5vZjW/zkqHmfDeTboYf5IPytKmXiOhsdo+Nlvljiezf2yhoO6qe6DZeDW1iCXsm8kLm12MVeEnaTjTkCRDY44+AGUFUR1A4FM5frxpDu7klMfsbvkEps7EUwhmE82Vba/lzXJeZPE8hGADWevbBP3s1LwlJNOXBcX9iX9gBSP5GQZA2TeZ+F4mZNma7E6kLFbgiB8OUE0ZIs+ESl4tTJYt3kh6QO3Yfhc8QREA7ZjVJzDNBO/BFzJEkpjy1LgKEM+bI3WhwaIU5zpmpsQsuogzo+weUCpgk+Hl/+fQGM0EOX90z/k+TGdAdRnMM24ZkNHz39XHB2PMtJ8ptMXi/3+wppOa8VAXktMZ3LH5UwbPAMRidj4qI6Q7+K4LZaaut+teGVpr4HwuVYBxjSb0ye0TruPpIcPAENLyIc0sSrLgYL2gkwSjG3OKBQHGE2z3mxO+MQFC2wlKOtjqs1iyxJgmu9Z7qf8kM/jc/lb3LPvT55JHl9Rhi109wkW8IM4fq/+t9sk5Zp5kShZCaH1f647AaJqlbJ0BFQnJBirmw4UMQLScNkUjjMAjC8M6mvV61fTnytF1rikWwtA3seKpB0HoEJii75JOucAXOLAyyUWhLxf9F3gmdTU/AXfe6oWB5DVz+R4BqnSVK6zdK5rkC6Y3e1cN+mbrZYYmyzFUMQSxsCKowKEzsu8wK6Z/j0cewjAWKJxVYynsyej/wYrAZmUGykxRNcxiBd8E7+nryog0hrleXeJqzT93n1JyRPDY+71fYVjqtZjoRqLOtzrsmwUkNaES+iBZze3uWuVck7L8OPN98d0f0y6r9FhnxldBPOFxY96/XWxeBmw6it4ycEfuZ4B9OdqWcXCRvRlfVH3Ozdize8pAMjodRuy4vG0H3m8eBwl00hFFoNMOy+5Tf19ygB08EOuk7WwFk3XikUu6MnGXV7HpFx6DwXmWHY2Nxl9nQauM5Mf8MVAX85tIgThJ//R4+8LugIBWrGyV0Sx3U7UOvH9duBWB+7NtE9NwHzgX+3v+N6e+FN94FZOnM583HRgFsFtdnyvT2x+p6Z7WvGsDcdcCw3qQfNc/+d8ForoMyPn5YsBgPnzBwqonQtY+QMKggH77Xbgl93Ewe+141YGtlS+1udAk4qPsePRDcj6ee5xWJ694nFs0SAKYiWRNmZi2aSjAqeg/ijh4IXzyYlXRCfj+eE6NQAKnF1XFeMsmDqBUpMnbIcsmwrA3m7JGmiB9aeREOpW4KKZplh6qOyIx1IU1YoxFD8exky+135pCNFk4sRqVvF0jb0lJWHB0/tjx/FzNw21xPbVqsBmc2fsP9dJdOFvdaeS7MXh4wogGaUFVnINiGep2QgkOimzQdf0bB2bHbi+K9e8aYZZ1+3sLOQGKWTDiRjQNXu18niwM6NT2YsFJbPAtHo9qw1R1HtHrZ/1nHLna1UxwpvCDu5No2suMzfzqPjr8x4NzR5jw2/PO45OWoNEuX919jhLVF5B1nKkQzwdRlenQjyLxHIRpDWJC5P14vCnAxRu7Ew3NenFTmeF52TKi9V9zTBqShLAwVYZgvJhHUXbO1mulglsTw2GX5QieBAx28q62pdefjYgVH1CEXtZkrMDIDKSoXHo1ztGMR2dnTqw675jDaolHy6fT4CDgTnBnBOort/TnorjuzFa+Fzl+bBZSR7XFdYlofjveS421zT9UNNcmntdVQTTA7LhgKqkN+LDAVfZFSfk0gEzyvBjatfYB+BqrcndqbB1hmGbbu5lBTgTlh3leerN8MYOzJti3ieC7TsNYBs3hd40GH7lreP+7Qhh/K0N3FvHWzOGB3W93/sOke+oZVslq4MUOfOAdTPQ9/zVjHn7KbHmAcR4LVF4cxq2d2c+OpbF+7YmKYrh7AOOcftQbD811i+wnJ/FinInzYPcWO8EqTneL+BAOM/uXIPXr56JnmrYaCvutBiTqz4mth8Fx58sG6+toB8No2gAbFJcMsCrYkLuhmw1rnkGEJxmddsn/P8KTDL4SqYbgVcAyTbANOHUEjqmEWUMomC9SjqrUtJPuNYg0SRw49wSOErlblAyDxAlbEySzQagLiZMeyjah+k+lnNi7gVjLxHcaBEUEfS3guOXYjrB1ZxR/dEwmuKDNhWAdoE8jflDRlP7SAkmtTNjVvM5ZgPkEEtm8F7eZgAOOmGMIga3wGIKOkDYPgT1fYE51zM+ra0N0KegFuD8aDiG4K9uR7dqeousFnp87BhHgfxskAF071j92+1ufx9bMIOmCn4cNzx6W/ppHtBQ8xMAWh0QaeEjRgUINRzF7gmuf6gDQMXSIrWN5oME1M3GsD8MnNp+0N9YNnW4lAKlMYpoaMvmEktJwW8AYqkEPQeQZSjq6cnXzTSf1WVwsK19Err5NmkIiRbxp0jyh46VjCznSsiEZqDbSXPJxG2hLF/BzywmjubmlXK3CfnWLailzqTvK9rtV9CI7JO5TwNBNmu4G74dz4BZLmDr89wssf9HYCtB1tRYh3pz1mAEaD819OaZxDJ93rS/OR5k6hb3p9T8Moj5WUVYBbMqOMpg9YHfL5PTdZ0RtkcV7We3c5fBsZfol9zhGWr3qM4aLYLq/hf8DBs3Y4oW1xjPCbcIaKcxZ+vHDHvV34pJ5TgAy4B+7Os+ed4FAMAk/vD19JgLQPZA2oDC5PvkIC3WgftZZzccttgar97fYcyCZ2/4IZZ8uVeTG2k+sEMLplgMxPPg5vICrCLqLjkjp88Dm53eONm+Tp21rlX8fChgqT6ZlVqXnad/MitQJjcbg333gzLo7tVMPhihsRlnka7nqzhg73Hxp8RuPqvsg9bnVOsFMaHGho5rgttckwh8286QCmQD6dPBbcAYrVUmKhQoHXNKMF8B4BmInM3DJuPSC4VnfNa8VHj1FxDJqFdNzIu0Av1hMtUjYWT2MUgfLY/XSlLPlDSZ1apH5m36WaOrEXYiKbiSFHSYvqRElQvWHFchnhb+Vj0UY5c4N8ohmE+zcXMaccnGfUE82X9hc25KJbKSb3ZHESlTx+SE2toYToAKtjTHjdUM1Jl/LyhPWEXg4Wdh2IO0lhRR6WYMxOVvvpJWrglCt3FqPpTmuKb4GFfEIK6mlnkccWn8xJJzO/esuoJNhblnp/vZlCMYlPaglI7SBtj7sCJIn4BUoAzzzwdjnmb7cPBsTUShS9bFbe1aExrjbvZDMIauCsn0uDTOfl3r9MF41vo4sWqCX+Ln6wVUZULPZf7qMU2btYlVSFBDWzTIMuOWkpNTUQ6fayfH2BwUS9KJzU9UNTI24dz1BbTW57TvH8Pfd9j479V8XtrKc1qc625C/UDYvezLmB3i2lHMTdDvbKZuv99+LjBDizG2IxZ7iUnz4+8LurpTra6z+JrJIwOIQamBlsYWrbAM2EwwtDFcS2i8RNdhf59azbHCKIs+74s5utO/6vA4MGOZT1usC7iQMDiX7Im/rpaJmzfoMHauAcG3cr5k5Qq6M2jIwjhnwZjG2F2MVjtpz8OAsgBivVlDiGsnBkpsHg/KyEzQoZ5NkSj1pecdTh6dhOYyCnWJY0fnO2dbDndOuxu7MeUihTC6s4NcrJmZbC7qHNjamEgEzIzZh0oEQPm5lfIPhWXHPoceZMs+wQ716l0qs0OY5+x1efJz8+KMcc8GIM89D5EkMh3lE7sY01Y0NFpt/djmrXXaePkaZSkn9VnUwX/+fdJJyJvHs5EEbVsbAe6+3uMQm5dRJxQF0qY5ZFU9Bbrec3Mn6V7NC/yoFuiRHasFlunbLh+R5tgPzbrG6WvWhB2C4UQJXg6/FZhEtonOhgDoFjRkVk0wWhwIEy/9WSWgLwYNL79OWcFsnHKWOQ7+4cEJjUJ6W9Xr88k4wlzXokLgXVZDAzqFURLj4MzwJMtcY0NmmTL7FutSVuaazgkZMD4PAXYAWDqMiIDHWHOeYPAgE1UuY8YzE7DmCznWCdCVCRxRSJ3LiQ19s7QufH6jIyeNYrmuhXh8sbejXF2ATwyhPO282FTaytKf0E3i2mNJv+83bQo9ZelNEXStatUODrZudZiud+n40/b0y1tj8s8+fJ5R1bULr3MWGK2PYziHbWVtCTxbOZK/dKxj7sKa8HFZAR/t3/WyQreqXJ8XUiHX5bgCY78eW4+4ZqSN+g1occbA2tNCR99fr7B9MeuMioAmE12NmTZmWRUQ7oiScVO+SEUXfNaIy+en6uvf+ENqLOE+zgXc0rWfCICoT2PsYVFQx/cTe5sOnLhNd68tN7GRCUwHXoKp2CSSj0xsXc5SlnHVdR34aqvkvVfhWsE299y3HJZgOfH85fu9BAL25HT++FkrXqJ3CY4IOKbKCV7Xq27jp49QXy+6tnoEMP77Ma2ihBU19NXoi/7RgzqfS891jZXVrtHPEqivZ0cYI3hYSCXHAOvMXjcBmdb1F4CV7DKJ6gM/uC9ot1KQpmns1YO+Cws1Veeor7FZOd+6WMpicxQltH5OGjgkXm3hW3jQrusCEJmMxPo8Bt2REJA1HHbBdp7QJvERDLbcuA08C/Wi6QfFKsH28bf9WiDF/B8CNozBKV2lL5+pee2ImkyRj7HQlok/JbsY4QNoAI0r2Pd9xXHIbFCe6XFWpKQWg0TNZ+QXvpKf+1oF2rx0Oc57RfS1mIkllc+9mQgEzg4o3b5LR+hNZvuQA+sAZKdp7UNgvRFS0kZ7qrqjL+DnP8uRS1cH8Kf7IzNsCgF6zKUZDmGy29/XmjXYbWzVrvG0pqrnWdHbwFmLVTdoRdeJUwueDgx2sViTj4+x42ff8dENmJ8suw/WJA1oWj/heEnYCuoAB8icYzm+No+rsySXT5k3zHXu4vN5tqjbUf4OZoehSHHk1d5L2gQWAqe/q8sL9OuZJgpgAKPXiHFfqwkpR9cSQlF8AW/+O9rpTQamFgyP+RkTUnN3qwN9mga68Dr9BnwJ+KUlEhWQ+mPQ5nxhALlG4/xIf2PS83W84eduPgNYTStYFavTJClIVLxUUob/lc7lTVYCF3mf2bwxljwTWQdAJB+tIoKyfLK0f2mcXvxqJcDP8eK9z7R+iasIlv0igJev7xVEjYG5/u7i/3C9On4R/+d78TWK2Fv6ss5Kh6/RdC3qpKBuMg2r6sAA9UxquV7L+n0sFT9/y/BY8CUGBGNFBSYUKIZxaAXKbgkLqWl8ZVW9rDdKwDJgSX5WcQknS6BIZzUvT9YPr9V0r/PwVdytaVkQnATWOIakSzxHVsylCpViZzttlybyE9b5EpWuwwD6Wj15RVkaWPK0wHyNORF+Q1x7wdL1ZkIO9jv6wfE5vuSVdo+cJ94jB4vz26kPD7dNLong9hXE0r7w4fPj7w661qeg3xxA0gkpBi6ajos1NfjWjpAT2Es3cW2UKEfg45wVz9nwMXc8R8NzNGuEIRO7a36WqpiY0KOB+hXcuFoV2DUcNwIfbHRSvJulMThbaCHy0ObzMQ1cuG0dv+xP/GX/wL/af+LX9jCNGmho0HzoZtc8Nrx3u25m1U/XTwu9xdMYqoPlxB6glEeJbIoxGa6Hr3XrBPp3O6jLCUC8GYsD3gt4pXMNzF2B20S9d9zfloYOwdDuItmUD2AzhwUKLrA1dEPOEvo/MuElLhrjmD8jPyz4NSNxzBZlJq1Y5+pt66axWhRaSzSgqtV0aHuv6Ic7QnRKO0y83IYjgPLFZi4BbseSVSvnmx7Avx5oAHwu1DN6GsyOuRUcvwLjm63HvVnXziKWwX2OFuzg86yhicNrW7IVL+vt8uGeJPDukd/uh3X3bh2CKyuHcgV0gPooOEvFqAo9CmYjEKYobeLX2wO/bg/84+0HPsZue25U/HWbUC0YbwZuj50MjmUoxJ24OYDKIO/DjGIQexzkndtagxlUDY2VmlirbrTNaNohWr18jQ763O09511R7n2V7U2BHrIchjWICbiPBQgyhjDhJfhrn5khV+8Ibkan9KU9eknQOCujPSzoKU9j2Wlxh4tZeLKIWL7ZzNEoT+tObo05jEmDCehmc6XNnJLoTK3pHmDXEgAwhdsvTjqcxU1mjMtGnNaRclZBPey+yunNCfIaFTWDJVY+dmmakAN+FWx7B9CiAUoE/BdDT9YoDLxRhNbO9KTRnOKqACwxIeMli6YnYwwYi2iaLI05hsrhsXnbbDBkajD0yM40xqsCzlpAUWgvGKrGvLqPGJPb/cQ/fPvAn/cP/Dv3H5+6H/dZ8JxmB5i8WoPkDk2xe4v4xrsczx32+Zxn3tsUT4bA5QgWezEH4qOIdWUttlc0rfcAPCKItT+NmweE2aEUwdzNMSHjKEBXMol9bQXQ4gxibcVZXBp7Ufpct1+tQQK1mcrpXYSHRhJieiQlYqzX9+eOVgeGWvXF+3PD8dwgrv/FRju7A+CtmJ/ARK2xbzQqC67NtdIahiXGLImGC2OGFR316eyOE8tR1xXXDEdKeOaIwhOTfr6wGQNtlbNe+pufaze9nJPR/Mzf15oHio2ds2SyXqaBt7YOxs0bxDXKDWkkD+KGC6zpH4ppacLfU2HONCx4IbNr7gq9DdOwi83nZ47bt8vx67ZCEruouM/DZgksH8sBpyUU+P7pM7iklYGMcMla8m1Tl1myqzhHhZzmePdaPEFiyfOtjJCYyO81pgH7j7PhPNrSEGwT2BTtvoQA5xSvXi2A+0HF10Z+iK4z/hKEqjM0pgUttaVkOIBzlvAN4mWCC9tn/bxscUjjePk71+dkw0Bn6dXbQCnWJRkAOpmf2Kz6ovsi3uyCShfM6fOmQFdBqS6/MyQqgWL6a9IMZQKnIJijvB/a3dmcVVxcxmUto5CtYFOgqBZpftZQqmQWoNgxr5s1mDn6Aij6qAHEsvJtwrSpNZJE4iCs+zJwEDaASQvA+GBJfDmT751YPLP6vtx8/D3AC0DWQdPpWqb8XFHTtGMPA5tn+/t0m07txH6v4Y9EoxHoCoajasEDyM3OEjnT+QxFURvHdpPlY6sGC4jN/MT1+HmE1mOidGe6NolzqbrdpXQUwZl6Omv/dJ0+sqNcJsDWDzXDvSJwqxH4K4B6GuIxt82TyoK5VWPd/SzoteEcBR9MzKWEBrWTv2qC/LPv+OvzDf/0/objfQOeFfWjhF1mVYdycQpQKt/bCT2nfZlUlSzpCd+Ta5P43vLkPpl2pQN6rLNdX5NbilSpKQEuRoLP/eJ8JoliJbkFuJRrYz2Hmqfs5k07x0ReeRaMnw2Pugcr/60tmmPXgo+xecOyiU0G7nJiSEHRGQQr03R9YsD8JhRgjDcMrETr93agQPFP9c1iKK0+7ssgXHAUSiwEAC0BShPkfE0ABWDI1/j+Gm/2WvYKWB+IsEkiQPN+HSTePM8NY7A/TIkzWsiiT2+nDehvdja0JP9i0mZWzSCn696Xiue5oXsPFMB8GGIMvVecR1tJYr++dZMSYJ6y4iWBq5dEKceOsc5IcdLEkhVIZKQriO9rV1mmvoAylbUuVQqoDPnaKyTG6TWm8b/VD0F7t0qDkEVSq+IzsNWrfGIPScgwMhGUE1urFN3HjlUN59q3BlSuREQ97Iw1e6bAAwEYzt1isqlkVK+5zyC1AAtghFfuVvVmXBwIuZIZ5WVc9Lqu8ljZnl8x7NzMb6hPeE8RSdekIWMV9py+YpBpNPzYsUvEfAUCUNpNYABot2ytFHu/22+Ks/ua34Hzu/mkvblN6VZ9UZ9233MTL6SSZYMnIOeAiGDefIz4HB+E6XZVhobcnKRFpb4G0IGWySHTbJlWqxjTIpieiIRegffXx98VdBVgZUK8W5sWdkF1RqPf8upeLzhRUXXiXfcAAE17a8PpB/cxm+uEbniOFhqYCgSYQbZYLDpnLZnYt8H2qwvcGuDVnUyRV3C8N6wT+CmKj76hycTNweLccdGuu1wOQgZ05WVjRGMJfvFaGKS6Eb2wgUJLU/2QEGvi4tlQ6c7+hJdWsgQtZVZRVrY7yu7hTApZAcdkI4lZAoye05lAvrEzs2SVqujFMZjwOVck9kYxlquaTu9rl96YPvH3yrozDgDPUdyw8uCjMTDDEc75F5nN6NbsHzSZIUpU/PxYWbzrH4w5DKAitFoXwGIG8HAJASvvcAaGwLTGCiLDyHGdOQudggts3rkw7ZtgDgMBmF9LcNZXXHlaW3/4EF3AHUtGQUPjRi1lNpWf4UEy1wLB1gBdPdObHcgMxl6ZAO6gsivvMOc+d1GVvtg4eL2d1/sLzxhXx4oZW13G+kvD9em9OFbJeTj862mDMf38Ude0+ZQ1hl0HjQzlQugcT8B0gViCOX1u+Pma2Ad8SzdyyDIEHI84W673IMnhyM6W2V5xsomsJ/v/c1kugHgeh/r1c/KUxPH78neuI5ZVFwLmkGg2Nl1K4NO0CAx4LcvoXh01iU1Px0KBC6D4tx7UBC+JHUcmxmtS6TnbaqgoGrIil+udDvTq9ULDx/3CyVSOjzcbKaII+hbHPDuR/nIGeJ/GXX3+lU6zpuekn32cGHyvi8XlZxnzaux0AbTButL1XiHV4jYsKlZ8AZJ9Sr3rsxjoyCRgPJzVQUZjd9CF5yXlbM6xGl0CBsgZkGuamZSBiOvwpBfP70/3O9c6lwkLqv6Zs4OOdgacVOCNHXgm5oHnwWtnjcrKwEMW69iCbB4c673je/y8Sq7jSBQYwESb2GBsC6+mKW1Ny0XjTtL78Mc8Tmldyst1KYHdkv6Wz4jErOIWyQmfT0ObjNQnNgz3jy4/lHt26DrfaFdZTVXEmo+NZqBcJMziQ2Xp73snZ/PRXs6TxL6hHjPAc07WWiiwxiZePZATNqpWf8Xy/ZXI0vgMswn5LDFbwHEOsOFlrIHkBxdLXE3XodbNGtUE6CK2Xy0pY/ZpAqFfavOaruHSQEuuvrefvZ+rG+wsEHw9158eIR+0gNJ4Hyc5MBkdGusvD/ExCIYRcLVPJd1f8mNi/7r9irP6qwoM36fR1EwRFVSvfsXr38uplhx1tmyUiH4B4sfHLWc/32QkxO3568yIoge1LwJN2SZAuIbdXnzhGwNWPr5sldvydPYz8VufGmwqMW0zhKyA0PcUiDc8vNhqlq2KGDu7iG12By/yuM/J3iCWZKlSUKTGvRcplqjzQXuMDcc0cD58QvcV1c++13Nm/XF9bv4ufn5msAXw84BnZfLBgLzW/Bd+Bs1VghIx9wKoFBfHP/wxj5NsivBpI/B3uuY4N3C0a8U6+5OWKUHsVuwDporLNVC2ruDUhgG5VLQOGNlqmDhe/K1+KglAIs8gbENe8OK+oXJc0jwQTBTF1UZ/4WdxvBh3RAwtL893P5gMV8E6+z5VXxSNZAd/dZlvxkKesOB1RGzk60+HRMXk2RdJbajgPJsRo87C3JC9Dc80NtWlHcvSFYoo6c/jFgMjPvdTPsUKl+fntV48+aAroRprqTIxVMzv6VdA8SXkQCRd+fu5KgMvLNfkj33aSy9+vub5/OK4fgXXtCDiEM3XhvWZeV9dxskOwfWe9Ffy52lau14Bc7FHr9cp+uJv87U+pzmmzffgaw1qAKyGb89tJRc7N6tV4qRaCbPrQEi0hb1TtwsRc1wPGSYF6+ESaArIHfbekeREyK/kMYyeLcXOfAOS/XM5vkmGRopclnB+xGtlkZa+ehBIF5+Tf+7xd2e6lg7T4EzC7d0DiKWn1LxzvaKghfP79IZTFDoPndFp5frPbsDr82x4Hs0Yir1Aj2qaZKcxbcPQF4Cd3ts2vMvi/BQgr059yxCwE+R8VqALHlNwtoZzVPxTe8Pv3274h9s9GBMAgq2Z2TVjrhI2QV2g4VEhHzUMub2BBngcZXYEc064c7I27ThtfI0RqMBP0340vcviDYHE9Ck/gGNIlECQ8Tm9ZGPSeJjqTgS1wf4lwE0wk9fsbB7dveyYjWY8s3OMioINe+1omAHALhCdDGZzhp+9RclEdebF9LVuZWLGttWzAM9iLEGyZwagJ1A/TMv1OBrUm7dd5xvBcFUgWLurxBsLVHQgIoOxDBLmJtbtfJuh5zNmwenOx/ux4f3n3TpnniWMGsv3pSiw2dyFCD618Jx1S0Ov+7DPVDYxE7DDNwA8T2PVvSYT5MXDEEWUXHXfV1ZqZd8VsCZJwwyy6eRqANkYQH0BB+Ng3mzMpmcRxx2eBVMDQKhz5c+Py6JxZJn7Kagfll1sH64TdDgz7lTUZ0X7Yevo/FZtLLd5Nf4XYID/p1GQdYhnpvSQ0LgBEMHirIqaDOWlBMWZhWUA++/MqFrmrZ8GGJre3JV5AKGekGu5dTNAMqzzPNQZSQ1AEciWmlD5PZSXJjThXzcNvTjOOeZiWywNH0TGsn2od1S2/2ty7nhehHPpwKrZrGG2jsCrv47ZeeqHxVzE+Os651K5BkEIiOIs4vpQJVgyfBPbmxoGHumtZzWDHCzcVArDLshWCjnivWKc/JyRNNdsWCHFuruyMWDX1QSQAcKAJQn/6XjDY5guRysTf3572PZPNuYcBX9V1yN+lrUm/yCLSsA1GiNNYA6CPBrr1v4PyKnXNcB7SvtElA2zgEK2UxVQHzc7OtKXZ3IJ7D2Al7G6bgt1lrKv2Ke9l2eCymFnmu1zz76zpFnWXp0CK+901uUYBb1XzM4oB5DDQNEfj1uM8eZIM8scxyzBGjzHYg9OFRwerIxRrglRB8E0JeS0JKDTg1JMeDnSqwMMP8uvc2nnMMw/eoPrYZGNbuflawk+AETjnHBMJfaAsRpnnEsAVvPEy4cj7BVgfs84bUfzbBh3xOt5Tgg/5/Tk4JSlCfeqke2fAz/PWV7Lc3lWKyMLPKNYEKUTKDlAiwDf7JLUxbQP8zFlJTXDl1pzUNLzV/M0jbXRfV1w5gi43lvHXgceW7Ovjx1n34EJzKMukPcoqL8bs277sc5dYNk5MmTaT133BKDfZZ1lYvZi20y25Nt2LM3101z5kG9hchkwwGmYXa8HUFxrlPM+ICanpRKM8LU+bc4mCub0yoZiEyX7gNYSenTlKJ8Ao7J7dcfB31sZPktyReFyBilYm/AzICK8sLWRvB92Bkf5q4NZyoQIy2G5pAULfBaspLHae52H7e+2GRstN7Dl64WSTKom1zXdHnLt+mcIy/lFVldkZ1Kpip/P6+xj0pT7Z/vJ9W5f+48Z2nUgwxWC4udpLYDMgttvHhwWgBr5UKzGhz3rzvv7bMWfY3Jv81bDZxH/PRSukZfWhs/JtpkG8AIAvYrCmW31MVGOsXIvZOxSUqo504iJJI5Jt88up6I+erJTi9HKiVHXDhzNsjQEKKkXbon8gnlrce4pG8dSMkiAOSqeT0uUVsp6aUGVGpURRWbIw330DT+P3YAtT84T4LYcuKy1Foub62qt0bzf8rkWQCtegHNZz9EC015mdcIUi687EFqt3I9zgRYQjneyPbr8dp5JF1/AryEYfm7vrIt5fp4EOFi/dWybyZ0pgEffoullA+2vSThYc+ka1aHVx/ucG97VeoBQUrBiYopETH2wIXUvq9E0zDYLgOJJ7TlMlzeYdiSYuO2R8VJpIGaLAvDkPJGN/ATa+zrzBhBVWTIEuplNolQfK53mLDie2zpfvAJDxSrgaBsjxuT5UUiA0rCXuXcFzsJv6KI469JgnbNgHAXoBfI0e8YGhHDGZHm3Bpb1YeuCjWMZs/1/iPuXVtm2JU0Q+8zGmO6+9t7n3EdkVJDoVUo1Sg2BhFBbFOQPqI5I1NMLsleoWYkaame3uoVAlECIEgKhnjoF1a2GQC1BNiQqq7IqIjMibtxzz9l7Lfc5xzA1zD4bNn2tc+9NEFcT1va9fLnPx3jY87PP6KPkWIR+9r2JFZPYSwXuk31/slnM4yKsZGl3Q3tzNMDcFP1uPr4BljPFqvQh0IonbiHjQ67r3fVOe4vYyNnNT8SqiASAqwa8qW/Xeq/PAKz7z4B4VJhBDRbPzmQb5X36Maw6sTVuErbgKdlhz7+6n8EEqkXgNZNlT4HnRMDKOl8GWQcyMH3yWbO5MaDqXNsz+HaTi9xoO/oYydGA6CHAxMG8RDVVvPIeNDiJ5WB1IlW9K1E5DNu3Gb6h4vgEjJtEY7q4xw1eTVMaxuqwZT9e+7LxACS1GQO9w1w/vHRYa4BKikeQ3/w5KcpJoN108X0qQWfEKuoaxP/o+NM30qKBVFfSFEwS1x/dg5ThICqIFJp4zJ7l5rWj8GHBK2riKJfpSMcx1DvVHiUAEVm8SWRGrPpaKrv+HwKuZAHcZ4pGW4gMDJDBrDlldcsdZ7LLGsw9pnrzg0nOGyJHZSFBQlGmoKNhVjlSUiifHRE63evvIVgC9WvNy5E0lGztRpz8sfGqinxFBFh4fIQU5Th9GPTXlfn8CGnKIIXPr2ZHas7N0Xyeu04MnYFqW2OVjs5RAqS2snOOOBSYKsbRkmKg8p9yjqU8q3HciRquiEqOs52NFKAIy3jWYYv71hG5YSAcsrQXDcXn8ZOnE/NZQaLsCHiX+yawzJXKfHeKzL6qnRQBzzU/mF+uz+SdIRKUst3WTzrSQmcAiWwdF+eonFsEWhlMEEQgN/arSQYm5CgIjlKyUo1+R0gA9hDsRAI/dah/p0RPf7b1hmIZmha8YzMU0xY/lVMZfG5b/0+UwkLMMnCfRm8aIRLGdGR/q/KdSD5XzxRGd83y/Ot5yjP8nAKg8W3x+VD4md0VGpCS781ujtZTO3V+Ziaf5XesVDjtr9xLRX4IZVvcLWUywmkoKL78ib0hFVEUj5uUAhp+dUFm/oyoSke2lkG+G6qcBx+wnF4iTKJCYtsGtj5w0YEuI4I4Z1ocIjUueuD769sJxX8fPffc/ej4qc1wEH0NzSFnHktb/2EAmLyKaQQbYEH1kbzT4STyHGkIN8COYghybY6nAWzilBYIQ9Bi74LVFMhSVTbY8zLQMubt/TrwCP2ahBrAWW9SRp9l5GpKuGRpriFedrqN8NyF3srvye/IRCKTi+mcyfpBZPdzf39gqIU8qMh/A5ZR2GxVLNT9V5s0REIlA0d1zkJu/Jyxl8ixQIoxEGvcS+RfLWtZTnMQevE0rnEbETQk51Y6KHEuyoiZkxVN63i/smSrJy6Q65fjIDFWbEoxIWBTuKQjUYBVOqoLXT5NVpBQDWgz12OuoTJWlbc+p9AkEkjvB3eWNUeqKYh4IzXqxr2gbZ5ldawJNqWsnORnuSeJJE7ed/HARBNgaxPHmIt7FesappbIpfo+Ys4qohoodk0kLeajQZphL2NAvv7k2TO+1oF7ki9xjckGFUaEreS1fY0vtHbel/BvvlZJ8cJ16ksq3ptnRNS7IgXaTVSR5jrc1Pf9wUoFzmv+H96d+xAPXOy6bBIrc8nkJe1qloyzUmAAglX95Qh4v28FgIcHYckP2O62OjIXvcN1yXMwYEadtMAGloHXd+PAeRAkEpRBTAODwT9nQMT5yw6a0Wf1xOdaq06K3DJI6txZm97YCsIom1qeLkqjBWC1BVMsDFzj+brx2WWQlzLosMFtAlb8tzwaQJRUB7IfB3tZnHyYonOlvOeXF2CGbV7K2s97Zu2VLIN9sgHFALlgJemfj2dbMHWQXy91bT3f80/xa/j5lYjPIXxvNiPGP5KOFj7ZmAIVD/Q1VbSoNNFpuM+W9pHGvKqMbFjGo3ovKpaxgbx8yHqv1s/F/WHlQ4J8Y/+nPAxf5SRCLZbbXLIk+Uo5fgz0myTFkwWvd06DyalxMxN9EvpQSmXfbOYN03iPRR8mCpF+VSRirchEr7ryfgpGXV/Hocg+CJJGLfs3BH+6IpIosLVusGRxjeX4Y/k9z275f0/CCOYBaLcEobyjY+CtJTLR8vsL4RvB6arnuM95Pxw0W/P0kV3k9o/Lt+rj0I9gNV1WX9bvcT7C9wjxAIKHHNhRkhHVrivPNFsdy3pzOPnSWSFBcWBPn0foP5T3OTfUM+QO5v1vWFVwtCElZLj42p7i1AAaa1NMUjZoJAZN/f+AZhCWibu5LTozPhfK7Z3HtAAxYk8lfcYDqFzS1Kl1D56qG2viMQKuJz9QBSaa856xm0l98nRvedNFLqfNchYYkjD7j48/bdBVIuCyWWblAAB3xTgE3y5XL+GLEoStjXcdDxPdWssPAonA7x6H4tgb7K2h/diiGyGNkuiUF4hLaWGcT4WIZ6NaIF4B4BhbNLfye2UZKAX5cWnJAUqBPIbi7ejY2oZ9tOyqXI2T12PDT/sFb3vH6907DpI71DxNBXaSJHcOUsCHgAyDrt3tZNCzI6yXKAla58JchqbJQq1sP3kH9re7YM9gq+Y9mVGkTLRAJS/qqjhhdHGegYwzhLIq5fBiksLfndy1NOgkvY2eKGYA+LLdcWu7l+nC8Lf3z1C5ZpD0LcbbZgTYiQQ+BO2+AnTMFMoELr91Lru3lw3zptldvYWiklgPB+AJAXPnQh9+TvK3eHda50RrD1tohOc9NwXHoeB2Y/D1OFrOtdwpGUOhdgtBG0q7ufCoAaalzSXuc5WVUAATlbP1gRuDXwAew9GwnGdsE+OqWY5hczUxA1zpkvDedgUeCn2TpdSw1mcqCmYyQyEz2Hp85+hOR1ybd3oOTt6FGhPYQ71hXJRctldx0nMiXLOzosW4CUZzoXf5LSCHYP+ifp1qdJyMsvJ7Fa7Tb9r4SmeuATLCcNjdQRkX4PJTrONhwa+ITITYxEnxkApER+iDLJOQNXZcRsUQkBo0M0DeQhF+DuOmYWWuDRFcMAgkDbT6zNZtfV4M1lqWhTqCTSDTuw3PLbgfP03gMtE3b7TXu3PqXXqgQhnwj3V4aQtJPuYZhVTXMNd1Bpi6r3kqvEmuozBeFIIZCnW2+D2ecbaFPNIdkLs7brat5AAA58KdQNsnsC9jzz9jqIGOpMXhODK73A1ynbjcdrxcd3x3uyevdw8k5THbqVzuMM1Gi//g5W+wycBVd9znhv/8/mscs+Erm3TsHfd9w7doQDk+RYSEsjwQ7zP4/PQSaGrONQMrsSYYEHhGSSbCJZxQrmMxyT3W7mGQJ19frMNjeuCxiWeMNzeedJ/hwPmAz2uDXRTyWIhXf5QIJP8MJUS+ClZjvECjLYeWP1xbYalqyMJQSMfRoGpnpxpI2poZeolcu+RYr403Eq3JtczbfjIoT2VPTLRY7LvNgMuMfafw6OSaM3IxQhfC1ToNX1+HDPZULsAs5y0Bc7cVZgYhPNDh8m5cAjlynT62rPzpI3X8zufkOenshUFvhkRIWg+Hq888D5GDAHAcrqvHw3WfAcE9LCnfkrOtoDjIBwZjgNKR/0x82eZl/n1z7vRqwzE4Ql03gms2ywDNK2SaemL66+MCM8mma028lL8F2o1J/nvQA933Dfe3DePRINGFPJvSBJ1Auy8E1SmRFmujvQUyMKpDBp2wcMiINNJd8Lj3bBz3qT/QA5XnlVOeTM71zwRW6JesOuFSi87DK2DilRRiwPjJUarzzfXeuLa4L9eJsvs+SD3PQLPwd2Tn6vbwa8wWSM+GhSrjKemIcv+YnBCu1sW5gm8D20ttgb30DsU1K65yX0bCQNgMkn9jJdbDkwHJr16bwBWbu3Y214e/L+lbIAMWjvJ0G2X7NqGB+syKAVt2y7g2536N7laLHiyqd968I7M158KeF3VUf4+J5VweFhx3Pn791bD9eKCWl5K/zj/jwVznM3cHlOgd/zC90TXO1nUliwDoYy5EfSAPTSKYOiNQfCxZj6050jB0rEZliW6KcdG0mXSf0Lvf+6lxmMGbYJmfG2b+ubxBg9wHTpRAXVMf8ZjD0o6fpHtCh11GBvKPptjbxGUqrv3w8nd4s8Uj9j8b6a3rx1p4COTi1HkmyOaoNgJ5ENRuXpr/pEMs9nuDNy+dAKLRj/NSmicIyBFJ94xrOhJRpA3xKpNYvyMCa7Rp4liJFq5rrMqY9TGXHRcEkrPYrVh6JzJs0IfguDfc1RGde3dbkHpWxXAX9/WuOpL3fobeBjzQSr85m2vF734Ooo/9LrdtBN1Pves4FwPkkUDxk8X6ZnDZn2Q1w7Eip0LnmdqigaFMj/EaF+C4AePFYC/Oa06fct+j6qk5Fdx2OZ6qRQEz91dkitvmBuDbuSKMtjkQcvrq15sv3lug9YnrbU+gkgGOch1RoSbwxFHOXTzDEU3Rwp6g7wLxZL/rgKi2Kb1wTkckNshbny5XgN704bpQd6C9CdrdsH1bstDRol655utcsH8xjBfD+MUB6YZ2GTGmfu5xsKrEdbkF0lsMOW7ngFt8tqyxCmRYlZmCccXyqyJRww0xm3ngMnSd0Q4Twbj6HLaHnc7J4OrYOJ7IikX6gZzXjPkESC4Ds7GnM/hb+5E8+7gK6ObI4dbc3kzK0+lNzue9Rd8d9/8zub25/PFE2rJfnmlFtICOaqJrbpJVd/Rfcx1zew4DmmC2BvrwtVlkC/7z69/5ucYt3r+v65NqRkIOWpFYziU8M5g6N48Qj6tibrr8iqgEYZJwmmfYGKBdJ4z1UK6RVRsxf6wU+Lnjjwq6isgvAfzvAPz3Ysj+lwD+GYD/CMC/CeA/A/CPzOzv/uDJuIiwlI2FEBmH4tDVeQ9AQexpBoEqQqXyZM7YdLMgUZJDKxzNFdH3bIlGZqj34F+NoGqTM69T5XU9cfT1cepymojGKbgfHbONVBx0AgAvh9hDaVekRM1EkNSY86ulUQ4V3CnaT6erGNASQSP+ntxMWJuHZPcstfANKdm8Scxh7KcMnbGc2KXAO8SrYZVchoHB9xM1YBHYKwu48t0CTpK+ldoVdrPkXkgUg1VHuCjMGK96VOPADsmOj9KcBamin/Dup4x/mYf8fzpWRfiFoMuyxzpW8vSq8cPv1fvOz1apFY9Px+JnjqYTW3bu9vXLRMVQzUZKXjrn5yHa2JF6uviIcwyWIec38cFYU3mU52NAwZGt5SfG/NRQKnjw9CGLqJzCNlAcOZ9lfoky0T3kxxaLRexpnOz0cg5MxjjHpjTyoArLIy0UizepIA+bwrw0uFyiBkJ0UOZhBQGLESw5n+Vv5bNpMBc01CnrDL5nKzjIz8VnT01zOFFREmmyAhyTZag8B08fa7lHkqpHYukZGc0GCpTbiGczNQ+WJmp6KecPD/6t7N2UfR8puIJqoTGdQdTKS4o67utN41opqCxZf/zwoloShV3HqelGHRdv9Hjgl9sr/l7/EZscuMjAV7niS/vsjggE+2zY2sQ+PIDFkh/egy9L9cRAafRjZbxMS6AunssTCGX/TqTRyf06WSqZQdaiQx7+eQIUtXjhnlyRyDKfUbc+bAKlPHiGq4rEmmZyrlQolOGuWX9f0H7yGfedQdJ35ZuSFTDDBFroVur6PH2l2hrPf0zdU+6FJVtE/4cOfhcI/eBgJQBB0caure1pb8S1PKCNs8PMxjUfBLABpDObAQk5n/tnqYs5nkUmpZz6mUPghr4jTZd8n+LN+Ra3a9iB5vstHSArjgrPWSuLS2LEy7rPSfPcf+rWuFMm+H7xO1o2Tr1nFTv1FFhq1zkIqw2aZegxFhJjxSqbE8f4U6KDAZpVjQRUPWRrik7zYEMWOEHUk09YNlPaAtWhZvCG8xfvZ7C16CCJ/e7ywdJOF1XXEaWctSI9s+ok9mbqYFak1GfT82f/6KPY4ae3xR9IQtBY2Ft08CxkXCLf+XXKNY71WJUmS8as9+k41ga2Ceh4hJ6IuWwPJK3Lqi6wDHLLMA+IeVfAFYB2OFyiQD+yYeuDZ2yZwU8uRnCdxbo4GZN+znzP/D7YkZmeef6fFSSNypQ68nw7+V79Xg36FlnD4Gyd2kx4Ah5w5TlOE+3VBdTp7/SIYtGI8J60/B3lGnHN/FMJyL1rTgfk+qINrUux5rha1U0l8faBBjkfxU7jvZ3G5nn/8roRDDp5rFVH5mdxkj1JkyXLFni+Vv3+Qhv6q7T1dwbUiIjkeRB9FbIB9Qd6lpWs/rPGtFWj/ulo4mCsTSYeZUCySjWSgVwaDMKyEij9uX+dg+uzJAi16NoT/QmAhTpdp8itlD6cyyNV80Iz8YGrAADaBVLvIfauJ6PgNADNoEFlUOMUpAY8HSdb8umnfqbaB+LyypoB3XCia3leZ/DKNt8GBlHJZp8S9po2RJDNlu2j4joGbjTSHpoBwpA2g6phAd8sAEenCmGT9zr1+ZD1aqCctfKH8ncBvDqhLO6yhGpA9YRafTcuazyXX/V0g7Qbo6p22Ug0MNaA06a2FJ7nuWJFIhdNXXsqzsWejeTpC4YdYCaYGuNRbFf6rq35+wRlODpaUl8lNcPzM9WYwR84aDO3e/RrYXxoD70aAJCPABuSPC513N/PLXWVlXiLBBWB9afPxz0BONml/h38UbbMH4t0/fcB/N/N7H8iIhcAnwD8bwD8x2b2T0XknwD4JwD+vd97lgn0bwKIrkwZXGBYA/ZrT2P2EV3+qkO/V3QeFZ9OqHhQiY0u5nAUhTyCwyo4IAFkUItQ/NYmLpcDv/r0iq0t/lVyvKlOYEZnQXiQgYZ9LW0gmmIf3mjjcfTkgCW3ZtMlDB9HD+7NQNJQfgkcxRMlmrYJAM0s1Mp+1MBSdPl8iyh9k8hou2KsdoFINRJ94fa7oUXmDkO8K3cgDu3QIFIWWJuJ9G06GX+KAKpnm2zCebWIOg00RHtzrXF0g2E6716L5gVwFOslxr7LwKWNbEjWdeAxndv1ER2/vdFWjBmwyj8YFATev8aHuVn0rp5EfnTMNmHbyKBocroakU1LAOS01/eiXILoL07o3AzYDJftQG8DW5uuXKfgaBO6DUzRZZPFutQ+o5lWBJnNGxaJkkqgPBcdDRpNReHSCLnG2v683XFrR5ZI/Y1+wQ+4Yb82jJsTrGtooMdozlt1XPE2Ol6PDcdoJ4NOJrwxFO8fZYxsrVPAs3qeKQ9k1TYz2AqTWDOAPNSDrPHjnDz8sVzvdGaW42hhTK77uf7GOWWOXfLay+hHZgOTE4uZ71BcQoUUijzpBVRhu+S1WFbUHp7d1BYNIMIo092wvbrTPy6RFQunkw6xlkCtRLDFecKKAVEC++MW2b+rrQqCqjhbyJXSKAVisIsBfbqR1meWu7HEeF6A/bvgkJ0IQvWYzyjFmyboavj+dnc5HZpoMDC/7Sf5+Hb0k0ycF6PF4IHxZ+MoDSfJYI8JEu0hR6DLowwx159Fl+wYc1hkN8WDgTIBEWbScQpOLcoAdxSJ3nkOdmEuQwSHwA7BOBpUgM/bA7e2YxPnp95D2NQA7Hf9Df/dl7/Er/tP+O9sfw0A+GoX/Dhv+M34jG/j6vxmrWXFx8vLw4OF49wAgRyjU7qvzebBEiuGl2dhwygbzvlWg3VMvs3aQVxWOZlMgezA9tUDDf2VaKQof33YyTnwoCswu+b8OG+hz4PcFERf6gie0WGYXeP6spqexGMspHEEjYuTYEyaiSP4bQLztS/9Y4gMuOG4OzLp23bBdTtOaMiazM19GIYqnXZprvAMQEW7yi7OIUa0CDPxx0LF9Dt5msMB2UPQRHLJuhvBs4dB/8Sbls7sLOjJwznLnC/UsL0ujqtTsqVRfyz9yODAGssIkhtWAhiAzaiAeGpGYYLksTpVOxRfubeJSx+rAlAWHdPRzLlPD4FB816nrvNolB0zOQysNct1S+Rwa5bdoZvYCWHv/Hau38cQ2FTM3Qd4DMVsCpUjk0RoI4MDrAqhzcf3RwkkpAwRgw6XnToWYmjxdbsM06iS6a9ALd9OnvDN/185z/jdsSteHxt+aDfs245Nh9ur5vvAhkQliibCiN9vjxI8fJTE1Yj12QRJ5RA+C/W5vnoQLHWo0SFynav3tTZgvh498IisDlmIn0hiTo+JV+d4AQkioEEKHu5/ggEyAIt0JEX9pjXwcCsQ7fb0ONympS7Ve+iYCK7L/jRvxb6rP223ggi0VS5bbBE5ceBFAJVBmng+M5cRUEMLuc2y29kDnHIJznLqoskqqEg4RBnn/lmxf5GcFxjQ3vy7SZ1D1dXEZUEDdEznTQXQXuG+xyU6Mjefs3ENbkgFajUDDwaSZyC4suHvoSfHd16aI5Z5/0fIBKFe9eujAxMtz10DwcQzWyBYKyc7DNCEclEIOaJJducMt77KSqnvqv2XAXjaz3EaDf+vY1VdPtgAM641twii7UjbZoI2BcI+i+fk+4ZAeFtyH7IfQiY9IxkCiXXRaB8C+hCwnNa2qKLIAIytZNlcukeHLGBA7GXuOwaK63o2BcaL25v7LyzK2WNcQqZcfut+XjblHOZc6lcNP/Z8bDpwawc+9Qd+ub1ik4FN3JbcnqIybLQFRMBVJnQaXtrD70FWEC7XpCCaYgMz6rhH9GDJpmIFuU97LqtGsdZHlQGO3Af6t1VtZw3Yo9N6Jp/yHjxO0duZxs6rbQS9DwdqHYah5tyk5JGdAu2WPqiGHtSHYdwkkLUG+zKgl4HtcniiU87xiZqMzu0oa65znmMdEhg3twh8BupvXA22zaxO/Nk8gtEnX7Y7osJCQp/bDszp6ODkWg4eTz3MG6ddogfNZbpPXDjbldQyatAZ6Nop3rRyF7RX+jBnaoSTzXO6ZzsDqYbr8ilw1KPyweLjITdYAWnTg7ILCIbkYjbGnQoAIu9lrjL41POPc5UuQmfOqAIkOtbtBCpOZGAaoRNFAQ07SCN2kHGNsPGENn9QVFiXlOXug9kJqySRtFhUd/4c7c7KbKyquaDT0Wh63d+m6849KhWENn4k0tgo0bksYeq69uXvGIBfsl4m0F/nStzRdxAsKh4Jn30L3yiTkQbdZ3KKmwJ2UeAx0Q6DgMkUxaiBV3N/xgSRxJWTXKaf+fsaL//BoKuI/ALA/xjA/9yf1R4AHiLy7wD4t+Nj/yGA/wR/IOjqRseapLytGTviUEw17OgYbcI2gerMpkDHaIv3NIwuVQUbPO1Hw763IIuObt/kgKSC0YXiyoUZQcRNnYsPiIYmimi2MnOgeptZdgY/hQdR4+T7cAOvdk8WMYxp6M7XixbPNItjAytCcWgamDXD/o7LNVEtS0jIwCrVDF6SU8ZB4KUTwMlxTbjGxAowZVmlYkoEjKJxTs0gEp1Ini9ylAoRH+nIvV8T7BRMFDMVhfP1LO9t2ELEZoarrAXPoC2HMtdX+f10cC2GET5igdakeSKmomkK0WHLibIQ4FVYP6HoYqC1BN65EFuLwCpRh4KT0ZenEMAic5iBFOV7/JBl53RSCrTIBq7flzKmAdl0elJDJ0YzVxzNFYc3A9JsXHcfHQdR6LTritDNoGs4mCmUg7ReRxjZRxiODABw3lhydZckc9cHklKg3a2gR54CbnlPzh/IbLQ+4k93iU7wNFB9HVHgnrVK/J6Iu/q30FJcJ9Vwfw6OUMAb/1/O/3Ss/egO8sRCGNUsIVFD/BL3djoNJehq5KcpztbibcTi/4vP1P2T2W2cH53BL/eBltxkM8DHAPTpAQ8jh+bTAweSn9QCiXb9I46TcbQe+Umm1cFFzhMdVh4fXlPheqlkat/fg6wAFc7J1j0F7gq4koPskz7wy/YN3+sbPsmBnRwAABrYQOIs/2hkTqKieE4xD1KphXIBKpn+qXtymUgPKIexgNUAxP+2jGQPukRTo1CCMw0qP0dSQzyNa86L+iQsBIDvH2NJnYaxzO9LMVrq+ufvReavYOF6nkS5hpNJvQaFJxHFHR5fvxr6WUAeVwCZDGU5fDbT3DX1AR01YdA1A67kc2RyANnIpupDPnM2MvgDiz/FEPdgCZpnIooGLcv1spT3+VxFd1AGh0NhU3DsLS84wokhNympDIzGOrAConwOBrmmYsxFL+Cmhqy1KzTEllxlcvh0xBogB73TEMQYBLKYDbPcdptAdKM/UUdMNtVaawv829P4a9ljA5GILfdfeYATcRYyoSbKTrKKcjxsNY1mf4htwWl493OavPXfMTWbsyR9C5/DYmzeVUOt1/eUQLaQXCHLJ2zNi5b7iTWcgZziJHoyZgVcOQZcI8/o7+SBrPPy0fPH765aK1iBc4Jce++OqpzzXHLaB7V654RiPeAJlLBpGvf3LHNZbJHskBxj+uHtPDfqCFqwtCkHXKY/Pb8YgBFBL5HkBqQTzuewQJIBQKUUMCz7JTnvSD1icB0y4Y7n8z3W4/lPP/dRbuZTwD0+H3LV9Y24zQL4PbZ1f2JY9m6MLXXEMtti8/B6rBho5frzSbhwjqhDYm2dqg/h8gFhEyN+P3G6Fl30LGt/71FszaWzy5/rOspxwvvqI9p3uV8EHFhhMGqeZRORruAtsGy4BlPm+jvH2oBlc4qvFRxrTjPAxe/k63mBPP/OMR7GlIkHWIfpqRoSpifbiH+rtHiMD1gIVDaSSr+ac42wmyZSdr+3Gzm4P39QFyZCnsuMgXtZgeGmFu55kRcnO23ZB+lzUoc8VU6sE5z9xhPX7elGcdIPrPw966gic2q0UrACrTWoj3LOep1aHRM2k0Y8JnV3iQetdV6uV87HpolOw+hJVjNkEDEbXkfsh1Ump4o4O79Wvz3tTKV+koynCNU010Sdrpjr6jOhjCdAHUB/IafMfZ6Y14xJTMlEPas66V9K90A1IIkgtugBs9ZCrCfOT8zhnH6TrMxOeVf8zNO4szogZCB5dC2CxDN8pIzn8bXBY0zlOdO2yHmO/+uS4/XwcbM1fuHzJh1eGeOPjtQTTEwGICXtC/B+5ENws89r2Sena8Y4SARxxfXVSbf+HnHxxyBd/9sA/hrA/15E/vsA/h8A/tcA/sLM/jI+81cA/uIPnsncEBuHX5md8XKBfmvAXXEEAfUjyo+J+uPBzrh5Wv6+C/RN0en8PATbVw+8bF995Fw2BBoodF0Tw7UduLUDt77gZgwWZIBXDJuey2gvbUBh+HG/4n50fLtvzt1Ssggi3tV6bn6erhIdDCWRSuNQzG+OztG7InmBBqK7byBaAiXhHHv+ew9EnXc3jU0qzkdyfBIcL56h8gzeyvDKELS5KAzSEYzgN7k73aZomH1i7IFWKg09FhpUgIejcttXTSUBH/JVDq2edWGXbzavmLbh1vYM4ExTTLHgeF3o5osOvKEnfy+D7EuhojgO75XBgqy7wzBax2yG2dtSLCaLV/ctMmcRBGyvge5igwQ6FiMc3hLAhvlYbd3Ruy/b7ii2cPrN3LE/Wl+CEIguvAZVgSGyerqQuCOar9g9eIKuw7saX3Zc+kgqgYuOU7B1muBtrG1/bQe+uwoeR8fx6C4PpwDqSY5vAKZ9wdvR8dPbFfd7z+CoJzMW31AGW1l29yASzq+lh0XgRjGvhnHV5POD0WmLvXv4OPc3Q391FLejXD2gIIEGSe6uquw2rmfN0hR9uNAlr2ySfV+itKU3ZDMxwco0U3PU4Jsh6A4W+isFeawv58Qk0hWwi2JskpxPzFQmN08Ip3TwNFwPQ3AGEznkjp8p8PiFB8IcOWzQTwfaNvKEx707dxONKCqDyBhT4dquwO4cveRbSsOb2zwCcfoQjCYQddT7S99xa3smq37C9dSMZtjHCMJ0wDow1RKRZeRxDYNhlaHGviAKi3LFVrkmERZcFxnErY4JYn7pvEDeKX4Jnrn8cHk5HbHmMX3PHKM5pUw8/6UNXPQ4IfY/6QN///ID/sHlX+EmAzeZuM+G/2r/Fb7OK0ZcaLeGYzZPNpWg30IgLkcDAKQbTOYqL2USJ3ia5C3QlfEcczPMGw1Ngd0dFXAq56ZxKcCclkjYcWUprO9d3YGkbDDLBGdj5cVT91K3AcMRir0rPVB9DA5E6S0EJzJ9ymQDkBQkShngSsyGPzMORzuspJDgOAS2Kb7pFfe+oUd1w7G3lcTLMjVZFRsPCX0Z816Dp4a8v/7mHejbw2VXexj6V0J/fBxcFsFRuMByEhjM3n1MnF7AMC9Yhh3OcrKFbdPu3uW8ReZfJhKVBga4mCQ8JvSY0OPc6JMOmB0N+7eez6kPweUHhT6Ayw8r8MS1ADj62dQR8rMb8FAMdLwOwZte1t4KxzMDl+mYnTcY7Z6klDlWpcP2FcFfaRBT3L8KYIrH7YJ98yoaDfnEZTxNcH/bPCj71nLdMLEwTZLqiYnRFjrz1g9cmkR1TZT2B0WFo889eeC8aB6cfkaRp05koK40LgVwQoedkKCxB8npOrtBuqN5N/YdiKasb3vHHNX7QsqoHMvC2cgk3uJG83ntb75O5k+uX8YlAntXKyABJJcb+dUuv4sqlIfl+Wu+sgfH84j1v5wfhPPpz7tQRit5AJN0hG0IRuxXO8rzir1rJEYUkDdKEu/anQ1W1/zMBrDihSWMBDa0hyUv7QpgnxPtDBasQOBC1dS4hYWzho5AFcsKGkZwmvzLmoPNReIyLjmyLxpcx4rjRXF8Euyfikx6AP3Vq/0cABF6ck6vLPEMQj6LCbLaIFG4suys3K8SVQuKE92A+3exqGNcPKlgWbkwN8W8Slbj6W7+HTrQKrBMVksEukeeS4YBx4RX5PSzXuY9Nlf62VSz+b1K02UvoOiVHZhEilrDATgS/iKY5htT4AmOFrzJ+1Tc945vbxfs956VDv0bfTZk1YJ1W/qYSalALnrg0sEIDNwEg8I7apLUxYpoUgPnlSz8wzIFcg/ZEUEGGS6TKiKdlRHJTWw+Hh48LDaPuS07m0BfXKfoAddlAMiPufYbsgkTfT0gAmXNx+5xtJwnEcNlbPjxuKHLwH329FUa5qlxn28BT0pjuo10DzDIPptzbN97Vr1AFkr5uDfgUGAP34V0K5F8TmQ2fUbxsRUVrxbdDW0E6vuG4KRG2qe+nt02HTfvVyEF2arRVyOpE0BbTs423ggbPIAnlK9yrB4i/dX1IGKudAfwUDeHmkDEe6s8N35ctDOu1xHXyorN4fKC+gnwRsyze5n5OSEYvzD5zMAdl06Mc0VsaqzB9up6kPEL3VelgL8/T6hG2QXaFFM7TCwB7DvXHulvIgbRX8MW++Z2icdN1lhwLxFBnknqkFnzop7E7YK++RgQnMMqpKQB5NgCK+idvuzyTfp0X/IQdVq13WAT6G+CuQN4iyqHnfPA5ochiyu3uQL7F8HxSTBuhgNOMWQEdDXaim5jDzceF4hu10yWZhC6HnyOOF2aZgR0BHiJnOJ5Hgbsg9PUY1JY88/AMpNooW9Opl/Yq+TfJmiKn88mj/QltNxg2hPm5zhmVDkGD/oW+oR++TAopvsTpbIuqwYYqLXQZeRaD5tkccKGDOE99nUvHx1/TNC1A/gfAvh3zew/FZF/H04lkIeZmXzUIhCAiPxjAP8YALbvf7UCHuzwp5YE/O7Axual8mWEngjAcKpSeRlWtv0hXj7FYBA7hwavEuIrbHTDwGhFODDD1qPLzUUHDtMTOrAGXbuMD/l9GBi24NSQoTjEjZipwSt3REBiiHeIDRQNyzUoEGmgt4ePUdvt9Eonq060WBju7PgX407JyGDECvgUB3xaOkNJtC2AcXRO30POgTun6g5SGHq5cRvW7s7sn71Tqok4CZm+zwaVmQHw87oT2NRzRi0VJzJodEIyxP1KKB4RCwoEf77MOgMLrRvBtXRajhVwzewOx6Gu/Qj8JBqX60uwkKc6oSpFqsS6nJG3N2F4ZY0dwhguQUG+1yKY3QritSe6NgLZhmzyUxvWZffMLKOMJnXBPTyGYo52Gu+63lYWa43JGh9LXuV2d4MahiyRYgkzFb472ZalPI4as1MTikSSojRNQDFUh8WeCUdBEV2KkcFXb9bhQSWiRgxIPkWh4V4cYFg41kRcnVDotpoQDQOiJMQbUbmhfAq0lrGryB86tWl8pxxj9q8EfZ6Pkt18DxlDrLO1x70Tc3mmzBDTIZM87UIJnM/7zOdaf+c6HFNBHUVuvQyKMqt6cqLqICENHVeGy+i0yEx/dGSG+nRayTWTa+eDYfoIcZmGpSGTPNyv3lynJ/LCE0T+9a4jGmYduOqOCyY2TOwQPKD4Oq/4Nq/YZ8+A6256Kns/lTHbuq0C9cGHqIyJdL4SiTKB5IAr05mBoGJg+1qQtT5jP394FHlbUTr1lvL9nI+nOz7Vv9EwD3k9PAmVRn7sBUTDEkco83nLvgyHSR9++vFQEGQoAEagJGwvtgVwdh54XkM258wkDNGmr4aNZYe7l/kTAWe9jK9JJkCfkQLKZIGF/EHV30i0SKIKq06qhqGv7pOMSITrPM/BeQ5DFsziND0oh5fes1xvHpCaTcrz+Q+Th3l9ylQeFZUcztsKKp8RH55ID1qRwwPaTqUgaA047l5l8wguPa3K3wTHo3mQ7hHI8s1vdHENItBO7x1WyrPnbtnTozW+N8v+qIiK0zhbWZtZKQMs5EfYfAMLAYgl0v0XpO1Uq35OfQGebJ6Tfqn38yQqMmDHdYWw1Q3ZLE0YUOFzzLIOSXlVnFwKfV5fxU6cm3x+YFU9PB+JkqFdTR1Uk+ohEugnVERS5YnPwEqdI4En/AaD3UXn2XpGpb3NPVb2rZt2xRYp1z8/TLxW+pR6FOH+Lqkcf+f1a0fner8/d6TcnuXzOK+t3/d5okeXrbdkvM9P/D0c3wzovruR9VoD1Ou6iETeWX5VXZElqXON1+87/LtrUt4hv49AdDV1CrCogvB95qj5ZhI2sVPIjcNlirJKizKZ+9yw5EO1IRigiPfl+f7LmNYgf6rSn3vW0zXLug2fuCLSs+EbE0GktSDwgFUMw/2WCmSRBEuY66OCpue6rQE6g/tBH9ky05y/fohgijofvk1MEWyxoAaYxA9fUd03fB0X3KcDcLLyIJKywiE3OQeaUt8ggsNFdpPTmWsldfPSbct3lg8275q/+pwfonr5UWNCfX23ViY8y/CTn3sEZczdffNDO+acp+be2aSbAIshWQG86G9WsqCioGeHY5Ca96WZQaeWcroiWZebGXZDNMyiDRGAsQQsBScnZaruKxiGFnNoBXEaNl4CqfiSTcH8ftgMjJVGyfvJIU+dW35qrOBZlsZYVxnJ7fw85+c9+3StZ31gMX/l3MmPupf4jgGsXmNCdt4tq0U1AsEzxoxN+xKoEnsw/ZVShZzjhvJ8DCaX+eTfT5UPz3YGn3l+9P8nXVl7D1X5PotuBdxuSD8fK9ETNsXPivzi0/zswUqAGbqkrXsGk8JB5ZN2gFnqHadBkHS1jfr/ZxW/H39M0PVfAPgXZvafxu//F3jQ9V+KyN83s78Ukb8P4F99/Fz2HwD4DwDg9l//b9j914bjFwPYHG1lBozXlogK5wzkoEkaQyfeRY4mgzVsWhBoRG7odncUiHNJLFJm3QG9exT72DtUDffhGbYbBF3mCq5C0KZinw2HqTfKkBV85cHSUQBeMhlZNQbGpjTswBL4h0LYDXo6gia7oYaz2O4hAB8rw0XCYpnmnd1CIAC+GbMsKRw1coBY52KI+yU6TyjY4jwsaTpWGWUiEUSwOq74+GvZuI5uXKjcPKewS5+vTt2c36YX7hlm/N6wAcODgTWgfUzFYY4k8zL39k6RETHU7libqRgD+f+Dz43sdO4oSCtlT0g0U//mymP70QOB/RU59sAq6wTgfFUxzj4OziP0+nBU0bWvmp4MOM/gGhox7tw7zTDbPAk6b2Ql7sxWtDdceXszOA+iKtxRfIyWiMMuHuy99R2f2yPGeeKHfgvS7dgn5uhXUhCMQGXPXR3FvK+APOk6hM2XNq5JWQmB4VynjL07QkPSycxyQ65ng/MT3i3/Zk0wyAdJ7hd+d9S9CNhjQg5Bf/N1a0XSmQqOm2cyx5V7RE5KleieVb6/1nwmQIJP0Z1/D7I4MndCHxPtPnD/9QXf/rzhuAmOz0jFKRZJFYEnZtiI4AD6a+jIi49De1uczaQXsGZor279tVeJe+7nNfHaXbGGnPSgFJW3ZsZf78xAC7af+Bzxevd1ftyW4WS7lx/fdcPv7jfsvWFu91yfNdh6aZ4y7zLxaAM/bVdPQmhzec6gmSEDZrlXh7i8HT4Xxw3Q5j+kppABzIcHBdkh2x0+ScXeHjMMZV0OMfc5X+GyAAAkFH11dus9sRxFd0cR2at3Pv4G4F9NwdYHXi47vrvecdGRnXk/6QO/7l/xWe94s44363ig4TfjC/7zx5/hbW7ugFjDbx6f8NNxxX13So8xtARUJOXAPCQdLH8IyeCCc0M98TqOCOoNcb49+Pk8YLiQ1twHGXSNJIgMJtSWQZhNYmqwoAQodaflGacda8+emsr44INoJAMgzXmbbn8ngAjGJ8XswY1ajGFr3FTxjPfgky0cloDrK0dQ9EDxTdcFYXtsP63Ercsc/3F+RgZ/F7c0ZZaj4Qz9baJ/G5Hw9DWYRjrLastRDU+iAlZpczFU4RzOtTEBkXfZELPQ3ZzOb+tvdBTlCTlxKhscXm2jR9F9IRdIlZBdeV99vtoefIRoLiubOZqekQI6llxz4QDIQ3Ps3eYJWfTmnHl0YGjD6W7YvjoSsN0HZHR8ugmOF4E+enS4dQRc5ovDqdoCgcHg/P6LCbvMRGHN6WWrpBEg1QTlGZtzNZ2YBsygs5qHc9jLrmfEcsgJa8Bo1GuCFuOVurGsA1iACx5lkZhzoTlfs2ZydYsqKxHDq2786AIhlIQDbOmxyT3aXQ6Y0MlD6lPAUduzuR3kyNSCUBWk3d3ekLpLD0O/T8ixdKbzZ65kJNcO9T4RJXNzvZuPLdyrSGRU/+ZBr9nLOqIHLALIXEAHBndt2bPJg3z374ybV9+Ml+k2cnOu9kzc1z0Ue7LdZ9zPWD5KvM4usMvZIz/FZXQFxTVQoYkipZ0XvPGCcJiZnGyeBNSdto8novu36bJC3I/iObev5D8v9im5E8lvN+E2f9fUnXXc12S4E8+54nn0Ps+yP+YtZVGgdgFHm+o+AdHgxZMItsx3csrfjwmYPi/zGov34s+ujxH+juV1K/rMeQEBO2Y881n4trvbWlDBOAAN1O64Kuxi2LeG/TLxGtz3KmEfhzw79gZ7bZC7on3ztdVei60wgfEqmLs3eTwlMsO30OK7piyvwf1TkHSNcXsY5r4qJNjdnOfL4A8DX3dHttYEXy1Rd5CPpV4HHCjA5mxzBpf78OoGJZ2ACfq34Dh9tdz3eS+7V4sMIWeR24Vdd2zNOV2nCf7u8YKuExc9cNWBz/0O2MSQJYOnCQYUx2z4Oi64j47f3D/hPjq+Pi7YD/JJAPZobuPQDtrlfULC5Iy+4+eO9bn0ScJvpAxlYil1NQx4eMKmf/W5vb817ycRvVDe9n4Kx7C/ASuYzvtt/WR1V6wNImqZdGy7YPux4XhpOL509x1q8sqw2lUUfm/q1XwdoXNLsK3d/frHi+/7/tV1wLiWIJUtv5/fZfVDY9KZ9xL+j0bS0e3JCX24XPV9Kpl0dn9IMGgvGLJSo0bVqoymPrr8uHwmGJJT/BmIYsEbb3GD4yY4ruEbRjEQkb/zgkQzVqCCI3UlbTgmhhdIpviQ/MHak5ShdezrkecRhL52X+14AY7PgnH1iuZ5NYwbEZgesHZwgBQZG2O7x/tjzc0JgMHkUQw1ey/Vz/JzmN7zob0uGsBqx2ZDyd3lvR4BmiKw51nvMOnp2Yu020Q8AxxaLP0H3osFUMY2dXkf39WIB1SwlnX1qi9yx08Dmzemv9wkG4uvjYugvilbrG7sHKCPjz8YdDWzvxKR/0JE/i0z+2cA/iGA/1f8/M8A/NN4/b/9wXMJvNRim5DuyDoBMLUtZWnIB5Y648KHlXP2aRTjL5ruZGYvNj7hxCQjXkE4R6SOocHPo8kx2mXG6wA0DPC4p1OwtSAOkutUygNPWt707IFVTigFLVCN5CXktSBaufE0mjWRqN8vJfnqxtRCwhFJyGtl2Url1bI1Jgi04+meDnm3jPIeyucovBubKgTJsEX5xUfjVg86Ov4hQM0C6dqSY9SpCACrX6WREYrlw2xWEcweNPH5aG9xb9OvydNynFKBFE7RU9fVJ9TQSX9SccaezgZwQhFfvlSz4QJHbwVSyEp38kRkGZBciDXwAi41yT5VJwRxnQMs7kjJSfUvzSj/5d5gNjYVdw6A/1iMq4SNXQWzj5M/myskSQQ2hTvRP6fP7eeHYmIhs27P6EheKwx3dk83Bl1GkJ2PSLqE8Ti2da8WDiWUJO9LYTIY40HX1ShEd1sE4RTikT3zhAMW31pRei7nKL+QJPn+DFLGq8oGXyB6ADNK5GwHxi4wrE2W6NWYr8zQ67qmHB44bG9yblT2WDJHu0RGeu1zlqoM7klrGeR/Xl8AICc5CSQHKQM9ImsqT/u1OLAMEHGrRADAoioiuWGLgfd7Eo5nh3ndNGqHPirTkwyFf69yH8oQ2KHYHx0ihn1oUiyoTDR4cwjutTfbMCD4Oq/47YgAa1h499nx7bgkVYEjzMv+BzxYEsmXU8b5CXmQ+hE4oTkgduLerc4eyw1NzmsuURC75f4SQ/JSpsFoOCOUyv25zpiZzWZZVxVeJ9kSOoSIRn2UZ5xLlvvaXshRT1hGACz0FIErmPAGOgdgj3Z6/u2nKMOM4CKTL1z3LpOWw8P11u4Tep9o+4Q8PEA2L4SFcb19tAaL+KIjFEbsatTDcbHkjc57jgTUCnLbz695XqgguE/ojtAjMCyk43MHetoMlENheaacnk/zx+fkXqazRB0ddtAK7EfA9dWTm7xHD/g6clgOb8CGsRCvpqQLQiYDc81lcsDfmxudWPFkmzmtxDDXl2Li+Z8nRJYR0lB/D33MZHrlyDs5mkUW1f+fxj5PXPfSsvm4dus90X5KuVsX2fN9AAuhVH5Mz8+Ve+tANtU0c31jBthO+YcSFDKshj9LR1FGp1zHui4TpwtK8pEiX59fiS/4+uF6fXdu/xLnh7z8KROLjT0n3iVCcgye5Fa9d7AcFcGBj3O1zekc1CdP/KgZqBwcg/JHpWkjpyllR2anZ4H7UMMSAd7u635btUXqbVHv+dmR9exAoHfitw/GhUs+7ycC5yekqpRnox0mvggWgCNsgqCRWOPF/9sJDQWzdU+zjFXVHeQEfrr31GV2nqNE9h3warOCOJvDA43eQNi8KpGRq7hX21eipRVUfj7jsYI1NtY8Pvtk9Wf5plFyPZBjVIPb3Hsr0OVzSB+MwZSswHjznzomJx1KmonhgXG3rwPFr5TB/t3+iqwU4+8ajeV0WFIk5V6NgJlNOP8muIX8c6y+82lraGI4Zkv/D/FZBlx384qitxHNlaPR4aiLM3wIJu2fg3Q5BtNHLvUn7bmn8alJZMph+ilVPpFuLitdJ1GsYa+h2HDx/rkhYExl/cH6vydzPcFJnay7B0vTwH9+xliv4HNi/T95fI9zQr3axaZACx9IQl4SCLES6+exq36E7ki7fXZZPXVCPmaSgIG3sOVyDiKgaT1sjadEep0rGBIwkhWS/Bx9h5R5T0f4Rp4cl9Nwnua6HiZ5j1zrz3zleJqDugxJq1ADnAASbf48l6GOSxDWdSdjHjNAcCnfy749BV5nHfc498Jg5L3VYzA2lGsx7ou2ce27sq9xYP8V6iKhnJ9r7qh3ePGPbGUfgwUe9GaVrg9Rebtp3zYsGsJhK8kInGhxErRFY4Cc5iqwYc/TsO6D8T1d8RA7//Ph8ccgXQHg3wXwfxSRC4D/D4D/hT8e/s8i8r8C8M8B/KM/dBJfAN6YwabA+pIApt41LTuxwTcapsOvWX7myNY10ctQdwTE9XdEmeC9EVQWSgteqeOhOKThx7crHltzFGDb8YvLGxSGl0Bq3bd+Cii8je6BhggmXKJD3Mtlhxlwl4sXRjwUctcsj8xboTNlJYBVNvjJmXw6snFJ9421HKjYlRGZ377SCJbIjLmQZQYonWkazUQAT8/CtTdFe2WJwFL0Fa2XQjuEW79bOqfc/LMLXiPoKg/F7A3zi5wCrpUonQ0vxlzlPWMqDlNHuh4d+2jJg8MA/IK2+PgQnXQO6iEFfBvOtaK/iev2uF+iK0Kw9be5sjTDMDaJ4F/OSK7vbIYAV1LzAuA68fn2CI7Hkc8qiMCUGqRNGLv8GJLvD49IqYXw1jDW+GwzUMzzxR1I0gGwwcapeVb8flHvzPz1uODbccHrsblT1bwsxboHx8Zg0Mg57EgtMLdzwObkFMW4u9O+1hYDeDBH1ADmCFOVNc6BEKVhOSuqIoTpcmQllCfcmellvz/vGTPoRBrx7T5w+6u7C1lVWFfs31+9C3CUbLAL73GTREPDfH0T7SJFKdV9OpsAF0/SjE0y4ZDBm1GQB0YjZgVX+5vLxXFxK4yIKHKf0Tnpb54YmX/niIr21p0nOw5lN0lmyCPLS6WZDnNx2LZvczlSgbbomBibe89eIbA6d9ehrnuYSQXSgvz0uOIxWpY9oRsMExiaQRI6IwDOcp4o4Pu634XuC0PJXM445xsSoeFBheWBnZS9+Gdmp5MQDuyYHtzYBGiSstpLnCNbrn4/7XU5U0MUQxt2MfTmiLmuI7khJwTf5gW7Nfw4bnizDX/5+CVex4a/uX/BYzYPto6O33z9hMfRcH+7eFkYubNopByBTMoye1kGLJNg3ItHONmRSEuqAVBm4fSM7W6pV3PMUIyrQC4kEjObtKz9xvHM7agxNzS4zJ07GRNEbfk+j/2eRrehvU1cYo9Z09xLz4FePchTZ8F55hzKM1B0szvHualzackAbr+xSDBYBvf0cB5WvQ9HW9FgM4O87ZD9APYD2HegtZMBby9XzC8vsI2GhuRznZJzYu90+5oD33vbt+BPjfFsD/8CgylEm3Gvtsd0IzMch7wnBarpqEDaHeS+l4em3NQ3R7TIAedf49o/XHZ71Y0j2ISIBQPGUOfsf7iet9jnrqhCPxN5dI9gxSuTPZHcLPyZ7WElQRXcj8k/KbBLS0oDr0TxcWKydPtmGbCns2hN8PpniuMmGC8CE8XYmlcnmeBoDb2vxoB0ikUMYovX1ZeoX8+Gjx85+BhUOgUMmeyO+x8XWb/XNcD1MTjnC9Go8WzHoTgiqTNj7RENvzZcOZcg0Wcykc2warUT119mvsxw+YpISAZP73TZT7nACqzt60KxUHecnfw4J+8j7KtalRFLEk9x7WJbMIAYlW3RW+AU2IZlpVCiU1jN8SYr+MJbmo6cdVSewjqyCZ7zJiJLVDN4KQjboGFenxJeHHujXR365JiB4inPhLJHyz7m+yaSqEq9D5eT5bOWFQFRyaGO0q+IvvbwRBAA70jNCpB8/uW0ZrfnY7oDu7V1nfBPjTJ5+AXSeQYgQfuECOBzDmVMP/+YAHTNY8y37hN6X4aUNcW8hOO7KWSfaG+H75/Xw/VDIJisqwdBw6lbyLOwH4OfNuUk5Xgc2zffDGKC41Z9A9ep49YwL47qmxc4mpRgSnFZ2O5eXbn9GMGv17X29eHjPsjfHxWb9cjKukgO0hbbfloykHo2n82cv1uP8BcgKfP1EeuW1AEPyw7ubacORe5/rxhg4H7GuLn+JY8lgye3N0cWf/6Xfi/7Jw30PXIt+j26zGhvQP9akKqxP96CW3u/PrJPCnt5kPbsdWzQucITW7zPilMm+vfhP6/3iyenj0hEU95s5mupBpjC/jklcUxOgdWk7zkFp0ImA5mcXsFwwCyqPXidrKp5f5ghka69jxC5gkMaxiUq1GAQ9QQghnPJzoujTn2tyIk/e/tq2L7hHWhCytqh/+6+BWUNyn6lDIrxI8LzbfV+OScPFkgm7aeShCeycdwUx01XkoC2WySSnXKM1TfLNtVIKCF0vvvjoe9/52t6+zoTTZn6zDwRLtMwrl59I8VOBizv/cSBn8qQE4WUVYxf2QSmWCYSvf+IJNo7A9eUJ4zL0Le3ULNGn2PZBTMbO5e1IgCagKwBmYgdXln18reW+mVcFfun4uPFHHhcY12zPuOz31zn97wmfP5nUO/xPhMlHT1Xci7mOkfSJ3G9MPjZ3QYz7WWcim6sa9dob84chxxfVl51Xd9NIGLMx4hKlsZ1/B5ICPqHiqw2EVZKPMUTWzSCrrFpUQGIxP6Z448KuprZ/xPA/+iDP/3DP+b760QUcgHlfsruevYTy4jJhQnUcqlKzuvlTYbt1XD5aWL7YQeaYHYNsnFdxp69dzSJJmRjo302dJ0YJkEhMDFNsekIg/ujtDiSXsB5OsNID6MpAwfMpAqF/3lh8cjov1VD4GkouTCL0fx8Hg8OecBVNqJ/LLgyl4FchSDHRHSNNTOlVOJ+7To3C42bTb1YQqbAuKhvljCAbUh2/yQPD4/K7UqknHPn+2eP0jGUyMszugNn9NDvOZgJ3r755l3ZuDAII0NDpzzLFCgYAbyDl767iE9oUglgPZ/x9en+mVzgfoGVZlUMkIQDjhdLx6ucIsdRYnzpRHJN814OUzxmy26aUrL5cwpEFMc07wpayNItnosjLXWtPr3m//m5EOIKgaVz4sFQGn4AgItixhonX8pHBzOjHyUpnhVHBgq+vkGOAYjAekNXR6bJpS0nTAGYRrAKp8CwjunORwRVWE5MIyb3pw/0ycCjUbR9W8qPiQoZHmTye2V2BacsnZgrBC8pdCNEYtHPYuSdO2AuoyntCiZaIjDOEulzFtJCdoXDS+TC01H3bV5fLPf5MT1QkGtd7J3851igrJukY2FQkWM57XQfnt20hVpABGFRglOppHHet7l/ngXxUtiVV4qZWZYT6SGwQDdY8JatH81AzW4NOg07Ou6y4cdxw28en3GPYOtjtgxOvz02R9fQieB1Q95V2ojUq4nExeLqYrlhIIQ+0i2JrCQyhvQ8LAsTnMZt8TN9PJ41aFKDSLXhTCyWDLi6URY7PK8ZcmJM2OEOBhs2Vf3DqWsP4Pq74XL77mjT/UvzYCvqOK3g5vWH4QHEg0gfv5f+490DrG934BiIlrGwfYcdB2w/gDGAbfMGLeJwENn66dltxtjTlknbpho6KE5IkfGjyC3DCsRFwsebzgkqqiy5L2K9O5oNJ+fP0f/xmZRLy/l6342+2grl51gJCphB+toP5N5EWXtIu0tOspB8re1eEHt7Kc2zcB5ZXkuHmrLMwjnLxk7ujF1+NyDHRHsb7tBsbhPunzZfP0xGhQ04qZfUToa0AkHdM4vNgvPBfcX7K0fVjSvgVqbKPnB00u5bsthiLDDhTbymgpzuI7t24+ePsNs472kn5b1VBz3WD2WgwZseTmSjuXa35FtOpCsDuSjrjw7WszNZgpAZsKl2QpHXNSAmCNlft5DCV/pAjEms71iLsj/rj/XjHxTMgdWs9uEJgOTorEgk+hOR1Ktl3+vhgORNnghf4MlOe7Lbnu0bco7XcXHHsXyvypfgsKeMlVqS+v4O/7jj2TG3Okdnee7on5iHp4WYuoMlX1p0EXC6wbWvBRKNU7LEFAAy8CkeIC7VfiekP22wj/R7rgXffJnwtWUvgWt3esIsq/XiNASpOE2BnakzAEAiccwy7Cf71Oqtne4JqyQ3aEhOlaAW+jlQhDok9UwCZA7L//e3mec1dbufdng2fC2oYsP5Pte4zPAfPZCOuQVQaq0TIPyG1F9hM0XA3yukFGMYxly+H+nQmqzqKFadug/43qPTMp/e3+Mj49+RoVyTiZIrdsMJ+FS+erI1qwwHzgEl4LSOT7Kee4WJO9BsXaCjFn9rAXoZYd9kDxYmzSm/T/fqdCNKPR5+BKl42JAo5zuqcNpFF7jkFOi0NZ5SAukDpzmuSeqTDIh1S4oAD8I6hc8Cczz5jOtRcKoGSLlSppM/09d2ezjYTveZvqMH8iSfHZfYyyPGs+i4qvsWqOEsE6rO5D4+I4blfdO75+Pn/FLqt6r/eIvPsiJuNSw6OMWKob8ta2Vcmydj+J25knJzC30VQVgCE63Z6TrrJrlXmOj275GmwQIIRaqkrPQcyEDlac8AZ/lMVKpGxVEZ39RxlEsCtyU+CrjmdUL/EJBgtgTsH4rTPD3z6X7D2COzZo7Vu2eDc9I+VbQ8H38s0vX/J4dMoH+NgOhmsIss9E1V5hNg5imdScNCC4QBxFI7uQA7vMQDTSD7xPbTA/PasX9/ycUHA9oe/D0HYDsgbw02Bd/kivu24dIH9tGiadbAMZsHpwq/Vy0PPwJR+JjNycDnU2AhDmtPwTFbxuwpUBVoUj08mMygIDMyfq4IcMRm0aAZSO6UWKTbNzfC2t2FIINbPTipuDk8OxCKfvdSXVh0UHx41t870wa6rioTi4zabsvBmQa9e03kvHTMa8P+2TsY65vAuuLb1ysej463K3lDLZVQpW9gUJKB1mNGE7L4mUEMfkavhXAIo4nVaxlIBoBD0O8uKK6/HcEz4oiE/Uv3pifMBL95xozIy/42T0ii1chszY+XsAcH2beO3/70gm0beAQX7TRgHw33++Zk/MHpqq+6giWGLKXIDqNspvZwwfK6CeziPLnX645rP3DthyOBTTDi9dpGcsBd2sgO6/toeAy3Ynt3pT81AtyPjiGGXbsHf9j1mcaZQ6YgU1Zpd93wVChUJIIYfMnvp4EtwPGpAZ9WeXwiuDPIgxSkp+zss8EjLvwoS07OwQgusP3wYEoY6rKzoZm4MghHavvd7mvgpzvkfkAeOzAn7PML7NIxXjbnQ8sySlsGkngW9kvwXI3N92B/W0ELSA3gl/GahvZ6ru9YsqKUyQVqz1RSGaZBdFSUzlKyPNrbcAOaKOInBwDgfiqlccVRNSDXDg9StOQ11BGfj8MRCSy3ynLc01oKmUgqh5D/6fjy8wy0ZCmfpaMi5ZyJxDwFpXwNndbMMd3YU3dxj+7oRQbhfL4mtp/aCXW9/UQOLHIAKY7NMKThLht+EMN/qb/Ad5c7pjlf5FUPHNbwOja8jg2/vb9gnw3f9g1jKt527757f90crXVved/eaMgHyTsEy9JrLK0uhumHAYYyf/WzOlYAvnLjfuRYEPk9Yx6eS6Ns0pCs57EMGqZhIwievQkxtwssUeWBvhoTdjjiyek81nrT3dBfD5h4d1I6FT5v0+2Mi6atoAMnmhBHxg60bwf6796Ax74M/de7B1enATYhvfua+O4LbOvAbYNdN0dTlQ7kFs+QATOuMTPIznJ4ZDk8AGQzjNDxq0njWtd4mgcL7+3U4VzgCFteexiUBmhJDomZB6lmScw81jMwEOq0I4G+J8L/LYIANeqocLRCixLbu/OwzSNQybWjvPn6zUYeZX9zTdIJyeemkc2gRaL9/Jn1cO7ODr/Xy+9crl3++itkHynn7eWCee3YvnOzt93VEdARDJhDYBHdmB8glI7pVSN88uNoSaljmzeeTITSsZBTiHFOuRnOs1k4L0xAFRsuA/CsRto9qsKA9tvbht8iRWHaEXNXd9LZ2KQEW6yFrq6y3Dy5wlLCivyhrM39ExUEI/iU++vM7tM1OOwPaenkMilqUdnyTMeUqJNybR0GvYdDaf5+vzdHDyogFzkHovZ1v1WRkVKADTUdnYbsoM3GcOOCRPHq7ihIVpwAwImPmXu9BvnSzjHfk0RRxV7DBNox8lxQYLaFLj8Fc0ak5mmLNG8wdNL9HNMAlswmmFdxG4NAiAGIzXJ/53F3upKw57rTR0nwxlY0ED8LeGKcshkA5rX7s1xbrJ9YB4Wrz5PTeLceJ1FOzasgsmN1rYiYnix5F0gtc5zzMgEzc/sBWAEEY4DIkzDWBGiKxxfF268Fj18Cx8tCrvVvpav7ALZvAL4uf5ToUSUfbaxX7lVT51gE5xBI8MR6jroB1l48BSkiMOKbEFkRlTpqLt+Z+9RtR6TM7q+Gyw9HXm5uiuNFc07TPjytC58/DAJsngIRoZfbo2GaruBNVJulLiy2/XPQyQzY2sR32x23vuO7fsemAxc90LCa/9LvHlC0CFcOKC564DE7DlO8HhuOod5bYCom5mqw7Hwxq6fDoV7VoI66VDiifNlIEn+nvQxv+ErkZ7yvO2Cv7i/rYVkRwGaZK5njftXWBz4Fspc+7R6VCbftgMCRc00nHpcr5oAnJoKHUiF5P7l88n7iuqwsDFlOoBn3sO4z9Lejy60rjs/d9yK5SxMtajGHUt639C3a6+Fr/3WHjAEEot1eLrBLx/HdBcetYbwIDm25R9k86zlE4ntm2S65BuGyeV6B4xbvh785bqFPzAON/asn3MdFXW5G5Vs25+Jxsh9k+QMhrzoUOib20rNkXH2fNXAfSoybP8vs+BCMwmrkcdGo7ETq9Zr4ofygrbQQr2df9xSIpt2ePSsEfR5Oy5QB7gkplQT+Xa8SGJ83zKYejI1x4FxAgHlh8NrOuoNz9kQZ2e5LL5zvcUa1mI9x6i5IRiBN4Am04gcSbQ8gqYiayUo+w+1OABCJClnOKcornwmSY7L+EGu8wdM79ElKIDiDt6HHZUQQOwBaM6radHc/komMnzv+pEHXkyMYDbPeZTtplJf3MyOYRjdOC9GbinjZ99gUbdh5A5wCBiXIGxlMBB/fVOfiaxroP0gGyYCFUhzm5Q5dZ/LRLGRTrt3zIbGhiEB8b9On4ZZZtnRILJUygzk8iY/B+w1BQ1U5jlIM2hJw1WGYmEDXnJvlNGMFgXeLcpqnDRjjyiyoHtOVcmx01XDG6EiGUWCHdwg92vTScDOoTqg4ioMB2DG9Q3AiQ4lyDUdpafj1Iny7rfur7zNrJCH8mCVrbwdMgkg/18gS2kLUJY3psq5OgRyWZE0fOxzePXKoJdqvcjWS/4dI4LVHlkO6UN2I8lkPuktsBCenn9kYa6oAU7GXJAD5W7tMPApHLhMFSfdAT84CtWkI7siFwM01zfGsa746IXVN8teTURZGmi4ERzX0mWHNMR5R4lU4CeuRnC80Qhnw4fefN2g1KFnmjECYmHlp2z6gP3yFvXkgBtMgrTkR95glUMTHFQI1ItHhlCctEh+tZCapYN/dC3DuAF3HNp5Tg7O2jfIHhFE8i7Kjk8vS7eJAyX2HtebE4109aPOsaAyJ4OU984U8VRXpekK7Pv1+eg4unrKegDI93GJWfvhRyicrBnNZc7+P2/J5XTJDyeBZ8v1Qh49VPtv2VbqT3EVRebH0mj/zMRRv0Yzu63FB14FpWpCtHW/Hhn0qHkfDMRqOo3nTLDbVC0cg7zWCOSeeViM6pzw/gzZFlpAu4hlVRiOwPSw5purYnOYM+FmDIoMQyw9cc8GAjFkak2noqeT4V+NvGd7hjD8GOudlevKk/e7ulS3XHs8d+zuSay63HQ00sQJH6SjP0FnfIujKY/gedRRrAy4boAr7dMN82TA+bzheegaS6hhlIpJUKXWcZ1mvnIeYmzrmp8BUnPN0yPr+QnoBSeOQtk5RjJWC5XQ/4p8/2Uk4r5/8OTvoi/fN506IOD3gaNoJL9V6QkPRecpEQA1e0agueuR8zTIO/DyIPHckVnsbkG93T66NeLim0HAisuM2l1c9v+EdKhFw2yOdApP1OTEkRzURICE3tdhzH8kjt0UkXxmszERhoMFDyKbcnLPQCQDOlTgB0jjIXDbOu+va00+RnzCckJsGBkkdccamWJ7Uo34r91rmN1EqTWDMFOT1LBecKSDgvqhgC1vo5rI+3D+wCupOFP/Jmbc1v9mdm/bUHhQqDwb53FFylHWgeO8zdfJs/hwMdLh9sWQp71EM655zjpc9ASDsUSmIzVA38blFMxDzGUEf2ibpWHIthoPolX3+dy/SKfPBJHRBha4/SlYO+Jiuv52b8lnMaXFczTxwGrrTh8aQUPFnuVVllSCSxTj1R851VO2QFI60ldbYpq5WczQl3gcRwaSf+WckAk3zCowXw3hZYBJS9DTq1Eq/tjOYOVOf5jX4fC10Np7WI/z8GYyEP9s7fzHW2Ap4Wq5z59GU9Xuea5lTvA4TV21fi9RtUkkdmNzrNYk21zMJ4Guq3h7X+TCITJioI7mx7qsGW00tgkl26n3iDalHNM860KPhaMNcdAJoGNBMLm4yMLAS+xc9MJsknZNX68VqCb/C1wvXVAiN5vdrbU1F9Q3p2zDu4EkSJE0LLJLPDExL+VuZR4jTxzWduLYRTRjdh21Be3Vp3jB6RPwAfUbAx+feDg/+TNJThCiUUSouxAPIE6xos9xfGTA+VbPMsCEsE14+Pmv9AFhAqGiIxyRK+7ZD9uF2E6t+AEDVfwxY+1ty3eS5y749rRcs3bGCe/7s5JC1omMdzOJyoAWt5EJQxvmeaK1yjuL7J/DONIjGXt/CjmGg1BCgh5OI9HuMNXJKLsTzUcbNwiOa5ysyh3oWWOsua5U+Ciq9N1Hc3xsRWH8M4JiQ++P8fRHI1t1/bQZEV6gTvQ2BY7IC7bRFKDfmpqf1xeDxyVcElr7nuuN3uEmrSfr8TJRtSp86dCltBzY/HqFTRd6fA8iA6Rp7fxZj4pNDXwLyGYy1pWe8yiauE1SEyGdZcuDjyfHjTxp0NY2sxbYyTzSGaumjbyiDXalU7PwM3CRhZBKp8fil4O3XV3eO7y/5caJ4nNeGpWviPD2bwS4T7TbQ+sDWJjZdSurLdnfOVvUmKI/ZE+0KwJ3n4SjXfSzHeUbJGstiE5XE+7d4xthccniZCo1SIASKP4Ev6H29z+c3cLxKViCQB/pwA2ncBLOVbCzLVkII6WHAMaCP7gYGxDlLktfGN9Js5hkfCQOvOTcMlbvzUfZE1PJekzwbRTipB1m3PnDpA5fu2b6uM5Sxl5s8Zjs5QPcY47e94/Ho2Kd4YwcN1DSEoJgwvmQZIMG1IZFtmw3ARfD4RYc+DNdw2Nmh1QNVwNFa/v/UmTWyzhRK3MwWpagVwdMi2/ly2YN3dQU7jUjdaGrkToG/pyyHJW9Kop8nZhd8hWc5+zZw3Q58udxx0QNbrNN9enCVGWV2B50mOMJ4IQ/svreFuu0TujlVhraJ0RXDOgy6+GZDcSQyiQiLpLHAEthFKPF3A2K8ff3m+lzRSz9ofAMnjldfTAVRwcAqnozgmn3XCND8+S8AM8zNra7sbFsDswY31IfvDxwH0DtEFXbdPFjZ1M+vsjhoK8+VLcOcMmx2opcdgZW+kVgaKaKS5QtZQlEM4+o00SDqP+2Qx7HQXTztY/ffx8i1iWmQL588iHRTHF8uLke6prPLEkVrguOT82Eenw3jZmjXge1y4PPlgWs78NJdOJHDlQcNTEdWDw9c7M2bJwo5fyWDcqeAPF+LsZuBqpA5DJ6tcYHrluHBFf+9avWY03f1wdQ1a20TncXkVX/DaiAh4bhHUoAoBBM3jFvzG30cDT/hgmnf4doOfNnumCZ4TOemfjt6lAb7uB2H///ZciBNQP8m+f8MNE8k320m1hIF7M+Se8tw2hOJzhpYlDCgUcKxjvU36t+5t+0dgjXHm9uY+/VY47p4R8XJ6q18Lu7ZXCHk9dp9eKLgcUBeH5DHDvvhR0AFjfM2JuR6gf36F5hKXi9fONK9y72fEKc9i9c3zK/foF8+A9cL9v/mn+P43PH4RffOsFeXs0SzzL70MNejTKC9Gi4/WaDlJNC582T06w5odCN2Y1VOTooFV5SELKrdzYl2YlMt98fjmTTWNnUsUY0uaCG7oR1hOI8JmVuMQTxL2Flzeude6z5XXo4WKNY9ZK56cIPc5pTB/dXnbdxCA0eCjPZ1OrNErgtO9kzbozt8otSXsc91wACkTMCGpbM1+wqke/Cj+ffuD7/AvCFLnHMNAxIB1NYn+jbQu/Mwjwhu1iAsHXvVCVXnnLfpDXWETSyAdOYs1nPVe6kPw/bKzxWRlGXFP3NUUcXDTFbDqFBf1lxmecJWTraEz6cHGZmIJzUH1NE5NYhSnakMmiV6FRA2zwgn17o4q0RNYgU6sDpnEq8tgqGZDBiWpaIQtzXnBZgXw7xYOM3x+dIvgT4Bua3XgC0dYk1gZhg3YMCRibMjeHkN+l2DHi1ps9oe9nQg0Z/XZc7bMOjbQCJligOrPkkr8WKrY7OJAD1QZHcs6qKwLfzcM2VtJgsE0bnaufyOl6hoOwTXHyWQ/4CSHiXGMvnxhfYFra413j6u85x4U0co8Z7GrZ2pS/jZFrRMtJfj2vPSvLt2cKnnXofbHrm+fdOV4H2MtYYAmREU0FX1IyHblBx8HFcezZHsHrA3zA04buGPXiZIgTK7QLeYWgvEcNjelx/d7j5e1BFwl5UkYBXT7MBxU7eZPvt6PV5sOeeCLOllwm1eAIhzy2r4HuO6aMVo67Tdhcf+SXDc3Od9fB97IeaHdsF8eBB+XJeiOlGjIc4dQdlTDwWs933u/P7c91MoJvqPTu58fHfFvGgG1yjjfXwM88Ugnw/064Hr9cDWBnqbuPUjKZhqs1HAuVsBBzdpOHRspsXvTNOo2lM0nRgqaH0AaLBtPoFyzjZJBr3UufaZHKvjUhNltCszuDqXbKXsGDfn792/eCDfbgPtZeAXn17xadvxZ7ev6LICyqRMmGEz/7V8watsuH5+YO8d896Aw5GIlG/1HmenzbcSSs7fb1E5I2nrzQ7oxdGLehja6wyUnp+33WcmyVx/t3NCWQBM/5zOCczpwVbA9/r3nzGvnoyel+Yo0wnoMdFezdfHxff82FasRwPQUGM6p6RV6GgdgpnBv+UHMDFRq2m2nw5Hafeiv4DFXx0ywRGKZ7vCZZWvnbYJxuH2HoF+lWoA8PvKPR1rwzlPJe1qmDmitHtTZVZ76ADwWmwaizUW9swpmf9krzPms39uTt9IoEHo1/Z1Qn56hbw9MP/ut+s0W4fcbsDtCvl0gYm4XgEgjyU3EQkFwOcwK0SL/zBufdF3SsioY3q1xHOJvdAeDBSpuLyfGTQtvnLaGrZ6I3CuGQwuAWJWbKQPAWRSLgOtNTmK0H81CB5rwMr/a6C6NvDiGDn3te8hGaG/zNC/zZOv/nz8aZGuwEICSFnoLIXiIbGoejGsBAEbKJ9jx7aHQnsxAIesTuBRMu+lZ+KEu3WRNwOaG9GtTbQI+pFP9KIDXQe+9AcUhq/jzC/zDZcMKgBFplcEVz3qI3ATK3wjiZwej0btNCBRuVgGOj/LLPXMzA4AE+iMLtHB0bqyKs6zciodSt42LORDFW6ZWXInbW4SxoUveqJbIIGYHVa+J8tgF8DUs3+iht4GehvY1Me+Swm6iqHNeQriiBge4ojRI86R2d7qIMjZKanCmuVLXuLkhlMGZxhEoXFeIeq0XQ45GYW5jmkcUk/NdXGN52tigDo3HICAr4sHh4nwIFLIOJdY6A86RuGcMMvaIlnQZeLWXBkeccPTBJd24KXtqfTPFA6+XicRdiOErhpEJ3ofDhBoBqNTL1XTlLUdWS3yEf5ehI8tWyiN/A+ElTy/FU6DpGeJszPCwGm5VnY3DOU1blEW172kILP++wc3S2Qe4GXGvXk2twhtEwGRpEQn1JJZ2JLhjowNAwcLlWFYY5nJGHw8fufBjLV3352H8v5Y6C4V2NsdeOyw+x32eOTXWm/Ap9uTg+jPogBwhCsWimVuyIBTD3m5BW3FpR1Os/JEN3AEovpqB3Q0D+KnhRuDV5F1lBH1JMVhrrHIuvfyc1gGTwYXmYE27mkkmiHHGkANzp8ub4hAFaKUzE9QUU4px2NvEM1hkdS4H65qb21PI3tCgo6hzqXgo5sgilZ3yWSYG63+yiZsLGPWUjJM46/SdJwCe8+oMpZcnfbU2puJXD3mcoaBMKaK8CXigHvnaSHn++HEnDtOl3vhMaOK4m2HfHuDvb1h/vQ1vgxHy84B/fwZ8ovvVoWCTMhoi5NJ1jAnD/NxxN74DKiX3d1/1fH2a8X+eQUhPdhquR6XbHbDa1N3lJs4lRERXM8O3TvnD2Vdls9l0Ah4hxbN9Qu8l5EfHQbIDOeKQctEfaySv3QeAEj3N2aPz7eyh4gK4D8zKAh2ZMVG6tL4zEkvcw5inTDRVVG/qOuLIoPlh4GWTP5FPX/Xto7qZLl81nMgpoybqGUTraYGDHKmhjxPFWLBw5d/ykRB3qOUoGKxT+ocJ8qM+4triYncee62nvdb7zkmXqSMUZVLYTdrIuRr0NVOiRqp6wLFfmMypdpZ1N2hh60BxiSCYTkpDPIFApvPmPLES5uQiQLuhwwAxPcjWGTN8hUKb05kZUhCh9jw4LhBPkYlcd3F8zkYhOs7+iAMYN6RjVEU677Jh7nOSZ3gQT+/31YmO/T+U1VKTN4KasUzi6xz5j6Z4qXzp+RXlLNv/gzjGkHDA5ivMb5MSD+h8AySgd/6fj13Op/FduF9svwz6VQMSKoMJh3wtB7pQ3RJqpc8N6lP6hAxSZLoV3d9cy0G6jNRuCMCQgAE7hhlQh0xBgSEBNKN9+GViAgf1RaKi+MRe4Y+0LgIjk/iwajdYA8PaDnimDaTB2FtOz9X5VEE5ITcM4tgmCx0H7DK2F0eiychNg/qcu44rgxETQYHeLliC51+gER5ZXCYawfIxJABHrweksEYeZlAXzLi3f5qhrZNXC4OOmnqvsolDBT2mFAxNJkYpic6gZaGlka+XLLqlNV73qw0xI3OpZsmb4rPKu+fO32ZMiWUUx8dJ3kuicL0psbAvHpSSLpB28ClDbx8QKEwYkM+Zsc+G36rA7s2bNtIyhu/XU16juStFYv8tEBa+BpMXm2SgC6W4s8mocvUaWYGda+kPJNqx3ENhTnvTWqx5DSAVQ2nXv3zskXzOV2gk7DBZqBRuW5X1UwVAHy00D21mnHina7Mv9VjWlBRTcyQTytQsuSZydJRp4BrznsB89AwqrKRttN5G6ePknrenv5GDuThqOSzwff+HKc1F6erwUUTC5BP2EFhewGA7Afs/oDd2RHXg4LYLsgGh2Ypo2V4vGiKhniPvX9Ekn6fbj8CrvcvLWyw2A7VZqm6hkAKBl6p6wQpY1Ys0NJvoC2xxtPXsDzNhetLBwE8Nyr8o47Uv0+L6SOfZJ7toJyHEtOU0rzuo+NPzunaXoF2KQoXbggCwLhZIk/RDdInIC6Mab/5F3zg5wjeMPVMArlNnPfJuY3wJomscAWqOF4iY76ZC6XhoyViqQy+bI4Y/NIf6DKwiQeqrrqfFMJVB17HhrfR8Qg459c28BNu2NFhh6yMigVCKYKgdDSZEYaZl6Z2d6bbXVIIyIyuwBNJlj/DqtGDxpoPz+yxv5oLv+MWWeVHjCVLpthoDAiFHcJkurAG3AiYF8Gufk8jOLW8m6cbemLehODEyzbLYtR1nnmZwGb4/OUNny47vrves3sluXL1acWyZPkI1CubnjGwkRuQ10Tu7zzoSK7FGNll819aB+6/3JwT5uqBuBWcPQtdtZnZ5DQG6RhgGR+zGHTPz1LLQiAWwiSE58SpuQ0YRMlyvmW4csC3UOy3vuPaDjxmg5qtBlpPFoSPueDaDlx6x333jqI2FMm9BUDVO7ED8JJGg2d0cn4DjWJrjNmURQNh0++WCvqcLXThxI6H208H9PWAbZ4pnU2z624uiTjVbFhKEUjOQjbeeleOy+GO7t5jo7zwoFDyJ+oyvsh9AzO0rUGO74PDUd9xOerw8iZMgZkuxA8XJJ22nyvPwFLkRArObWUwGWSo/ERJHK8+Vsf3N8iXqyMU5kyBqV/vkPsO/N0PmG936O0KuV6BFy+VthaN7sROzQisC4ZqErD/vuCviqHLxMtlh8JwjcD/T8fFebGLBWHFiJlXO2Xsc46zU7Cvm7n5AktZsjnSw3k9JasZeF6ZBa3Ot2NNzE0hfc1N3RqnIO4TwpBz5IaDZNLGg9HmHb6bQbsHpDWCN5c28MvbKy564FPfcZji23FBk4lrP2J5SCZi9r1hBJer0wlI7rfZkd1smSBjAywp8oFNAFMnNABdA1Vky1GtMpIG+AcILsq3GlgS8vOGU/scK04+sGi2RAQiy2aJUmIZT84RA74lcJ7G/dVLxP0zAzYGGHQFAOkd0li3G2hto+MRa6e5fpzAQva0toJzZS1Qf3kpalRHpFOOQH5SFj3pvFgzbDzi+7c7uu7qPxDDjDJnoFRRRAAzqygApwdQgV18sBMxF3qKJXlEz3nSNc5HxFoEaebWFnLw6s+W8xYBZOd0LXpQls7pd9eBLj8BMGmjdY8CyelqRCL42jsuvo/07gEi6yGLmyfC2AwESQFQ1qNK+s+AI7JsCrwzLfD4pXu/7ftL7OFf5fqGAvtnxXEVn4dAJOl1oDV35cdUp6gDMgHcmyeDm65mWr27c7xPgR0eWZ5hj1nICe90j0zi6i6Y0/n7JjlwCx8kKzbIo32SR7EPqz3R1eUMbo7UvXNcZgMTQ0zUSJETXDtrLwd3PXXWk+PNEsl0NOj9CVznArAbgQEzmxHJcA7DiH/l/uBaZxXVuTnU0pHU1zgAHX0FXDcD1CAtaAYQNgnHKgNE/owzuphjivt5G9xmCJmQSZVIWrW7x3MJEvEAIwfLf59qq5kc7b9AAgKx56ZgQpeT1gTpyVEUHx4kyjLYkH1u3ldPPz5PeyIQSkkHEbaVGFaF2SbQDFgiE1+ZAKtO6optreRxjxNTDj3JyOSJnpb5BsCvDdV0xCXox+bFOUVn7gk22bUAjghIkaKYoWdDB/BeP0qwT4M+jvUMjU2UJQKxHKOQM5yjSESwMSUskpr7oh+pAaP9U0GSdt9myjUtrovTLiAQKBIEVv2aErAxoay0DJK5/yFYHOy27LkYB2+C5YnYlZCwxe0f62D/rGl7E03GoFeVJ7rHeHN9RbWTjdDTtEu7Ak0xrw1ihiPQzuPiP8eNiHR4sPkysW0D123H58vDk1oBDrm0gasOvLTdfWwYNt1xw6L62S36pUBxjwo+NiftOnCB4GVz//H1sWHOwttBiqbo/ZFgomMF22DBqb7TDo39T277mGt7RFVIVKm0e9haI2L/MffHJ8N8mbh+euB6OXBtB7o4dcJVd1z1yGdj4NV7yMyP/Vog/cPT3hO3Y7KpYHnfEy8W9IEVbc4PhXypdjlR+YIM8I/4fW6e8JmHhn3eIBcPtFpX7F82zGjORZ8WU+J7hscvGt5+GRUFV+Qe669OT0Kue8BKQNFPkxXA6vshm3vf3XfcvllUN4eMuTbg2t4nLMOXq2j/9KsqSIc+vJbkELcgQVmhWxewChnEhliOvSfqPWk/Nkeyu4/s9vP+QIBY3P9xmbFkAP/PQ6MhOa/HKktWrDAhbt2psPDlE/Df+guQgxSgXRscunU99S3GvZwfgGmDmAK3vvzqtP1krb3mk3aq8Ii1JGJJe0e55LqPsjzWZ9jj46qu0gOJrbtT6aV+KfZCDcBnTI0BezVkBazFM8U6WCdwnWOXNR4WABLaKHxmf06CS2jjlDXQJPfMzx1/ck5XNm6YQCrRRFN2D7rKlaXN0wft6aBQOiL94zyfLiCDiS0DuUpkRjhZ0s8KsQYT3Ldzw5pl2JXYu2HNepYIQAM5eEGfE/fuSuGtDxx7CyTtGoDMLhs8cq8ruGA9DDkR57st6AmJbCf5BU9ZOzHGDv0qXDsiaXzR8M+gCg370n2SilpsrUlHCcY5D3d2GfSomVn6xXNbwqgGOunsWjOgT1z7wOfLAy9R8k5E8c8dDGiLdGgopp89qnFKSzCF1PoYgwjWzUvMLnI2WIimLAJofdkyGHj6W4HVJzLpORgRX/gwLsh7pnEw1mvlXsvgZfzCddtlRvbXT96F2WTLrLC/P4F2hAEUATeuNVuYNBEkD5Hq9ECommeSc73FDXUGMvw8DBAlqlXPc+DUD7YQvPcBvR8xtOr7gMHtGBvnFIr19oQ0qUEByWjT+oyE05ElfaVEAJF4mREc8MsJ0MLZaHIq+avKZ50/kicZ4Ch/M3hnw2LsUikxsOtNN1bgItEog88h6zrT0vmwizvYbGYxL3YaG5h5oKrHHuodcrs6RQKRvsz6kqOKSu2DcrSPDq4tR1OPk2F5Hx1vzeXiQmbROHDneYpkozsYTjIJCHRJ9+eYQDo2XkZlsL1UAoQxmkZVDVwBSW6fficbEIIyozh1gFcQxBh5sAsgJ8QpwKbw9aLIRK5EQuRTf6zSsonco1sbKQ8OMezalkFhAPk260JKBF3eL5ZsOP3YSgzIQtM8IziInkmHfKxxPH1OKFqJkMIS/L/vSPqV5cScXPR0BMorA64ca+5ZFd9HveV69u9QCen6PSo48JT4+mOO6pABAPm/asCVARlWljyj+rmvkgsrgiQWjpt1S131TFVAWXdC/hNxmPsxZuMjtSkAKQYqwgPD1wR5tRZf2roXiAVyAqs5XZxzthV0qMdCrD79P5CJMl2/5Lh1XlNhezQ42lfDCiCcK8NCN5RrAfBqDBrusa7dwfEPjECApU6I52AweHZH4EgmSWLdPw1lb/NUjbOPhmMquk6MNjGaYUTwj6XyOU+x9qbVeYWj1sOWMnPU2HM5K5qcSy2fS/ZA+TIx54Rs5gmbpiGf6BiEXXdaV0/nMZQmKktPJ0pKl77KNcv/nz4fVB/CvW55/VX6JykLTobGmuHcN1w3OTHUCc3cN1BbwXxgJYMpljTWXYuQRfhbsy171ROdvh7UBBhnuZ7yPe3Z3CiuzyaKjb/+7FRTS7emLVj0KXXKiXudDuLE4srkEIRNSjT0kqkevMi54H2HQ+lfDhlZHdDa8T0DMWutcc4q+vnd8bwsaduQUgGIhBbpk9aami3uSZGyyQL9ZCLh/wlONAuY6UgvdPzMJi7GqKQsPcnfV/XL0rEeVbLUtWlrx/o0BYwJpB4BjjvW2i9yb63ntWZ8Tuwc4D6Nl+W6ou1s5naHjHjEBhjXJW2VoushWH4Frxv3PjeCHTw53d4F6Uqyz8wrnMr68kcwR8AV23CG7l9JGUngk/8/ZD+p5JoDmloAmy7tSJtok4EmHoz1wOuBaYrdvKn1ohWQqJ5ag+mfHzj0gwGe8AQvg+ic4yIPPfiDpEdLcMux1oAanAapATN0Y/L413kAPNC8MdB8ZK8NlZmgIiJ6FcNp3kROftsfPDjXcprKSIwsG0EGwuaWk85+9luXzpK1jvkjfN+WLOwKm+ol5pfmCNdtrSP6pL4vnJ7p+Bxo/BugD6B1n4/55hehrZH3Uvg6Od4ZC5lrrkhRQrqrwYasTM6cAqNPgULEM0awLg+WwOu6n+UXxtdP+us8PenHNKewmmnzLX2iI5J/FhSZ4efUCowEbpWJIt0G58oi2CkT0LZkqG0N87bh/mc3B9CwGdg9xoV+TtiPk/bPszxXwLDsmnc81ij6NsaX8obyKquSbMa5ZN1DXfJcuxpJw7Dx/Pwf2EJZBfXBvinyOO1f1ZhnOc151S95H6EfBbb0DT/3fG6secq//8zxpw26KnB88k03i8OhvMMGVHIVR46dT+ENDDwb551a1cu9H+pZqt0zVvIctDRuUAteNluOz2ZoQTEAIDn3AEDHhk0mdpuBdD0yI9dkZnBhk44DltQEC5ULdy4mViAIKJJlCQeiuaTRKGbQwJ/BOjx7FIjU9hZopgPQiQwC8rqzrU25FoJl0yjnWcESRgxIZ8nKMrj0wAoEIwSESI4zEVb9NeaO16ZBEGVVugvGrvh23zDNUSXkhKQS7uqcagAioxnZQLGkcjg1uhALo8aReu8cishmtweQZYDFUcjx2tZ3zYA2zwYvvzO7w9mFfGIsdwxOkyw/Lo7Jc1xiziLhpzgn3Dhfi/eeBiB8LtmUE4Lgd7Qcj8/9ji/tjms7MMzRwROCz+2Bq+74s+0rvmtv2K1hQPDP29/Dv5BfZiD7rV2wA44yj3E4stGWC/WxGaZOHNCVibey5+DjOF4k3qdzTOPEx82TBwL94t+//6K54xfjnM59GIP68Awigz1zE6AvBVANwiWCl3Eta0nn2CZKJPdNyVKZuXGBOG8NYsWxuActjVzrCgsHJpEeI9Ae09fIvHbs321uFF/8gW0nCm1lOt1WjxuP0jqiRnQPi7xJ0iQASNQv6S6sKezSgb//Z2j/xq8xL301zooKgVzfFXFE5cl9wh81XK4HXi67o6ubo6sveuDPLz/iKgduukNlBkqh49vtgvvsuLSB37694G/7JzzuG8ausEMTLc1EUgYbI3A0mkE2YFgEhGJPj92TJXoAR3QcJk/iMq5dTvW3KJ95IrRvsY89+ErhEDrWkMifzMSX4BeNW5YQyuZohTkFTl9k2bFW1fDS9mwccZ8dv5WXRLmKNE80SltcdVb2QVxH1BEuGQQwJK9Q/7bKYTHW3K1gWGTTYw+txk5lnSaFyFlo6Sxrfa6/ky6jlr0CyDIb2UcaXQAcgaQhOzjQWIbR4mjyDWARJPQ9G9cZE9g6+l/8ufMUB7WAPXbfe3/115CXG7r8Gea1w/oVGmW3Ys67pI+Jy7/8EfJ6hz12YNtgx4C8vuH6lz9i++2G/vYJj+8cpXF8pkEsOaZ01PpXw+VHRxv015njJIcj2pehasthC542DUoZIpZbVDVwbNkldlz0lABpSTdUlY0tbi0GrYi+S6N4nZslkSjI75NjkPcBjAjOmwL60rLEOm2O6fdey1kXAqt4LgIQ8ZrGdCAqmbQ9IkjVHoL+DdHcYjoKjo8azz5vPkZHvI7LslvysI9/l+FO9Ayb8rR+4fuX5bBbG57UFEMnB/NUqHrgFbtA78W5lbAv2fSOb9e/awQAeySdiAAZvqdG4TwzJgjhHO6frg/cunMkThPMvfufw+acm0HMkbWIeRT1NcDGgJkgV8HxqeWczS54fFHMDdg/L0QoDEndBfEO4I3nqXy6RSey4SOR2qshGFZAEsVWIuVA8MjN7qi66gDjWAGqpaSQSRFsMym+ZAosuPIBJPcuG7v6GkDIUQM2uJN6+PrThyNh+1s7VRGwaVy7L92r5LlGBKW4kGKtMpie68CWPZTJrtDl+XnuHZ475PTsS3d7PwXXXbTFt28LLb9QFG4vjL4CaHpYNP0LWa3BdV2CE36dEsgIWU2UeSJV+3K6fRBiTUTQfm5OhUAQSCLJYp1wnBJpfbLfwsaKyggiLyVsRod5l+ec7oel/ggUOdFtdW4gQDZcqz6EoBqTLqMCLJBcxs/2eXQ7n1skdihfeS4DEpXN9Rtrf3ZP3C/+de7PkBPTy5Iny9k/CApRPs6O9DmzYmP63LaCDHS56tVfAE7JGZNSFca1FjzBtLTnJtE8jIMUtnUk046HYn90PLYD8yrYhA20Bj53ryht4nyu/Lmq0zB9mxcMc1m7Wwukq+IwxT5bVpjeR8++FMfeMPe2Aq61ektwqjJ9vuf2CAQr+5lwjqotpZRra5xEFpcy181tO3DrR1YZHsHZw6qvPYLH99lxmOJtOL8/GyznGpkIyjmut5BfYUPUZsv6cB+cFHTOab9Qh9xzx4vGenPZ2T5I6HEt+Lqykw7dv78AuES1nr/nQdO1x07VjS36+VyeYgtX4LhK0jFNAMIGkWZLtEt+Ze3LWOvtPmNNhmzqWD5bTG6d57Q70kY5+wMWFQLjEtUwQeNRk6mZPE7EJoodHX/nM9LWqPGo8n/A9zZBQ6ck39O0MPlZ56dWysy2eF7Hp45xUTy+V6efucUav/tcXX70MXPQBbAaQlOQhL1+ShJiAQni/7Mx2RdyIGxcs5l+s1eTwavKgUUjAMnvrsQP0sda1w2bgaCLp2aVEIGhJGlZBTzXOpK0M2K+dY1/rq+iZ+gfnZCyK+Re9DpO5z3ZKR8cf9pGWoIkwU9OG/OJyGx12VzGLwGBxHMszowO0TjUSwbYWGQsoSRWjNti3LDByCr78Iy5PKEpWM5+iCukBs8wMMhKJUHyb2ao3pXHV6Ve7yde/W2XAL6BLbK+4oi1CVfCFknpmHNC7E8o6bkU7ikD+xQo8gDQWJn1uL/M7FBB98j+HkXwASuggUB3TBf2OoAWVSFDLDdt7CsPvEap7L47v+O9uyXcIuCtfZWVeIZz8eV+eIQTR6JrZvXySOMeWVZzmpsPxosGBW2hEh8HEWN+UlnjNw3K7HA59/NhWEo3A8dh+J8MvaIEaqk8+UJP5ULlmbZIBDDQs6sr9pf2wFUP/Lr/hF/3nzDNeZN+Gjf8dn/BYzbs0dBnRKkk75FJDpa+IPbuvEyISfAmme+/QzCvFsYhcr16hg2nfTrjmQnUGjf/WyZJ9oW0cuNxnjKhGRiK9VjXqD05PDHw56Bi3PNHuRAJobuCVvKOeBuI2NOwlREjStUkrymAlyE+RnSXHJCuqUCZzYt4tZcwE5kYawO65BN54+RBXhZbaL4ova08OdbUy98vG2zTpG2oPE6Znfxoq8l5jCAIHlevBOjiCOurHvjS3vBJHykbAQANeLMNuzX85vEZCsPr7qUsd2z+qRZBjzAo7VBXklR0UreTG7fSJNBygnkgy3bsISXoahmg1Sgpm6WLO8vPZdrq/h3rhSWT+dnhDQoAooGRc0fu8dYsdZUP3VkIdBnoAkcEBy3NMRveTEJ3xHco1wznSdF4KyoMqiHojg4yiMIRe7e+SxZfhF3JkTqTBtE7ZA5lEWVc2UsLgVX2UAYT3Llbe6/AdUB98iQsaVxBFvqJ54rvWm9ePmWBIj0GgG+wx47x01foGJC376Nj/XR0YTiM2w9v0LcD+M0PyXklvQMWQYQfv6G9dVxumwdlWgsbpRhtEmtsesD19pvhNBcPT7yRGiURGwx8PSFjMnGVzi4yWCrh1BLZfXIWJMRflE0j53Am6gPTfJ6IfmCAfJ71ffLlGxKhVHVYIrAaMBFly4DPUdF5p+eS+lP04unVFcRKCtARdO58mRZNV8XnxcrX4A6Bl/D7Pc0mGBvHWZZ+tPIl1L+HYfWB4GMisgXClQFYBKJkm4pdG/Y2A5FYroU1R47GfH9+2mYM4CASOhL3anZOILtD5idv0Yjm2g9sOvBNt3d2Z1Y39bCdiWjhRxhIiD27EHH+/+PFE4L7dzH/sd4hgDZvWE2EWNpZowxztXNLcNXn7wPjiPdddXA05qB9dtbn8u67uY5b3NBwOQLz0lcpiKIJJn7LnmoxL5HkS3svXtvuVRWTQIQWiz7W2QQg6YTGbRF4kEjh+MMRzJSpp0KvaAQyit1eExukYHEu9giUDQc0NF00VLqv5Es9PLEbgWKN3OYDS45GWWBtUpXjrkgnFIiAeuhKfjATQxxX/qmiuLSsTw3dMWzth2oDR8CU8pP3k7o3gpEcn0pVY9QfNJvVxx1VRvG/tn5yrIq8TRtEcW4WOc+fT0oOVghq2MzcP5O2B1/rdzm28n788u+SQeyTPWpP9xq2QgZ0S2A0A6uhU80Edov7eV4vxVbN79QKMpPTGGSwmJRzQzCicTB9n65EuM5lJwKBBnWfeo/fm8xCy6YneoHH7HiM5sFK8+uwMfE5sL1uziDLdavzG/dMGyqf80l1pR9cAnk6DHMUeS3er2RrIxGu3gtmwRbv020/Bl0roMhMshGYzJUIkEKRoASYzRUP0EiIpY0xzJNYXFKx34Wyvq2/pe1R0IcnJKIh9/246RkZyDFm4DFsOiYK1563pZOGLPQn6R9NMqidqcpYv/THn20IPWb2F0igAu1Q4YMhZec50sNzx/dANL4kPYsFjUh+Vj05DIlg3oxGbCWwmkjjGLPs2VKGc40xlv4v8vE5DpBf45qN9clm29QzpCgghdT+4kHjI6hRTA36EGxf13fqLT3LPxR5bmWuEwnPSlfgBPbJ76POHd8IuyvRoQCmU2KdAHVPR+annpNm+QHLMa+cwOnbPgVIub/fUVEA6znKOd+h5wQnHXmyUX7m+JM30vKGE8vQTiVn/jdT34wTbtiBgR6J5kviKDubitmnc7qKAqKY6qjZCcvgjQKZkXASZyRJvvP4COwQ7I8OM8lGMNMEUwS7KeaUQDhMHH4RYAK7+GcZ4JqQVA5AzI+YK90STOKDV0TJ6WB0vntAq02sRiOGRY+gkjwynulegpYCFLrQfIv3JDQDlcohzkXIBi2xeHSUxRSZqsrZloJwLPQDuZrGTU4LUPdwHvt0JyT3nqNFOGaOILYcb6LdjuAoa1Gq0aIhj+rE3KYLcArGBs9M0lFMQeaCLQN3aUBUIVYULhVJNXyrs2AAmw1kdiZ21IkE3NbXBP4Mh+gKyEgooZhbFTfqWSnLwGCSVkfJqGfjgqTcBPts+Dou0AiAXfXANSAunwLp+l17w/f65nQKpvhFe8WvL1+TV/faBn6jLvjmdHTe1gaGuFFgbUIvI9ahv8e17YgHP+8p4xljBaPhEGuilIuIAavRhL/fInDvzkMI8aRrKgo5NQHSKRQs3s00JICzoQAq5vfvE63Dco/FV1z2llk0LJonVMjpHHGvnhHeQoBvjvbjmqPR/cQFw+ALM8jO4bWUmcD3ev/p4QivTyXzrJJce9gUYp71TN7EJnE+JGItrxsGE0vMvOOpYNKYNZePBpd9XQdemgdav40r9tnxqd3R4BzYDTNQCh4NUZl42fYYInHu6wjsG4OuRCMcmrKc852lpPw8sJAgIY8WF9paGmxKwfVQDZd0jHWthbpWaVgTuQ/A9+gA9OHcjPIQjIfCwiBjWfOYmpUTPx43HwMY7rPjbWzYR8PrsWGfisfRwnHwhGJyyyUqK/QaHYOYD+eGdB3Q7ob28Lnt7EzM0j8acgxiEulaStSz0RuzvE/rOQ2enJO1dkywulCHUWZb0OwUtOriSXIk9okGgXMTpcEZdFVgSsP4vAG/umUQkc6DDEP/NiBjOjd0ExyfN+c7/tRg3Xm1IIL7rx0O0b9972s/UOwe4Fxrav+sbrh+Dp66p3Iv6nOWb7W7YXsN1HBwZ+pjZoBkXNT5vV4M48WzexK6a9z83o7gNx6bZaCXY1tfFyrChYHLIn+WNrzc+IRip4wagNiMaxrGzdBejjz5mILjO8W4RaPMcOpkAPbNjfx9CnSI2xwH0N58AT0+RxnhiwVHPzOY8AQdkwnpTMhJLxCB2d8cuVcrCSiXUlYZYLeG/ZNiXAX3X7pzMS71/MhEe3sLyoThe/O4GebVoJeB1kfSCDDxwcaXWxsZJGCDz2mCTRt6C2qCbXoX+S+eeGyBumfn5Z87GDg/rycUHVM+LP5s8unAl9sdn7YHLm04nUu7YHSFMgAcgR7yUXrfg0Cf7eviROzIAdhbvY43CZoXYFxtoXqm71E5/Ly0F/VYdihM3VYnrcZTUAotdNN0ZzSTEhZrsyJm84tluTQAWzh74tVNqDqi2Gy59pWI7JB7owSLEfb05s9qm8V+sUSYUcazYawjjHyO9dCyfm0BEIITkpzIz/pGVMv7hvaYp3vPgOtYusp57hoQvPd0cr0KY2bDNO8KbpG8AtgzAojrB4+sWUkammBeiks4qx0VMrF5yb/1hpOzyj36XO3ApIxyvRj63VJu9XvYUHvYOLsb/Kdgj5xtN+qPVtBOJvBqHo6bCthAK783Rq4rKTJHarIVvlaMyWsgAR3rmdb6kSNUKYOZ9Knm8veqecr1uPZ4yImYt3b39UW5mvq90Ixlcx/aSSW4a4frQ+cLLzddZIpFmdz+2bmzdQ/+y6xE8ZscVwUkypJDf4h5zwvu6QqAYJXa7ALpEfQgim6shqLk//ehdc7RZX++OO1S0A0ozKulrOGwhsP01Mj6mIF4PToeBzMm6++VTiDHXtb4aXCLth3JQ53PFfZIlmEX+eI6cekhb3zG+XBe/2sbuLYDX7Y7rhFgJr3bNMUxm8cXMoDswJcxNIAsSH8m47VinkiK4LyaB165Dmag9I/PXH8tg/neJ8ZturkvGyd1pCH24Xt9Rft4vPieoh1Vu85L2QMp5zdfP+MqsC3kLJOA3VY8QcMnyQSk21rHTbB/huuhG+0h8aTf1Sfq8d2G9pjYfvfwJobJ8e72RvrgKjBIyk3MZfdl8104Cvh4EexfgMd38KBrbYQX4ylW5IcVexx+LcpDhWRSa+6hM8KmJ3ew6yKvlKIvU+117vt+N7R7VCvfp4MJ9nGyoa2rc2d/igBM2I+JiN5XdcpZNqy5BLBiPJBiwz3JeVa7FfeXAIlTDAQct/hUAS9kohnr77p7TOcETOA646XNAHLCPoM2QndJkPMn9UEkE3l/H/vt614NcqYO4nPIGqdUgRFryF47P3P8yYOuLkgEUDsJsXxNyEMZRPEgXYtmBqrumI3gMPLsUAxkZD2twUuqeLoMvAJJNMkyyekBpjG8SVNjENVY2j6DAsHRgQwEMlDYMBNlwGxVve8U4E+KlwI6J5WCNnhyIsbmExwxmuqEHUQ3HQLbV9CUm5/KPoNcO0uNeHs0Bl2Qp3PPgCuzNhJjJsAItI11nAQCDXcKxeMTTmiZRu6fQBfXsarDUrlHmximmGPhIvBK9ImvgwlVXU6GGBZfWCDnahdSbnAUJVoVafn5kCOkjlt9j4giCqgPvlOfb5gjEioFBcjZ1OBJA5bJ97WZoZFQiIwneWLQLEsd76Pjoj3RrjRePqkHXW/iPyME6Sd1OgLAeV6nKfapXqpztHA+Xfsf4s5Uax6UFZ0+1MMXuUUCY17IeSSnYPM0V+gSGXcitzPQHeucY6ZR9pclrhV5WhIVRPZRaRgv+HwUe0yep1fO6xUkKyc1R4z7Wi+WBjY5Be1J2J4yhsEfW1ENa51VRC2KFC8KZSIDoafDDPL68PG9dEd/1gCWAIhA0tzO5StzCLR7Ayq5r2dCUb76GNC9pXGRBkxc3vmpfJ11nV7+pYI2Ha1wxR58XIoRk6ZiuPYD0wT37s3xRqyhqZHhjwViFrx4oCIPoRjBglOWVssrFa3hSaFbPsuzM/xuHaB8PmQkZRcAaGTlWeYlhzhVglogdyVl3DEVQMcrm5/A8JjODXmY4u3oGNMdk1kQGivgtSgVAJwb7RmDrlFStpcmTHR6p7osifVsaRmXZ8+F63KMHHkrq0zZCiSna12uHq3KICAQ+sD0NG61qVMithDfJYcTkE2UMrjaFm/cuGomUtlJ2oPO3RHJd1vIB/FyT1PP+icnuayACQ0tJha5NubFz++NI38m6ArkvbS3+H4EF9ThOjBYaRQVztHFF58nDtTlpgEj6JFSXlAvPSOQCpdeIjCGQO+eXK2lf2vRFjlJqonLRI+KEw+8CMa1QTZ404sJ9K+SzS9MAbkiKhVCJ0TAbl4QCMkIuGoM0vQxeEZPp86d60cjeMWg1bvPp7NrABzNcbwAj+/dORo3fpB7I6g3elA43N0Rsc1g3dHprc1AtK5gKxubsPGLBwsG2BjpHghYNs2zi48/RB1tLwBLQU/z9vtsctpjp2dev8+LoV+8bPVTf2SjzK0NtOHVQ9DQR7psy4loIIVVhZI6WDy5Oo91Y7Mjms0uW88a4nwG6cvOdqqTADoInCbHwtaS+Pxcz82AloQdX6t2EJUJaQs/r1+B+w59nqoI8n880SzOFPVFLIlnm8/9Aw9KG9dtN0ibsAiAzEODFzKCrnQIuXZHJN5GNKzdneqF9rnLYf+djnUBEPlcxDmf18fz3q8NTCxUpe60FainF3JW+PwzkONxTqODQVQ9Pwcs+7c0POTwnhHLWGs2OC9PC/55/w6/12w4E2hcjWZXAmSDsBOCNChWcsonFocrOUaZyK62DwN/tF2yURxO66zaAAkqAcIGtERAZwBkCGx3AKvlNde5TqCNZ/1aj/r5CIicmmIykDXqvNYBBcjHnWWtQlBO+VgNMCOCp9Q3Fz3ZpYi1xUBi0jGZfyCDvFwGtu7Lk2SS81D35ZwSlGfqjX7HRI8eHbu2DEKSWq7LwJd2L/ajJN0cg5dEz+7DfRaba+meAtt8OGGpMcc19nMEpE42u67f6/rI4A/tQsM5oR1+DLlrX9qe/hiApHzzgKsmWMtMokkjkhplTWDISY0HM7i/FaAr94EAhI1C2qBxCZ8r1tYW1BXpg8uysRgIPPlOTxVJo7tAYdVN8wAMiGI6iS5ZZfrO43xGcnK9un++1nDaMoE0nVdbQVcCBMxpSmRYJKsVGwDMAJUxaEJwQQRz1/VibbACSGMzxbp3agFPHtNmo52y1jSSqiZtSO57ySFJwAxBcoq13lrY61xLKWO6YE7KnaCAOQz9daK9TvSfHmhfH8B+QB47bOvAZQs52TC+XDzoyvsAdcPSQymbqrwqtAE+hMLlVmz2eA3ZWnVDjOIK1Jaxqvp8NUs7+yDUa3rEuP8+Wyme5zmuluuW9B9jLiAIEbb69Hn+eoo7xlfa0/PFOK0Eo/k6ox//B44/fdCVGbmiEMbNZ9w+D+hl4HI90LtD83srpV2y+PGmOSr1vne83TfsusHQPNMXwcx5ERzGoA07wwHHi4AdJdn8pG8D2zbwaXN+wlvzroO1McwmA58C0fWr/hU3eeCzPtBk4l8d3+OH8YL/4vpr/M39C7Y28EO/4XF07HuDTcGcirkr5kORGbdm0G0WIaqwoyxEE2RCl5s4ELr68E08L+7w75/d8OuvdkIuMVgyu0Km4v6rDuAlUKlrQ8sEtp+IoARIxj+bO1+zLXRuZn7CCGlvgYa7+PjvXyy/jwlsX2UFbwF31IIn7dJGIRpfc12PY3qW84iAoFnhSavjw7eK8kMR8BkEz/HFe6NLEEGeCHJlOZAtAQtEEFliv8lqoCRUJkij6Lo5B+an7eGNhQA0bYnWeGeY0eYN9F6i9OrG5z1sROg46nCTiU/tkWXeTn/hZTxvtuG38xOGKQYE3+Y1uZJ+PK54G32hjkv39cdo2IfhOATHvS9dPAXYfVKF3VZ3OQXoGIyv1AE1qOQcM5EUiEQJBJnpp6KcnVyPS9gyA5gZ19rJV7D40ViiGMifZ+Tr7MtoshD6NS6lkNSmyU9p5GClcpMMEMHgXDjTS5vnppjXKH+9yDIsmqOJKmKARq5FcLq9BXdeZESJaLv8sEEf02kL5oRdNLoGy7p3Ghks5ZPztfg38kQzs86mYTOadLWHO+DslrvvHY8I1HSZ+NLvyXUNoGT0vWyeaIXXseHbccH96FlV4AkUD7ALLWKx033mugpnykupBO3hga40iCuqgV/P8pvisMSzw5wreGWo1/4m+ia3ZCCE856wPtfexOc3gsetL9l27d4oUGXm3joC6cCgrIpTqZzoCMp6rLpcJryMbCzHjNQdbadRWp6RxlExkBzpJyDip7/FHhIsBDqNDb4yYLcT2S3LCEPsSVmvAE5oFxpt1hRMeDr6MWRtODJ5z3HMTTFu/rN/ig7JETwlqtF0BTp0F1x/DJRBQaN4BYYHaPcv8IRVkUMAUr+lAR52wmwAKSRO5bMMuDxiLwdfYXv4eRp5B4dB3qaP+yfDeDHIp8MDGkMwW8P+ZZXIn9cpx1dy/rmuq97obzEGd+dN98W5aERMBKRxYANNohk8oR3TsimOT1F7PsPegDqC73AbY0ZydsR8yecWMqssVto4tFsYeK1/L3NjPc4b+8z0KcDAj/d1gnEV7F8Ex2dg/356sPdlotIljOBLH1fn/d9+DEeCyKE4nFfZsDVLKgEmgXl4ExdJHuasago+eZB77ylJVRMo7C0gA+j3GqxYr4vfc62HGYGnHrKll/trkaRubUL79PkvNBjWDaPBGyrCS9HFfKwpF8jxyrGZm9t5c7NzIEp9zdsj4mK0EzsAcWcYAPThz/BR4KIm+Jg8y2AGUa4COOe4hmNc1tYMfR3J3iwljvcYsMugdwmSLqe+/D+4BpNyrE3vrdAiGTGjmqqiaiMwshowMbjh6LPta6BOd79fTeR7QY+zPHQYusg5sRLPOoFEaBtoQxlFFKYuNOrsIaPZ7CcGPMEG4YwqnAJlcou+C/Rza1reyO91KJ/2ac75cLRR9gQ4FpqrVhCZygqA0D57CvhA1elMqIIZnI2SsBWEdYXjT2xnWgL63sWO9nW43rfGtbB+N3JeS9gTO+8/1no0+hzh/7S7RfVFBNIZ3WLQDEjaCwwB7jgHbhg8JwIx1sopYFKOtPV6+NNxr56Y9cBii+ekTT03gbuaLfRY7DkGUThWNaAIRzlWG1wP8/0VvpIOZDBwXgx4Gbh9ueP7T2/4xfUt7/ltbHgbG25txys5YeKYJri2NXG7ebXQt+OSYKjHXBVC+4gKIcoCUsZQ5gTVjE05JV5ctvmc6cXHpD1cdrUH0m6pAVVD+AOU2Q+XG1mRFRW5WzQL+76/uR8WjaK/DX8G7ZbPtUtze3EqWjPMZl7BqY4Fdv9yrTcahdYcKQwB7Or3Ny5eweE6lfrE5cH+XZFR8VyUUd73YI2ZmOuJ6l9TZnJcxsPXV3+dTi3IYVfaT7SLQp9cDfM2Y025HahjNUBuD4EOp0Rpd4PeDDL9c4kk5SvW/cs0byTc1ftVyEKaogzZaipYN4/Ly0xYhF153IDjs8+tbVH1QL05HDXJZqgz5mPcFgBOwkY2dcSul/gjfQwZwPEW8iMQxnwWolJ9PJcedV5/wbje0L67JOiHgIS5aSTNFY/P4vIgkeoLKOJ+p6QPYfSPqB8R+nJa6hC/h+VrMyDstoEsfV4Oyon0y09BWgrhNTe1muFZ35ggG1pngrBWoALBLysrqMpKOvNJ5/PhwB9usBufZXNpyYqJcm9P9wwJ38w+PiXw/4ega3b+lbIZwrHptwOX645P1x2XfuDTtmPTkeUIDMhR6L4eG+5bx98BmENxDIHdNTKTjgpkxjvRn00wrlT6NLAsg7zX5jxZbAzzud1PwVYPZB34r22/wXf6hl/qG24y8Oftd/hxvqDBUV+HKVQMb0fH287yWcF973jct5yV1rzLoRmSQHsc9LLCbpZAdgbC8Hg02FCMt+abf3PlPi/uEFmLrDuVYqCicPUNMq4egObG7q/htJv/fwYhuGfKALQou2rAuE1HZW4z7xHDS3mSXqABx5f4HJuIIcqRgv+D5XtbZAPZoMID635ufbIsnMvnXF4ChEFjyzAUcH1JBpmE91qMh8zQVmcgPmdPnwGWgXj6XJRvObeJBGoAK8gnANSDrrfuwXwAjqhW5/Q60YSU//O+aaB+lDG3ZkB3LsgejpfKxFWORLZuMrL759vcPFscUultOtfmY3a8HZuPbzBnq3i29toPGIA38WCrPQqiIDqDgkZ+IJVqMJuo6er0VMNSd2RJqR6r9Kw+L1FddMzUQqmWDPtHwt3m9DXfmq/fKIvx+zgr2gx4xpgzs+m+CrURLZWQX1om0JaR7r+6I+ulxYLj6mWw+6eyfkIe5fcj+GDijiDMDSEmNsjdxsBYuxv6q3jDHnbtfDbIYzztaW2lERnXxFECyjHFFka40pAYQSFxKI6hiUq/yoFND7SYtAFxNDXWvvV11rDPFjxcYXCopVMGsTgDFXLcT8lwq7kz4s/tsovP+XHWc62105pShHMaQSllsIv7fb2/AtSl5If7PsqEjn0Zxa1N9ObBkSbeHJAHucieuappDz5XBT6XH6fDfljSCrS7JULw2XGvJeh5XpZnlXP2DLKGYVEoN5KqI1CgyxFhiRm5sur/ea1Yk6dyUMnqjZwjVgy0AgOLeRpXD7jef+Hl+cdndwDm1VLW6O77TO/IcsFKm2Hium/cgP0XFkmcGPtALCRqqNE+iO/S6SaSkA7dcPln6gIj5T6pUgIB2B5YTsgGzOvE5Xo4wnAKDjWMl4bsjj5DjihW09HJufJrM+iaaxuCJoZxUehmy4guThRlL+eTfIOkbgK8SdO4No95mFcvjOHBkPbqwzAP1+FMVslk85811u8O3ntxJE4OXYMHASPgmkmRsm9PjhM8eTBujq4dX6Z3jf60J08/ABx7xxyC0brf96HQITnXgNsQBmSDyxpwZXPUVf0k2dzlmbt5ISHLPMW9J9qM+5a8m7ZstWWzuR0x06iPeyUqN5G3YSuJI3I17nsQWc7nC5t75iD6umTuZDlRyABvIrJ77AWiZiNYNrtA57JPok+M297T7bcVcC0yoQZc4a9SkgNpkwEl4IqTXca16ZtaVgJH1zww2LD2SlmU1G+bJ1bmxe0oooSFe0JXMgIAbIZValHFY0juxRnB13Eo5BE28XDZwioyjQSNJ84sf9dn24nbYmLJICIdWaFXHMvkS20Ag+2kVOCeyc70c4VSpSSg18Dy4lX++znecW+XI+0OlaCWASqVjCkc1bprItne9SuIec5E3pOYSLoELXouXvN3LboI5Z5/rnqt7FHepyfsLQOuVVbI4bpLEMlsW7KLVQf6AJRuXkmgQSyAHz4xltU2gndl3bbWBAMdLENmcvpdYKJZKXWPQODhJc52nG0JUtSZuE53igqc9P5pPJ6ovVpQHKEEtlKGBZrMuqFdBz7fHvjueseX7Y5jLjtwDz5Wolerf3+Y4hJlbkd8/m1sjmyNKqGsEBpeIUR6qlw/DGTFPDz7WrPDqRAUSc1gCvQpXmlxGoc15ivBjOBzXTLL/XaXxxf12MFVvFnYMMVQzUR7L2Uzmw7symaqjhoXHZiTghnvDiJfZzyLB93nSjyGrcJ+BSNklD60jBG8AeRw+yjBMlM8LjBp6yEBIqS3amqYEcTVsHc4BkyUUS5ZD+qWbcJEMTEhUzMe47aBwbJCIBqKzrUXsjFanZq437Gp78FI+rXHqnY6cXZayAUgXblVcYUAlQWdFMex07ZzzmA1JnVSnQJAUnMQLAWxBNrMS1RSdcsg+NyAwSrjVDK+36lbAaTf4TrZ39xNV1wrAp+ze2OyuUUAuOxbsaKrA0igcLT0c+8JcI2D+7n86TkxGPOcyE8r+p6mSwZR3y/iFS9xeepj+fQ5jjE/M6I64/lkUS23fqXBu+bI5z+OEgQ+XStv7nz51DW25iRR01Gp8S6e9HT8waCriPxbAP6j8tY/APC/BfB/iPf/TQD/GYB/ZGZ/93tPFkiT+TKDWLxY0rIMnHdfi0ASm1RpSNCgocen6yOCQobdECgPDei3gUEWmYDQkNS1oAGcyHsVlo1heL2KGFQxbBi4YOAmAzcx3OTALjuu6qUE7OhNI52IphnGGTkMyUvq15+LBxbIgCsdIgYnXMkbxhRHyUyN0j9/jqAPzADAiAzY8eJC2RG/lvxBiKwGS38YiCCPnfPPeSmeXWY6aul4xqYXDcGUBjIXKK0VeNnWdWDrA5c+cOs7bu3Are8ZZJ2maBHhdHRYyxIMhWGL8cqOixTW3QNwXrYukG6LVJz3EAELX3a2snzTYf7V2Dt3IsQSIBSOw9cXO37LEfyeVHLmax4m+Ha/wELR7iPKiqOU2AbL1pwLjtx2aQzyVcJQVeAAHd4w2iIwP0xwWMNP4+olLNqiqZHf824dKlvQZgDf5gWP2fHD44a/fv2Mx9Hx+ticO7cNDFINjIbjaJijRXCujOdDFrIifoetZ2jhZJyDBAtVw2c8bktRr5Iw7xDMoK1GmcxHwXKTSEBU9F0ESTM7Fx7mKm2JeY3HyZLzMNQSQTD99Z14UnH0ha1znAN7gcb6pHh85/8/XtY1GYTJQyLIovG++Z6V6d8TImYGMC/Nu5W+tUTm+njPdMpyPEHDc92olLHPBMS7EmaJpiqOjPRSH0MvQY0mFvtz7du1vjyyd7eO+/ROs/to+PbY8Hh0jKOdZG82SYwfCQe23QXtVXK9kPdMd6C9FoMXa01l1jj292kvpcFp0WTJluJnIC729bi4Ir9/p56pDqe23T0Avn9x5OT4ZLDbQLuMNJxVHCl+a0dSpuxBk/IYHffgs3XknOA4mifdDpcJ1s27YJOaI2K3aTCZpbyz4EoXQXRBL3uBQyzM5Hv5VI7XAWyX4J4iV1GsBXYn5Vq3rp5tTtoBJNIKzwYuqjFpp72RBkwG6mQ150peEgku1Cj5uro+Gxc7NTiQCUxY0AgAe6AyrS2+RSJjR5SqzcvMwMXkmmAFTLNVhSBugzAJCrg8sCmwXdOBCGGPuQskEpY0+IkWnJvvX7sr9rfuYzcEuDdc3lwHWNDGnIKCAg96GTKwpEweBarIkaLiFSkMdCcaDB8eqZrfGd1Fv5f1U412RPWBCDCZUzA6TALbxfmNa7n78/WjdNdlXSR6b+4wjJtzHLILews0tu4z97AOQ7sH1+kRSRHz/aJK8888wN+i7L0DM/Sm0x6Uxw6nfx/tZG/WBqnHVDh1rng1Xgm+kvvUA+ZEkAiru2P+AlVKb63Io+QDo60xipNj/oz73vBtv6DrTDACgxCcO7fFLACjgWpCObfmcgU5sFPHZmmzz7/PkeVekZA75ObjOq+oconnnD3s2FwfK+C6AquB5iWSfrhuEVtJVA8KGfo3TwofrS29PQFhtU0pC4cABkPyaxLt3RYacG5IJBMT2NLnKWi/ypXDyea4xP5g0JXrCTHnwtdjjatzgCMa7tGeseSAfcdNZ/D1PuFl94kExnJ2KaYsb3M9vyBKRG3JVzqm6TCWdZGlaCG7auNRIAOvFYEuFtQpINLfr7OSDbrkx6nztrn9mDQ481zBxqS4AjP4sAF4kOwQyH5uEsYS0lOlREk0vaNtGhHQjP2XiTYezVbira8HtlBYtoesDnq15zLp6l9WOWq5TsJujjVTg7Pz4rKgNQ9qtfvaXzKXLmNj6kW15DbCaQ00wCJI4es9JzvWFzwxeF9oQpl4T+9Sbep8ptgjuV4c2FCrt2wKjuF8rm9tC/npgUfuMbcfG9Tcljyml93/sL+s6qDwmYb5uYb5eUc0AJ7Bg599AOhzEMVYKhtOcwM4ZeHGILuk/UjfpVaLZT+VmC99LFlHujdt/kcCXaDAJ/Gq2O/amz8/PHl31Qvu4YONoOsRncBs2bPAI+5MFAqgPk7csgb3G+bVfXS5DLdXogLDjhD2lBud42CRrEIiK90vk5PvmxWuFw+e0U8lwGsf3D+aVCc86BtZ8LlKt9AfiISGJwTok310VPMk5V3xz+clqvJiXcoEwMqBZ/Tl8M1IucPEw7yu5lms8kD3WJV2j0NkVK0AdtK2mJLBzBG0TMNkxb02JIJexBMhszm1j2nYEeLzQRo4VrfMDVmZDPFn0EIJuSpT3E9MKk1ZsoBo7ONTVCtdPG5E+6pTTsb4ashXB0gUipkPqv2kBCPfTx7Sp690Ajp9j9iUwDLZeQHUzzLGwgax9OcjAL1UtCzb6Zkq4PneCKSSdV+LloeVIVhJzkqpoGsMVmI5rjvmx+MQxx8MuprZPwPwP/AxkAbgvwTwfwXwTwD8x2b2T0Xkn8Tv/97vPZd6FkZuA0IlZvCmIVhj/Hw4mqr8xOhd9MBsgk/b6ng/TTDeAtEgrkzIY5WZafK6UjGVQyLAS4RtA1EFiwQbAJo4Z+EGwwbvGr+JUxB4EyNvTDSmZ7Z4b+RtmZONioK7FFjZ9WiypMzai5vLLYKNtsH5PiJgRzoCRxi4ATQRgBBzAWANeHxvmDdLw2C+qgctokS3RXnqDGG2f3Ynd16AeZtAn5BLcGkJ8voIfqa1sd6Pax7d0PrEpY8MRjg32XCUJiy7U9LJ4es0TYRsM4HQ+KFT2MjX4w8+xcdSD8DYOTqQaYj9s1CSWKV9T4i4U4ljFUzBZSNjNVQiv6cQZaC+YfejJRplmHMQ1XKYDHo/ByhtXc/nOBShSCn1kJNTOExwnx0Dji70NbmjwUuYieYBvIPmfXT8uN/wu9cbxlAch6J3ifUG7NNRjY7EFsi+eBA9aC0ZbM2SqInMkqYxV8nay/iOKMk9XiS5E2kEyFhBRj0sOjBHCZPE5JfA0uySpXh5hNA2k+SKqc1yKHS5Nk7BXBodRIrUdS0Cg6N0bJ6fKRGy3RXncfPg3IyylRV0NQ9M8JKhHE3hnI8WSq6shQy6dtKJeJCjvwYa1dypnySMp+Ll7ef69fETQ3G8ixMT/LAzSlTmNQJJmwU9SF1ziq1AwWlU7pFmJaLaGx8oHo+O/d4xD0VyfAtclkUJJ8t59OEB1/61jMHOhlFBp5L7Eacj93XMNQOxS0sz0WQRWLfMYMphOefWXB4+foEcz+2boL2Zo+w+eWOkdhvofUSM0iKB57xeDLo6d7LgKIKFgZsRnX7pvLME2staif5Dosowl+OS5f9FkRJBReOBqFef0zVO7YEsTUWU1TmCRVaH0XDguWfkzoBeZHy7nvfHOyPnyRDyR/MySwAIvjDYMoZ9HSIbJI0rslTtVPYZRva4uMF0fJJo9oNoMkkqkHBUbxPYptshxSDT7sGW1sepyqTOE1CqUoTbKZAbQ1fQtIsH95SGqmJuyGqU4x4Dewj0oY42mefGRYZiyEoZUkPyexMJvpCisW6O4vAw8VyRZT+no3/uqI58OLHe+BHJBxr5cJDTG432gKUsPQV0C70JYn1CgXH3IHvyYu7rFTtP40lVfUQZ5IRX3WAtQxF4Mh/qwd+SVOE4nh5PzCs9dGbJ4BlROjHFk78GYE7NRDgQ+l7LNeLZZyRDTnr8uXIGWEh6nGVVOgUHcBzeOGZrW9qpTOQm8lY9KIrSxCsDczF/qWPnkhNEbiVnKbACrt0hT2auY2bzOSOyyCSGmHY2UZcxEbWrddWxiXQJuh5Rgcj0YHU4ZhKoYOcODkofBvJtJaOMXlCDO7BhmybHawTivbeDLUqBeEZpE9oiPF0VOgPrDLSa66mFuMUpkFbRWfkTDjI5/FrQ2vCVzWhOfmfYLsIKBrPkxJ7P8rYe3PO0UXItSur1TKQh7hWWDnWieCKQeQoGq5y7hZ8+v5K8PjS65j3WQbU/iISVUqGRjjmd9LDr5kXWgpHpZaNiSTOQPLc1yfxzw2NrPpJaoFuWC6/BhyfgWtHVQDRyDluSKGMGWrnOnuT1SR/WQCuD8ylDIolkPl60fXEALLMmz7g3gLOUM5hnHu8MuMR9sRKxlp4Tic1Gg94UeYFvKAc+ysudtggDzx3RkNL3pk1Ju28fLYOq9IcAZMKISFdStxzzdn7fNM814qcCmXJcD5ZHR/CQFSwcDyY0Y65HUHmZRCKRDfRI86Jr7HwdGgavETqF/PLCJs8lSbejAer64xZ8FyOACpsM3LXj1r7DY/boW+LrZQVdsQKkTBhSDsdH5sVgV7dr2lbWqwDTJgya5dj5/C0CoCpRFUBkMH2PGB9y2pOHvmtWcyTNRsR1e6z3NG+p7gt1C2lanLLLnMoqEwf8np3XnT39n8AYBaYErY0sebpkjCz5FbENMfOkTdCoSRMMaCQAw8YMFDR1gkUSJgFHjHnMUHPUqREETrkSQVgC3jhOFujaTNKYT/SUVY08LpGIvjLY79fRQxbF2M6AbtjIn2wBimJIvVrMZWy7B7hCStXFAYiFrB5+L07158HHRK0i9riU+Y1KlXdVELnflg+Rf4omuzI5Bt41ieAma4JKbcMAsDwmWBFnTTFbSwAAgOWzlbVf7ednn6Q20zJZ+kCiWiLpjqZ5k7YmTtMZ33U7xpZtbXCam4+qKuL416UX+IcA/t9m9s9F5N8B8G/H+/8hgP8EfyDo6psgeO8yii1erowg9BbD0RRA92BkcxTQBZKlrERRPWZLwQvA4fyXAztCP92dw1R3Ae7ITQgGgFhXVbLaz8eAQssA7tYwTfHXx/f4qle8tZ/wWXb87fyEr/OKv9m/w18/vsPf3j/hh8dLdFVcwzwi0CoiUJVERDk/l6/bI9L1XHItFFOWsEnM8/AMlt6d5F/vQSsQvGG6+0kyu1mUDg3W2pwoN3+WYeMcgPx9Xhq/z/+HQrDnxWfndU/kME7vWYx1EI0HEmxCUFElTGgnnxrLDgg6EjjahM9IRRWBNQoOdvLzoGAtJ356xKJEMmAFK0EdR1rS4PVrxr0+rTEVf0/79NLNplkeIHNtjw/H2dxJyuzkIbkHrurk81c93CGDeWn37NiB5Nbk8Tou2MOQ8aCPYo6GA8BDu1MgiJ3QiCxZYcdVjjn31urMaKkUssSnOH0zjNUVQCkGIUUEhSGQMH5mm5PzJgw9oBiChiUwgeBN1HACYhrzfEsyc145ARnQj/uVCTfCzRWEhrNkzZWldfKqATK91Pe4efYxFSezzMXoM2AZ6kQhybpPLwkshrkgA2973Ne4eLB1XNoKbC+9tS5EOaBhNIlnnSFOO5FZ5BjDxbfrAfA54Ekj85Koix74rgVvVRiUlNOVy/V1XHAfjnSdtZROgEScEaUQBp2MhXxZpSc+LzMQ7o7oXPt6Bc7dsJxYiE8GXjkWGYQICggrThudhnGLOfwcHE8MOsYEWi9y70mWHeacXa/DAyQMvn7uD6efCS6zSz8g0rBtgRRu3c85eS/nMUh5bv6ZCUfzzUPQWKrM+ed8Tiweoyf55samOXqylPga7Oxcqyf9ZACyaQTYAnMRXarzqMmqGB/zKFYaQ3W0EuEejsG4dYyr4u1XDd/+DcXxAuzfOSpt3sydD16PtsVFIDuWQWmCSRRFNfyeE2s1wRkVN96occntuo1UVwk3e1Pa1HDcxffI5jbGiQPKEMLPcm4XJ6Svzf6t6J9lJhW5Fuuc3a3hv/dvFsj34Ck+FlKh3jwRhInyAoLe47x2pdoLIeNpV9RGbsk3KUg08twKepD8qsJXYDXfiOkIlFHKpkjmsXkZq1MAeCCIND597QV9eLJ5fOsYChxtISlgAjw0q39M4MGKi9M73S47tqCY4l2xkdZaMo7GYvM7AdDbXAhTkxU80ZMaKYnD+hNom+S1XHN5trt8zrxbumLsivvecWkD6MiAMO/X7UNZa7ycjwjMnMcdnnB/RFf5mENvomVnGyhpLSRtLIvKMWAlbRh8yqAxqG9cYGWSMp/N9UwNguSRQys5jrZzbZjbW8D6LpGGLa5LR4jGaeRYfGxcVrCiwJ1qxZTpyRes+VsF67yYT5REkNcicZg6hgAEJnXLmHBOWTbONZBInqchMBGgg6FTl7vDTkkulm8m5zh4s4E8E5cH7VSdgHOSlegexL0IMIn8PFWKLMc2kwRP9EVAPO+7Z1nDR/AA7WYpDcLovOb+Ucvy1dwbGmPydOFTgLj+t/nFZTgVU9KS3OD6hLLq+UHE3MfIbMj6ydJp/oQdSmqOeTXM6wQ2P0c2lJTosB7PNC++b5QJ9rp3lcAZR+Gxj0fqNC17pyZ76hhIBGkjye+yM64deoeUOPMSeyLk7vbVTvKIvLW4+oX6fckwzmveWyQxCTZ6RGlKctzGUamW5ge6iD6gwn3lLWhU/LyC0TRBVbXq7hlAk35vf7JV1PXxNHgFUegVrwpdiebl2xbZ1pgUWPO/fNSolNWRzYz/rP2ELegGAOBvjy/4cb7gv+q/xLfjgksfOIY/jygwd/UE3fPSVGAS5MRnir/PKVk1y6ocBGCG68No/ALZJLBFnMSIkmz5cbfJB5CJEyCrasdtyQKv5rEon18IYOvmVHjNAAw3AQ45JV5n9+Cpgx409pFlIFSmJR3B/Vfujzy+a55viHttD7/29s2r3C4/jkgixLNMginC5meiKMcS6YMlt7dOb1IsLT8XlgQYdLeS1HWAwtoP+dG8B2TA2hPOTsnDKuzjZfHgWi/2Ee21o1Q0zwi4Xs3H6zbzevSNTM1BPMNtU0w5y60Zujnoj+gv1KpRYOnhtSiw7Pln8BGXl2AhQ/Ekn1E+C6wAbwRyLX2XsFkfbgja5qjj7LlzCrRGoFgWWrsmtHyRPN1PKHtWy/L5vMHcdNlAHdfk9L3ktQWrTp613vn41w26/k8B/J/i/39hZn8Z//8rAH/x0RdE5B8D+McA0H71K9+0Q2C5IpHlynNXDAB7oGAf6k0LeJcuwFaA6LAoNUoeLsPtsic8/9DNS/3I68TAT3CQEPFJQ5XloPqkDGbRYLs17AD+dnzB7+YLduv4rHf8dnjQ9W/3z/ibx2f88HjBj/crjrHuj2cRnAOp7BC/tYFp3tl+TMERJW6tlLycAHxDHSVzd+HT3pDl1yxbkgmMl5PHFUIjPIInxy6DYb0Yzh/skfcTvV5Pay4UIf+bTifwbqzrwcD6Ea818MrfOX4nh7Jy+lTDSP0NIgdCViKRrgcWJ0k1lgMBCRSj2QAYm4+dNztRTRnUojCRhQw0lLWm04OB3WDDQrFIlsllsKUaVuYOJp9Xdknb+aU98NJ23NTpGhhgvYc18G14KQtR3Cz5zq6ZsQ/NgF1c4PfmyOOUawoPONL55xohoqOW0bFUsUxzBlsvkbHfltKtZf/Gc3IexY0xll0oA0hgQDQM83DivGlFBLGmerYy5kfiXIxmVMW4xnstrBNiwELJiIFdDJ+7q3MBjgvw+OKlstkBvQSIbX00jac0DMOJk0CjPHMKz44obfHvs9EV0XTt4WNPR+YdEpTJCUMisUSxuubOhQCnk+6dXgVzeEnXRQ9c9cAnvceaC0SY+dob0y2313HBj8cV96PjGLRukAmk6tBLoNZORjPXxHkIQL5DohpS7oXxnWUhJvn8tXTkPLc0nsKcMoWZ4bgK9k+C41MNuhokniObCsbBZUOZdUzF2/BJf2k7NpnQiCLd2p5INQC4RHOyfYvJIVqkJBwSYTjcZ5YZjsKMdUN/hijmQMe4sRnPlvIt7rUgYBbCzpaB7UIrjY7a0M6zw5bBjPRN6/hyYDjOTU4JOvD/fEu8GcD+RXH/peLt75lTAnwenvSIoEgNbDERiUMh1qCXQPEE6jSRSCaREFw6RDinEWhlwFWLnF6cu+Z6XVen4WkW1AtwpMwI3nRbY53rg4EfPndZ6+xenUEFOj6yPtceiOoKoCLj+ps3qemv0ylGqh6sxzDIPrKaAvEMfLZ61LIywZIB4BrhvUeJ7bwgKUhss0AQpkXtYyw08td1rPDrAnB+PSbhWJmQSO3YwyrBPerrypt+BPJHAefZXc+oD12JAIUHBLaJy3bgdtlxbQNNV7M7Ovir0uZMFQXAG1gebamKTOgFIiaun4jSEnR1B8fHMUv2isNycnjiHHoAx6NhP5wXW8USnd11nqc6y5fj/1VfRwItg/RROTA3l3PecXoFwvPejLJZIrBJ+Sdhu7gsyYY/k/POpRgIFjbEMLjsoGP2gb9Sm2jpURKuEEjp3M6gvpH+ivNRDNIMHIZ9obufd4atkSjQJmkbSAQnPAEVup/Oodg6X0XTkpM4XoVB6hJYZ2CCFBJEFVZKmOrQ1WRVGnxEatABbPVxZY0NADVxlHiR+6ftHteDAboPgDZS/M3fn//f9v4tVrdtWQ/Cvmqt93+MOedae+2zj218xHECUawgPwRjocgoCBFbRCZBkAeEQIliIUvwwANIiSLIS5RISOQlJFEiJAtISJSb5YRg5SEKAkvkJU7MJYHgoBiLi5E5x3jvvda8jPH33lurPFR91ar1MeY+e5Ottc7Z7qU117j9/997b61aXb+qGkK3YFTTTBuGkeB6ZT/z75nkNNunxHOxbzgrmcz+yEFmygALvMVr/fqv0TQx29s+tTc+2OchZQhPCaFYSqH9gGGPOGI9errSFls8aOIVFWX1cm+XgVDT1/1goIpBBtqv1Ak2qLc9WrBEcuCpYqDQyfv063jbioEGXC0o0x51BOmSnaSlRGItgq6bBeLK7j0m3c7sjmYlz5Ud0Z5N89pUa/MCGOCIbVvs3iQSRk1tPkCI588EZEUURWG98v33bIHWU5sP00kS513V/P1olRKDtP06PhgJbvb0hfpnxAnom5DHCNDoi/e/vpnuPxPbE74td7wrd/zO5cd4Jzveug34Tjb8uL/Fv1V/J271wFIblmoHqBXF7qW5Crg8Vb+Fgmh/IfPzKAEJkhDAtK1h+laIgu8SA3Lr3dbvSL3t4dcV2JpGttzPOdvmsO1CX4mWHjZl97YLsnTrGS9eIbKX4JM4Mx70Mj5j0Fatr6pakkB9cF0GFlA2sG1iXwTLs2L9lGzVVCquPgODMj9XBRr/ml1YRKPNB4q6+HOfzPmdCepIKtG88e+F5rSbZUxcEiHNNT3eGN8dbywRwx6wAfRwXc5nZ5whqreq2TSq8F7nMtDSt27B2qMamrWMf1nHl72PGEkGXJzkCs+CPbPzkttpL2SwfOZ7srMDNjQsBAm7QJrC+zlBdvOPLOgqKWDKe/F7pU5yW0R5Q1UmPUCeiOsWCVuMurb78Ak56Re+L5KOLr8lg0pfoZ866CoiNwB/O4B/5Pw3VVX5DFRUVf8ogD8KAA+/+ru8JksMzZKN7jIa1xf/V0uPvlV5UisKoqSgUwCpBZ5Yuq99ZIoi6yYASzZZSmITSi3geVtsIuxSerQwyKXtHRrBwIqOW8pWkViKxsFQSx1oiYzAZuYvYj2KaTCDXdMd02i/oFMpWxjBbjDGXvnPhWXez/a1PZpi1dUFNIMSgGdXgP1dQX+wEujI1K7BZRHkFJYDiyNOiCBJ0+eJRFIkh6oL+uE9flrFp+OGo1cs08A0DUW7dRvydD8W+977i+6H9xndqzvaplBYFoKi6F6azhYKZdfZqfUDXe6KKGct8L6AkpxAN0TPyBQX2EQB5Ix/lB0QSeH8GcZEtWwm10T2MoJqkkprU7A1BHpSMBS6a7Wm7ew9zGBrI7+K8fQqzUoxUHDvKz4eN3yzPeJpX7FvC9pRLPsogl4KmgeEjqNaKWUb/Y4keBATgsaC//piOERWymRzmy+kPuBBJqRroIN2DURVlOqpRlbV+hl3Dw72EWjjHhXr92NIgRIZ7qx0umdX07yjeE1WSL16aakCOAS6FJsezPKGyBD6VnoZoWVVfQ2i5DIpjJrOEoeWRMBtBMsm4r0zw60SPatLk+jVFej+ZJyMCcEWmCKadfGhVHI40sczjOaQI4Z4qVog/qmteFN3POsKdOCx7NMtdh39u7oKtlaxHYshqvc6hqAcxTPpEoEkY2G7Yc3OayYZewjAA4/J8O5j4EOUcZ6Dz9lpVCREjQ4+qbbOREgQHZydXOmCfhS00qGrORkbg6k+bbx5irxrxaEFh47+zkwgthSUjsfkFnvySNXUAmMLYPLI97m0l88aJeYcxpa2qm4piLeIGRrey5XGR703TKhJXvuEpDzTZBkEdPy03q+V4/i57FxnN7ylKko2LO3hzM7xfmH9ZmenrwjEwXSPHe5o+b2ro9YccSBSvOzO29T4flTXgQf7yHnljh6ug1I7hyEbx+8i0LbD9BTgATBzbuvmPYqTDIlATU+fpzP6KPbw0AgeET04+m3xK4LnxStEAhkDG5KnW401kr2gPkk4M5FI81LU0qwfOud9RMmr90Oz9aat4TbNXibHg4GqSJoykIskpys3UbnlJtNvQGPbiFWt77xgcqgjyePrF7/vZocxwc0BJyLWEmBvNlXaYl462SYK4L4v0XpH2ygtn4Z98AzxTeQLHgVBsjX8mSsiEcW968tYm0B4qYzWAnCbMV/b7W0GbCOQcyDmABjfjHUJZJI78eZE8EEQFS5ymC1Qt8QXDYj+h1VPumcEWeM5l2Rr0W5StaBnATpcBjkCsOxAcUdqStjQTgIsMEo93oFppgDcJtmG7QvAq20EfRP0taI9dLRqPCxV0wuTEzvJNWdI9uf3fnuF7ZF6TloOWc1haiwbn/rRHwrRbo4i22IUmI1ZEz+Tn9xWir5/OUlRzUY/O87nhNfsXFrLLCDZLMVenPUAAxoADA0UiPW8QbbvRC8NOebfA6PNTKzp+ef0cWz7AwMoKGVs3picjfOf1eXhSLD6s2clxfuW8WMsm/s+7P8bLXmQ7H63XXh+rMenIrvICpgMdoTlZM8DZg8WQNL8EWkWlw4QEc+s+1lSxn5n3TCAG/Cy8vFsdq+m+5gsVD+rvQpwA/YvZKqqaI8SFQiAyQHaqNI0hhDxWqrWjmcv9gaaW0tt0XqPMvdWWvj9mXJfV/7MKldW+U1Ev5hb77pnIOd9F7j2UW1iOiHr3nbj2sm0F1rhwVzMJo2/d/FWg1/VJ7ytd3xZn/Cu3PFl2fDorQnP5ixgNsbiACygoy/NO5eIAa3CjlewtV/wsJBfx/fBdXnfo8rG9EHIcLcJWUkAX6ayO2JyG7JAXOZQvlOfEVhSgOhDmgFucTuiQx26HpyDnvZz3caZAgb/M7AZehSY9px6ta9iw0VZScCkSjpzZrdI9FCd91NmUcQz49V5UYWYzl4kHAFDqsf7MJIs1WINEDjCCVOinTZvZ198V40juSSj73RV4OaVAWXcW+YL3ns8Rqq8ObePIcL0xRAyf17okImBACUoI7/2JMIB5wfOXvF2jGeKeIqjkfvN76dau5GplVnSP+Gz5WRggVdOOuDNE6ACjViBJBsD0fLAE8RCU2O2IxQuD6KXOEai/SfQz4J0/VsB/Cuq+mv+86+JyK+o6l8QkV8B8Os/zYdIMr5nx9eYsxROsDfhs1Yr+br5UCsAKNpxqKFgu+/8uV9q6ObIbkkc6u4DOHQBZOmotdtgJ78Os2+VqC3RCF41LdHP9VEM2VVOorPICBgrgDWVNfI+9zaUR4HNuxAZ3KceVAZGz5bqn8e/z07dMAQD1eS9gJZPJiyPRxN+XSXQAmGoCHC8lehPeLxxJlYTEIiMGrxnTefDohegHQL1nigm7Ph6RTQAdwdAD8tMlqPj037D7hO+iytdliZ3CJ6OFfdjiR4+RA4fhwVcj70CRwGa9X4U73XCUhkrc7ff1S05pr6QpSmW5wbLMlVoEZv+5+iZQBaoDe4hPxhvuRHHDDUAlhcwuxVZYx17KCooKniOjLcpPQb8NAnKcMZoLCCdaRewWgzl8rjsWIr1IN69hyapiv1+9Yt8aA/YteDTccM390c8basFsPcCHDaJ2krLKo6iOI5i/TdZWkje03GmGXRdnhhwdeHsqIV2KxOiNQZt+XMbYhRh0NOxz06+OHKGa9xWQVWF+JAV2QZfxh6tBe2xhgIGxucYMtUmPkJgSYMkxHPDbDt35oxb7sd79fEM8eylwK1Nlrc/qhuxDJQbctfvAwqsfh0iGHhmqASzdSEjq979fVpdifAlHsS04CsGynFiIA+U3603bBgM7nhwcM1yL1Y25I4je4+ydH7XigqNViw0kkdvV+/FdVTse0XfixkajsYqzyMLD4GVJi983ll+Tw6F0KhDlN8UGmdd/UxZuRNjuNyvnJnOQYERMHceIILZS6Z5NqlDqJTRAT2sz1DvzVp0+CNtrWKRCqzWc7lrwc4kUq/R59mG1SUrJIxkDKOsKJoreOluj3VPKEWwddx/PG8FOJjOkG2JTze2WTGHtLPHlp/z0hT1yUt7aJAs44y9FjQN2Qm8+vd4REdqRUVBQsS2lcM/jB/KrUF8grt26/EWulA0AiS6FgOA3cSHRY71FNdDUeKf5a0zRYO1AOqebQfs/HXXfa1xeEcd6FoGEjPaZvqnEfBS71Ws4okM701c78DDNz0CKABGEIT7uOSE4DgPUzsV52uI9cWUvQ8rmXvGz+zwoKuf2VYgWwGOEWhdP4wEpgWKEIkMG2bVISuNUFhw/DYSzn1zb8OD5LJ5r3XKOt4vEE4vkbjGjxbgiFZPvP3qA2UefIjIopAH8wKJgtO9jCR/T/zQAaUcO0xo1NJxq9Zfnn0Hpes0tOqQEuj07ViGPIsp9UMnKBAynnslmddLephsrMtwMgGEc0/ebT5AlQj5CEC0EjzMG2Dik73Xc5uIullCrbit2G4SiY4ot3R0EwPJdMDlGPrFdIxGED0moxfaAbPdRT6mnIkzH4F1DBR7cubKpihVUJqgF5N1ZyfZzoL/ogEvPEH1xLC33zIbV8I+iB7mN4WuDlIAwPYBLz4vU0eU4dIWoP7l2am7B7nb0K/nRKC1APG+qc3sBF29BZQn+w01xaoO73nrFXw8/1k/huMuAwGYSySn9XN9GAHyWlz3JLvKZam6nQAAeishu8ezIKNNAJXQM2CrAh4UMX0bPVt8/4Fhk8HvP5eRDgfcMUuCCFYTnRtOPIPXXKMUsLevOvaYBkEOFtXuVWGArp50i4A4RpDby+vL0qNH+Ihnm93fSjUbXpJ4Tq+zPoymL2LQkcsvs5/t2YW9Mov3dFUL+A89oPNzI30F7U3bUG1i7SwWoBdg+xIeUHUWTwN6RM131d1srKKpLLoibIjWBMBiQ599LZdWcDgoqXrLgF46KmxeCzDsSIgDn4RVdxI2E2dUBIr4jDKjLlbr3QqWHaeXTMm+bF9WsyFYCQTY/havZIH6wEYmtNOHWs/ahi/rM76sT/h++WRBVznwKCaaIv+XFPpSOqr7dI06uSgOqZaHizkIAJMPU+C1pModwIKBmdc1+yyWIGJrwnq315bFdKOb31ieEehIrkv2jblm4dtUa3kVgerUBkNO5wl8jyABYTzZLmabAjIdyem9fo/n9edntdWrnQ8AVSL4Oj7DdVBuJ0EwhbPTi8CrAy+Ewdvioi2C8sMO79RpfL460PlslVBLWl9/Hf0LXfsITPIBmRD1oW1SMILYnYmTMl6bo+IedzC9naotwv7GKL/X8TGR7D80KWd4NRQi4UTBQns0y2fjD+oOq1TI/vbYvLEOANBvxd/rh5DgEvZ4zVUzqmh1GZ8BsxuHjuVZSfYw+H7ntQigO2+wbYLMzwCRIRfcZz4Hqc/0swRd/x6M1gIA8CcA/GEA/5h//ed+ow8QIDLPjCCPPyCV6n3+phnwWtDC+CWCqPVUDhNWGoLPABcWReOrKF71B2MITEcEdokiLNLRUHxQ0YKOgmdd8awcFlPDoT7fuxnHI0vHZyYx2KpdLKDIJaJT2N2JOATlY0XZBOv70V5AmpeLHQPZ1byMO/qmeEDDkPajYTP7h2hSMFBAV3egap8GjABAZ6Z1XjxD8ZCxO0ZAxffbBolZQ/SugofFahYPLVh8/QFMJX0jqG7Dnlortha7DSKR3cuLD9NovVmAoT5bQInrkpUqS7vIK/2MvBB/Hr/v17IYejrAsd9EfT4L7ndrfPax9nie7TAjBGqCuEOsR2hi4biPXEZHYxQYzhEssPPUVlT0CLhGogI6Bh0VYO0tegcb3wEcBMEAT6k2UGbxkufe1NAfJzrbpeoKaEZryShLYk8ocSRMS69tAFMmcjaAkkKyxu9m5EUWWoGYQL+kM0XkTZSPuHGZyknyXkq+91PgigHk14Y2he/MEjF/z+rBFgCjD64Mw4WoJl0A7YZgpFMx0DMIZBG/5lJy6pJYf09iwUtESwQE8PK+T0ZMrAf7nLqDN/3zygTK6q4lDMSKjn7unM7XuLNBlBmvbVOudZLTUY6ZjJnhEGIgqM5ORMGEYornKmKZ4X56PfXR+HH8/YSCfUHpXmL4lVrgiompKucyZesJedZzqibzuyP3EeuEhPSWycAsbfx7EUyudG4xkgECoJjjX5/HtZe79wH1/klnR1wFY1LoudyoJn6F879nkFUwG7jg2UnOER3vcPBfytIZcS6hN2OgTUYLtcGv0Su1DVnU1QIgvYhPnNXBQh6sY8uhTBzW0VqxoFdj8qAEsm3q28mglrf5sH1Sb23k5xgYZ7uPxFK0ruHS5Xtx2TKhIz9jMpksFuC0d0TBMWmWeyyr91SOEvgIWCIqPQI1HrrKz/4OtDsgWwGR+xCM8+72H8vkoieXBwSKV6vU5ATWzdomZEeGRhtbn3RWuAhGnzgiWg47R8UDF/XZ12C3tj45SQ94UiTZbq0U1HR+91bn4ZK9GAKJ1+iwBDBtDE9q2dBDjdYv1i971hUvyv243w2BpEFVLMsAChAVlnshsvqHlQmhd/K5yA5qcnDYHkiI/GKfy5RYHTw7Xm8lxnmf1BNf7qg5343HOjGtzvopbAoPLEQQswGyw3S/33enQxTorITG7eN5yjbOaUakl911vz+PnVEZvfRKMruybjnbhAxob2IDLnfrtTyQxtY7l2d8BCqGLuRasMVBxM95dmmTuJMZt5JaFOSASPFBr9JmmT6v+0gEvNSdYnvQU5DT3bfcmxewZ9KeeJi3xzK/CSE7kGcRQIUj9LNe521wrRhALYj1Mbuoj+Qp5IW6Njtf+V8knIT6g6hmr5e2wIX4gOPRX9bQ192DrXajZ7cz9O1ulVB9lclvOvt9fO/nKnlycCkDZUoD2l6gPmRT7laVQL0SQTBI+DCBRD4YODD7VFw+WkJtoFsp53leCJIg1WfqK8zndBfoVtCXgrokQx6ItnpjPSTZkoLNe3BlZCuAqWoqEwdTR8LT+XOSY2oBvPAXuFexAX723Wcsd9pd7mckhrKqSW974X2ZzcY2PUd9WkXxttzxttxxk4YKxbMW7FAbeKwVP+5v8eP2Fk/thq0tuHsl53bUGNjZ1du+eUtB9Pn5AbNtIfDEF5MPOr3EbGMKS1uXknQ9+atuSYb4OgIjmB7xk9S6MdvmxftuR+LObQBtYr77UdH3Gm1u6rNgeUYMX2YlT2mjUjd26mQTxX37Xi9Pto/W01VjcGHovJyYTl95vZALbqZSBYWtn2+lpHvgn7JedV81+/IhF7M/lWxHlRldLVIGopXykwFSl1EgKtVBbVb5azbYlGjxsyDpeaI6M8VCcuDVqkAHvxUfQBaVGRj7zkePPX+l13e0IosFQ6BMQwf579qD9fU9HksE76UzlmOAQmkOqGFfeKVdCUxABIJF0sUnfdEMfQyF2b+81/C3qJdcH3J4ZPYRBeYz4/P0UwVdReQdgL8FwN+ffv2PAfhjIvJHAPy7AP6u3/CD1JVEh5XPstThGN4Dn+sc+O5aUKRNE+0X5RTo4qVfs1Jj+XswuWAEXL2nC4cs5P6iXcXQR2Jlloa8FOyl4qv6hOpLGkhCtenc975i61YGfz8W3HdOIhwPk4OtvQ/nTRXQw6fZu1AVwqRKnDFIE9RnE5T1k31dvzGUUmGpH5ELjpTZ3rG0Gpa994mtHbZGPQYnIJpWU4ArYNMQbw2l9gjA2RrLC8Mhsorb+L10L2VN2RpmKrfDhjVV76HXVXAkvDlbLJiita8c9tS3CmwF9ckDrjsCxQUFCsSRl1ayuX46pTfhAufwUnVHPUbQOct4N/hyti06gTAIGIfSXlM3xfoRWJ4Ez08L7io5zmAIGd/rGK7U0kUF0c9Fbxr8CyCaPbP5vzWpX/DUblM/pBVtShassADsXmzAURFDT/deRrN1nwC9rBZwfVwP7KK+7sNoPu97BP0W01vcB6IL2s14rd382cQVPoOUDZMBL6ev6r1NQ/h6ibztlw1RkV6sz9+tjPsSjAnLLiD7i/IyEDTgfDECDKIsAUyPy/LcrCRk7B3LfKs7m2UXlGYTb4/NUTXOb32FlZF5+4FCueS9ZIiWzl/DKWMWLs6W80yFIZUF0M2GCZUNEXjIAZMpyJ/WAsXaMUS5Pg1LBl1TEDHaWJw8tnqCFHSWz3NgFmX0qj6gyYUOjboKRBlHHQ7HFBiP9Q+da+txcmCIKmPvrtALkf33JBzRPDlurPmrWaOxfh48kgYfjmFItFoLRA5H8B9YSo/BgHuv0a86LqFiDhRRc1EWPAJGE2oTGAESD+jFGfS2J4BE8C76H6nY4JynIbOWZ0V9bsMYK8mYcMOiPTDLPDaU66XJmClE5DSAAVX2PQZgpaCxiRIKP/ZST9liOgsCR/Gptw+SEXAlL3mSwkqqB68Hqp4O4eE8tbohVs1NZzIhO4MAwonq3iqm7cWMWwZcd2sRMEq2rUcmvzLwwbYO7IMHDJ0lBwKFEf+UZzKhliYGQATVuaRBSdZNPSC5zHyfoybj9614uSHvS6Y+pOUwfrG9x9BVIih37wH+VtBRRxDMg61EHkYwF8LYCSASAS8mSutdo3KCaMwRXGGACyiLBbq6ApxqTt6SnQHREQwDbP3bbfSn7togKeDKvd+SzQkgEufWJkU8SG1ODp3Nmga3ijuOZg+4s/CsEWQnzwOwBEYfjk4umyMyGKsFXB+XAw+Ltbjq+w0tb36zRHTxAatEceTE2eAhk2c874ZkFgtsAjGsJUrm7yydH2fLkvyOlmdiks7wYWjOjGidyPkn7KfMw+zxqSNxobuibt4GxFsSHQCsHYFf0xMv9e46c3OWODDfm/Ie7atWB/y5403U00j4IIKatnbUK/4M3YNWh2L9ZDb4+tSd32cbYiQYza6J7WOyYClDFlJXkacoyzGuzQDr4LuxF3H+X5EftIFfRZ9MCFi1pDhtBAbyMPaueKVRlHcy8aYYsic/i/MH0XHinjsH2kbQvXsw1p3xvG7mxGTjjP+bHzbkBoDuA1Up/+A2TV1SNaHrllIsySFiuqE1A31EiWt6nkhk0cY6BFoK+oP5qC9KaSmnMn/xEchbmmxT31s+XtmA8lwCrVs/FSxPEmtrbQAc8Zjs6BzMJfJZPNjKKoawM3ldtqvjdHgnTkDn3kbi0SsO21rQbwVF+wi2ApNfnAOuQMHWLMBKJH/02T4BfLyLm1edJJvfvxJsYIHhIX9eJLbiRjDmomwaW6RFw25kUJJtWcqmKKsG4p9tiw7vv/Cu3PG98hxDZj/55NWPesNzX/Hrx/fwo+MdPh43PDeLG9z3Bfu2WEKQbZBSpeGoWtPxvd9s9mNmPkO0kkCS3bRZwpZUQJ79WRls9XkU7VFjFgeKGs9kmcbA/LPM9jN8XfaCVizgiq2g3C2eUZ+B9YPOgf5m9tP6EejbQHqHjZsCntJH8N90LLDce/RMj+Cipvs9BQSjOrg5SCYn80WmChIVX0e2gOPLqL/SPY4g9dAbkchIwVbxBDLU/GRAwL7pusBbzmEg8xVgMpRhTD3EbNJdUO4FKN4esgrUEIRT0nGqwmKin9Xjngg/HstALAuw3Nmq0V/fE3LY1yoQoIp5jRUvELA2xNdsnbpp+BJaxQYYPwqefofEGkoDHn6M6D9sg9PU1YvrUm/NUw4LEFt7wRI2SAaG2MKlwKsfpgDj8dEYYO46kjYl8bkL7Z7thVfopwq6qupHAL98+t1fAvAHf5r3T+/zjYybVAlHu/tkvW2z6ZIAsPeCvVpfrQKNvqYdEmXnR/OskCMgjyMhUJwB6azaNGH7vnegvSloVbG3gqWUyLA9OOIyaxcOcmqQFz0z3/dHfGoP+HDc8NxWPPvAmBeVDopwcJilUIUJ1oRuYl+oYWSNjH19tudZPmEq5+bgrID6u2KxYCteTmzMAgjen80drXYQzm1B8qMqynKC2Ks5az0d9Oq9siLzxRJYzzDK9014iVgbidy/59AyIW6sd6YLE5VURmI3LsXxaV6OWNpJoLgwqz5gJAxmL2En+rHfiiuKjnLIaN6djN2YHuzGOPtT2YL4i5KyB0wxHW8E7dHKYqtPR24eOOYaTutEpEcYXO54pb5J8GcG4AMcgL0V3H1YT0XHg7fjYM/h3Hu4iiFhD60xRMs+TGEN9u36RFoffs8v+EZ9LbKCyShLSY8oaU+8jIJZZP4ur13OLpGnmbVlLyW+d+y3Tu8NA/2kWGOwFI0KNeceQKBRmB0NRWSMF4GPEcAa1+KesTQmo5hkOhPO344KiUAqxA0bN5a9zw8dRyLZy05D0P8tMin04y2gK6x0UzSCQfUudsa3ZFDrCC7XbQRWwtnJNGwOO/sq2NqCp7Li6/YGd13QqyWpAlUNO8dsF0IkIaqOo4NxL3SYI1l2QlrkrDAzs0RYRLLlmNe8nuTizMcDlRWBv1N/IysJ9XX37P0IECEQ3DGcp1rjfSJdOeRmEWvvsffhSDQdfclazurw/njPyZCbzocHYs+BdCQDIUqH+B4xhAIHX4jzgG+rbUkkFfD6uuR7UKaf5nVluwYGZae9jq8KaSyv9Xt2JSWHGWFlcxRONaM9WgZ5WX+gjCHBM6OlBuJcUnYXAMtHCyodpUBXM9SI4tdTuYF64o+6GopAnDDgOlBCDO5ZSV7Z1Z3Ugep6wYtnmRcOLI3Poa8YAD8bsloRbdoZbDnvlcq8h1EGfutY15RMbdYDuwBW1srAgt9LVyu/lm46Lic+JpQHPRwaw0lnapGRGOFLyM/B0+aEVZZl3/tILgARlKybQhc/j/AqB/aRU4xKgfMZSUS7rMhoiZCDAp8b+MnSw4ECHYH+HHSl40cbYgwho7Gg04cGKo680W0TxXndjqMN6UNhy5LMqwj9LKd/8bvQnwN5aYktIsUdLewVZHEkFgXbStGp0mqlkpAUtPGerkTsTI4I5Umd5V2cCdoO1as6YAHy/Z2gPQwd2Xzqe39g+fSwEWwP3MHyiiubuI55XXXwBG3mc0VIPpsRdKX+TY9A+610mT8gXTOeLX6kI88PccdROnIv9yl5BoxyTkE43WedEUHXrGt5LQHYXkWi/ONEIZMl/awACqQoevT9TvvrcmZyfVLQl60fAmlGXZMG2c5oYhnPL6+sa8Es78p05Qmxl68bNra3QhOfKcIhi51BIgUUBqCBWMKve8VhPu+T/e52COWbVVSM9ZxgdmfRkuThC0o29mSPpffy2rx+7jPIs3p+byQo+vAjrawbUA5+JZLwOZ3rtLbWls3kQHuAT6P3aykCpMN2AkUQPbIJwmm92JyWgkDuq4OiMsL1tWpYBYbffLb1aANk2awWMM0JpLEeAzHOSrmegogRnKRdBco5GEhp6VjcqfnYTeg0CFbr7jmqY/uKHx3v8PXxBp+OG+5twXYsjgYtkdCLuAArEdmCJ/xHmB+wCnQxkFi0nIgKxvF+Vk3xqwqYezOwSAaZyFjv8DkclBXxjSy7+TZN8lGoT8Rsp/7Ke3Re0ymAmeyic/CfP7O1VmUlwT50bE5o5aM3UFDjGrk/efOzY4nrJGNP5/bsnwRitvq6NhNLxYEZOYEdZf4JUBHy5KCMsntlkD3EdXPZTz7YBfW5hL/HYPk0G4byA/lnCR2dEygv+rmmPcvBfboumv2GeBNlH8JeKHxW11HF9yYoJYbO/6DwZKiOM5cpy3oOuPLnE1bVAZG8w+le7f41dKqc/eAULonBWRh6+ScFXIGfrb3A///EReREW4UZRZsZea1W9KNga4K9Kva1Yll8wFUaSHW0MvWwmtCiTQYCZRfUp4JyN8OdxqYWoGyC9iho7wq6wAK3RXE/FmAB9n6gFH3xCGw5AFi7AaJevz7e4pvjEd9sb/Bhe8CzZ6pIGRE6JoK6wnHlLvdqTHhQMDoS0JEFVpIGL1tSrB9GL65JKCWjTIs5SMcbd7CqRvBKiAby9y0fTWC1m6A/GDK23QA5Cg4sVmr1yFQujPl9rcuToSrqJwlhMkpV7Pu+AvddoA9AKRpoDU4M7mqB9Gwf0rnoigj8Wca5o3sT9nDSfEgW14mDs1hmwExZ96xNX+3Zj7fVhgh9POKifZWRzfCbofPEcpIQfMWchwmpAKDdFuxfAse7jsc3O9al4WE9omwEKqEQWdZSHCHMHrjsacbvp7Itgd1DAbZjwdO+oqtgKR2/tH7EoxzYdSBaqzNJ14JdrRXB3ir2VgYyfPGzKVa2BAD7Ukcw3M9sOMgsd46zDR/44SVjosORoaN3uFPJkttjONJxDcwOakaXWGZMI2hr+5z6orljYujuJDh5z2LlXgo/O/DrKEusYaiIDpStQbpOg7hUMJ03BhGibIlKrIjznd288Y5PoXU5xDXRYpnavsgYVODig5NA1w9z2xDq2r4QOWvrv+2OXPeMNFGS6ycrdazPiBLHXE5CwyUGe7hCRHomJIXdu+DjcUOHYC1f4lYOPK8rHsuOX1o+Brq6irUN2VqNs9sWLoDJwdFugBltGgByChQghuExMG5B6CEDY0/pgJC3zkYhAyF7xwgUIvpGqvfSrZv1k6xPgvrgPdNELUPvPbDgfUeZXFkW6wsJIHpVP5QDizSgAE/N2o0c3mLlvi84jtRORl0u5FL5bOT5mnAAFvsEjveP9SLCKgfS69Yng12ahrPKoy5+jsreEYNc7IHMqU7l78LeYuD1HLTudwAAXHpJREFUUlmPZ5ijaX0uZVVY0PUYHo+xRUG9d6xPjoTYAMASpCZrzHrLutIubs9svUiHYUxHs+wADqsOWVxmt5tYX7pVrc9alYF0dZ4Mu4vGNhGum/dD84CrIVstEXr70C3oeu+hE+qNyGN3gPDSWJ/knQDNeS7K1LwtSTj4ed2aePJQp79NxjSpGHIFjw1vH+/Tn54fFqvy2YaBHzqzKHYilGlM50tpchTq4AvAkykKoFvPt+K2X8h8Bq0ZuL4rlqcOOaz3elSmcBiD20OAor7zPpzsJRrBHFsX8QAJ8l4CkdDt2tG6oDqf1zJszhelwMkW4fOIJ7eilHHa05FkjAoKIkRc9gSylRHyjB7f3ZFudq3mve2B1M+1j9ZUxl8n3kqD8wY63p3VIwVdc1IrEqjjLPXV1pt2SNnY79ccoSqWqOoH7YQCTUG93L8tkgGnv0ViQQYKtD0Itq9Mrx2P1iKr39SqIpaOydlR2yNdLVhhLXyA/uhlmpRlXmrJCqLp9x3BM6yi4rqMiiibCM9gRdkFC9JZe8UBy0M37ef0t4TEK7UMO0M9eUOEjn92Z4AxB7U18Vkfei2uLTCUpgdQsyM9Aqf+TaB9XJe5nNbOxInMuoFvV9iQFLdRwuU57GI5CM+hf+JDu6iAphykKmRXSGodFYilXOEhmAL5knQ5qj9zXnf6o3UkS1uzD9LDfDI9CtrerR01B191gTwXT2TnwXRD13avVmH/VjPVR0/TOAVZr3P/KBOTLuY9R0uxMnRBGKX+IeUA1vfWI3z9xJ6LbjsvY62yXFqe3bdx+3J5OqAiON7ViWfXDwfkULSHCl28BHgV7G8E7UHQ3gD7O0V7o96PUgM13F2+1qJDvqq1BgQqVAW1dBsy7cHZAU82W4mUA69RZn0C3fA5e3U37Q7XJSbvbu87lo8N9d5R9gatxXtN+1cfwmRt+QYCL2ZMtHSO3WavDw239Yi2hz9s7/CpP9iwWQCbLugq0Y7wL2xf4f3+iPf7A572FdtWcWwLdCujIoyB1mQLzq1TrBVKX03m9d4tOb263I7AbdKF6t8z3yowGXaoleironmvazETGTFQthpTWps3DPuSn+MyRQVwYG88gw0dHf3vNfO4Dv4XL/fOdirUe99vwOOPGsrmyVhVtFtBbpw8JZzicCH59ena1JFiAIt6B4SoZZisUQb0Me5zMOPQsdHjvAPq/FG9CqfcLRkcrY7uXhHlw6e53kRc98OQ9p0BV4gF+roMncwgLu3PJ/FWRjYEj/N5IuYWQVwEP6sa7xgYJ+ngQHHSJsFEKsPOon+Y14Zyh7EW9X3svj+FicSMlI33SVSaRHCVj7xQD4sNzSwy6YEAfKzF9ZPLL0fn9nXMHzKfU+O5qV/l1awXho0A41nJ/ibGfX6Ovt2gKxCGjC4Ym5P/dQSkm9kxBt0KhjME8O8YmjkpqfiZMtuFAjMHYVzutrG7O7z31XvJLAVFCxYtqP6hK5q3HSgoMMONxSh3L+3euvX76ix/xHw2h/9hpSpQR+10+8qa/5yAsZ0lnJnBGCpP71Oqs3E1Lzqm4OGLm1IKDFPS5VD0uxnX5cENh6WgdRqsOpxoljv4OkeGhoGReypFOWegidRAyqT590Usz9C852suf+TasHF0WtKXz8ZfFbGyaxkBJDrX3RXTkgRAJLZyL5NjIJbM5xhlsOeA65T5ouEV9+97TyTQa8QgHRHaHca4mf+LIT66r+WZop2ADORh90DXF/WOroJ36yM+rDfc9xV77c5nM/+x/y6dOcLHXkUMOZ9xYiWFrHowxHwbDcNwCiiFwT9/Fv/lNS5gEFOD76MvGIOfbmCKK6YXzbrTvmXEpCmaYllR9a/ZUVIMvqBw53OmLFjOquX1CZQCgyc6nq80he7iytrWxYKu1guOQ8UAxLA3Xm+5D95rMUF2IDGWT25Y7+Rle55QluC+UZ9rODBnJBDp3F+LpfO7VuM1p1s58FgPG5KYk1lueNGwFHd4LMvC343EUDgaEfD2dU58lFHTLPt/GRhKv4jPeP0sshy43j3I6kEIM5hMTnYalE2gxafaiwRCbus1KiX2XvHclkCZDxkno1SeDn4+P9wHl9cTeo3P1ce+ZhTb/OzUm68+bgRgKV1fZK8PHesVsn18XqBWkwFkAXV9KTMcvaSlgOhY9gGzpv2IHomAjhIh56EYIEkd5+1YLLGjUYI0DEy/JZ4/8nM493aferI1glyWhG3BWI8Hwccz278o2wpH4LQRAM4l17beGv3F9zcyWt+k102oSeobIc/Mnx32cmZ7AWzohqKmdiG1dkOiM6hVgLaPQVpQiaQggNmseM3YDBlOQQf7fMg4yxSni/U27zcLspVmQfGqgw/hSCjKguavtV71aV8pZ7in0fd7PLuhdSwRdG4F9ZNo9CREDJIIJ5TPQ1141mevUPRJLrCzVxJPKPWGxHVyf8gY7HkODHONJNlM5NvMO0j3qZbAUSbr1O0mIM7lFOCCfUaHJenDgRFracOAZl/khSyye+HhdNsq21EpmMfkYnuADU17dLuZgw3XzNiI88m83ugRruOrr4vq+DnWnL093eZWeJKA+1TH+rL9l6Q1yluhIojhNhjXOA/pzGQyf9gzUOcJhffQ9iC9fv7MZR+Z5fp532IPJtuLfCjj1nLQNnhZ4uuLz+MenH+XKVDv+Z7T/cmwScIJ7gpFQoQxIHB+/pQMH8/oFRUKT4y7XOT7/SYnW3cv1iZtgdmBlBnqN5nvXYeunnQA9UI3wazzIo519QSVhqIfn2l/t422oDImpNowYtPtuLxot1TGGzJzvFC6GgjAg0mlCWrx8t+6QEViwjptjfZQY2BltLDwJIQBdVxvsLLSdQzb0y21RcDVWi7YhnE+C4OtueUfAHT3CRXDL2w92Z8EA0261OQIjrFmE48KLAHBxCiD6iddy6GeAyUo6Id9QNlnBuzHsOkAxLyDZ8tW4VN/sGrZvsQMmA4ZtjT54tS3Nd83+3IGYjX54IOn+aYsCNJX8iz5LNuJYjIv5JvLtbLDZPuSdJ0iWp8xEG292L2lnNr7Onuue9WBHDJmFaQk4NQXnHYUy+KySi8ydLw/6sQKr9i4k6x8YY8SFZleF7EoykUPePr+RNCbH5lAKYD7amrtbaBA8VZ4uXWHBSWBaAFZHTSzmD2kDpZDvi+uiwfQrf+9pAorq/DtNw92UgaphJ0abfl8YDHnylTak6rWpkg0Zh8AGPZmlk8nGWxiTIYMZqIgATWm15/aXo05LPa7egfgwMnSYC0k6MdSBmV/hFViUdXKG1Ww5dlkL/mZftHP/ExlfOacLNDEf58x8py+3aCrB+NkTw+nPLjmeKtg9GfrBb3rCLqVjuIPVNzwJE2xjTAGeajdgGgWBOx1CM9yN6Tr/XlFWws+rQe6Ct4cK3oVCxJAUapiB0YpNoBVa5Rtf3M84v3xgE/7DU/bOqbInu5PPNhWik1gzs/QWS5ZktMXhqeObEGhI2rMaag1nRw6i8+5Y0PDMU/ptI8cGZrDDuvD+xbZu3YrOB4F2/cctfcI7OJO7+IHjyWWqcyGza+ro3FFvfSE/d38Hroa0osI1txMXV3xxuCxFHgdzg5Cn+TA+kRubEAtEAVgIANX45HjoaCKr+HRUfbFY9/J8VbEweb04SngeirnNEU0SmNbEywLedcmVB5VEWCsOMEYn9m9F1mzvTGBMzawL8CzN/2InoOuvCsUFR2PZUeVjoIeyDu7h44v6yPu3YI/27Fguy9RAqQKMzwBHxbixqjbMJEhSkIqHCT2cql2PwXGK9V7DHc/54Hq8uBSr7PwHQrVLIQcRFKBB6X5fgbUPUHgDbjbzYyTsnugloEkPoMjQV4EMhfjje5oOPYDE+/5Yg3KBSy9lmJGtZ1PcV7CSwUjVHaIPjZjQ+38LOxd5nzLBAb7AdJYbKuELAOA20dF3TrwI4SxbA3K7RpWqp0MUwZdF8vmG4rCedrReA7PGHvM+zrJXxLbrnxqD1YJIB0Fii+WDV0L1qXFpHB0gdyLl8HJyUjyUpAkVyLpdEPw3ZToOVJZETAMhwSWmPae72cAkWXL3quNQY761FHuitt7SUhmYH1ve9JXW+tyKNpWLWZaa/QGbb3gw/6ATBGc7gV7s5Y47ahp6A8CORdOcQEQQ2z8/KQBCICvwYFodh/kzxI8XOazm24skFXRKH6ReJ/xo6PKybtsrBZo8h5ra2tdZr3jBn0gm8SdHDoapVhw1a+1PBcsHwXd0QEZdd0dbaaL2mfcLI3exFEFIhRVQPXpxeSDghdGMlzuietgKhdLnPn9pfY/o2/s4NPBl0RiW4pfukIexw0EHyYHj8ElwFFDq2D7agwhHOcW0UKBbUFKg01x7QrZ++BjQSABst4yWWS2za2Ofvm35cCnW7eknriz1K3Pa9ld/rsDNBm6/HU6XxMJQqarKLAItJdAkwB2tnFzJSPGG8Wdtco+8UsJFERfBfsXgvboJeeL96w/2zpCFKydK+4/AEjpqLWj+NTo1yjaWvlGsWWIVolgWqAfFYa+yA5S2nNOuZ3WhT7lwoERSQ7Df04JLwYsloTGnYgtOOi8MBDcUi9ConFSUNAQbiYDjg8SpcJYgOZBlIgFjAOOUhXHo6A6Mkl3L7sTt8N9cFhOdtGWeq3Pq4D8LvH3drOqof6g0DdWMSDVsh6FrUFch/SjxLpq8aSYyhR4RVFMCFcP5ksg8wCthsjSApQi0MMCrxG89bLjWIquKOX0PK5L2m1+yDiLiU+YaOL7OpOmOnpimzk1vp8CKdM/F/hn38h1QeljT0YAmHLVk2Cuf8JZzoHi1JMvAujUuXykHEjNt9GR5D8isM29mNBJZehne5/V6nbPDitttoiga9zPGA6WKi+kxDnLQUHtgoZiA4uOgvJcsHxyG4vBj2X4MBn1FnZIQlcKE8aH+KyGAindZJ/K6C0PRLKwOS+Z3h+JVwAReM3IxHiGvL/ACOQ8yijxl/k1jM6xKtGSXJ6ojP1D2GXWU9nOow2xaYhhgLDzSjnc31jijghiKYp1bXj3sIWe4VWqKNblmIOt0JCxFlwtJm/VgDq7+9etl8BACNwWSEFlS7BZiy0mryJgpXa+8OAt+5TyQ4OvGZznsxkvAHp3+QYm3CT2XLeCbfMku1cVFu0BRPj6eIOGATba1QfM+j+rfnVBm3kkzg5R+IjnCtuZz+gtvDgdXrnfjCdkHa2IgOfEV4qoXGTSqj57+0Fv70JbpD77/JRPsB637rO0R+Mrq0xxE1uKD3oyvVC9Bz4Hjy5PPWTOVOmV7XjfE6CYvd+4tymQ6rJoaseUvo8koP/cHt2n8sStbZAz1pTcV0gvUd3BhDfPAG1UxpuqjPOYe51yr2J9MdpytAcYcvmGMcwxJboZ8C33gW5dPvka3g2tuzybzJJDvA1hslm7r58C3RMSrOQoh0CSLJe7L2aWM/Bz0lm14OuTEs6mmnx9otf4S1vlXEVnPvxo8wgAt/cawKHcSrN4D/ly9NGXXAG9lUm35nZO0tV6t6YkTcRyoMOXISX0NCADKU395NUfBD20NMT7Nfpu2gtQUVASaJmEBhBrNwkiUUFPEigQg271dw8SRO/Hksp+w0ByQ5CC6kRjUJcJ/+aZx3tfHDHYUYQCdPSaOXrF4dkt9q1hTz/7edyzJB49rw9iQp1GZptw5Qg8JGFIpJod8nRQOgzBOQlXYx72+JkCZhQMC4Nk9tmGsktleRPU4ZVnyHvoAoWlp6KwgPtesN3Jevvk6LQoLZLIZE6BQBWoeluJrYwS0heplmEEBQpXhxERSihTp8GmUWoQRodtpH+GjINKYyYF4GIv8y2pIdnmILIj2yi0qWBp16X7Z4bHUFPjM8V7h3X/TKIM7Z/1ocrDjZoKOswQYD9iInyIxqXjwob3pTADPy9YTG41HYkA73rW8kUQnM/V3LYPtKVdtMDKHOJ1NPbyNGQ6s8W/9/e+iuLo4x97tXIYw4SGpOPp+zY123f+lWatP8rew8j0xRtsRONF5gRIOCeOrjalThSuI4TIM8D0XunWxsLQOK7MPfHygseyEaWmnF7E1abXmMxgkJiHNBRUNl46lZsFArXNE88BBLLVDEnL3hfVQHduvRrv06BMxuKUaecZjb5VmIJaUy8kBt3PGVRfA4DXOJ3N16jOPDBlMjuDmRgI5cMcjuII2HYX9Ls5AYcHXO91mRJ1hzsJRLg+7wtaKzZUjwO0jlF6Dj579LFyY+5ZPRkzWszQEB+98caZmLLS1QyadhtGCTPvxTaQG2p/PlUoBLIrelqPNc/X7Slw9oKSzDQnyRFy6C+CdmaEYQS1BCPrz+BaQZSJMpjI8iEdjzmrCa5L6DbghU74SZRldeIt6lILeFkpUw7q12d7zfI0HLW6DT0V7TsiOTO+V4EZ0NxPgSEAgMj4EyU4SpElGVQAJRaDAnpY6w/aPnurw+HD6blou7hMYO8ySfL0VYqb5bqNgDXc5MnLH3ZiGMTJ7mNwPye1nReUfCDOC67TUABl6x4GW0PnzjYGbY48XZvkLGv7EzbJy2fP9mzWQxMyJH3YdEKmhRjfj0GNw5awj7HEzuG9Jl/wMR2LSt0h7jhi0qu2FxrVYGX3M/TanqZ1CYf4lQAB7zuqT/qQy/OLMGyp+OCT3KBO9n+SkMq0WdRbJWEfQQth6wfqFAZN0+cbz4jxkMjQT7vxafFBLnWzQMEYAgLI4rpFR2sMaeO8MCgb9vZ5P2NJydf2Vc/6iHxL5Hwso1clqN0zkXjRv9ARs8GPuYeef/ZZQn+u6uO8X/w8ssO52o5B9Xz8p8+YftYXez7xissB9f4f0Ve/j/dT18dH0pkuGGdNDVwRtnXzIJd/kOYz1P29zZRF7FkZ6xnkdiZgex5/+5y9kR9dFJL5MYFmAulL25fnIH8Nn3e8hsGjSNadzhdtrggCFQNJEMUa1U/+P/rfxRNLfS0Q6eESBmox2XFZ8fYuOFqdUa5O7EkNAN2DrVALVndYoDUCknndAGsN0+ffCwEq1C9MUmc1JOO1/VZwYI0ga7uVsJNGWwYJNK80n9vQ+BnmKzevBAFjAh50tV7yZgs3DBTsZykMttPrsl45LwS4/zrWXuxnAXXq8GHl9Hl22Xze8PJ755mJ9zNfKdfe9YqXx5d9yM226KQL815wLeNzfS5KXy0oate0KorqA4ktAJo+7Bh+3oTEP9ux53vnc+afz2c8/0nm1wiBIy9eqBEoj/dJ2t6kYl+cz0lvjBca8EKs+u7ZQFnrJ/NR2DqOLQFGQkhigBr1RNhZarGxoh7gxQi8zkma9DOrETL4jL54vEdBqNOra5OfFbAe8sWS6TFbp8jQjUwU0m5xflXey9nu+Yw9YmuoJ0BRXvz0fejTz9//RL/B6779oGuFZfXYs5LOpRtH6AiDF27UdjeU4H1eSEUUZWkeKBJHC5UBhWb/GtVAsIWRTyOTtxbI0zHcaZFughPA7td9KAeW0tC1YCktJhR+bDds3QZ7NTVBU5cZhfBaX9dAwLrTAL93gbhjaYLaDp668BazJ31wQV+IsCPSyQQre9CE40kni7eRhAQzMceDoBDhuyvW54bjUVxonLj4FSMqgmgUmG+ByM4qsHwSABV7veHYK/QdcFtarEdkLsdHmrL1YA0nDbfnCtxL9LvNpQgR/GJ/FQbceF/lpQAg2s16eZoBVJ9oQSGy/yNxICOoQeQAABwc6CDjcCsCrd26GRAH+7p6kCUGGJE//eDm3riWhUYo3LZqOJ69FWyHBba2vuBTv9n7/YMqOjo6nvuKXRfcu/UTqmKT1WOtvURaiHxxFBCvIYFUQvAnyJ80boikOQXDwjBn8GFLATMkBYD0eh3ZrMx3Ydz5AepL4mWhQAbkbt+Xu/1s/SlNUcdzAGMYVfRNtK/tJuGsSlc8fA1DWvhzsAQ4FFvXGeXE5/JSCctiuvF2G+cuDKI+Jl8XnyZrmVJNKNT0uclIsGCPxPmXA65EJf5mBiPPA1EKHSjWq1Y9e1i3HutgE23Vs9AmV7a94lgNHbeI9a4qMEOzixu7QCSl3h8P+LA/4HlbceyLle4FilVGkFcwgv5+9gLZyX9eOmMDBFOAm+Ip+IDKmusxO6tTSUtC1uSsqzGXIUOrt19hkmvx3rj6gUaOHYr2aEM47g/mDCxLx323Pl7HUUOWaROb4qowhGu3HuTh8AMxHLD6dNnFy2puH7r1cWUPOTpmjsjuiwX4g3yvya/tUbC9G4dtuSvW1tEBLNHjFpOtweClGVW+UaltwGhQ77zkSMsYRpeUXTg86fUinNBuCCYGbKfM/zruxdB8SEhXhSzddGhnyx4MRwFIPaq4Xp4YaK5vuSCCWXcLzHgMJh3G69kJigSvIzGYYS9+Lh+/7jiexVFDiMAvJ49PsmdB/OuONol4fIEPioTziI52Ph5DEO2TM58N07ID5bmgrRUfn29Rsn6/ez+5HHxw5437woArEx+Vk54/Z3Dy/d5bzoabjgoZImlG0Hq0Ajo7dURTxDR42jgFFmhdOlAVZfUgig8kaR0om1jJnVdAyV7CaW8+2Ws7lhh0qYpArNc6qkWIYG+tjMQpeSA5S3PppJ9VttBQQNfiyWgyqNt+eShkXkYPcLZmaC8m/u9Hxb4vNtsgeroOedazpe/BocKyPE/acPK8DVosON4Ys5QmaFUHEuxU0knET0n2C/dc3Q40G9b7WrIHN5BsJA9o5V6ur/jITK4IbWuX+THhm3MRthJBJdP7MgLDGJ/PRHxuSUGUEpNdfD4m3eo29pclmvYswECg66lyZAynefFYOr5mRBcTrFF943+vbuMHCGAhMGWse1/E4oJdYm1FFbI77zWJJDCAKPWnLRZ9uc/8RzvMA29M1o6e+ac3FESSJ/abzxIoVICVABEwRvq7+vsWTPomQBJEBncCJjTpH98bD0JbFUBD6Wp8frcp373AW965jHK9W5oFGi3R5cqwsJdlko+wtah332CvSoxWbOdNpyzl48r8GnWzwMpg7T5zP31LKsIQuFFB6C1hKoCbjLO36ovP57pLF2BzdVHtlkLHLuOMuCOGUmwmgcUVDQg1bOsxjGvIALMRugL7XvFcFGu1GS0qA+zRuvW6PXpBdUQrMCepAcT8D7ZwDNndiqHbedkmkH3MciGqny1HwodjovFdhX5Z56QYxuuaB/0yCtJ8MsoXq+psN+MJVcHTseJWb/hwPMRgY2NTCbk9sYSvRxFF55DovGfJ5shvjf0pzg+0hWoPf81eVMwmip8HijQ+w68zB/+oZE/X8/vLPkhua1UagM3nWHjwjPYNL6CSrsXPcHuewIDtKx/O9mh81h69ckLNb24PFdI4sBRYP9oiZcTztM68dwfMhL7JwJ1sb7gcDXsIiFgNPy/67qa9ylSavvAvFLCEzis6gcmgcni1MtfHX1s2s2WWJ/MJlifzCcqhqM8dfTU/JBDRIlDONWLloMs8Au2IxO17At6lBwkUf0r4cE/Nv7I5KBp7zQD/6+sfwf8MtALQvEL1ePDWJgXmG21uc7q9knmwLxK9Ze2zdXydwAO2iKa3NJIySC32RpWfIJKSarsQqOnPBPBt7/TF/mf6btsLqAn9jJZQMYXHab1dClQdhecO/E+iF70ts3LLv35FeAGIPjKfm1Y7Xjd2cp/qE9M1ZPSNIEpz/r2gN5tS2I8CbMUO2lYQgWGinDzLTpSXHBZ4GEHFZFDGYmBGhh0YRoiMgOSYoOeTgn34h00MblifKtaP9pH9wdF6N411ZGkC+8xMjugJ/UAHEz48bN9rQpVYgF1VUEqfUN25xL17CW4E7M/P2oA8rCLKXoncEtsL613k5XZ39UbM6tltDWOwbM2e66GaIcdMDg1M9qdi5n1iAt4fUTQlgshTRt3PAgVbznJlNAoRbZTC5BEidba24Kmt+HA8oDki4KHsqFAU6fjUb9g9KHvvC77ZH/HpuOFw51GZ9bdaWnRxFF4r1hbgKCNr50YbA8PWDzgZI10nvjwrV6KmqKTr1nAuQbT1tX3QtVgD7Fwi8soxDR4Te18EGVl6q4DcD6AAbfVSs5cfY/c4BYIT2oT7Mxkroz+qpuDEkHXpnKbgxzSFsVsASDrSoLZ8D0Oh1E28LzTC4bfAgx2caOitwzDkmS5bj3MBVHM4UkDp5UIgnFgGCXsv2FvFsyx47Au6b3QRxRFQYkMxcDJrcz6ag6Pp2JyO0FS6zeDrbqiC5d7HGUc2ADQ+a3oWAUbe9ZXfnXhKp9YPGntIqzSfybpxiJI/TCnWPkWAtnQci6NzXKYJ0nlwy09S8CbLBcRZG/ssp2cL56hI3PfZMM+qUWUYT7Z2aZ0mg3oYllzbQCIw0KsAS40AWK+9k86N+0v3Y9fN1j3m0kAi5DzQwgDr9Az5Mh1WxkkDOUr/EYiUiLmkpBZL7vpqQSEL4vZAjYhgyGrn3VymNdD6GIGd2Kv5MNlgMoW30Yp7iQx+OhN1M31Y7877npzha4rLW2svoC/2TYpG8sPeMPaT1y070HfBvi3hoLWjjsB/bh2UeraFzOf0Z+8DGigXTu72dkkRKe5wR93Qg3Uz5zhknIxnW56tVK74wEU+2zTIoJve0eoBVcCGh2DwEpM4YdjzDHnwse8FezU7pBW3SVynAkB3W6T3glaGkcWWILpz2AnXLNlWPswz+nEzSeT3UxyZHMEuNdSiBfjxgsR5ux0V27GErbrvCw5Hy6sPkZUUCJ3k5zG+WtCACzPWNBIFbdicbHEwUM2eEPKS03Ifz5xbAZncSjIpO+kJ3WkIU7OlYg0U4E9xvprbKVlTMJi/JWQq7YDurSleCTAEqnyFB7EQwc6hs3mz9o/JDgtMDns62zIMxmQHc3zmWSZg0lvxHrcniTyeUKSFZ8zPuLg+6hKvjR65r9pI9lkKmWR7/G1ssb/BzwKs7cDo861JD+h0Nv0N83VLeoazv5JKVIWI49dIjCNi4CWv384f+HmyZIG1/yq7lbMqzNfM7WPQYchosecUwBWPzucq+R0qsAFALjPhslAh3ubDeebkv0AxWi2lhALvdwaW+D3wPLifa30yh94DYC35IkHPHsEnWyKtS+igZGdMtnw+O67YFW4H3eH+KhNmI4nSW8W+e1Ve7y8GFVquPiFePRibEwrWK9WDrQmUlbO4kbSrAuzz89HeU1ZFlFFOrrSV0zpbokl9yLHtaV886OUy3nhh6EZ08++ejhW1dHy4PeDeVyyuxNjDlV7HU1tTf3/XOxH1Hff9auA83af4PUIKelVoL8OGVbeHXDcwiRTtK/g5iZdjj2HPq9X4WgtQq1jLFjcsM2Boujfefs9rlGyQ/Hz5rXKSdy8/cnp+fpaE3lICPV9StjmzvukzIpWDxhVAzLBR09H5PqNFyRSpfuW6fr85TpPna8D3kHN7tAD9JhO4hue6brYn60cfBvfUsX60AXeyN7R3K9rDmi873Vv2PbKum75StsdraZ/mZIwPsm7d21cBXcsAfLAa7lzBkBPQr5DZkYaQjiQ/e/1OA7PGPX+2OiP2LlV+TC/VsY+Uz93sDibM8lqIYm4neXqO3K/3NfpWg67SgfWDjOwwFc3ujO5M1WDBxw5A1g4OVKsVgTrIW8ggFv+N6Zenzc4bdHifl1NQsIoht4oHqXpAYxAtB6obuhUdGxZ0LdFaAJjPW+8WWFW7oaTRTAEz2Cp7QXkqQ+DxPpuEIlueMCYLpszO8tznTaZR4pD7+uwoOR2lzCak7RrLRz+8HzvWD92CMs8NZW+Q5wOPTaHlAdsXBeUQ7601HlQaovxqOGU0CHhPftBp+N5tj3fccFQ1oZWC1KXqVN7X1YKUfS9WOtbS3gnCgSQKLk83p7FQNjusZTOjseyWSbp9s0O2jrIdzqd2H+xbWH/8CbIfwPe/QH9crF8IS7IZQAPQl/J6dk3NMOytBDqmB0JGQrgTSRECQZMx5wp+eR6BnnYTlL1CDniLi4KPhyFc917xUA48reuUZX1qK+59xVOzf3/p+R1+9PwGT/ebOTJ7AY5iRskiwKHoW7VghqMTOcm3cLiKGyDWc9TucTpTjvDo3oi+V1hQoAMdimXvWD413P78D6E/+jG0daA1yLIARSCPj8C6ov/SFzi+emNZvIeTdZ8ErmDwXekD4WpKraMcHfWHH22a7W/7woy4pYaRG7auO1hR1kujpwjE+1p2KdOx7tWzc04xTI7BOefRDoHkkumpNxzRmwIpQD+A4ijzHIxf3zdHV9j0zu3L1a698ub9nLujv348UJ4blv/oPfCjryHv3kIfH9C/fATkBvZJjLLE8lJ2FrYY2Ara84L391tMlL3VhpvzGvnt6AVHr/jh01vcjwXHvkSQYkyc13G/J3lcyG+7N4jfbPLs7UPHw4/2cNw4OE3r3Id3OoYMwrxw9jA58AwShK3Bfqh9GD0q6qgnEwAxoLF4MOluWfr+yXoL7w8dWDvqG+9dtjRIK+hsTO2BDvMYkgGZgoYZWWmOhSQHyhwfCzzTAddxLhyZH0mBOre16DudaDeICgzZz/e2lHyis0v+CJRTB0TQyUdcQM9U242P9+OcPMm9nVTD6Gw3HwiyaiT7zkZNVHA40q14FUQkJY/xKMZXtt63D3ZP9UnQH4Dty2L9Ux9LoEbYgw9wo9iDOuy7G0EsJjd3nSoXpuGLh2Jpdm4f/6LJkLI1aBEcX9yilBFiAcm+WE/T6G9VBk8sz3NPa2kY71d4wAARbI02ROFgKdYPBSgF+5vVZZvaZOHd7Kh4xjuHNdjzLU+U9d2Drx1axHrmL7Y+Wko4++Gwe3XN+o2VxfHzwvHj/nh/N0tkWAKYjoemKpK6ddy+LtZn7sF6kO7V947yumMkaYmqbzD0WAfap4r9EByrR1W6TF0zpJTkePCrBf5i6N2eko/uDJUNuH309bn3ONcZqVf37vdjm8Uhln0BzkXfoo7Oey44HhY8jeWyCq+jAM9l5v19yE/2e1ue5t55lKF9LZCjox7dJzXDk/sYLaYECFntPL++d554RgRnoMP+igGkPZbOdChllCdDS7d7gMteFXeIBUClLrUATCtDX0dyYBesH2TYKM1sE+mjHUvdkwPX1StZBMcb+KRyCdTr1AoNrqNpbzZg2YDug9/EbQUG3KdkuSdUik9OzhV2AEJOU8zw/JfD5XdC/4LLLwLpZrP22wKgo1QxFDBlXdOoMhgtZ8Z+CzQQroUBy6wbo5TebFsAIynOz2uBw7I18qQ4qdwtkR6MGjD9pEOqnUvH4Jn9jaE/JkRsPIP/sStK79Nnosy24ZTwY9ZT1UtyYT3Lexm9E93vYpDNAm85UAfriU6EN6u7NjsH7KPMKgSozY1AMXsxwCQqc3KrifUWjYFDAANtMak++TyAJaysZbp9Tt08+eF8mPk4Krno9Sd7awBnEv8wCE99c08ABkWqHvUer2x59KmgPRZ07YgBZABatwSXLN5Du/ZprkkeDHjQV2JFGlkgzfWwnwlgSTxRFLoaQlmZbCEzUIdUzwk+CMqS1jUSHV5F5Gfthg7pJSpY6gasn3okBbVo6CvZBP254sdPj9G2Z5GOWz0mMBfbDXw6bthaxfOxYG+W/JuqFXhk2M6twdu0yGQj1mfjx7ZbYJdVxWELeDm6HFZxGkmptP/RvipVrpivrLFuWoDjYL9N99e3YaMyeRpAEAy92Ff4MC7aBUNWDP3+On9OwWHFAIxFr2c7f/WpQVpHv9XJh4nqCj3JBLac2+2C5aiRkC3PbksQvZj0PwToqwWTTayy3/d83uzlEmepYOiH23uNKsIJNMczswpSCMp735rPV5871h89o/7wG+C+oX/8FFVN9Vd+B7avfhBxNVvXkcwVzPZqVLt4MpF2ZTaEogduUX+/6Zbl6zvkaTN/WgT9zYr+sHhf1mKo0fxoLemjTH7WGMiFun0O3pPHuvrw5SLI7oCt4CX2mXXbV9SHKNL/4Qu7X5h7JcYnciik9bDHojLm0ClpkKtBUt7ns8Fk4NtGugJh8I5I+RAaNOqkJ6WkDgFXovmGwOXvAwXpJZtEu8SUuWxA62D4QA75e46j4Glf0VWsBCKQW92nKtrAJSr/AsW9Ldi1YOuLIbnSJOpRDm/3Eb1dBQOuzlKWVGLOYHAIEh+UUTf14Gsf9/6Tei/1EaQFjFn6ijAiB4I2OW+pj0dfK7BWtLfLGNgTQgeTkxQUxs34W97ncsCmZXKP+xACGmkEUyooA20SaJU+9jaClQnFIYdGKT7bChQ3JMLoB1LmViODoWuFiqDfigduTEGhFoOsfY5YCsgpxk6W+TUH4NhNcu7FUDQsL56C/jp4ciQkxrPkifMUSnSsjt1aFjztayQMtmLXfKhH/O7eFxy94mO74flY8XSsuO8LWhuKPhbJsz4KjCB3Gh6TnUwiemKaoCYhRBSPCzhpdoYzcs9T1tD9AFozxAFgmZZ9N3Z63lEfDJKiuVl1Drgq0IugP4zyALu2SVoaUxTQ7cHQs1NGEYjvpQNIrRLsOftwZthbFhgK/hVWGWU3PrkSo/yleG8irAwQO4LoPs5/dYdt5hVfaw75SkiXOErBU4rIyJUCWRboukAfFkNv8zOnLKI7S/55PEdlN8NSl4L7vkJVsJZufVtLjQEvgA/K836DLQczNP8TV1TnRfOXnr5OGrzMr53eflKG4z3DYcvXPL9uGgLyWjlJXIeBhuQUx5RsjIESi03v5RDFQ4CjjkST3VtCdfH9Or6ORIBYBUjoUzdCImtAz24YvtS56vscU3clndusT/zbjBDHa8aEl+yEs6vpTOQS1Z+gql6QUjcP+dc9CTGCV+Oh6AirTx1nECwjDgFEH1ubtA7sb11mrJ706DZMRA+uIRCDwoDo8Wi6xgNRfdxrOK8M3LOFx0lXy2HJTfQO2RukFJTW0QmBdyRb7dbDUHe7v3i/uj2QENgv+rHx7GKc/xHUT8gl8m6G5RXbBC3DZsmfm9GiETQCUacaTt0ok8XkROXel+FsUP2Qx4kwi2dy4zg7J0nuDZvJzy35sfu+biOxWWiDdkHbvLwYvl4nm1G7WDD6jD6inZltkDbWdK62GXqOAVehjk1IkCgF98RHTkooHcG7oG8FvdQYJDV6ZEvo1Yx4Y+KmxHnieceUnAqZ6YOfONiDCFAA4QAPh39OBk5/D77z58zoy2xjUKa9QEp6YDAHnPI/2DPnVln5ObKTzoSSTcj2syOC3hXyIEO+fiboys/rAGS1klf2Zs/nQxsM3egBjZAHUfUyC8JwFskjZV4r9bOVne9xvj2oJSfeBPUWX5zkQwq8zmud7u1zKNO4vkzPke29F6+bbuo3VgKGOJx1yGv3ZGj+LF90vH8KtuQ3+R7UdK3TfWcxGKhv6tgy3kfAQSUqf2MLH7z80PRwCk3BZww9Q3132PvH/mHomZ5+hvF+Sz7D8lFwe4/wg6yay+6bbaz6msS9DjteDp4N+2zGsmn7RlWD67Pqerc++9DOxxK6oTSYf+O2o4padaMHzLWItw0s4c9bext7ba4K9Se1e0mVBuM1abkVSRZiBkv43zNqN+zyLMPmS7oMsxJjTXs1R5LS61OVBImArXNNXcH4XcQ4QienZ6JelPxMnMeAmZJ9NKo8ZOLrfN9TpU0bwTT7rLSWvBcgeHFKmkdMgrLakaNua2pR1EWibQXKiG3QPz8/S2mK9QODtXax5RkOrmKg0PaTSa1oX3A62wqZbSQdMlEAG67kyY0IVPte6IknIN5H3OWbteRLH530BzElwHg+Vncz0Fn3kezIVJ/V9qjxGQ00VO4Ncm8oH56gz3fgOMx/Bsy/U52H8Pp6q6bv3c6K9gLVnyXPCMqsQn2eZRd1Ru8mcz+jN174di9eML+2HKabCRxk/KPsphd7CGIFZxgM4+Uz1wjkdPa3MHQh+SEqntX1i+m6CL6mC0w+0W+kM52+XaQrBfwhMXSHBrjQ+DoQE4nREYGg8Vxj4E9rZQps9r0Y0sWzOvGvj+tH+c9u17CvguPTgr5WfK2CUjvePz+glo6H9UAVxZt1x1oa+iqGhBUv1z6sl+s390c8HwuethXbtkRQTRlcc2UQU3X9Z9kLyrOhBpePMmXKpxK+wzKNdVM8/PCAqOJ4WwfqQ6gc4AbLcPbe/doOLYL9XXFD2ns7ejCp3pml60C3Q9dvFce7ivtXFW216cD9lHU5CzWABxMWtBRDL6CP8rr6bG+y6Yca5ZpTH0VRH3hApZEOFBXqLjHApj55b5NPhiRk9pFOKQ8qsz7tZhczJAG8bK5g+8Eby+K9s3Xtz92E3LsHyFqBpUzPqiKGwNgtK9JFpv556ycPPD0W7F8u6LeC7aEOwyCVqBpzpnJYD4Ivz8avRGgQMbF+s0Frwe0bu9ft44JnUfy4KJ7WBR/XG9ba8JfkHQALvC6lj5KWY8W9Lfj66RFPTzccWzUEcSh6GYFmRSBJmBwwNJ8pzdt79eB+CmSTP4DIphavVyolfe4kNAVSqxvRCtRq69maOR7ffEC9b5Av30H0cWTSYkPsfX0RPH+/oq/A/tYNzjQVthzA7f06MncYWfvJiFA6Z25Q74r16x31aU/XXCBrQa9lLtdOSlaODikSxoGWYorOS3LrXUL5CeXh4Y3R2wiuRE+4ZJjQkZTWIW2xrDuRxNnhTdTfPkDWBf2LG463azx3aWo9386Ulvj20X64/bjg2ASfHh/xfGvYjgW19OjPzCm0HCx43xccHCiVFSxbkmQjM8kVLRhovTL+po6+yQ5WlDyyhQTbDqSee8M5VdRTiQtlaawbAwGCgSoljwiNKpe/bsywV+/x1lCZ+tiBtWN5aLg97Pj+uyezeUTxfCyWnKsVzVvK2HA19eCSAG/oFHj/qtV6gR3dEBprPm9AlPUUBtnJpv4MFgQ02ZT5aHnuWJ7aeG6Wq7oRwkARZKwzJuSwoLG3cVNIM7RBVAKIBek/VzI6IQ98T8rRUe+C9WPB7ZsS/ZADoeGBJPYqNofSjVNHot6+ISLZzsXzD6w/2/EF0DmRGhhByMOCc6GTEsoZ6i1+jvFzJI7Y7/GuhuB0nS2HmoGcj1W3Z5OnHdI7sO3AukD21W3AAnSrAACA5ZPtC4Nj/Vb9Wct0Vuj0TLxOu4Cyrg5+ZxuA0D9FUZYOlQLVHrq5w/mye4CpWzA0+5XmtHW8+eGB9sEOa3uUKJObXhcyTiMY1lbx/mJwmYgYblQc+VXcYxChHNQIJg6HjyWWAt0U0JHMXj6Zfl3fm6wjerjffFDL6kH7zKJ+HmZmJY+K8aCXKJdNzCG8D9vNULwaDg8H7UTgEX6v01oyUTGGUrA8c/3GnaNS0Zqgrx0x1ZgBASCSdbQni7eNKpshpA3xaohr9pNlr2b1ao37LxkCdP/K99r5fTmGnVo8GKXsHegOU5kCiQPtOQId5thYwqNAqyc/F8EIitjrGHQc5Z8DAcagfPC993AevS/9aFSLm0+o06aAGkJ0+9JkyPHGegdGkDnLJNB+8Ne+ZbCYn2v/+up2KW0HtsFx5FB2ZkegZwQ6rJWazK+JxR26TteCRkeXqrUPnlEPcIwEABPiSRiFvBAIUrCFeq4m/Qbaa4NvI4ngX6ekKhA6NJzTScd7Yqa5/ZerxCKZrHF/em5bU7zFRAXUgwxzQImye8gL+POr69q+ms7oi9tN3grFQAEl0NKFJl/i53qHI/41EP9l68BDAR65rrRbnIF6WlyeWU8UsaKgejIKQCQAck9Sk59mF9hwJwm+fvi64/GHB+pmgZn2uOB4V4fft1giJYLNlEnJ1mWlWiRZ/CwuH5slbJ4bytGBo5v+cpmxf/kF2iohexQSyHDTo90SEQx494KWy3Jrx7JYP1eC6m/L8SKAqcrBWoCIovcSwVrZy1SFQpsMh30gq1DGjAwdgbvm9psDOkwWJV7WxF+CSLiwwurw9bVhlsBSOm614Yv1jls58FCaV88OhdJVsPWKRdk2wfv8exu3CJrFeXI+VVvbAlZlYjzrKUk03Tfcbl3MbmM4wvwb/+pyegTm7UxEoI6/92tmHgk943ZFaWqYgx1oG6IFV8hNgr42tioaegNiALPv/XvJ7iTvM5ntRwhAgH36IsAthbayP8pAPe0H6iHKiKYoqYVeOWAzKqjDuWDBkgocFihXSCTpjIcUumNqc0DEMBPO1MX13qeZE5Szy/s75NMd8vEJ+vw8nqk1qwgV8ZhJgbx5nM5JfW4oR3Wett7PIr73OttmvZvtU6jbD2Bl0tht/2ghwCMQMt3lt8sBXYrPSEnnNiWbjQfnAPik71JVCNQCyMV5Y3m/Q1TRHhcXo64PPYbzIqnZYXot9JfrG2DokpJeRwBB64MnkgNt13nFh2HGiJ/3E+hbDboqkJp/I7Iw7NvAMgAzTIsFX9HNyJSC3i1gw7JzEbXJ6iHZAQavApHhFz5nd5TCkikcRwYFstJfGj1eXwmfZ+EJIGXsXr6W152+FgWnLGuD91X0dekmFMEDG5kJm+yWS5TO5TcUPjSgWrVDQMV7PJpBVooN/SE6x0pPbN37YkHa+/fMcOtrNlLSvQKe4bEsUSfaQ+CCa16LKZtISx78fqx8nMFwJGT8OX1GTAxMlzmjHIgY4DRQZsMOz8z22zi4WoDj0QzNehMXwEDZljBu8/CH6ZDrMGjnSXjjqxQdMqHnBx3PkA14vo/IH3G+6A8eGA5Uhp2FUjpqmfsS8/tFWvxOZBz96CHEgLY71ROKMMsZGiI69jP2g6i/RKMHZEJLMxgQBw3QNw+Q7305+HnUHdnXpRo6c60j4HC+ht9vu9m+tkeEgqeBqYclBtkvGXB5kM+nP0/0Vy1AWST4IIQy+78UQx1a+wSJe+sLUOq8xzRGsHtfJDhSb2VZvKZJsCMwER9RAJb99AUo3meYAS8t5kDlxu2i5G+BLBYBiECiB5ZUMfUyHvstETjr3veur96w33mNAwAYcGULFrNzNMlsxMPkZ5oDbsmQStnmQAy1lzxm7z2hyILPxmePOrXZuOG+C8bvbXCGRgkmgOFE+evJW32SkdaUXlcF1o6ydixrw21puNUhuLleXABDa8KCreJ65CxHUgZdWbKP8SXKu+I8ju/jd4cCafDcWL+8H0OnDKfa5ScvGRnis4wfKL6YwOxrTjQAy4gkFF56BiZimqHK2S9yQjx7v+KOvCY6ZNUrdhEwdFh7UA+42aIUltOLOxyUBzLUlJUQK4TOvPp1AZQ+9uWctQ/jFABEoLeCthTIzYygst0iiKJng26yW3goMAy/ZHiKaPhoIYsj4OprMwVc0jmJXyU9++IZEGcjOy0TQloT78S9jjMTWy2AMFjQk13hbVb4ZmujZPcUpZmhZ+xnDhiz93rPwhj25BtHZzHzhsvikDk40aSn0/uyqXLSfy+eH+MzzrJp9J4er38NtYQ4s2MvpjhEdgApk1Iw8FXKz0amyZ8nIwBu66uBII5n5tkoQxaIDvslbslRtTFIbOKXJFdOpfcTCjHK9CVkdyTgoKafVKKyIBJtGWmUXIRYV8pLwejpuiCCcPEM6voxR0AUwXcD6TzWqHmbn76YXNFuNkd2yvRUbTHRbBK7HqTuTHoLQEzpTr5PBmME8MvfZy20ED1WY+AkneLkO0EUQhvmFZk/g+R1TqAm/ZF5XsPI8sBrZkImUF7oFX/d1At16MjQUxDzCd3+CH1CeditoyaQzgr1hwdNwu/itSf5Np77vEe8jxyci4BrBtycD52/The3CaPVFAZvOutoRwTJx3PnhTJ7pewdWjvkKCge/AbGMJg5qJr/aYCT4t4A8w2dX3QpwwbuCrgtGv1RuY557+LcORJUNK9AVLLmgzoqHV0HONI1V1IB/aWtlD5mXCDJaH9G6+urI8Ej1uJv0hHOYxFkXeyRu597tpM4o+NzazwA0xwY/n7XEoO1bChYGfLVk+1nmnrJp2pJ7mn8S/yZbRl5RRdmPTjZA4LwE6bPVCAQ4+SlKujVEmPaZlluZ2/wnQ14MzOmu/PR2RYt3xOA2pjgdbvDK/uCWGrO3xWZZFL8LZ9JzH8LgAGDGnktlAvxul4ffz+deyB0TLa/4yVZDzUPanaulX/dG2Q/oPc79Ol58Djv5c2jtd9z35h/718+ot9K+L0vYiLpHkc1XQIFTs+Y7XnMspzVG2k9pOkUnKUJ9qp/oaefAU9iIAapAYJSCaSrI7GYP0tMpwiTZpbBmNfL5S7bNgViNaoG+Kz5ACiy7T5VFU6xHv/8c8ziFfp2g64V2L8A9i/dYe8UHhK9l6RZvy8IcGwF7WZlqe3WgTf2LOt6WPm/C96tLtg2s5C6O8qWFTEpkQ8cN9N6OAExWdIVI7Ntj36Nt+uOKpaxshLtEcwCKPwPPC47RBTbYj1Zehd0rVYmHXumZrzyHyyo01cbgNBv3tPVm1zXZ/FegRIICUP0LJZp3XqgKYYxBstCMnBSBfdfqti+ENx/YM+ti/egudu6r+8F6wfFuljG9tMvVzz/dgtYHW/S4gkQQ398IqaKCVO4wdmevTTav0IM0dccNckALw9w6NgkicQPvqGaSwQDbQH8c2jYU9m4EI8MHdKhWApicqkaAvZ4W/Hxd1abiviAUEgAwuiicrt9XVA36y9St47lQ7PMqPf9ANwIUgCHBk9ZYNd64OpDhzw2PLzbHI0vOLbFDI1Dgk8ZVFo8qdUrgEXcgAfaYRmi/d0NvQL7l4L2BpC3B9682/D9N894u27eDkOjrcBXt2e8qQOhuZSOD6Xj43bDU+nQvozSWWbQ127PUt0kprBhoJvKVtL3XobDHoP2ejc+Fvt7NK0nqtB7TW6/80vor3wvsmRTLzLKEIG1f7h5qahPXS5bD2RGX8XW5QYcX4w+XFAikEyY53KWcU/jZ/uG77MzuPxgRd1WPHzdsXzqWJ6b9Xf1UuC9LDjeyGTklH1Yn1o94Mpzy98XQyDENUmCQJlF1t1/B+8d22/FMr/37tNzSyistkoYEzwvwIHSO9jDlX1uOve3aUyytnsDeq1oD4YI2r4SbL/tAB4b3r67Y6kdbx+2qAgoUDws1tLi0BII1+1Y8MTAqyLOspKFiPiI+0QEn+vdSm2WZ8X6pNGfWYBwXMV5TQ6+eV5L8lIo1YzgJHNhGCilG//3WixBVhbLYLvx2VagroL9bcHxBti+EuzfUxxvFPrugNw61ocDt9uBLx7veKgN79YNRy+4N1O9dD6wGE8oaADLMGzTWesLUCDQnQ/v5ysZPgJzuHJ5r2zp2ZuaQVbikQ19nuWwO1/ZwJJz/74IbPDQjNcFMgC07nmfnhQomCe0T4E6Oz9la8DRcXtvvPf8A8H2fY3MvZCHSgqQYOgF6W60ubDqK7B/CbQ3iv2rBiwKWQ3u0Q7LkrfdUA5TRQqML9EEtYhdmw4RHatVvJxT5rJyOvsuy9rjgucf3AxJ+FXSiTvw+HXz9iXuALoD0ldbQyLYY0Ae98GDK3nQQDm6y6U+1jcjKotESVvhECjKLPYpbRy4IdFKIfqoeUnc8tSi1Yo5VIvbV4LjLdAfLBDKgCq8BQ9bqLAnojmzGkE+Q90I2qM97/Jk62pTx2fk8PFGsL8THO8MsdbfaEJACrqjTtEB3QX1BkxlmfysU6DA+Dkl5gWGKnWm5VBJ423MwSZJX91Wi7OKIYNGQtJ/PoY9YUfHP39v0MOQ/X0x+0tvPfg3ghku1+G9FOvTSNQOhH7ySFPSLSMmVRx5vI7EhIjpQepN6n7LPQ7HI4LxLkPqp8Ns0vSc5EHbQA1ZWwH0xex+Bjos8N69p6tdt+V1FngCEJb0LwKWtgIwYMExO83ngJ71cwWOR0V7Y2sbCGJbEHu2Q2wQpP+KwAmJyiX1AXG2znWz5yk7+/t62Tc/t4r3mx/IIPtcGVULPNNbn4Oi50qOKqNihzZo8apCBry9F73cm9lK3uCTnyd7swQnEYwEGtQSdlrmW61l8A5gsiCcrbTe50CJWNuUCIRWh7XQb6FDz+u53so8Os6MyQPZjpBzIgLrEZOIAefWXJ9joOtX28ew3YvxVF9GYj54xRHyZQX6zX0dnnG/jvF/2ou1Q6qiVEfZbt4gWMVkTFFgEexf8qBiBDoAyG5ymn6yVkAPCXkp7kjZmau4CbB8NJidJfhhz+f2LNt5jLUZvodVbXQ8/PAOqOL44oZ+K7h/VT257PrZeWr9ZAGR+1cF+xeC460mtLim53FE4CHoKJDaLWFRRl/X1gy1aoOUBVx6DlsuAJba8bjYX7ZWsXvFq6pYUNiRhiIGBBLnqxzzLIcNYr19c6A+HcbHnohmX2m7abexq2B/h0iu1418bNWIkXS/Af3B5HKIt16wyYLVK2QPLWgq2LpVf3HI7N6q2SHR37cMhDWG/CbafmrPowACtT3koTKp4h/Adj9n23gEGYd8YfUd+9hGj1JBBBKbB5vbo72nr9ZT9vYegfgVDNnUHgX7F7ZO7UEd6Wp2RnsQR44Xr8Q44t4AhF3JZES/1ckOyq8dh5XIXQ2loUsC7BQAPnwKSwFWeAxFR3BbaVNK7LkWddDOsIuinJ86sHsf5G6X7nW0t4IgksuG5Owoexu2M9G1+wEcDWgd2pqzpFgV6LoAP/g+9t/xPRxvalTomkyQqPQUtk04zM47+1iTH58oKm6Z5HS5XJ4Ok6EY94+lutxrwCaoBPUsJfwC4ysxPbLIAAOcqD0u2N9VHA+C+/dHyyGrUK2om+L23uzO6joxqjs88FqezXcgWCgHQalfI/6QeOtFsLQ5bxQAxSr1CnwtvAWUlBI9ZBUKPfUUP9O33l4gDLaEUOTvIhjnry+rKaO+C1SKGWOiEKmTf9hagUZTrhO58zWX0sEWyw+TVFgpnaOHWrNAbxHLQhVYOYOVdRZ0kQi8bq2ia8HeK/ZWPVsl44C6Mfwinc3f+QGEaCioQA8kxIKqGwjiJabNoOA0TkKwdEQGUsXMHwpPorAGtF+HII7rDUXeqxsivF8+T/56Fnoy/i7T3tLJkJHJ9v2ePuQoXuLnTmeaCmySFojJ0QmlG33E0r+4zuEBCJbReUk6kQ39Zregp2eRYp/bPXBFtCngxkkzp5b9RBTF+FKBXKpFPtf4J8av5wFabazXiEQlZcvf6dirEZjxPsIqaGotLUSst+YC+O8l0NmH99k8mmdXczuOBhRVC8JVgJNbo2deCnjnDDlLdGJwRiqXMCWTIyPzUVBxY66Or+wxFK8nKy6IPjTKwC5LLbpnrg9AFgylLzQ8TjyCl3tP4G82TFSNDckLPXoTCQpRZGkNRh9UP2f8fBko9fhV1zmQ4uv1Eolga8khRRlRG4rUEy7BSynpMx4Q6QwmZcgAmyMM4+Ux2KPM6wZEqxf14ERXmZJSbC+wt4rtMKNSt4LqwZbYj2y8DL8jeK2wVzMHFe19DP+Ii9lG5b7UtuRnIZVel5BGLOuU1gfKpAikqjvQ1uaDwcrKAFmqtJiWWhFT0FkSt7eKQ0s4C0q5FrpQxv41DmlKss5L1ivLuHYmf+ZNzvqAhvTIdpsgys4yMPY+l9jE+2hkJKITE+tLp/YVBN98c8XQCfx78CmtazeSCgAtiffTPtIvch0a/OLrGOv5Gv8jvQaY/y6AnnX16TWvqvLTz3xPoCjceBO2BqgI59XkgY5zSUPX5SJEJt2cg9z5/qIsuylkt9Y4SCW6sba+fmEPdUwJEBsMNSeApxJ1HyBX7h4Iah1EhAdaJK/FK8cvLyYRFiF3HbU06WPaan2cb7NzlrEWaT+JZhjBhDTVO+wF4ymeOa/XjM8Rb68gRN+QRQUAqCvHPw6myL1doyXQ1ofMyY9PGyHKKv3rCfGcz2LYBx1T6yp+lbNtzWA5ZQhlBgNwR3fH2J3RIqhbR70br7IcdOrlntokWDsFtfZX925DhZoGH5fNE5MneRA9Mruaw+t6sZBvGHBrQ8aZLWlrr1kXKcZe8DVpr9k7j2tgAzJ0OJs6nkf8PLzgv1hje4/F4mVC8Yzkn0yyiHxLBGHcN8/sBM6Alf76S0rap3L0BCrwj7DFtEFaBCz08Yws1yxMwnR3jrWguDFyDrpO1UbFL+IOpl3U7Aysdu6Dss2bqfdZR7HlAIAIsOpw0C1g040nkn6R7EBHcBYQ7409Oc6vItMUaM2CFlkWNFtUhQ6EYbJ1s01C/1HVbLBSTr5ByH3EGYRPQe/OSzHLow2fZvhUOvZE0+/5O7+HIS/TSwRRYh7DZg4LVuqmEKLfxYM+SVdFb0wvt4+mrmI6hwHXRn/Jz1pffM3Pct5tG64DMWYGBeGQLUMdE8Gq3Rxz1TRwDIigq12ioflmNEeHcphWlgEEKgwfUWMvY7bDYefKEHvF2uFN9oAnCZsPfxW4X6gn/qG8t+tqFxytYK827wUAFllQpOPoZgM+t9WCrrsN0tq2imOvpnu3MQhxCo7J0DG0h/n3nu7B9IEO/kn8HL7c+f7bK+fW/ZAMrgnVKqe/w3iPFX8UjNEWpiUbjv5VPlfOM6E3M5ggoT/t7e6Tu88X71U/v0DYCZbUGnatqttQ/pllbyYXmShsI+AKB/FJ92V2Xz/6iDuIh4HwLC9y/2Or/iWqH7MMZ8zGZe84PE5FzA8RgapC1c+BFKB4W57VWkey+pG2Iqi3q87D+Mirn7GNJ0TrMdbOKoxOspxEgAETrKUggBtJf6hgkvWvJWKtxSimXvJd4AAk6jZEMH0AapxX9teDrlYhANM/FDBsudN7BFZJ1iatgVW6NlNC430ADDDTJWxgTXz6Gn27Qddu/bT6OiYnSweWJ0QfQ+luFBqHe4a6oD8oWl+wbxXH2nFfUlDg8L6p8QsJY1q6GYXrN6Nkl4ghOXzS9QGoVPRVsctqU2wB1Nqxt4Ja1JCuoniq69Ru4N4sW/X++QH7YUKztREAVhr0dCJcAKpH0LQVYCt+CFJmRcejsF+dingbAA+4wnuk7Na/p3zYnEFcaT+u0JuhYicEh592rVaGE1kC/yfNm6lPWWV/q0oEcU3B03GxveN0RJtKbH1WOdkeAPa3ilpsSqetRR191CZhfnJOqEjdSKmbI4E38o+OgU5eMlLv5njW5wM4OsrzBl0rju89AlqH0QIaOOmCIfzHzzSebXLgYT35WhsHdSkje9yB+m7B8tZ7DN0LugBbXW3/D4HcK5ZvCuqT4PaN8X9MMaQyqzSI8dIwKsD60fbkzp6uovi03KKc+3E9sJaOrVfcSkOHlbKwB/H7j49o39xQPxbUTxIZ1L4K2oMjj252Dm19rV/ZcMTZD1ixftMsGHY/TGk+W+9hKxeo6L/8GNPap0CFmLPQ3jiyfcUIurqeZg+YnK3meaobrKn43iD3DdIVb77/FscbkwFEQdv6OZ8+I5SLClBSmQzPXA58xnkuzCLa5OPlI0ZwozXcFhkoExEsnxrW93tk0mm8xqOrKXkVYEn9aVWA9mg/M5hS7/bwx1srQ45Jy1Tm7iDXrUP8tZQTADybahnVspnXvLZuvVHXEoHy8ryjfPMUhoouFeW2AvqI9ZeqofqeCjqA7bbiOAxpUIpiv+1Yq/EZADztK7ZW8eNv3uLYKuSHNyx371+dECQRUD3s7BAZR4O5Plsf0vVTx/rNYc/wtA8jjE6aCNQbyYfTQKXOnoXuOEa29pQJlac7ptIUsX17u/wS6rbG/t5+fGD5eAB4QF9qyDwUQSsVepSEwgBKUbx/frCysr1akuSw12E3o77c/azdTT+tH0agWZrLukPx8HVD2awPq+wJ+XcOXianFKrQar2phYZndrr8DMW6Mqh9dqrTtOgo48mvXyomj+nwda5mJGr+e0ZD0UCjgfSwQh9W5HKiqGQYifZhnyqiJ5WdA8SghuJtNzhNui/FeMz7vjGgYvYGknDyewtkpp+pkB2G2j2XkNFxKFtHcf0j9w2lCkq7Dade7N7KDiwfm+kW7xndHhfTKXR6Vwn5AxkJHla81LsFt+rTDrk3yLZDjobXSItg+eoRdauGNHkuYHmtbIL1fQlkISfY111x+0ax3Dse/+KGsjWUj3fbdw9klC9WyK2MgHwz/cRKHRq0TDKOvTeZqt1sptwzvN69n/1TQ31uqJ/2COLoWlHvK/qq0Ys3J6JoK/As1Q1YvQe5oW+s4sdK8ctALSYb7EXQnpfxfWZv+fUj8PB1D2erborlU0N5bli+frJ1Ir/7pN8XAaJzgujwQFIt/qzw3sECLWxUOvjTkHPOp5vx+/pefdiPYv3YcXu/ozwdqB/uwNFM3lU/l6UA64KyNXz5pmB/U/B0lxHAaVw/RF/E2zemV24/uqNsLZJ0FszokKcNsjsKMTtYvgZ6W6EPS6yHiqBmZ8kdueWLBWUzu235RJvV78sd20AdOt/GRHXvvbl+sv3pq6DfPJBUffr6kyd7D7N5dGFiCmF7UgYYL2MEt5Tyx+6h3oHb1+oVUh2cql2a93hmFU92zs6OrJ992c22kLsNGR18aOtT1sVsrIcV9WbrgyqRcCtHN3nQe+wJ+epF4jJTOPdipav599tue7kuYC/gSebnewRMDiUe11pMT5yp9RcyK2R/S3qmnM5OV+sZ5UEJ+yzq9/IyibEseHjfcbwzw+9wmzdaRajx2PrB+3TfrbKl32gDumukGCCAQNTBfQ9B2X3i/ZO9gZWB5e6+6S4jEAZMbdsApIE7KeFBdGMsUNI/sPtrt4L2uNi5+bABRbCkNVOizdz+tIshAkAm4AypdrytaA8lZoG01c4eJ9zTFzQdpJGog8JQZ/zZ9ZghJwt0VfRVgaVDHxrGkCpPqBRFWdyXdZ+oFIWUjufVkwVqIKn9aQW2gvV5zPqQDtQnnkmN+SXlMDlY7838uO0wUFDvNkyZ4JBAt3GhrYqjreJVHjZB/vb1hrKtON6shoL9WNAAfHzzgPtu1YxL6Xi3Gjz2UBsu+3G7YTsq7tuCdlQc39wg94L1G/OPq9suQPJP6cM074NKEIAH1wBBvzl/pJiDAFMStT4bbxXvPb0+Kc4gF8X47IgRJCQ4gBhAyuov+ql9sd+vm6I+e8JoFbSb4ng7Pot+Jfsjr0+mM+vWIVt/NSg3oe1pLirmqh4FyrMhMuXoJjNop97W4SOomizsHVUNaLA+WACzr4Ly1p43WrA1W5zQN/ehE1iRF/bSplg+eUAfFaLAzgQuH2dTLM8N9eMGedomuyAS7usCWVfgdrM2A/sBud2A22qv9/1iNVR3H9SLGGyvwz7wuQS8Z/cbc+wj7JrdEqbLh20EMIGht87+Aec47MdsPgurKcvwDYCRdIXJHXg/WOlLoKvJW/YGBECL+8+BYrKbfgt983Q3+X+2p7im7ovEPXfnkaWaHcSXM0kHnMAlrm/4TKVMOjIPJz3Ttxp0HWgFGRl/ZpYiS6QR7CrNfd+UwdKqHsiU+Mz4mWnm0zUBDMWWFNRrX+FZKpusSJQSIrPG/iwMKhy9OIKQLQVMWp2bf79ci3H/gDkmr5LM/7LQi6BhZGfaMNJFxhS23+g2eOl8Czr/E1eGdjhzpn4YvZHKPa8ts1b5dfG39Gx0loBxWPiF2bv4XEmfoZPDG9nyyIR7w/fWR6b+PwaN7LV/JgWPZ0/U4ZABWT/dUwTcya/B2zwXOrLCZI/X+Dn+aQTq4c5qawVH6unKfkGtFxz5ZxWbJh8on5GkmPYmBxTOe3vmEaI5iJ5xR0tg6amcSHiNNCO6im9+Hz2oiAIf6FlaIhgZuINZy7GuNAiBIQcCLcR9cv4Tvywzkq8FYHivCSI5sn/NHXoRoBKdY4tFo/I8SCN6w2ZBXV1G0uFjqXKmLAcwZAPyPtCYFyJvNP5Fv8fin83ynabD8VFDDaOWyASP3j7+Ud36bQM2BIE8BiD4rPcCbWVUHJwcBybErHer9+QrmM7Q2DuNtZb0PDhMycqC2SigMnZDNNoZ8++VsEmM1x+zwpZaHD04UMmFZdx8Fp4J8pZ/r/789nAwPdElqjP0JB+IqppkQ5IRRG0Ub2+Ss8lzc3qM9eFaleSUnmRMlHD2fgqung4Ag6153VWTkyvwZl2+znS4beFNj5fhRKfPnb7yGq/cwmt0lkdnZ3RGILmcZln9Sb6dEZqBYDvLdEnXe+1+Yr0MEfoqQiDfXyqDCxn04oNP65Flr8sX6TQkXzE8AdiUe433W0WAlUfJCSVoiQ8dXw/Y3tGZccP1PCSN663ASNqS13hmshlED/FzuiXOV3ed1Yccc9tEeIZEkW2FcZYMhVka0ErSA3EdmeRb7GPeCOeNs67MSCo6ZULEuDt2UZbNxaDDwr2oyT7xMyXdu4/V+sImU9pfROvxPs/35nI1KlBaHwGu4wC6VelY+wdD+9e7tWsou4xZJJknvPd42bsjXJuVeK/VEluuE3ktkCfj+dwBW2okHuE9k6nrwR7jvnb5DOfE7Qub8AX/jgAW4cqjDyrvh2tlZ0N7QsNme42+hwCpY/Xgn+kedDqbwctNZ30P2JlNpN1ZrXnZaWtzQLJ4D+ijQVChvds+OhsMRLjLg0CP+rkhX2Yi/2UZXCR0aMhs52cUR4qXE9+eZQ4DHgDCXn6tAoUyKxZFhm9EvXR4JIrBMbfHlX/XftJHZQ7S+trxzEINBa/LkD0ZERY2h8p0zyovH9P+4Jc963WQtzOf8fOHHNCSPvcsC/m5GN+fdQRtU+vtP/ggt2tAqsYcQVf/Odma6sGfFz09Zf5+evZ0n7Rt4ry6zhRWllbTwbSNOTjb1YDPa4EhXeFyMOxN2p8ynifJ7iH7dNrTQMMl+4LnIgIrlEGw34X+g+9PywO4hq2dfSXGBFovELG2AoChc6PKUMUGgafqzQkx2Yaci+cKxP/gX9u3mXcn/gw+nHk7qmPj3se+DybD9H1GfE9+6pkXuJSntRn8nKoB8j2wFYoHtzK/a+Zh2GsogSd0ZvbJ3D6l7NSjDR+B6EwiJrPfxOuqBJ9MtgB1fEtrqvPzIn9/Pqh+/1CMWA0rNmt56XZGhZPpCRF5XYamtec9q/IeZNgG6Tk+R+Os9LTZ6dwEijX9LX/tas9C2ZneKyJQlMFz5AN1//m1Rzv9joMhA2wY8q2PtczEtgL+2BFwPdrL4Go8H+Ujhk+iCj0aUIbMkKOlKrTPL6roT/jjz5tE5C8C+AjgP/rWLnrRRb/16bfhOjMXXfTT0nVeLrroZ6PrzFx00c9G15m56KKfja4zc9FFPz1d5+W3Jv0nVfW3v/aHbzXoCgAi8qdV9a//Vi960UW/hek6Mxdd9NPTdV4uuuhno+vMXHTRz0bXmbnoop+NrjNz0UU/PV3n5ReP/uPXWl900UUXXXTRRRdddNFFF1100UUXXXTRRRdd9IKuoOtFF1100UUXXXTRRRdddNFFF1100UUXXXTRz5G+i6DrH/0OrnnRRb+V6TozF13009N1Xi666Gej68xcdNHPRteZueiin42uM3PRRT89XeflF4y+9Z6uF1100UUXXXTRRRdddNFFF1100UUXXXTRRb/IdLUXuOiiiy666KKLLrrooosuuuiiiy666KKLLvo50rcWdBWRPyQi/5aI/FkR+Ye/retedNFvZhKRf1pEfl1E/o30ux+IyD8vIv9f//pL/nsRkf+xn6H/l4j8vu/uzi+66LshEfldIvInReTfFJH/t4j8g/7769xcdNErJCKPIvJ/F5H/p5+Z/67//q8WkT/lZ+N/JyI3//2D//xn/e9/1Xf6ABdd9B2QiFQR+VdF5P/kP1/n5aKLPkMi8u+IyL8uIv+aiPxp/91ll1100WdIRL4vIn9cRP4/IvJnRORvuM7MLy59K0FXEakA/qcA/lYAvwfA3yMiv+fbuPZFF/0mp/85gD90+t0/DOBfUNXfDeBf8J8BOz+/2//9fQD+iW/pHi+66DcTHQD+G6r6ewD8fgD/gOuT69xcdNHrdAfwB1T1rwXwewH8IRH5/QD++wD+cVX9TwP4EYA/4q//IwB+5L//x/11F130lxv9gwD+TPr5Oi8XXfST6b+gqr9XVf96//myyy666PP0PwLwf1bVvwbAXwvTN9eZ+QWlbwvp+p8D8GdV9c+p6gbgfwvg7/iWrn3RRb9pSVX/JQA/PP367wDwz/j3/wyA/0r6/f9Cjf5vAL4vIr/yrdzoRRf9JiFV/Quq+q/49+9hRspfievcXHTRq+S8/8F/XP2fAvgDAP64//58ZniW/jiAPygi8u3c7UUXffckIr8K4L8M4J/0nwXXebnoop+VLrvsooteIRH5CsDfBOCfAgBV3VT1x7jOzC8sfVtB178SwL+ffv7z/ruLLrroJf0VqvoX/Pv/EMBf4d9f5+iiixJ5GedfB+BP4To3F130WfJS6X8NwK8D+OcB/NsAfqyqh78kn4s4M/73rwH88rd6wxdd9N3S/xDAfwtA959/Gdd5ueiin0QK4P8iIv+yiPx9/rvLLrvootfprwbwFwH8z7yNzT8pIu9wnZlfWLoGaV100W9iUlWFGTIXXXRRIhH5AsD/HsA/pKrf5L9d5+aii2ZS1aaqvxfAr8Kqj/6a7/aOLrroNyeJyN8G4NdV9V/+ru/loot+C9HfqKq/D1YG/Q+IyN+U/3jZZRddNNEC4PcB+CdU9a8D8BGjlQCA68z8otG3FXT9DwD8rvTzr/rvLrroopf0aywZ8K+/7r+/ztFFFwEQkRUWcP1fqer/wX99nZuLLvoNyMvX/iSAvwFWnrb4n/K5iDPjf/8KwF/6du/0oou+M/rPA/jbReTfgbVD+wOw3nvXebnoos+Qqv4H/vXXAfyzsOTeZZdddNHr9OcB/HlV/VP+8x+HBWGvM/MLSt9W0PX/AeB3++TPG4C/G8Cf+JaufdFFv9XoTwD4w/79Hwbwz6Xf/9d9guHvB/B1KkG46KK/LMh75f1TAP6Mqv4P0p+uc3PRRa+QiPx2Efm+f/8GwN8C64X8JwH8nf6y85nhWfo7AfyLjri46KJfeFLVf0RVf1VV/yqYv/Ivqup/Fdd5ueiiV0lE3onIl/wewH8RwL+Byy676KJXSVX/QwD/voj8Z/xXfxDAv4nrzPzCknxbdoGI/JdgPZIqgH9aVf/Rb+XCF130m5hE5H8D4G8G8NsA/BqA/w6A/yOAPwbgPwHg3wXwd6nqDz3Y9D8B8IcAfALw96rqn/4Obvuii74zEpG/EcD/FcC/jtFv778N6+t6nZuLLjqRiPxnYQMZKizZ/sdU9b8nIv8pGJLvBwD+VQD/NVW9i8gjgP8lrF/yDwH83ar6576bu7/oou+ORORvBvDfVNW/7TovF130OvnZ+Gf9xwXA/1pV/1ER+WVcdtlFF71KIvJ7YcMabwD+HIC/F26j4Tozv3D0rQVdL7rooosuuuiiiy666KKLLrrooosuuuiii/5yoGuQ1kUXXXTRRRdddNFFF1100UUXXXTRRRdddNHPka6g60UXXXTRRRdddNFFF1100UUXXXTRRRdddNHPka6g60UXXXTRRRdddNFFF1100UUXXXTRRRdddNHPka6g60UXXXTRRRdddNFFF1100UUXXXTRRRdddNHPka6g60UXXXTRRRdddNFFF1100UUXXXTRRRdddNHPka6g60UXXXTRRRdddNFFF1100UUXXXTRRRdddNHPka6g60UXXXTRRRdddNFFF1100UUXXXTRRRdddNHPka6g60UXXXTRRRdddNFFF1100UUXXXTRRRdddNHPkf5/wWzVWM7OXMIAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1728x1728 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# each thing on the x axis is 256 samples\n",
    "figsize(24,24)\n",
    "imshow(10*np.log10(mel_specgram[0]))\n",
    "#imshow(mel_specgram[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x7f7f34ed8910>]"
      ]
     },
     "execution_count": 56,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "figsize(16,8)\n",
    "plot(waveform[0])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "import torch\n",
    "from rec import LJSpeech\n",
    "batch_size = 8\n",
    "dset = torch.utils.data.DataLoader(LJSpeech(), batch_size=batch_size, shuffle=True, num_workers=2)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "ename": "RuntimeError",
     "evalue": "Caught RuntimeError in DataLoader worker process 0.\nOriginal Traceback (most recent call last):\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/worker.py\", line 287, in _worker_loop\n    data = fetcher.fetch(index)\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/fetch.py\", line 52, in fetch\n    return self.collate_fn(data)\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/collate.py\", line 84, in default_collate\n    return [default_collate(samples) for samples in transposed]\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/collate.py\", line 84, in <listcomp>\n    return [default_collate(samples) for samples in transposed]\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/collate.py\", line 56, in default_collate\n    return torch.stack(batch, 0, out=out)\nRuntimeError: stack expects each tensor to be equal size, but got [1, 80, 515] at entry 0 and [1, 80, 508] at entry 1\n",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mRuntimeError\u001b[0m                              Traceback (most recent call last)",
      "\u001b[0;32m/tmp/ipykernel_1734759/682226262.py\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mnext\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0miter\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdset\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/dataloader.py\u001b[0m in \u001b[0;36m__next__\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    519\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_sampler_iter\u001b[0m \u001b[0;32mis\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    520\u001b[0m                 \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_reset\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 521\u001b[0;31m             \u001b[0mdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_next_data\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    522\u001b[0m             \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_num_yielded\u001b[0m \u001b[0;34m+=\u001b[0m \u001b[0;36m1\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    523\u001b[0m             \u001b[0;32mif\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_dataset_kind\u001b[0m \u001b[0;34m==\u001b[0m \u001b[0m_DatasetKind\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mIterable\u001b[0m \u001b[0;32mand\u001b[0m\u001b[0;31m \u001b[0m\u001b[0;31m\\\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/dataloader.py\u001b[0m in \u001b[0;36m_next_data\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m   1201\u001b[0m             \u001b[0;32melse\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1202\u001b[0m                 \u001b[0;32mdel\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_task_info\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0midx\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1203\u001b[0;31m                 \u001b[0;32mreturn\u001b[0m \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_process_data\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1204\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1205\u001b[0m     \u001b[0;32mdef\u001b[0m \u001b[0m_try_put_index\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/dataloader.py\u001b[0m in \u001b[0;36m_process_data\u001b[0;34m(self, data)\u001b[0m\n\u001b[1;32m   1227\u001b[0m         \u001b[0mself\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m_try_put_index\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1228\u001b[0m         \u001b[0;32mif\u001b[0m \u001b[0misinstance\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mdata\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mExceptionWrapper\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m-> 1229\u001b[0;31m             \u001b[0mdata\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mreraise\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m   1230\u001b[0m         \u001b[0;32mreturn\u001b[0m \u001b[0mdata\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m   1231\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;32m~/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/_utils.py\u001b[0m in \u001b[0;36mreraise\u001b[0;34m(self)\u001b[0m\n\u001b[1;32m    432\u001b[0m             \u001b[0;31m# instantiate since we don't know how to\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    433\u001b[0m             \u001b[0;32mraise\u001b[0m \u001b[0mRuntimeError\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mmsg\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mfrom\u001b[0m \u001b[0;32mNone\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 434\u001b[0;31m         \u001b[0;32mraise\u001b[0m \u001b[0mexception\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m    435\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m    436\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
      "\u001b[0;31mRuntimeError\u001b[0m: Caught RuntimeError in DataLoader worker process 0.\nOriginal Traceback (most recent call last):\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/worker.py\", line 287, in _worker_loop\n    data = fetcher.fetch(index)\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/fetch.py\", line 52, in fetch\n    return self.collate_fn(data)\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/collate.py\", line 84, in default_collate\n    return [default_collate(samples) for samples in transposed]\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/collate.py\", line 84, in <listcomp>\n    return [default_collate(samples) for samples in transposed]\n  File \"/home/batman/.pyenv/versions/3.8.10/lib/python3.8/site-packages/torch/utils/data/_utils/collate.py\", line 56, in default_collate\n    return torch.stack(batch, 0, out=out)\nRuntimeError: stack expects each tensor to be equal size, but got [1, 80, 515] at entry 0 and [1, 80, 508] at entry 1\n"
     ]
    }
   ],
   "source": [
    "next(iter(dset))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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