Untitled.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "from __future__ import print_function\n",
    "import time\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "from sklearn.decomposition import PCA\n",
    "from sklearn.manifold import TSNE\n",
    "%matplotlib inline\n",
    "import matplotlib.pyplot as plt\n",
    "from mpl_toolkits.mplot3d import Axes3D\n",
    "import seaborn as sns"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "init=pd.read_csv('pythonDS.csv',sep=';')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "init"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "second = init[['Intelligence','Strength','Speed','Durability','Power','Combat']]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": [
    "second\n",
    "tsne = TSNE(n_components=2, verbose=1, perplexity=40, n_iter=300)\n",
    "tsne_results = tsne.fit_transform(second)\n",
    "\n",
    "\n",
    "tsne_results[:,0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-21-5110105124e7>:3: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  third['tsne-one'] = tsne_results[:,0]\n",
      "<ipython-input-21-5110105124e7>:4: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  third['tsne-two'] = tsne_results[:,1]\n"
     ]
    },
    {
     "data": {
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buyayvKDBaxgAutweXt6tZfCl8/DoBvP+DQbu+XgzWyqklfnC7TWcPyyas6N3oKjaTyGzsxE2vQezn4SipSRt/4oh0Weypaqni1xOtJk9Ne3MP99M/KZ/sS32Ej76oZ0rR8WSrG6mrMPOm+u7mDoognOGRBOkdpHZtZ2s5VeSmHMb4oRMove8jS5/I6KgxjXrSdSRWTyzaC9tdidXjE6gtLGDWTlhLNvbQE2bXXrdGDMJFiWiR8Hdi6zYnJLcssPlIcZZhmrR87DnW8SoPGyj7qQtJJdIi28a6kCgs8vFC0sKMGpVvLmqmDabVPfy3fYa/npeDleMPnjF7qnK/E2VPPX9HqpabEQH6nng9AzOHXrs7sAnnniC9957j7CwMOLi4hg+fDjTp0/nlltuobOzk5SUFN544w2CgoLYvHlzr+MbNmxg7lzptjdz5sxjntPRMOC0lURRrBVF0S2Kogd4DRjV33OS6eHLzZXUtzsIUPtn6FQ0SxlIbTYXrTYntd030P2psnpojRiNS6mlpLETg9Z3ffJLURMBrfk9A7pAds78gNd01/Hs4r2sc8ZjKl/Kf7KLuHOUmZwYM3eOMvO7KdG8ubKYhfWh3Ms9tIYO476xFh4O+JKZS87ihq2XMW/oZqwt9fxj4W4S3WWYnPXk59xLlEHEanPwvOIqHgn+D6tyn8C95O9Qv5fGdgcbSpt5fUUxi3bV8X/ztvLEuTn87bwc/nBWJnedlsxE5yoabB46u9zead8yKoRRe59CsfYVaC1H2P01AfMupTx/K4UDUPaiqL6D11cUA3gNwz6e+TGf+nb/3+WpzPxNlTz8+TYqW2yIQGWLjYc/38b8TZXHdN1169bx2WefsWXLFhYuXMg+5Yarr76af/7zn2zdupXBgwfz+OOPH3L8uuuu4/nnn2fLli3HNJ9jYcAZB0EQ9l8WnwecXEebzCHZWtHKDROT2Zc/G2rUcNGIWObkRZMba2FIrIX7ZqShEgRmZEb4nX//jHR+/+VuznlhJde9tY4AjZLL9wsI17Taccf1NPzZMPsrLv5exV8XV/CfJaVc8l4B60Y8RfKK33F/6a3MC3yRux2v8OXmSsYkh7Bgew1f7Wzl3vlFXBu6C8Mv/wKXHRztRK3+M7ckVqNSCFTrUzljWQJLHBnsCTqNi79x8OK6Nj7Y2sYVCxysSn8Imos5/QARwU6nm6J6K68uK2Lhthp+N287ddHTCMsY66M8e1WqDUXREt83rzExyNjJzwNQMK/DcXDFT7co+gXyT3We+n6Pd5e3D5vTzVPf7znIGX1j5cqVzJkzB51Oh8lk4uyzz6ajo4OWlhYmT54MwDXXXMOyZctobW3tdbylpYWWlhYmTZoEwFVXXXVMczpa+tU4CILwIbAayBAEoUIQhOuBJwVB2CYIwlbgNODe/pyjjC/nDY1BpRCYv6mKv5+fw4XDY1mR38DWilauGpPAwu3V/PvHfC56ZTWVLTZev2Y4iSFSmuVfzs2msL6DvXVWhsUHoVUpWLSrjsAANYbuG+uUjDAU8WNg8oM40s5iUZUa6343rpggPXvEePJnf4TdkoLKWkHDiHtocmrJijazozuekBsdgHlXd3evyMEw7k7IvYSY+hXMHhxJfl0HP1+s41LzdpaW2L2B8H28uA06DXEMTwjipSuGkRVlIiXMwP+uHkZymIH7Z6Zzek4Edpebmz7ejckSwl/PG4xOLf1JKQVA2e2nV6opmvUu7+S+zY1LdbTanFS12BhIJIQYiDTrUAh4fxf7uGtq6ilZVX4oDvb5D7TfS3/S39lKl/Uy/PpJn4hMn5mUHsrWyhaK6q3Utjl84g4PzNvKI2cMYuH2GtrsLu79ZAtf3T6eL24bj8vjIdigZfuGZVyc8g2m9iJKp57LKxXx7K1pY0ZWBDkWG5OyYim26QgfcS+d1hYaV/assiemhZIRaeLJ7/fyZ5ebM7L/wEWjIykvq+GhUSp2tjlQKQRcHpGGTg/O7GmoU6ZDYz6sfQ0sMegn/h9XGmMw1KwBj47HitIx96IWYneDaIolQKNi9uAoxqeGUtHcyfc7anl1WRE2p5tRicG8dPlwftxVi7XLw6ysCKIso9hd00abSUnr2V/S0NiANm4o3+1tI7+uk7EpIWyvauO5xfk8Pid7QBTQgRTL+t81I3h+cT73zkhnZ1UbNW12Lh0Zx4S00MNf4BQjOlBPZS+G4EBZkiNl/Pjx3HzzzTz88MO4XC6++eYbbrrpJoKCgli+fDkTJ07k3XffZfLkyVgsll7HAwMDCQwMZMWKFUyYMMHbGe5kMxAD0jIDmDCTjinpYZQ2drJ4V53f88UNHbx4+VAK6zr4z6J8Sps6e3Lt63czZPFV3mK2lOKfuHfsY/ysmsi51vdYY7mAK97bSX27g5QwA385N4e08J50zDHJIT7b/gXba4kxq3mw/k8ol68gLXIoQy75K68Xmgg3aXmg7nSGhIqcZraQ6P4cGgtRfnkrGVd8j6bsM1al3s9XO8t5aHYUSoXgU2F8y8QkDLZy2LsGPG7M8WMpqAvi2cU98ZC1JU0EGdREm3UYtSr0WhVjkkMYFh/IvA0V/PHLVlweFTr1Du6bkcHnm6pZureeGycms2BrFWVNnaSFD5xmPTkxFv59aR6tnU6uGB2PTq08as2ugc4Dp2fw8OfbfFxLerWSB04/uD5XXxg5ciTnnHMOubm5REREMHjwYCwWC2+//bY38JycnMybb74JcNDxN998k7lz5yIIQr8FpGXJbpkjptXWxZLddXyxqcqv4cw14xJZuqeOK0YnoBQgM9rM2JTulee2T+GzG3wvpg+iZfZ/qXAHc8FnzT5FZ3lxFi4aFkuny8PyvfUkhhp4Z7VvI5SYQD1fpX1LyDZJJdOeeT6Pq+7hw3U9vaBzInS8M2wvwa4GsDXjihuHc88PzI+8k4e/LSM2SM914xNZnt9Ah8PF1WMTGB/WRWXBZsocRkJVNgbZt/CW+hL+syjf5/UNGiUXj4zj7NxohnWr2e6sauWs51ewv5qFRa/mohGx/G95MWa9iouGx3L5qARSwo+u496xUtPYSEltK62dXcSGGBkUF4lSdWqvFY9UsvtEZStZrVaMRiOdnZ1MmjSJV199lWHDhh3zdY8VWbL7V0ZZTR0Fte18vb2esAAVs3LCGZbWv3UdFr2GOXkxhJt0rC5s9LbatOjVhBmlLKSnf9jDM5fmHaDw2ssqVBBwqo38VB+Mw9Xo89Tm8lYuGBaLy+1hemYEyl6qqLNClRj3y24qC53Cx4sqfI65JkeNuXYt7JoPxnBUsSMRR19PZpONK4dY2Nno5i8LdjEiPog5Q6KYmR3JwrU7uXehBlHsApRcN3QK2cn+dQqp4UbKmzrp2s+o1bY5OLAVdavN6XUhiR7IibYQ30/Fi5V1Dby8tJB3NzQAoFUpeO1SJ5NykvplPv3FuUNjjosxOJCbbrqJnTt3YrfbueaaawaEYTgaZOMwwNla3sIdn/Xc/N7d2MCH10Beav8aCEEQGJsSwue3jWVNURPNNidqhcBLP0uS0Q6XB1uXm6YOB4EBGumkyMGgCwR7i/c6ngm/42+bA0iO8L/xG7Uq8gxNKGx7WNMaz6CMQQyJtXjrIoxaFXdk2dH+8DMolCCKeBRqnxvz0BgjM5veR7Xrc2mgvQa+vBX1dd+TW/cleXULsIYNpXLCjaxoj2RzRRtdnjKaOzU+c3lzUxufDFUyMS2U5fnSTTVAo+TcoTG8t7oUs17Ff37ci0IBQ+OC/NxUIQYNti4psH7jpCQmpIX6KMKeTIpqW72GAaTf1aMLCvkg1EhcpKzgeqx88MEH/T2F44JsHAYwlfX1PL+i2mfM5nSzsayVvNR+mtR+CIJATkwgHo/Ila+v9TYMkp6D6lYb76wu4eHZmYxODpH6LVzzteReatgLuZfSFj2BZT9tpqyli8tGxfHh2nLv+U9MNjJ40ZXQVkl6WDaNmW/w9EVD2FDWTH2bA7NehdNkZ++Mt9ncGYwCyIyJZtqgZhbvluIh56Yqsaz/3HfiqTPg5797U02NzcVkVC7nl+w3mLexHTZCWriRy0bG88HaMhQCeERobbfyt/MGs6u6jepWO2oFpGpb+ODiGP61vIiq9i4sejXjTfU8PT2Qh35qxeHyYNareOSMQXy3o4anLsxlWmb4MUmsHysNVn+5kPJmB1a7/7jMbxfZOAxkRHAd6J8AP2nm/iYtwsiDswfxxy934PaICAJcPyGJBVtr2Fndxr9/3MNDszPxiCIhhmQSZz5Bp8PFxrJmlv/SwOWj4lEIAhtKm3jqwlwMagXJ7gKSVz0AbVJRkrp+BxZbGS9vdfPWqhLva2tVCu6als1Ti/cCYNIW8o8LckkMNbC+pAmLxYInMBFF496eCUfnwdInfd9ERz052hpACoCXNnZyz/Q0ws1aXB6RALWSpJgQ4oIDiAsOoLm+Eu2W9whY/Awg8ocRd1KYeyF3f1NFiv4bhpX+yJApd9JAIFHuaoKathA65lpGJ4Wg66WA8GQS24tS6/A4I8EmWYtJpgfZOAxgYsLDuG1cJPd/2dPERaNUMDw+sP8m1Qt6jZqZWRFEW3S0dDopb7bx/Q7JMNw3I51tla1c8sovJIQEcPnoeIZYuyht7uTej3uqPyPMWv5ybg6vLS+mqsXGpVk6zk84g+iGns53DQTy/hrfgLTD5fEJYrc7XPy8p44os5abJiXxzupSMqb+j8DyH4ja9Ta0luPRh6BQqCS11/1wCRrUSoGpGeGcNyyG/y0vYn1pCwBqpcCwhNF4N2xFSwlY8TfvuabVT5JkiSfKnIq+sxpFaynJK37Hvk7cntTpDJt4T78bBoCU6BD+eXYyj39fSmeXm7SwAB6bnUpEyCnSHlbmpCAbhwHO8PhAXrwgjQ821RNuUHLZ8Cgy4waeXzjMpCM1wsOinbX8b3kRbXYXk9JCWV3UyOpCKdCcX2fl79/u5plL8/jnQt9K1No2Bzur2lhb3ATA0ytttA6fwkOh3yAKSqrSL8dpjMOsa6VxP70mAIPG92vc1NnFPdPTaLe7GJEYwuWfleJy53LzuA+Yk+ikS2kmfkwt6lX/9p7TFTuOjbZI/nJuDB+uLeWv3+7igmGxXDQ8joe+2IbTLfLc4nyGxAaiUIBh73y/z8C451MSQp6gNPxcMgoW+DynGH4tJp3G75z+INhs4sLRaeTFmulwOImwGIiJGHjfKZn+RTYOA5zEmEgSYyKZnpuIVjswbi4HIy4ogLNzI3F7RP6yYBdD4gJ9ehqDJL7n9njo7PKXa3AfkFb9zpZ2LrrgKT4pVPDOz21EbdrFfTPSeXR+j6LKBcNiSQo1cN+MdFptTt5fU8rFw+OICQrghx01vLik5/WfXlKOa3oary4r5Jy0yTx8bh6W+o0QnoXdlEyyNYJbP9zqDWg/syifWyYnc9PEZF5ZVkRVi40ulxuzXo01JBNN4fe+7y0kh9MSw/lgZyfXTX6GxO3PS9rfkx6ApEnH+vEeM00dDhqsXUSYtFgCNGQknNyeE78FjkVeu7+kuQ+GbBxOEQa6YdhHqEnP+NRQHj1jEGFGLRa9mtYDWlW22ZxcNTaBF5f0uMu0KgVqpW/2jkmnYq+QxP/WS+6n0iYboijyf6dnUNvuICfKzLL8em56V1JwDTdpeemKYQzvrjdYuM2/u9yyvQ0MjQ/kox2NfFes49u7HiJa68D89lmUpL3sl4L61eYqHpw9CICrxiZg2Zd5lXM+7HgfOrrrPAJCEHMvZmZsJKOTQ7Dac3EMPwetSoCAk9Of+1CsKWrk3z/uZUtFCyPig7lnRhojTlLfcJlTE9k4yBx3MqPMBAaoqWzq5P9mZfDoFz0roVGJQWRHBzIkDqmr2u46IsxaLhkZxxvLi32uc9OkZN5aXeYzVtvu4PmfCjDrVIROSubrrT3ZXHXtDt77pZQxyVLRXVKg/9c70qKlsK4DgJZOlyQ4p1eCUodB7Z9OawlQ4/aI3DcjjbNyezQhTfFD6LhiAWLtdgRAETWYgMh0AIICNAQFaNgX3O5v9ta2c9dHm6htk7KRVhQ2UNLUwbtzR5EU1j9FeAOCrZ/A4j9DawVYYmHaHyH34mO+rMvl4oorrmDjxo1kZ2fzzjvv8PTTT/P1119js9kYN24cr7zyCoIgDAhp7oMhGweZE0KURU+URU9OrIX0CBN7a9ox69VkRplIDTfhdHsY0thJdYuNunYHf5q/gxevHEZFk43qVhtpESaW7qnDqPP9iqqUCtRKAYfL4yctDbCutJk2uxO9RsnM1ADeWqfx9pQwaJQMjQ/i2201AIxNDibKogOtGibdz8jmUsKMWuq7Uz0FAS4aHktujIXzh8X6vZYhOgOij01u4WRQ3K2DtT8VzTaKGjp+u8Zh6yfw9V3g7NZXai2XHsMxG4g9e/bw+uuvM378eObOnct///tf7rjjDv74xz8CksrqN998w9lnn811113HCy+8wKRJk3jggQeO6XWPN7JxkDmh6NQqRiYGM/IAF4ZaqWB2ThSDIs00dDiINOtICDFAivS83enCrFPRaO1ibXGTt1fC8r11vHb1CP71wx6CeulONjk9jMDu8UFhAcyb2s4OezBuQU14RBT/XFKJIMCMzAgemJWBcV/r0OQpZFRu5PWLIlhdLVJvdZIVbSY7ykxqxMDRPzoajL20RxUEyW33m2Xxn3sMwz6cNmn8GI1DXFwc48ePB+DKK6/kueeeIykpiSeffJLOzk6amprIzs5m4sSJftLcCxcuPKbXPp78hr8dMv2NQiGQEm4kBf/Vq06tYkKalEGTFW1mT207aqWCrCgzccEBDI0Poqm9k7ZOO6+uKMUjQnqEkTunpvUonVqiSc4eQXLFerDWglHBm1cPxepSEGbUot9fmlqth8Tx5AK5GWB3utGqFCdVeK7T2kZRTSP1bTaiAgNIjolCoz32YrmsSBMXD4/lkw09siJXjUlgUGQvcrS/FVorjmz8CDjwOyMIArfddhvr168nLi6Oxx57DLt94DdPko2DzIAnLcJE2gGrd4tejUVv4d7TjZw7PB5bl5uE4ACCjQfcTAPjpZ9ugrt/DsfJrkfotLbxybpS/vxDGR5Rqqt47vwuZg9PP+ZrBxm13DktlUkZYVS12IgNCiAv1oJZ/xvuC22JlVxJvY0fI2VlZaxevZqxY8fywQcfMGHCBFatWkVoaChWq5V58+Zx4YUXDhhp7oMhGweZ40aHzYZBf3L7I2tVyl/FCrioptFrGEAK1v/fV8UMCtORFH/sOlpxwQbiggdGgHxAMO2PvjEHkHaP0/54zJfOyMjgxRdfZO7cuWRlZXHrrbfS3NxMTk4OkZGRjBw50nvsQJDmPhiyZLfMMbOzrJYl+a0s2l1PeoSRC4dGMTIlvL+ndUqxZONOrvuk2G/886vTGJZ17LuH3wJHKtl9orKVBiqyZLfMSaW13coba6qZt0HSQNpU3sLi3XW8edUQBicMfAPRZbfR0VqPzhiI3tB/O5CowADUSgGn21fJNdzSP7LevwlyL/5VG4NjpV97SMuc+hQ3dvDFJt9iswZrF3vrO/tpRn2nuXQbrm8fJOj90xG+uoPW4g39NpfkmCieOy8Vk1Zar4UYNDx/QSqxMcfuA5eRORrknYPMMSEgoBQE3Pi6J5XCwF53tNRXYvzubtTVkkHQtX2JrmoNTZd+TXDMyXfjaLRaZo9IZ1C4jmarnTBzAHGxsmGQ6T8G9l+wzIAnNdzIFWPifMbigvVkhOv6aUZ9w91U6jUMXtprEBuL+mdC3STFxzMsK102DDL9Tr/uHARBeAM4C6gTRTGneywY+BhIBEqAi0VRbO6vOcocGkNAAJfnhZIeZmRpfgPpEUampAWTGTew4w2CWgeCQurZuf+46uRmW8nIDFT6e+fwFjDrgLGHgMWiKKYBi7sfywxg0uIiuWxMIi9fNYL7Zg5iWNLANgwAuvBUOobf6jNmS5mNEDoAWuzJyAwA+nXnIIriMkEQEg8YngNM6f7328DPwIMnb1YyvwUCjGaaRtyCK3YsirpteELScEUMJSRclrGW6X9KSkpYtWoVl19++RGfazQasVqtxzyHgRiQjhBFcZ/UZg0Q0dtBgiDcBNwEEH8cioRkfnsER8ZDZDxwdn9PRUbGh5KSEj744INejYPL5UKlOvG37v52Kx0SUarQ67VKTxTFV0VRHCGK4oiwMLmLlYyMzJGxoGgBM+fNJPftXGbOm8mCogWHP+kwlJSUkJmZyY033kh2djYzZ87EZrNRWFjIrFmzGD58OBMnTmT37t0AXHvttcybN897vtEo6Yw99NBDLF++nLy8PP7zn//w1ltvcc455zB16lSmTZuG1Wpl2rRpDBs2jMGDB/Pll18e89wPZCAah1pBEKIAuv9f18/zkZGR+ZWxoGgBj616jOqOakREqjuqeWzVY8fFQOTn53P77bezY8cOAgMD+eyzz7jpppt4/vnn2bBhA08//TS33XbbIa/xj3/8g4kTJ7J582buvfdeADZu3Mi8efNYunQpOp2OL774go0bN7JkyRLuv/9+jrfaxUB0K30FXAP8o/v/x98kysjI/KZ5duOz2N2+yqh2t51nNz7LmclnHtO1k5KSyMvLA2D48OHe+MFFF13kPcbhcBzk7IMzY8YMgoMl2UhRFHnkkUdYtmwZCoWCyspKamtriYyMPKa5709/p7J+iBR8DhUEoQL4E5JR+EQQhOuBUkCub5eRkTmu1HTUHNH4kaDdT2ZdqVRSW1tLYGAgmzdv9jtWpVLh8Ujp1B6Ph66uroNe12DoEU58//33qa+vZ8OGDajVahITE4+7DHi/upVEUbxMFMUoURTVoijGiqL4uiiKjaIoThNFMU0UxemiKDb15xxlZGR+fUQael9hH2z8WDCbzSQlJfHpp58C0qp/yxapL3piYiIbNkjFmF999RVOp9Rv3WQy0d7eftBrtra2Eh4ejlqtZsmSJZSWlh73eQ/EmIOMjIzMCeXuYXejU/pW8euUOu4edvcJeb3333+f119/nSFDhpCdne0NIN94440sXbqUIUOGsHr1au/uIDc3F6VSyZAhQ/jPf/7jd70rrriC9evXM3jwYN555x0GDRp03OcsS3bLyMj8KjhSye4FRQt4duOz1HTUEGmI5O5hdx9zvGEgI0t2y8jIyPSBM5PP/FUbg2NFdivJyMjIyPghGwcZGZlfDb8GN/mJ4Gg+F9k4yMjI/CrQ6XQ0NjbKBuIARFGksbERne7IZPTlmIOMjMyvgtjYWCoqKqivr+/vqQw4dDodsUfYI0Q2DjIyMr8K1Go1SUlJ/T2NXw2yW0lG5iRid7pxON39PQ0ZmcMi7xxkZE4CVS02VuQ3sKOqhYxIM4MiTGTHWNCqlf09NRmZXpF3DjIyJxhRFPlsYzm17XaaO128sqyId34pZUtFS39PTUbmoMg7BxmZE0x5Uyc1rQ7WFDdRUCd16Cpt7GRndRsf3DiGUKP2MFeQkTn5yMZBRuYkEGrSUlBnJShAzUUj4tCoFIgiVDR3ysZBZkAiGwcZmRNMbFAAicEBWPRq7piaynOLC2i1OdGpFcQHB5AdbUGtlD28MgML+RspI3OCUSgERiQGcf/MdF5cUkirTZJltjs9PPLFNgrrj70ZvIzM8UY2DjIyJ4G4YAPpEUaaOnybubg9ItUtx7dJi4zM8UA2DjIyJ4mYQMm1tD8KASLMcsxBZuAhGwcZmZNEXHAA/754CPru2gaVQuAv5+aQGm70Oc7udLG9spWVBQ2UN3X2x1RlZOSAtIzMyWTqoHAW3DWBqhYbYSYdyWEGn2B0m83Jq8uKeGFJAQAWvZo3rh3J8ISg/pqyzG8UeecgI3MSEQSB5DAjE9LCyIg0+WUp7apu8xoGgFabk0e/2EZL58Ebz8vInAhk4yAjM4CoavUPTu+uaael09kPs5H5LSMbBxmZAURsoN5vbEishSCDph9mI/NbZsAaB0EQSgRB2CYIwmZBENb393xkZE4GmdFmHpo9CJVCACDSrOOJc3P8spxkZE40Az0gfZooig39PQkZmZOFUavi+vFJnJYRTrvdSWywnkiz/25CRuZEM9CNg4zMbw61SkFGpKm/pyHzG2cgGwcR+EEQBBF4RRTFV/d/UhCEm4CbAOLj4/thejIyAwOH083GsmZ+3FmLRa9mWmYEOTGW/p6WzCmOMFCbcQuCECOKYqUgCOHAj8Cdoigu6+3YESNGiOvXy2EJmV8/bTYnG8uaWVvcRFxwAGOSQyhp6OC6t9Z5jwnQKJl3y1iyoi3ec0obO1AqFCSFGtBr5AZDMhKCIGwQRXFEb88N2J2DKIqV3f+vEwThC2AU0KtxkDkFcbTjdDiwCjo0Gh0G7YD9Kp4wRFHEanehVSnQ7NcRzu0R2VjWzLz15dicbi4eEcfIxGC0aiXzN1fyxy93eI+9dEQse+t8hfs6u9ysLGwgK9pCaUMHj3yxjZWFjQBcODyW381MJ9Kip83mRKtWoFXJxkLGnwH5FykIggFQiKLY3v3vmcCf+3laMseDut3QWkG+O4JfaqGu1c6oxEDCgsxEhQb/ZrJyiuutfLy+nJ921zE8Pogzc6MINmgIN2nZVNbCtqpWggwavl5dyldbqnl37iiSw4089d0en+s025zYuvx7Utu6PADM31zpNQwA8zZUMDopmHaHk/d/KSM9wshtp6UyOCbwhL5fmVOPwxoHQRDUwK3ApO6hpcDLoiieyKqcCOALQRBAmuMHoih+dwJfT+ZkULcHdn1FkTOIy9dAfbtDGl9Vx7PnpyNaG+gMDCIqKrp/53mCabM5+f2X21lZIN2099ZaWV7QwLlDYxgSa+HtlYVcmNRFvNHOrdeEkF9What5L2JILjanryFYkd/AI2dm8ugX271jSoXAhNRQ7E43P+ys9Xv9FQUNbK9s5bxkOMO8heDV7+JIGYc2ZRKYo07sm5c5ZejLzuElQA38t/vxVd1jN5yoSYmiWAQMOVHXl+knmovh53+wdfwX1Lf7ukL+9XMFL50dQcDm17EF/x967a9XqbSsqdNrGPZR0WxDKQh8tq6Ml4aVY1r2ZxhzK3x8PSO6OkCpxqN+hrtOG8a/Fxf7nDsiMYjnLs3jjZXFBAdouXFSErmxFpQKgXEpIeyoavM5PiZQT4Cng+tan8Ww5QdpcPtbkHsZnPU0aHyFAGV+m/TFOIwURXH/G/VPgiBsOVETkvkVY2sCAexu/9rLDocLhSBgWf8s1twLISazT5esbbWxoayFPTXtZEebGRYfRKhpYBsWlUJAEODAXBBBgNnRVkwL74TRN8Oyp6GrQ3rS7UTxzV1cddVPNHYmsCy/gbggPWfmRmHWqTknL4bTsyNRCAJqVc/ne/HIOH7aXUdhvXSdMUnBAMyKaMWw/AffCWz9EMbeClHyukymb8bBLQhCiiiKhQCCICQD/k5OGZnDEZwCSg3ZunrUSh1Od8/d8box0cRvewHcTtT0zWPZZnPylwW7+HprtXfsqjEJPHLGIPSaARlOAyAp1MClI+P5cG2Zd2xoXCDFDR1MiWoHdxeotGBv8T3R46aqvIjvdpgZlRhMdaudBz/bxstXDiPKoker9g8sp4Wb+PDGMRTWW1EqFKSFG1m0qxZli6v3ybllgT8Zib78BT0ALBEEoQgQgATguhM6K5lfJ7Ej4NyXyV76FO+d8QQvbFdRZfVwxYgIpur2Ylj5Hu6U6WhDk/p0uYJ6q49hAHhvTSmXjYonK9p8It7BcUGrVnLvjDRGJAaxuqCRcLOWzi43n2+q4MERiZJhcNpBHwS25p4TFSoq3UHUtnX6vG9v7OYghJt1hJt13sezB0fRUDMYz64MFI37BbhjRkgGfKDgcoLLDjq5ILA/OKxxEEVxsSAIaUBG99AeURQP/W2UkekNhRKyz0URNZTRnQ0MyYzCbuvAXL8exab3cI2+HeXI60Hbt5uBw+m/gRVFcLj6Z2Nb1WJje2UrLZ1dpIabyI4297qaBwg36bhgWCyzsyPZXtVKg9XBBcNjCAsLoOvsl9D89EeYeD8s/Sc42kGlRTz7eXbURAC+MYf0iL59Xl0uD0X1VqpabUSaQxAvfhs2vgNFiyF9Ngy9EgKCD32Rjkaw1oA++MQGrys3wqrnoG4n5F1Be+ocFlep2VTezLD4IEYnhRBp0eF0e6hrd6BXKwg2DGx34qlGX7KVViBlKC0HVsqGQeaYCU4AVye6Ty9FV71FWilPeRTV8OtA3/cVf1KYgdggPRXNNu9YdrSZhJCAEzHrQ1LTaufODzeyobTFO/bfK4ZxxuBD30ADtCpGJYX4Dg4+D2KGQGcjXPONFHcwhCGEpHBejJ38BhsLt9dg1qn5w1mZ5MYevhra4xH5ZmsVD8zbitsjohDgL+fmcNGMJ1C7H5GC0FJ24MGp2ADzb4WGPWCMgDkvQso0UPSi32lvhZpt0FYFgfEQkQPaPga66/fAO+dIRhHgxz+iqC/j9dKz2FbdyWcbKnnvHBMhrl10dHZQqhzEszsN3Dg5lUlpYWhUA1ZP9JTisBXSgiAkARO7f8YADmC5KIr3nvjp9Q25QvoUw2mDz26E3V/7jl+7ABInHNGldte08eqyIn4pbGRKRjhzJySSGt53N8SemnZ2VbeiEBRkx5hJCTu6TJ3Fu2q5/m3f72CYScuCuyYQbtId5Kyjw+50UdViR6dWEt2LxHdvFNVbmf3schwuj3dMpRBYcNcEMiL7YJDba+H1mdBS0jOm0sLNyyEsw/fYrk5px7PymZ6x0/8Go24GZR882Tvmw6fX+I4pVHw0+gseWtLO/2bpmP7L3J6YjELFtunvMecbD5/dMo6h8XLXvL5yTBXSoigWC4JgB7q6f04D+pZKIiPTGx2NUPCD/3hj0REbh0GRZv55fi5tdicWvRqVsu+rxq0VLVz26i90dBeRBRs0fHDDaAZFHXm8ot3uH+BttDqwd3l6OfrY0KlVJB+hEWuwOnwMA4DLI9Jg7SLjIOf40FbpaxgAXA5oLvE3DvV7fA0DwKI/Qep0/2N7Q9lL7wq1HptL+h3ldKzzDdZ7XKTmv8HouDvJr7XKxuE40Re3UiHQAHwAvI6kcXT8v/Ey/U673Ul+nRWr3UVCSAAJIQa/YyqaO6lssRGoV5McavRJm+wzOjNE5kLFOt9xc+RRzVutUhBiPDJ/syiKfL2liktHxaPXKKlstrFgazXf76g5KuOQGm5EpRBweXp24nPyoomwDAw/eJRFj1mvos3WY8T0aiVRlj7uanSBkuupy7c+pQkzny8vQhAEhscHMiQuEOHALCsAt1NyNfWFyMFSYLyp0DtUP/IBXlvnJECjROPwV/HX2uoI1iuwBPw2KuxPBn3JVnoOmABcBgwFlgqCsGxfaqvMr4NGq4Mnv9vDx+vLATDrVbx93SifVdi6kiZufncDTR1dqBQCj5wxiMtGxR952qjOLLkZ3rsAHN0FWoMvgqi84/RuDo/d6SbCrOO5n/Jps7lIDTfyh7My8YgidW12n+yevpAZZebN60by5MLdGHQq8uKCuGxU3HHTLXK6PLhFEZ3ghMZCKYsnKOnwAeRu4oID+O/lw7j7o800dnQRGKDm3xcPISnUfwHQK8FJcOa/Yf7N3gIN29j7eHh5F9/n7wJAq1LwwY2jGR6UCDqLrzGwxEmxh74QGAdXfALFy6T3mjQZlyWX2fYmlu6tx540A7a+5nNKWdpV1OUryBnAWWqnGn1WZRUEwYiUwvo7IFYUxQGj1iXHHI6NvbXtbKto4f5Pt/qMD4sP5O25ozDp1DRaHZz/0ipKGzsB0CgVXDs+kexoMzqVkowoE4m97DQOSWOh9KM1QXgm6AOP0zs6PNsrWzn7hRXeQrTcWAvnDInmndWlWB0ubpiQxAXDY4k4AiNR125n6Z56vt5SxeBYC+cMiSHMpGFFfiOfbignNdzIBcNiDyqn3WZzsrO6jZpWOzGBejKjzQSolawvbeLVZUXkhbi5XvgK/YZXIGYYBKXCxHvAEA7NRZI7JjgFNAcPyFe2dFLf7iDUqCU26AgD964uqNsFLaW0KoP5qiaQPyws9TnkzMFRPHfZUJQVa+Dre6B+l5Qie+a/IDrvyF7vADwekY4uFwbBiaJoMeKSvyM4O+gYeQfFodMICosk5kjf02+cY4o5CILwL6SdgxFYBfwRKXNJ5ldAYZ2Vy179hctG+6/qtla00mZzdhuHLq9hALh9aiofrCnl1WVFAIQYNLx3w2gyj8QlE5Ii/QAN7Q6KS5rQqZQkhRkwnmCV1rKmTp8K5TNyovjLgl3ex09+vwe9Rsl14w9fc9HlcuMRRd5aWcJ/f5Y21MvyG/h0QwV/mZPDXR9tAmB5fgOfbajgs1vHkXZA+qnd6eK15UU8/1OBd+yh2YOYkBrK5a+twS2K3HN6B/rdy2H6Y1D4E3TWSq45rRk2vg0Fi2D4dTDlITD17qKLCQwgJvAob6AqDUQPgeghbN1bz9rKcr9DqlpsuD0elPFj4LpvpTqNgFDQH3t/CYVCwKRTA2rIPBshcRKIbgwBweQc89VlDqQvf4GrgSdFUfRX8JI55dlc0UJjRxe6Xtwfk9LDvLnjwQYN8cF6yppshJm01Lc7qG3ryWpu7Oji840VPHpm1hHPYW9tO7e9v5GCbunpi4bH8sDpGUfs2jkSQveLUYQZtZQ2dfgd8+7qUi4YFov5IEqxdqeLjaUtPLs4n9k5kfxvuW/9QV2bg901vrpGbXYXO6vb/IxDYV0HLywp8Bl7+vs9JIUYcHlEzHoVodZCyL0Yfvh9z0EFi+Hcl8AYDvFjYMObkDwFss/tw6dw9ERadOTEWPyKEK8ak4Cm+7vUJBpYWWHni017SY8wcv7QaNQqFVX1jYSJzSTVfI86Ohvix/a4x5pLoWqTlMYakQWRQw6e4XQcDI7MwemLcbhVFMV5+w8IgrBYFMVpJ2hOMicRe3emzsrCBuaOT+TdX0pxukXSw408OGuQtzFMqEnL0xcN4cZ3NhBu0lLR3Ol3rS0VLXg8IgrFYfLl98Pp9vD68iKvYQD4dEMFg2MtbClvYVZOJGOTQzDqjm+gcVCkkevGJfLmqhI6ulyYe7l+TJC+15z5xg4HK/Ib+GRdOeFmHacNCqep89CyE6FGDX8aoyKJKqKUO8CqAWOY9/kWm9NPa8nlEb0FfVa7C3vkMNj9Kn7s/QEadkPWuVD2C1SsPeHGIS3ChNXh4pEzMvlgTSkOl4ebJiUzZVDPe/psQyV//VbajW0ubyHUqOXfP+6ls8uNWinwxOmzOH/3G2ga8mH83ZJh+OBiqY4CQFDAFfMg9TjeajqboXgpbJtHc9oF5BuH41DoSQkz9jkt+LfCQY2DIAg6IAAIFQQhCEk6A8AMxJyEucmcBHJjLaiVAqsLG6lvd3Dz5BTSI4xMSA31qzgdlRTCN3dOoLKlk4omGz/vqfd5/szB0YetozqQNpuTZfn+2Sd1jc3Eajq58Z0NfSomO1LMeg33zUjnzNwomjq6CDVqmL+50rsbUisF7jgtFV0vFc6f73fTAzDrVNw/M53zh8Xw0boeV0u4WUtmlBm1UuDt6ZC97gEpA0f0QNrpcPZz3gyt+OAAAgPUtHT26EpFmLWkhBkx61S02V0sbQ4hQanF7yMWBPC4weMCtR5iR/b5c/B4REQkme8jZWh8EOkRJmblRKBXKwnbr56jusXGc4vzvY/PGxrDC0sK6OxejDjdIo8sLCd3zmyyKIKWMqja2GMYQPqcfvgjxAw/4nhUXZudLreHKIve971t+xgWPkjVsPt5dEMgS4q2ARBp0fLmtaOOzC36K+dQO4ebgXuAaGADPcahDXjhxE7rt4vD6aa23YFBo/SmZzqcbvbUtlPe1EmoUUtmlAmzvpdc8KMgO9rCe9eP5sUlBVS32okw6RibHHJQKYK44ADiggNoCHdw6+Rk3lhZgijCuUNj2FHZyraKVnLjAvv8+ma9molpoXyyvsJ3XvomRthX80XwON5cUczUjHB0h2lv2WpzIooigQF9+2xMejUjEnuyfT68cQzbKlux2x1kh0CWsQFcJsnX3k11q43nl+T7XKfN7qK504nN6eaRMwaxsqCB3NhAzs6NJsys5ZcbYggqWQCxw2HIpVC+BvK/h+qNYD4D6MkmeuyrHeytszI42sQTU0xkVX3GR9fOZlFhO3ta7Vjz5mLa+22PpKtCKV23bDUFodNYM+Z0mqpNjNI3MjQ+0OviORCX28PGsmbeXlVKq62La8YlMjYltM+xnpbOLiqabQRolCSEGPyNiyA1gd+HXqP0MXwAHhFq27vI2vkyJJ8Gthb/F2qvlIom+2gcrA4XC7dV8/eFu+lwuLh6bCJzxycSFaiXqrV//gco1awLmMiSop7db02rg9eWF/HP83OPLj37V8hBvwmiKD4LPCsIwp2iKD5/Euf028TeTnNrC/9Z1cx7a8uJsuh54txsJqaG8s3Wan43bwtXjAskMqyJ/A6RkdFZZISkHvPLKhQCo5NDyIsLpMvlwdTHTmx6tYKCOivXjU9EIQgs2lXL3loryeFGH+Owz83U0O6gy+0h0qzzcTuplQpumJjMhtImCuulP9YLs00Mb/6asL0fcM2QKXxTIuI5RFadrcvFz3vr+c+Pe3G4PNwyOYVZOZEE9dFI7CM5zEhy03L49npJskKhhFlPwtCrQC0ZS6H7v974dls1145L4KZJ+4nXtVbCtzdLWTv7GHMrNCaDtWfn1WF38dqyIkYmBfOf6QZid7+B5ctPwO0ky/QUWXMXQlA6RbXN1J/5MfEVX6P0OBEicxALl7J3ztf8YVE9E9MDcbg9rC1pwu3xMC41jN7YUtHCZa+twd1dl/FLURNvXzeSuOAAggI0h/we7K1p595PNrOjqg2tSsEDp2dw6ch4jLqe20mURc8dU1P5x8LdAHQ6XAQbNDR19LjflAqBKFWbVEjXXg0R2fhpmQ+7VpLq6COby5p5YF5P1t1ry4sINqg5Y3AUntYOkkQP6IPJb/U3mmuLm7A6XASpjs/C61SnLxXSXsMgCMKroijedGKn9BtiX4VpUzHi0n8Q1FbJnemXEznmNJ5c3cENb6/ns1vH8ccvtzN3ciCb7c/x5Z6dAOi36nltxmsMCT8+2vtatfKgInEHo6rVzo+76nzG9t02C+qsfLWlklUFjZw2KJwOh4s3V5Zww8REzh8Wi93pwaJXEx2oJz3CxEdzAikubUQnuEkufwfj9u8gIASbG64am0DAIVa0G8tauPW9jd7HD3++Db1ayblDj9D72VwmaQft66HgccPC30HcKIjKBaRA7D3T03j8653e0wID1KSGGfnk5rEMiQ30vWbtdl/DALDhLUlKIjTNO1TVamPJ3noemWAm+9srfSuA26ugegsEJfLpxlpeWuoiLeIipiYGkNJhQ5l4Gl2NGsanhvLvH/d6761XjYknPcLca3+Ln/fUew2DQaPkd6dn8Ndvd7Ozuo2hcYE8Pieb3APfC2DrcvP093u8DYQcLg9/WbCLnBgLY5J9NaIuGhFLlEXHZxsqMGiV/POCwdz/yRbauvtm//00M8nbHgOFEk/NNhS6QLjkfSngbq2D4XNh5NzetZsOwpqiJr+xj9eVU1BnZVVhI18Pv4vQ1X8lN8hfFn5mVuRBkw9+ixxpvmCv+bAyfcDlhMa90NlAnT4VK3rUzYVEWXeiWngvgkfyxYZtfIZL8pzMC51OUYON+nZJ9sASVMHe3T03JJvLxn+3/JdnTnsGverQgbTCOiuLdtWyo6qVGVmRjE0J8cnWORoMWjW3n5bKbe/33JS1KgVjU0KobbNzy7sbKKiXgszrS5uZkhHmdVdd/9Z6iho6CDVq+OcFuZyWEU5YkJmw+Y9Kip/d1I96kNSQZEaZ6mHLCgjNgMgcUPr+AX+33TdjBuDt1SXMzon0M3hWh4vC+p4qcJ9c/856X4lskFax7TVe4wCS/zzCrGX+pipSwo2cnRtFVvRBMmdcvQSqXQ4pQ2e/pjo6tRKzToVWiVTgdiBuqbK5sPszza+1kl8r/XtKho7zhwbxyoJdPovud38pY05eTK/GQb2fzMilo+J54acCGrtX9ZvKW7jpnQ18c/soQt31oFBJRWyCQFOHgyV76/yuV9xgRakQaLU5SQoxkBJuJMSgZU5eDHPyYmi3dWFzefj69tFUF+8irG0nSVsfQtFaQv3we2jU5TLo6zlw3UK4YbHkSjJF0dDhZNueOmpa7cQHBzA4xozLLcVJ/KriPR6ijf47zOhAPU63h7kTkljkDmbq9EiG2rZz/ahxvLmuDo8oddO7ckz8UcVefq0cqXHw/1bIHB5XF2x+H/eKZ1k95mWKRSefbSyhpLGDc7JzmDv27ySu/D/v4SG73uHSwbP52wobwQEasqLNtDuL/C5b0FLA9zvLSA6KYHCsBaGXaHBls425b6/z1ih8taWau6alcfe0tGP+Q5icHsYb147k8w3ljE4OISPSRJRFx95aq9cw7OPnPfU8c0keT/+wx6ui2mDt4tb3NrLgrgmkRaTA1fOlXP3GIsSMWQSFD2bW13dC4SLpIoICLv0QMmb5XLs3YbsIk87v/TV1OPjPj/m8+4tUuBVi0PDmdSN7VsjGSDCEQcd+gXaFEiy+O5DAAA1nDI7mjMF96HUdniVJT+y/ExhyOaScJgnXdRMXHMAfzsri5Z/zOTP3JkI3PtdzvMYouVyAc4dG0+X2MDQuELcoUtfmINKiQwRvsHd/etN8ApiSHsaLSwpwuDwEaJRew7CPq7KUBC57DDa9BSodnPYI5F2BWWcgK9rMlnJfKQyXW+Sil1cDoFMreOvaUYxJCaHL5WFlYQN//3YXde0O/nBmJkGqQDSWCKqH3E6tIpzXC83EOlQ8bImTAvYJ4wBotXXx/Y4avt5axS9FTYxPDWHqoHDeXFmC2yNy59RUzhgc1RNjaiok0+LyUerVqhRMz4zAI4r87dtdeETQqkLIi0vmuvGxjM+MJ8ykJT7EgGX/XYPTLgXHWyvBEgthg3xiT78F+mwcBEEIEEVx1uGPlKlsttFu7yLCpCPIqJW+ZAvuY++k/7KxI5gXl+zyiqC9s66Gxows/hU/BV3ZzwB49KHUdcLEtFCCDGouGh6LR2fze52x4TN55vtKqluL+PSWsb26AXbXtPkUrwG8srSQ84fFHHlF8wEYtCqmDgonxKDhwc+2srumnbhgPb8/w7/WQRBARPSR1wbocnsoa+qU8v7DM6UfJPeUrWg9hTGX4oy+nMT2jYRtfQm+fUDKXtkvDXRaZjivLiui3SHdCNVKgesnJPmJ8G2vbPMaBpBqM/66YBevXzNCSpW1xMAFr0uKoLZmUAfA2c9CaPrRf0ihKXD1l7D6RajZArmXwuALfQzDPs7KjSIp1ECVPRpDaCz6be9LN6XRt0D4IECS6dAqFfxnkRQUTwk1cMuUFIrrrX7y5VqVgvjg3gveBsda+PjmsSzYWk18cICPqz/MpOV8zRpUa/8nDXRZ4ftHICQVU/rp/PGsLK55Yx3W7s/77Nwo1hT3uHPsTg+//3Ibn948juKGDua+tQ5RhLEpIdS0OXhydSVOt5aLRkwkzKglOc5JSrAKT3siCqOUvVVQ184rS4tYsqeOQZFm/nBWJk6XyBPf9LjoHvliO2a9mrNyu410ew3FtTA7JwqjVolbFIk069hb2051q519slcOl4c1xc0EG7T836xB/hIi3Ys5vr1f+lAEAc5+HvIulxYLvxH6UiE9DvgfUoV0vCAIQ4CbRVG87URP7lTD5fawobSJunYHLo/IjztrGZYQzGhFCyrRQ4krCBeinzrmt3vbuH/a2SR3G4fOKY8xzZjJOKeb4oZO/vzNTm6dEstdQx7kjZ0v0unqZHrcLIxd4ylplFZwS3bX9WocPB7/bbbbI/qNO10eihs76HC4iA8O6LOQXW2bnVve20B1q+QKKW+ysbygnuxos09j+5lZkTRauzBpVd6b+D5CjP4rsppWO0+sdLNgh3RzSw+byouTsklbejs4fY1dVrSFebeOZX1JMw6Xh+EJQQzuRaKiutXfwG4qa6HB6qCooQOXWyQpYixBNy2T/PyGUEmO4kjzcw8kOk8qVHPaDtnVTK9RdWdPBQODYOTVkiTGfjek7ZVtfL+zpx61sKGD5fn1XDsukUnp4TwwbwuF9R2Em7Q8dWEuyWG9LwAEQSAvLpC8uEDsThcljR28uESq7p4YryOq+POegxVK2tPOp8oZhqe6laAANQvumkBRfQcmnYqWzi5ueGeDz/UL6jpot0tyIKIICgEmpoby5PdSqqpSIRBu0vLu6lJKGjvRqhQ0zXia04zhBHZ08btPt7C5e3eyoqCBXdVt3DUtjQP5aG05Zw6OknbNpkighteW9+yyBQGeu3QoX26u9DtXpRB615ZqzIeF/9djLUURFtwnxZ76oir7K6EvO4f/AKcDXwGIorhFEIRJJ3RWgCAIs4BnASXwP1EU/3GiX7NPOG1Qt5P6Tg9bOkOoaIeUMAODjW3k20w8Mn83hQ0dBGiU3DgxmX98u4uHZ6cyTqkmSOVE6fEPrpl0KrSRGTDzCcSYUay3xnLjm2txukXun5GO0y3y3OJyoixRnDXsXwRoRSICInnk893ea9h66YoGkB5pItSoocHa4za4cnQCcfv52ttsTt5eVcKzi/NxeURSwgy8ePmwPqmTVjbbvIZhH++vKePDG8awo6qVtSVNTE4PIzZIT7vDxZ/OyeL/5m31ruLunJqKUgEfry3DqFORGxtIXHAAa4sbWbCjp/5hb72d92vi+MOYO1DuJw1R327HancRGxhAxphDz7c3LaFxqSF8ubnKuxLPiwvk3xcPITm+jyJxfUWpAuWh+0x4PCLVrTYUgiClXqr9Y0nbKlv8xrZUtJISZsQSoOHTW8ZS3y4J6/VVF0qnVnHzpGQmpIZR3WojPVSHuDYboX43KJTsnvomj2wJYuO71YSbmrh+QhLtdidXjkkg0qJnQ6l/EHhSeighJq03wJsUamRbZY8ratqgcL7cXEVJ967W4fLw54WF2D0qogNtXsOwj8aOrl5zxOKD9T3u1OAUcuI9mHWdtHW700RRUhu+emwCiw5Inrhs1EF+x52NUs3I/ri7oKNBNg4HIopi+QH+7BPah1EQBCXwIjADqADWCYLwlSiKOw995gnG44GtH9O6awl/dc9l/n5ftqfPSeLdjfkUNkiZLp1dbp5dnM/vZmbw/roy0q9ewKBf3mZvVCqDYyw+fyiPzkgmJs4AlokU1rVz06srcLqlu+eKggbm5EXz5eYqqlvtvLbEzi2Tk3l/a5X3fJVCWpkv2V2H0+0hPcJEYveKKCHEwLvXj+LjdRVsKW/hvGExzMiM8Mnl3lbZyr9+3Ot9XFjfwZPf7+HFy4d5K6QPhkWvRqtS+OyGRBEMWiXXT0zm+onJPsd3uTxkRZkpa+ok3KTF4fIw54VVXmORGmbkzetGsqXCX955WYUb67RbsKi0uD0iy/PreeTzbVS12hmbEszjZ+eQHnnwG/DgGDP3TE/j+Z8KcHtEEkMDuG5cIte+1SMdvrm8hU83VPB/p2f0GsM5UdS12/nglzJeXlaIRqngvhnpnDs0xq9mwy8bCpiSEeatIA82aI+qXaZZr2Fsyn7ZRso7IP9HWpPP5MGNFrZUtXfP08GT3+/hrmlpLNvbwNCEQApqrTw4K4Pnf5KK3HKizTx6RiYGjYohsRaSQg202Zw+u9H0SBM/7PRX5Ol0uimst/rJn4O0wzRqVV53ll6t5OKR+93gFQrSUtL48Foz3+yop6TJwblD4xiTEoJOpeDd60fx1soSBAGuGZfI8ISD9H0wx/jLk+sCpdjDb4i+GIfybteSKAiCGrgb2HWYc46VUUCBKIpFAIIgfATMAfrNODjdHtordxG88EEKxv2X+T/4BlxLrUq2VLT5nWd3uWmyulhrV9FmuZg0vZX7pidT0+ai3eEkJ8Yi/cF3p2rWddcD7GNNcRMzsiJ46YphtNtdxATpSQ0zkBcXyOsrijFqVdwyOYWHPt/K3u7slcAANe9fP5rsbtdKZpSFP51txunxoFH63+x7k8JYkd9AU4eDmEMofAIkhhr4w1lZPPX9HhwuN3anhzunppIS3nszGo1KQVa0haxoC62dXVz0ymr2vwcU1FvZWtHC0F4K6aZkhGIMkfzL+bXt3PD2eu8NZHVhEw9/vo23rht50Bx9s17DbVNSmJ0TSYfDTXxwAM8uzveTrfhpVx13nJaK4QSK/3U4nOjUKm/QfPGuWp7prii2Oz089vVOogP1zMz2FdAbkRjMhcNjmLdBcpNkRpm4akzC8c+yiRkGN/5ETZOLLW/4JkO4PSJOt4cF26r5dns1P++pJzZIz1VjEhgaH8jY5BAs3UYtIcTAW9eNZGtFKwEaJd9sraKl00lls43kUANFDb6aVlqVgoXbarhyTAJvrSrxjp+WEUZMkJ7Pbh3LlopWPB6RIXGB/hXNCgXZiVFkJ/pX1E9MC2N8Smj3YYf4vEJS4OJ34YubpOQEYwSc/xoEJRzBB9hDZXMnTrdIVKDuuEm4nwz68u2/Bcm9EwNUAj8At5/ISXW/1v6SjxXA6P0PEAThJuAmgPjj7QI4gPKmDt5YWcJEfQlTXXY6Pf4fW127wy8gCNKXfVK2QGFzGf/6OQDoAOoI1KtZePdEyX2wH5FmHTq1Aruzx0CsKmjg0TMzfQLIsyx6pg4KRyEIfLSu3GsYAFo6nby1qoS/nz/YG5QVBKFXw7DvNQ9kSFygb/bGQXC5PaSGG5k7PhGjVsXgWAtZUWYC+tDjweZ0U9Pmn7bZanMybVA45w6NYf4m6SaYHW3m8tE9N8Hixg6/leWGsmaq2+yHLODSqJQ+bTGHxFl49xffY6ZkhBFwmB3T0VLW1Mn8TZV8s7WKYfFBXDMukZRwAx+vq/A79vsdNX7GIcKs47FzcrhmXBJdLjeJIYYjbnTUZ0LTMKlsBAWU03xAdbNGqSAzysRnG6XfT0WzjVeWFREYoOb7eyayf8QnIcTgbRw175axbK9sQxRFzhsaw63vbfB24puTF83G0hZ2Vrdx7bgEHpyVQV27g6AADS2dXYQZdcQE6b2/v3a7k/zadgI0KmKC+qaL1Gfdr9SpcNPSbuMQDuY+ZKYdgNXu5PNNlTz53R46u1ycPyyWu6elEXeQJIGBRl+K4BqAK07CXI4IURRfBV4FqZ/DEV/AWg+V66BmB4SlQ+woMEfhdHlo7uxCq1Zg6ZaoWFXYxJsrSwgcY2aqJY5EVxEhhhyf9L891e3cPS2N38/f7nWxnDc0hoggJz/WfMRQy/lIhkGio8uFy+PfUC8p1MCzlw7lvo8309HlxqRV8Z9L83rNLNonjbC3pt3vua0VrThcnj61zcyJtXD56Dg+WCPZ46AANb8/c1CfxO6W5zdwwzs9vTTCzVo+unFMn84NN+m4bFQ8ryz1DSAOijQTYdHz1zk5XD8+iS63/00wqBcDEBigxnCEjYfGJocyIyucH3dKLsLMKBMXjYg7IS6lzi4Xf/92Fwu3S7Uce2utLN5Vx+e3jSMj0sjm8haf4w/WCtSoVfUacD8RRAfq+et5g7n9g43eHdbp2ZGUN3dyWkY4Ly/13VV0uTy4/b/WXlLDTT49vr+5ayK7qlspbexk2d4GVhc1khFhJCfGwpriJnZXtzM41sKlI+N9DMDe2nb+MH87a4qbCAxQ8/g52czK9q9rOSYsMX5pzEfCpvIW/vjlDu/jeRsqiDBr+d3Mk+uyPFr6kq0UBtwIJO5/vCiKc0/ctKgE4vZ7HNs9dnxw2mH5v2DNSz1jI66nK+sCnNvno+1yUBN3JkXhQ8lLDGN5vpT3/tIGK+NnP0vetr/y1rRB/GuHiY2VNsamhDA0Loh//bCHmycnEx2oQqvrpNy+iTeKPuDG7Dt584CWyVeMloJ5ByIIAqdnR/LtXROptzoIM2l7bde5P+NTQ3hnvxRNkAxTX90iIQYtj8zO5KLhcVgdLhJDDH1a3bTaunjy+90+Y3VtDjaVt/Spx7FCIXD1mARCAjQ4XB6USoFh8YHeZjgGnbQT6Y1BUWbOGxrDF907C0GAJ+bk9HkFuY+YID3/uiiPwnorTreHlDDjCVuJlzd1eg3DPuqtDgrqrFw5OoFvt9Z4M7nCzVpmZPVdNuJEMj0zgq/vmMDO6jaUgqQWu6u6nYJ6KwaN0rvyB7hlckrfW48iLYaSQg2UNnSQGm7k5snJDIo0EWnRkxVt4coxCT4FeyAtrP727S5v+mxLp5O7P9rM/NvGkTeA+kdvLmvxG/tiYyVzxyeduN3ecaQvd48vkZr7LOIEB6L3Yx2QJghCEpJRuBS4/LhdvbEA1r7sOxachOa9c9B0ZylYdrzDjunvURgwiUGRJr7ZWo3d6eHyBV1cmvM452rV3Dw2lJDQcP6yYCf/+E66ST63uACFAH8+N42RUSOYkTCF+MBoUs6zsq2ilfz6diJNWubkxfp96fcnIdRAQh9bOI5MCub+mem88FMBTreHi0bEcvaQI1AxbSnDWL+HoUotRA0CY9+2vU6X6CemBpK8dF+xBGjwAM8szsftEQkzann16uGHbRIfGKDhD2dlcuGwWBo6HCSGGMiMOnQ2EMCemja2VbTi9IjEBunJjjYTbNCelKb0KoWi10CrWqlgcGwgn982jt017SgVAllRZm9SQX+jUSnIibEQoFFy9vMrvMbAolfzx7OzWFPUREG9lctGxjEtK+KoVsUH+7739jdS3+bwUwQGydU4kIxDbwuV9EjTCY1lHU/6MssAURQfPOEz2Q9RFF2CINwBfI+UyvqGKIo7DnNa33HZfcW9gpOhZqtv+pooklL0HuvDRzEpPYzPN1ZS1NBBl9vDwiIHE4ek0dLpZGhIADqV78foEUEl6AhSW0gPNbMsv54HP9tKbZuD7Ggz/7wg94hXuIci2KDl9impnDMkGrdHJCZI3/fAV812eO98sHZnjsSPhfNehSDfOE5dm502u4swk9Ybiwg1aZk7IckrrgZS/vqQg6z2e2N3dZvP+fVWB498sY0PbxxzWHXVYIOW8Wl9X4GVNHSweFcdy/Ml94VOreCWySnMHZ943FRuD0V8SAA3TkripZ97XDG5sRbSI6VdVlqEya8J0EAiOczIO9eP5u8Ld7Grqo1pmeGMSAjmwuFxON2eXuXNTwRGnYq4YD3lTb7xvZCjyNI6kYxMDCY7ysyOailRJUCj5O5paSftczpW+mIcvhEE4QxRFL894bPZj+7XOzGvGZQEkbmSQQBQqBA9br88aoWnC4NGSW5sIC9fOZxdNW20dHZh1qnRqRScnhWOTq3i7hlpbKls8fYCOCMnkjXFjfxt4S7+fVEet72/0ZuBtKOqjbs/2sQnN489rltLhUI4rPvJD7dTqty17pdSWLYaSpZDkBRm8nhEluXX89Bn26hpszMkzsLfzxvs1RI6b2iM1K9gVSkRZkmU7mA9knujssW/MG1XdTtNHV19lt7uK6WNHeyuaWd1USMgZQU9syifIbEWTht0lC4ctwsQ/fSeekOtVHD9+GRyYwNZXdBIZpSZcakhvcp/DFSGJwTx1rUjabe7CDFqvHEv5UmsHA41avnruYO5/u113pTvs3KjyIoeWL0Y4oID+N81I9hV04a9y0N6pNEn3jLQ6YtxuBt4RBAEB+BEUjYQRVEcWL+JI8EQAhf8D375L+T/AJG5CLmXwI7PfXYUNYOuJiZYuuHWttu55+PN3qe1KoUkWRGgJTvawvzbxlNQb6Wh3cH8zVV82+1b3lzR4pOaClIdQXWr/ZDGwe50Y+tyE2To5QZZvwe2fwYlKyH7PEg/HQLj/I87HF2dUtewA6nt2aTl11m58Z313j/CLeWt3PfJFj66SVrZR5h1XD8hmQuGxaJRKfqUpbQ/Ub3EXdIjjL2/72NEqRBYUeDfWGhPTfuRGwdXF5Sukr5DLockw504EbSHNtChJi2zc6KYnXN8mxedTIw6NUadGqfL410sHUn3v+PBhNRQvr5jAsUNHVgC1GRGmggaYDsHgKhAvV9G4qlCX7KVTh1TdySEZcAZT0sNRnRmQMBz5XzEX14CTxedeTdhiBlLiElHl8vNy0uLfDxRDpeHxbt6JCuiAvVUNHfy3E8FFO+Xu63pxWdq0qp6bUu5jw2lTTy7qICiBisXj4jjrMGRVLc5aLQ6SLCoyFzxRzSF30kHl66Ayg1w1r97rag9JDqz1Fpy+dO+4wljvf8sbezwGoZ97K5pp7rF7rOyP9pVflaUiftnpPOfRXvxiFKm1D/Ozz3iXgx9ISZQT0qYwaenAEB88FH49ivWwXvn9iwmin+Gyz72EwX8tbKruo1XlxWxvrSJ07MjuWJ0PEmhh09COF4oFAKDosx9quKXOTr6kq00HtgsimKHIAhXAsOAZ0RRLDvhszvRKNU+Am6KlCmQNBFEEdN+Tc1FUVrJH8iBYxvKmokJ1PsYh1+KGrlsVBwfrpXSRAUB/jwnm/iQ3oO+u6vbuPy1Nd502K0VLeypaWfBtmrv+c/NvIuzazb0qIdu/RDG3Sk1ZD8SBAGGXintFPYulKSZx94BcWO8h/S2gjfrVD6NXY4Fo07NTZOSmZYZQavNSVywvleZi+NBUpiRe6enc/O7G7xZQeNTQsiLD+zbBTqboOhnKFgMiPhVz615GVKnS1IZpyhOl4eSxg7sLqlI0NJLLKay2cY1b6ylrl1yo/5veTE7qlp59coRfW4WJTPw6cu3+CVgSLfg3v1IInzvApNP5MT6jV58p1q1khsmJLGhtEfrXxCkFL/9EUWBqYPC2VDa7NU6qmyxMTsnkvtmpNPl9qBVKQ6ZVbOntt1HiiI3NpB/7ydtIYrw+2UdDBt1KzFr/txz4tHmTQcnSS625hLJWAYlg6rnD3xQpImrxyR4U2Ul45ZzXAt5tGrlSfMXj0sN5as7xlNQZ8WgVZEeYeq134GXfaqcANvnSaqwgQmQON7/WNWpEzvojebOLt5cUcx/fy7E5REZFh/IUxfmknKAn7yw3uo1DPtYXdhEaVPnEcWbZAY2fTEOblEURUEQ5gAviKL4uiAI15/oiQ00JqaF8vKVw7ySFTdOTGbIARIPUweFcdt7G7llcjIeUcpVL6yz8tjXO71dtwSBQ+av6w/IZDgwXgFSBbFVE9ozMPRqKch+tGiNUhOdXjDp1Nw/M4MzBkdSb+0iMSSAjEPoF50KJIUZSTpUHUZDPtTtljqQ2ZogIAxCUmHpk9LzLaUQfqNkTN3dqbyCQPvQG6ms6yQl3HjINOWBypbyFp77qcD7eGNZC68uL+Yv5+b4vB9dLz2WlQoB7fHsvdxlA9EF2lP7u3YiaWh3UNLYgV6jJDnUgP4I432Hoy9XaxME4WHgSmCSIAiKPp73q8KoUzMrJ8orWdFb5XFGpJnXrhnB9spWnG6RzCgTH68r9xoGgMtGxpN0iKyirGgzKWEGCusl15RGqUCtFHz8/kPjLESFCVIgetBZkDoN1Cdu1WoJUDMmJfTwB/4aqN4CX90NadNhxb+lVqFKNVz0ru/u7Jf/wrQ/IbaU0+Vysyt4Kg9+CwWNK3j6wlzm5MWc9CDtMWFtYHeFFKwPN2lJCTOSX9fO4l213D8z3SejKjXCxMS0UJbn9wT3545PIiEkgLLGTrZVtmC1u8iIMpETbelTlb4XVxeUroRlT0sNksbeAemzIGDg1C8MBPbUtHPb+xsorO9AEOCqMQncPT3tuKbzCuIhGreD1Dca2A2sE0VxuSAI8cASURRTDnniSWTEiBHi+vXrD39gP1DS2MHSPfVsKmtmcnoY41JDiDAfOnBc2tDB2pImKltsjE0OoaPLze+/kNRHxyQF8/icbB99IJnjhMcD39wj9QVY/i/fupfAeBhzG3z3UM+YzkL7VT9w7oc1XjVekDqhfXvXxD5ViUsvK1Le3ImruzBPo1RQ2+ZApRAO7fI6XjSVwBe38F3iA2x1xtBud7Gzuo3BMRZSQg1cNDIWndp3PVjVYmNdSRN7atrJiw9keHwQHQ4X1725zvtZKAR46zqpTqjPlK6Gt2b7xnPOfRnyLjvy9+W0g6D0cZP+GnC43Nz38RZvHHIfL18xjFmDjywLThCEDaIo9tr+uS87gBGiKN6074EoimWCIPjLeMr0SmKIgcRxBq4Zl9jnc3qrFp1/x3isdhfhZi1G7a/ryz5g8DihZpuUpHCgnn9LmVQbc/G7sOUjqQlQ7oVs7wylsKHQ51C700Njh6NPxqGls4sP15bx7OJ8ulwe5uRFc+GwWJ78fje1bV08ODuDmVmRJ7aqtugnKF9NZnY7L6ytZ3t3k6YNpc2MTQ7mnKHRHJhcFx2oZ06er+7QysJGHyPpEeEf3+3us4gjAIU/+Qf6Vz8PmWf13cVkb4X8RZI8ji4Qxt8lFXf2oRblVKDJ2sWqQv+U7N217UdsHA7FQb9xgiDcCtwGJAuCsHW/p0zAyuM2A5k+EW7ScQrVz5yaqLSQdwVYq6Xgsms/xVhdoKTMmTgess7xDkfUW9GrlT7Nlix6NZGH2R3uY31JM//8bo/38Rebqoi0qDk9O4q1xU3c+/EW3r9BR0KEnb3NexFFkbSgNOLNx1GJuELaddd1uL2GYR+ri5ooru8gL17KWnK5PXR2uTHpVH4yGa2dvinCIHX0czjd0Ffj0JsB0AWCcATGMf9H+Gy/sGjhYrjuO4gfffBzTiH0GiVD4gL9JETCj/Mu81DOwA+As5E6wJ29389wURSvPK6zkDllEEWR4norK/Lr2VnVJv3h/0qwOpxUJ55LlykRpjwM2m7XnT4Izn9Vyuw6gKRQAy9cPtS7Mg4xaHjx8mEHz+ZqKYNdX0u7j9qdrCry1wj6YUcDp8V2MXWQFOdpcZVz7XfXcveSu7nn53u4auFV7G3a63feUZM8BZDcQL0hdD+xp6aNP365g/P+u5J/freb4nrfniZZ0Ra/pLnLR8URdiQ3rZTTfA2EIMCk34GmjzU8DiusfNZ3TPR0px//OggM0HD12ERi9iuum50TScpBWsIeLQc1x6IotgKtwFE4+2ROKdwu6KgFVcBhA38rCxq46d0NdHa5UQjw8BmZXDk6vtdMifp2O50ON+Fm3UE7ylU0d1JQZ0WnUpIWaew3fZwNpU38/dvd7K5pZ1ZOLreOiyIlZRq4OsEUJcUcekEQBKZlRvDNnRNo7OgizKQhJvAghqG5BD64FOq7e2XpLKRO/MHvsJxQBanLfkdE1mUsSklmb/tqajt7JE6a7E18WfglDwQ/0Kf31mZzUlhvpcvlITnUQNiB/TsSJ8Lw60huWsrY+PNYXdbjNZ4+KJzkUAPVrTauf3u9t19J4dIiNpe38OpVI7ytQAfHmHntqhH8beEuGtodXDEmnstGJRyZEF/kYLhuIRQuAUcbpEyDmOF9P19QgqaXm+RhmladauTESN32CuqtaFQKUsMMZMcEHtfX+M1lHZ3q7CqrYXVxCw63wJjUcHJjA4+tC1hTiaSvtOUDsMTBrL9B0uRe6z1qWm3c98kWOrtVOT0i/HXBLkYlBvuk9brcHn7eU8/v52+nps3O9MxwHp6dSYrZA+01oLOAKYIdVa1c88Zab3/rCamhPHlhLtEnWW6gqN7KVa+v9b6veRsqqGm18fJVw/sc34kLDjh87UfF+h7DAGBvZZy4hfSIcPbWSjdki17NDantqH9cSXDlGu6c9SXvtef7XWpHww48ogeFcOhMoOpWG3/+eiff7ajhiUkG4op34u7MR5k8BRLGSfEVcxTM+jtBTUX8s8vET2UuVhc1MTEtjCkZYZh0arZWtPo1svqlqInSxg4Gd6sEaFRKpmdFMDwhCLvLTYRJd3QZW5GDpZ+D4HC6KW7soLXTSWxQgK+IpUYPEx+gafsPFJtHohVcJFV9jSHltCOfxwAm3KTjjNwoalrtJyxxQTYOpxDb84u45N29Xslk5aJCPrhhNKOTQw5z5kFwOaV0zY1vS4/rd8H7F8INP0F0nt/hTR1Ov+IngNoDurntrmnnpnfXe9t/LtpVh+jx8EL4l+jXvQiWWLrOf5OXV6q8hgGkftnrSpr8Ap0nmsJ6q9cw9MylkcpmGxnhSmgpkRrMWxL67t7oDWud31DiL3/gqYu+pLShC11LLWliCUlLH5ee9LgYbOzg9NAZ/FS+yOe8s1POPqxhAFhX3MTC7TXcNcrExUWPoqnvDh9ueAMm3AunPSoFatV6iMgmHrg2Dq4d79v7uzcZGEHoXVL7cLpYtW12nG4PURb9ES9sOh0uPl5fzhPf7MQjSm68164ZwbD9pLrzTSO4q1TFrhrJ7XXh0Pu5W5vq0yDm10LkEfTOOFJOvUqd3yrN5SzeWe3TWMXtEXltWSGuQ7XeOhTtVbD5fd8xj1sS9usFyWXie3MUBPxW+kX1Vg5oWcDiPQ3UaLt99q0VWDfOY9MBnc8ACuqsfmMnmt66x+nVSoIVnbDqWfjvWPjvGNxf3EpJ/nYWbK3il8IGtla00NThbywPSi8Gl7wrGRSdxPgoNzPX3UjSigd6GtsrlOhCYhkdNZpbh9yKVqlFrVAzN2cuE2Mn9uklt1a2AjApsL7HMOxj9QuSq6sPpIQbmZTmW+ty5eh4ko6g54TV4eLjdWXMemYZU59eyj8W7qbqAFVej+ihylpFTYdvUyRaymHta+g/Op/ZTe/x9FQDCgEaO7p45PNtNHcHw7ucbhZsr/EaBoDvd9aztaKVqhY5yfJIkHcOpwq2Bppt/kagsdOJ2yNyVH3LVXqpP25ble/4QVIGw0w6nrkkj5vf20BTRxdalYI/n5NNWrhvymZvInwRZi2G8EQ47RGo201g+U/MGnQ5/1vt2+DvwKrzk0FGpInTMsJYsl/2x0OzMwht2QKLHvOOKXd9gUEbw4ulpzM9K4IJKaGszG+gqdNJariBnBhLr1pEXqKHwoVvwg+PQmcjDJ8LI65Fq9ahjR4G570C864DZ6e0mj/zGQhJI0Sl4ZYht3BOyjmIokiUMQqVwv9P1+MR2VvbTnFjBxa9mqAADRkRJu6bkU6wbrv/fDwuKX23DwQbNPz9/FzWFDeyvbKN4YlBjEoM8mvLWddmp8vtIdKs8yt+21TWzIOfbfM+fm15ESFGDbdMlkqm6jrr+HDXh7y7613UCjW3593O2SlnYxFUsPhx2PYpAhBZvJSzQr6hdNRTPLumnd017dS02PluezXzNlSSGBLAQ7MG8ezifCakhTIo0sSzi/Ox6NXcNS2N0UkhaI5nNfevlMMWwZ0KDOQiuONGYxGrdpVw+Te+K63nLsrinOHHIJ2x8yv45Kqex9HD4JJ3wRJ70FOqWmxUtdgICtCQGGrwcw00tNt56vs9rC9tprC+A4UAL8+2MHPVFVLVa+o00BgpHv04f/yxjuUFDagUArdMTmbuhCSC+yEoXdtqY0tlK7WtdmKD9LTbXJxW/Sqmtc/4HhiUyJJJH/Pod5U4PSLnDY2htLGT73fUcPe0NG6bknL4PsbWOknm2xTlK9InitBYCG2VktEOSTsiEb9le+t9ehyclhGOXqPg2201vHFuOFNXXO7r2so+H+b899hcZd10OFx8t72Gv367i3a7kytGJ3DtuAQS91Nqfeq73bz4s29NSFKogfm3j8Oi1/DR7o/465q/+jz/6IgnmaGLIORd/5jB2klvcfEPGmZmhZMYauDVZcXe54IC1FwzLhG3R+T5/SRBBAE+vXksIxKDj/k9/xo41iI4mYFAcBJDw8v535kWntvkptMFt46NYFJG5LFdN+10mPsDNOyR8smjhx7SMIDkRjpY0FgURYoaOtCrlQyNC+LBWYNI6Cogefl9kmEAKa3w7OdIigjmpStjKW3qRKtSkBBsQN1PK7oIi56ZFj0FdVYufmU1HQ4XC6fEceAeyhk2mFdW11LVKsVZXl1WxN3T0li2t57nf8pndk7k4WWkjeG9jwsChKZKP0dIo9XBo/O3+cisLNlTx/0z0/l2Ww23ftPAims/ImTnOygq1kLOhTD4wuNiGEDSZbr/0y3ex2+tKkEpCFwwPMbbGKq37ofJoQZ0aiV2l50v8r/we35t7Uqi1NN7VfkUkWIOt0xO5dJXf/F5rrnTiVGr4uN15b7niLA8v0E2Dn1ANg6nCoKAPnUi04MKGZNgx6OzYA6JPnZ5aLVWKg46TgVC60qauPJ/a72CgfM2VvDypVlktBb7Hqg1gs6CEciOHjhKntsrW7z9Hn62pxITMRRt7SbpSV0gJZk388vHvoViy/MbGJYQyMqCRqyOvvfPPp60211+bTMBr8Kvw+VhRVsE5531b3DapM//OLJ+P8XifXy/s4bOLhe3TkkhPsTAmOQQEkICKG2UfP86tYLbT0tFq1Li9kBqYAo7m3b6XCPdEs+n29WMHHQhAbvnecfF8CyiU/P4amgkHlFEocCvw71Fr8bUi7S8WS/f9vqC/CmdSigUEJbGyWupcgS0lEHFen4sSfdTkn1rTQ3jR9+PadXfpQGFCkIzjttLN3U42F7ZRl27nbigALJjLBj3k5soa+qkw+Ei2qLDcpgmQvuvvP+8ooPmUX9melYDGSEadjij+LZCB/gahzCThopmG/HBehIO0qfjRBNm1jIpLZRl+b6yCvur/CaGGqQU5eNsGACiesmaiQ7UU95so7ihg/gQA8lhRt67fjQ7qlqxOz0MijR5d1lKhZLLE2bzU/kSrE4pmBypD2eyNpRPG7qYnzuXS84cj3L3N5A4ESHzLOJCJXeqxyNy/YQkXlzS47KKMGvJijJx86QUbnl/g1eRw6xTMe63IiJ5jMjGQebYsTXDgvuhqZiuuDf8nu5yi9giR0guGku81LUuPPO4vHS73clT3+/xNlMC+ONZmVwzLgmn28PXW6p4/OudWB0ucmPNPHXhkEOKFmZHm9GqFN4V9/Nr2zGdMYQhOSnkON0Q1Mq8jZW02qRArk6tYFRSMLauep66MJewfuoHbdCo+P1ZWTzy+TbWlzZj0au5/bQUPttQiVmn4k9nZ5N5ArumjUoMJik0gOIGaVegVSmYnRPJE9/s5J7pad7jDlUPkl26lvfjz2evRo0KgYyOVuJ+eoLJsc+iC0lAOWw8jJzrd1691UFNq517p6exrbKV6EA9IUYtte0OThsUzic3jWV5fj16tZL0SBO1bXaCAzREnMA00F8DckBa5tgpXwuvzwBgyfmbuP7DXT6prH89L4dL80JRWmulVevBfO5HwcbSZs5/aZXPmFal4Nu7J9Jmc3Lef32fG58SwqtXjzikkN3GsmZeX1FMWWMnV46JZ1pmBKH79fvOr21na0UrXS5p9Rtp0WIJ0Bxx/+xDUddul4QWTVqMh2gpeyDtdifVrXYMGhUmnYqqFhsGreq4Nmc6GGWNHSwvaKC2zY5KoeDd1aWMSQnhiTnZBAZosDqcdLlEgg9WB7HtM/jM9+bfNehcdox+kuSIoIPu+kobO5j6r6UoBYHUcCP17Q7qrQ6evjCXQIOGEIOG2jY7/zdvK212ye03ITWUf188hPADq8V/Y8gBaZkTi7snHXL4rn/y4iWP8PGmWhxOD2fmRjEuJQSl1gDa5ENc5Ohos/unYjpcHjocLkoaO/yeW1nYSEO745DGYVh8ELmXWHB5RHS9ZB6lRZhIizgxKogej8iy/Hoe+VySaB+dFMwdp6WysrCB3NhAhicEEXGIG5pJp8a0nzExn8S2nfEhBs4OULOtspWi+g7+ccFgcmMtGLQqlu+t518/7qXB6uC68UmcPSTKp0eEdIHRks5T0c/SY0Mo62Kv4fo3NvL2daN6LfZstzvpcLg4Z0gUX2yqYme15PJTKwVq2uz8bt5WrhqTwLfbqr2GAaSCy13Vbb9543AoBpxxEAThMeBGYF/S+SOiKH7bfzOSOSyhaRCeBXU7Me/6iNkVSxk+9Rm64sYSFmhEe1RFGH0jMcSASavy9oQGqW4hNkhPm83fcCSFBvSp/7VKqTi62pFjJL+unRvfWe+NfawpbsLq2E1CSAAvLy3i4hFx/OmcrF4L9wYCZr2G8alhjE/t6eGwsbSZa95c691NPvHNTkRR5IaJ3YuFrg6wt4EhHC54neaSrRTVNLDDEcnfv+/E7vTw2Nc7+PDGMT41NFUtNp74ZicLt9dwy+RkLhweww87a0kINnDxyDhe7E5htQSoaepFMba1l4WFTA8DtRLkP6Io5nX/yIZhoGMMh4vegnF3QUQODL2S8PhUYkMtJ9QwgBRkffO6kWR396CemBrKM5fkEWzQkhVt5sLhPWm5WpWCv543mBBj/4j7HZSuTqjaBPk/UlLT5BMUB9hR1ebtDfHJ+nKK6/13RAOZjWXNfhXzb6woptHqgMoN8OFl8N/R8NUd0NnIIlsaF/xo4LHl7V4p9L21Vr9MsFWFDSzcLlVSv7y0iC3lrfxlTg4vXDaUP3+9g5puWZf1JU1MTPUNQqsUAql9bMb0W2VgLj9kTj3CMmDGn2HKQ6AOwE+7+QQyIjGYD24cTZvNRbBR411VBxu0/P7MTC4eEUurzUViSACp4QPshuDokFqOLvkLAJYp73Hgms2iV2PbTzZlX7D8VKG3dNJgowaNvRHeu0BKaADY+jE0FTNy9nv83+kZdHS50SgFrA43Fc0dhBp9Yw7tNhd3T0tDEKQU6pUFjbyyrIj3rx/NiIQgVhc1AZJA4L3T07Do1SzaVcvFI+I4a0gUyUcg/XEwWju7EAThpLrvThYD1TjcIQjC1cB64H5RFP2SqAVBuAm4CSA+/jg2PpE5KsoaO1lfKrU2HRoXRF58oDed1OF0s7O6jZLGTkINGrJizMddmtui1/QqXREYoGFU0lEKE54M6nd5DQPAoMovuDD7WubtaAckG3vDxCTeWVUKQE60maTQU0t+ekRCMGFGLfVWSYdKEOD+GRmYWrb1GIZ91GyluNnB0z/s8e42EkMCeO6yoT6tSovrrXy9tYqNZS0ATM8M5+IRcYQaNVgC1Pzp7Gzu+2QLO6vbMGiURFr0XD8hkUvK4/jHwt2sLmzkhklJqBQKIi06MiPNhxUMBCkm1O5wIiLy0656XvipAJVS4O5p6UzJCMOgVdFmc7K5vIUNpc3EhwQwMjGY+JOQEHC86ZdsJUEQFgG9lfY+CvwCNCAVQD4BRImi6J+/th9ytlL/UtVi4/q31rGrpt079rfzcrh8dAIAn2+s4L5Peqpnzxsaw5/OzupVg+k3x66v4WPf3lnNGZewK+M2GhobCYtOZHWlky+3VDMlI4yrxiSQepiWgBVNnSwvaGB9SRNjkkMYnxp60mXQ99HhcLG7pg2bw0VZQyttnQ5GxBnJjQ1E07AT3pztc3xrzrVcVH4+e2t9BRhfuGwoZw2JBqQq/H/9sJcXlhT4HHP/jHTOHBxFcvfusKWzy5utFR8cQEGdlbOeX0GARsnNk1J48vvdXgN0wfBY/nBmJoEBGpweJ422RvQqPRZtT4FmUYOVj9aW8ePOOobFB5IWbuLfP+711vW8fd1IJqWH8daqEh7/uqeYLyfGzP+uHkGkpX9+B4diwGUriaI4vS/HCYLwGvDNCZ6OzDGys7rNxzCA1Dt4SkY4bo/IY1/t8Hnui02VXDIyjjEHZJ+4PSJF9VaqW+2EmbSkhBl//QJpgfHSUnq/RVpQ3VrGBWhg07sAjLxzC3MnjMekUx9W4rqls4uHP9/K8oJGAD7bWMnZQ6L4x/m5h+1D3WB1oFUpfLKdjgW3R+TjdWU8u7iAL2ZYmbD+r9DZACtaYOhVMPkhyDwHdn3lPceeeT51O/2Vblv3Sy7o7HKzaFet3zGVLTavYQBp17j/AqSw3orD5eHSUfG8trzIJw7y2YYKLhwWQ0xYJ2/teItvir4h1hjLAyMfYHTUaKx2N498to1fiiVXVXFDB9EWHZePjuetVSUAzN9cRUq4kae/91U13l7Zxq6qtgFpHA7FgPvLEwRh/w7Z5wG9yEnKDCTsvbQK7XC4cbqllNL9Uwj30WrzzR4RRZHvd9RwxnPLufqNtZz1/Ao+21hB1wDxr5c2drB0Tx0bSpt6zYLqK62dXRTWWWnqdrEQlgnnvtLTvcwcDaNvhu3dUhEBIahUagIDNH3qfVBYb/Uahn18vaWa4oaDB7Fr22y89HMBZz23gste+4Wle+pwHq0M/H6UNHTwz+/28LezklnXEcZfop5h0eg3aEm7QDJ8zcUw+0m49EPp/1fNJyx5KJeP8nUTCwI+BXwBGiUT0/yrnPfv6dAb+4yeSaeiscM/e6mxw8HLW17m072fYnPZyG/J57ZFt7GnaQ+ljR1ew7CPqla7tz0sSFXZXS6PTz/xfdgby6ChwG98IDMQYw5PCoKQh+RWKgFu7tfZyByW9AgTOrUCu7PnhnLxiFgsehVWh4u8uEA279e7QaNUkBjiGxgubezkd59u8WbquD0iv5+/naHxgQw6REXzyWBTmZSK2WaTjNxFI2J58PRBR9x9a0t5Cw99vpVd1e0khATw5AW5Uu5+7sUQOxKsNVCzFRb/WdI/EgQ4419g6XvzI5e7dzexy3Pwm/3nGyv553fSaremzc51b63jwxvHHH0TqW7a7U4uGh7L88sq2d3tJvof8H/j53JL0GYUHQ2QNFHqRNeNArhitBoReH9NKeEmLY+ckUlOTI97RxAELhkRx7K99ezpvu6E1FCyok24PSKljR3YnW5igwJ8AsWDghVMSzESYdYyNC7Qp5+IQoCoQBULNi/weQ8u0UVRaxEpATEHbvC854FksM4cHEVMkJ5z82L4fFOPFL1BoyStawcs/AoufvugkvgDjQFnHERRvOrwR8kMJNIjTLx/w2ieXVRAYb2VC4bFMHtwFA9/vp0fdtbyf6dnoFUpWFPcRHywnr+dN5j0CF/j0NjR5deNze0RqWtzMOgYhWePhXa7kye+2ek1DACfrq/grMFRTM7oe6V3bZudW97bQHW3mmtpYyfXv72et+eOYnhCEIQkd/+kSlLdHQ3Svw/RLrM3kgMFMiONPs1uxiQHH7QpT0O7w+sW2YdHhJ/31BNq1JKyn5umpbOLrRWtlDV1EhOoZ3CMhVA9UiMehRICEyT9r25iggKIDtKze41v/ODZNe2cOflGEkJ6L4qMCdLzwMwMrhmbgE6t7DU2lRph4m/nD2ZZfgMCsKemnWveWMdfz8vh7o8243B5GJEYxD/Oz/VmqIUYNNw3xsid3xVz6egERGBzeQthJi1/O28w8SEqgnXBNNh89amMaiNJoQauHB3Pu7+UecdHJwUxIjGIx8/JZmRikFd99t4Z6cSYFHyxrYGMEBV3ZtlIXf6YFHxvrThu0jEnmgFnHGROTYYnBPPKVcPp7HIRbNDwyfoKbw76P77bzeS0MF66YhijkoJ7rTMIN2mx6NU+vmWtSkF04HGqYPV4oGqD1L/C7ZB83XGjpaY6h6DN5mRbdze1/ak5oDUqSD57qeOYjYSQAHJjArEESNevbLZ5DcM+rA4Xy/bWoVMpyN63MjaGS/0ujganjbD1/+GF3FTmxSWzvApmJAcwZ0TKQZsQaVQKSYeozdfPr1IKfLGpgt+dPgiALpeb11cU+/RGeOf8KCZUv4li83ug0sLkB2HYtRAguXfCTFpiewmEO90eXImnQXjKQd+KQiEc0kdv63Lz9A97WV3o60LbVNaCSiHgANaXNPPyzwX87fzBaFSS4OAvjQEUNdbwj4W7mJ4ZwR1TU4kN1DFtUDgKhcDDox7m/qX3e683JGwIg4IHoVIoSA4zcu/0NMqaOokO1NPc6aSwvoNrxiX6zCEuOID7sju4zvYNhtZCtD/83P1hG6V2rKcIsnH4DeJ0e9hd3UZRQwdBARqyoszHpUG5XqNEr5GK3lYU9HRVE0X4eW89zZ1dTMvqfbUdFxzAC5cP5c4PN9HSrcX/9EW5JAc4oDJf+sMKSZFWqEdDxTp4+8weqY+1r8EVn0LqoXMjgg1aJqeHsWiXb//nA9VX2+1OnvxuD5+s7xEAvGtqKndMTUWjUmLWq9EoFX6KtQqFgvWlzT3G4VhoLIDVz5MiivyfJYG7Q7PQ7dkKQz8A8no9xaxX83+nZ3DdW+u8LpNIsw6PCMv2NnDXNDcalZLihg5e3C87KNykJb3+exSb3pEGnDZY9BjukAx2mMZJrsNQA4NjA/2M/rl5UcQmpYHy6AsknW4Pdb0YaKvDhU6t9LbT/WFnLb87PcNraHbXS7EGjyg998POWgbHWDhvaCxahZLJsZN5d/a7FLYUEqgLJDs4mwhDBJ1dLj5dX8He2nbCTFqaOrqk4PbI3jtTC6GpBNvKoOznnsHpj0u7q1ME2Tj8Bvlpdx23vrfBm60xbVAI98xIISkk8IhE3g7F6KQQvt5S7TM2KT0MzSFuCBPTwvjmzgnUtTkIMWpIcJXA2zdA/U5QamDqHxGHX0thm+SWsejVpEcYMR+qNec+tn/mNQzt6RdQGjEdVZOHpM5OtAEHz0HXa5Q8cHoGFc02dte0o1EquH9KDDkda6A2ESKyAan39f6GAeDFnws5MzeKjEgzSaEGHjljEI/tl+J46cg4lu6pY05e32MKh8Rh9TrFhdZSdK2lPeOHYFxKKC9dMYz1pc3o1EpEEV5bVsSd3YYNpAyh/bN7JsZriSyZ73etjt0/cdteHZUtNq4dm8gdU1N5/4bRvLqsiB1VrczJi+G8oTHHXDlv1qu5dlwif/jSNxMuLjjAJ9icHWP2yb46bVA4n26o8Dnn/GEx3u59WpWWvPA88sLzfI4J0KiYkxfN3xfu9tkBTs4Io1cMYXDOc1Lle3uNVCQalXdSi0OPFdk4/Maoa7Pz+/nbff7QF+9uJDcuhOV79/L4nJzj0nxncnoYE1ND/r+9845vqzr///to2bJlW7a89x6Jkzh7ExJCmGFTAmVDGKVQKIU2hZaWtr+2XygtdEDZe0OAsBIokIQEsnfixI63471t2ZYs3d8fV5atSLGdQewk5/16+RXp3KFzZec+9zzj87gzZ3Jjg7l4/OA3wfjQAOJDA1S9nXd+pxoGAIcNvniQNssYzn+t0x38vmBcDLPSw5mQFHbI6ueObjsBtnYEUDLzL/y2aBSrtrcjhJ2rKwu484ysAQXYsqKDeX3xNCoqKwgo+5rkPb9DtyYf/ILhhk8heoxXvATUmEnvuFYjuGJyAjFmI9srWvDXa/hufwO7q1r5w0W5g34vQyIsBczJ0FzSNxYcq8YyBsCg0zAu3sxX+bW8tLYEu0NhZpqFC/Ji3fskhgVw74JMHE4FRYGYIB3W4tEE1OV7nKvZlEJjhw1FgRfWljA9zcKC0dH87fJxWO0Oj+yeo+Wc3BjsDoVnVxcRYtTzs/kZHm6mYH8dvzw72yOFNzs6iJtmpfDq96U4nAoLx8UwKWngLKdezh8bQ2FtO+9trkCn0XDbnFSmpAzQUS44Vv05QZHG4RSjo7uHujbvPPIeh5ONpc3c8fpm3r11hrebqbVKreZVFDWgNsgffUJYAP+8agL76zpwOJ2kRZiGrGlkdzjpaKjGXPil17a2qgK67H2f/dG2KtIjg7jpJTXD5uBir8qmTv7w8S4eG3c2AcWreL89l1XFqnKnosAr6yqYmhrhLrA6FGF+ELZxCez7vG+wuxUKvoToMSRbAgg3Gahv73tqzYgykdSvMtZo0DEj1YJWwFsbykmLMHH/2dnHrhNeUDQsehW++hOUrIakGTDvN0O6QcWYjTx0wWh33+VkS6BHpk9Lp523N5RT3qR2mwswaDnnup9A6f/c7V/tlmzWOEZjtfWlzW4rb2bB6Gj0Og0hx7hmJTzIjxtnpXBRXiw6rYZgo56pKWGcOyaGju4eUiNMaoOjfmyvaOHr/FpunJmCRiNYua+Wl74r5c8XBw/aojYuNIA/XpzLbXPS0GoE8aFGdNoRVw1wzJDG4RQjMsSf0zIsrCroe8LSCNC7/shL6q1UNFk9jUN9Ibx5ldpnGiAsDa58Q10qD4A5wMDEpMOrgm7ttPPK9yWUV1Xzh8ix6Gu2emyvF95PajaHk9IGK/tq2ryMw5r99Xy+q4ZJlnCuOOcJln/mner5fXHDoMYBpQfavQuv6FBjK3GhAbxw/WT+7/O9bC5rYlZGOD8/M5OwgwxikFHP/FHRzB/1A6VgRY+By16AzkYwhoJh6LINgQbdIQ3VmsJ6t2EA1c30+41aHrnpS7T1+Tg1BlY3R/DAB56uxOyYHz5ts/93HBrox9RU3w8hZY1W2rt7WDguli67g+dXF9Pd46S1s4cOWw9m3eB/q346rUcG18mMNA6nGGrHsBz+8PEuVhc0ER3szw0zk3l9vZqiZ9D6qJDN/7jPMAA07oed78PcJcd8fjsqW3hk+T50GsGihQ+Qt/Jm6FKzhZzjr2FdVwJ9au4q/i7/tfDhz11XpBrBP65qwk44k5MM7K3xrOYeG2cefGL6AJh6Gyw9qOwm62wAqpo72V7RwsRkM7fOScXkpyPBvxNKdkBPJ4RnqtXQxwODEQzHKI7hosTV97k/OypbsQblEhSRgQaIqWolJqSJymbVJ39GTiQTkwZwuxxH9la3ct0L66luUVfNkUF+3Dkvg0dX7GXB6CiCj1Gs7WRCGodTkMyoEP56eSbFDS0U1yr89dNCdz+EX56T5bUUp+w775OUfPuDzK3U1aCnx6lw7QqFJVNfJlNfx+jUBPx1GmbX28mJCmRPTQeBBi03zkrh811VpIQHetVOAExJsfDeZrUg6a+r6rn/rCziQ41UuJ6Cp6WGMT19iMVeGQtg4T9hzd/V7KnTfwXxk+nucfDEV4XsqWplRpqFxS9v4qcT/clufAzKVqrHmqLg6vcOu27heFLb2kVlcydB/npSwgM9KrJnpYfz3LfFAMxMtzA+MZQxsZ7B3pyYYN69bQZF9R346TSkR5pGhH5Wp62Hj7YdcBsGgNq2biqarJw/JpofT0lEM4Tq81MNaRxOUWKDw4kNDmd0lI0Ui5ma1i4SQgMYFRvsLdOQfb6nrx0g9+JjPqe2TruHD7e1s4cl3/QwNSWe57JD4bnp5AgNb4y6hv2zL6fFmMiynbWcNSqac8bEEOMjL35WuoW5WRF8vVddbXyxq4Znr51EfXs3eq16Axtyf4eAMJh4LeQsBI1ODZLX7MLm0FNY1cj8nAQeXbEXvVZwVlAR/ltX9h3bXgNrnoAL/wO6kfeUuqOimdtf20xFUycGrYZfn5vNjyYnuFufTkwK5fPrEwntKKa5u5aPq208sLQMu1Nhwagod1ZTjNlIzDCJ/PliT1Ur72ws9xLyA1WL6amrJw6qOXWqIr+VUxxzgIGZBzVC8SJ9Hky4Dnpz2scugsyzj+jziura+Tq/lm0VzczLjmJGusXdLnLHgRZW7atjwagoVuyucc1Pz6/OycZU9BI4HaAB847nmbjjeYjJY971n4Kfa6Vj6wRbGwRY3PUQcaEB/H1RHsV1HfQ4FVLDA4++2U9AKNTthfduhurtBAkNT+fdRknsTQRdMBqjXou5aY/3ceXrwNYKupElId7SaefBD3a6V1M2h5PfLdvNGFdbUoDglnyCP74E2muJAlIixxE58WHufGMLS2+fQd4gukbDQUN7N3e8tomqlm5ump3Ct4Welc8X5sVKwzAA8puRDE5wnCqMNu12NcUnLOWIKj2rWzq55eVNFNapT3Efbati8ewU7j8rG71OQ2m9lY+3V3F6ZgT3nJmJw+nE4VCICfanOmwi2097n1qbgXRTF6EGhXxrEH77msmNF8R37IFv/gw1OyD3Mph8E4SpKZxmo4HxiYdwb3Q2Q+VGqNoOocmQMAVC4n3v20uPHdY+oeogAShOQne+QGHGjawprGdfTRtF2fNZNDOA5DW/6jsu+3zwH/gm2t7Vw64DLZQ3WYkK9ic3NmRIfQaOhsb2brZVeFeBlzdaVePgdKhFg+19hYCG2m2clr4boz6V/fUdI9I4lDVaKapXYyXljVaumJzAUpeL8YZZyZyWcYgahR+QHocTrUb4jI+NNKRxkAwNvf9Ra8LsrWl3G4ZeXlhTwqLJiaRFmogKUVcQ3+yr45t9qhtoUnIoV01L5Fff6Vhd2Aqowc57F2Ty+royqlq28t9zgolfeyV0uwLN3/0LmkrhkqcHztZxOmDDs/DVH/rGUufCpc9C4ACrqc4m2LfcY6hi0hJ+8n6pu6HNU2us7M0Yx78yLiCw4CNIPg0m3+ihPXQwdoeT19aV8ufP+moHrp2exP1nZQ+p7/WQ6aiH0rVQvBKicolJmEV6RCCFB7UfjXH9PrBboWK912mCW/IJN+UQ9gMbryPF5KdDpxH0OBU+3HqAjEgTN89O4YycSMbFm32modp6nOyuaqWorp0Qo57cuGCigo/eTdZstbFqXx2vrSsl1hzANdOSGJ9oHtFG4uRN0pWMOJw+lEGdioLTVdU7Ni6Ei/JiSYswcdOsFK6ZlsjDF4xmb3Ubqws95ZL/u7KIB85VdX9ie8r7DEMv+cugpYwBaSyGlX/1HCv6Gmp9uIT64x8MidM9hgq0aW7D0MvXBU2UzfwL3LoaFr2mCukNQEl9B4+u8OwF8PJ3pRTWtR3iiCPA0QPrnoK3r1EN48d347/0Bl66PJGgfi6W2+akktObhuoXBKMv9TpVbfgUMiNNjHbJaXfZHeyva6e80TuzCacT6gugcrNqnI4DyZZA7p6f4X5fUNtOa6edrKjgQ9YnfJ1fw8X/WcPP397GTS9t5N63t1PjQ6bjcPlsZxV3vbmVdcVNLN1SyZXPfM/uA61Hfd4fErlykBw3MqKCiA7x88gauXRCPIkunaLwID/uOiOD19aV8e6mcu45M5N/f11IRpR3rnx7dw9t3Q5yYoKwCR//efVG0A4SW+jpUoPKB2PzcXPzOLc/zLlffZpuU8UFdYGhQLPHbjqNQB8QApGHSCvtbFazvnYtBUs6kSlno9NosDs8q637K8IeNU0lkP+pmmnl7AEEbH2dOFsJy+6cRVmjFXOAnvQIEwH9/fFjLofaXepcNTq6p9yBJmkmf54Ug8lPx/riBnZUttBstbNs2wFunJXCJePj1RWPrQO2vAZf/Eb9zsMz4bLnf/DMLb1Ow3XTk5mYFEpZo5WYECO5ccGHXIXVtnbxmw93echyf1tYz56qVqIGqKAfjIb2bv799X6Pse4eJ1vKm4+NptYPhDQOkuNGfGgAL90whXc2VrCptImF42I5a3S0W2dHUdTl/3PfFnPllAReXFNCSYOVe3z0i5ieZuGbvbVMTg7jf40KefHT0FZ83/dhcx9UYwiHQFEURGgypM6Doq/6NhhDISJzwOvotDvAMgrjTV9C436cOiN+XfGMjS9mez/f/eLTUr0E+jzY+R588nP325ANT/PEmS+z+NO+J8pgo47kgc5x2DjU2oxVj6huNZ0/zP01AMnhgd5pzL2EJauZVnPuB40ev9BkMrR6Orp7eGZ1MY99sQ9QlXR/cVYWjy7fS1qESU12qN4Bn93Xd676ffDZL+Gqt37w3gZBRj3T08KZfmgBWDeddofX6g+gxXrkzZ1AlU7x1ahJN8LTZ6VxkBxXsqKDefD8UdgcDi8Rvvr2bncxXkSQn7vw6uXvSvnb5eN4amURxfUdzM4IJzs6iK/31mHQahidnoLj9KfRVm9UYw2xeRA7yafIWXljB8t31bB8VzWzM8I5f95/SLX8HfZ8ALHj1daVYSk+52619bCmsJ4nv9mPAtw+J42Z6bMI9NMx1u7g4QsC2FHZQkm9lSkpoUxKCXNXnnvRVg1f//GgD2jktOAqZqQlsnZ/A2Pjg/ndwlwSLQfdsLtaoGKTGnw3J6mNgg5qCFTV0snWsmYOtHSSFRVEXoJLVNHWCd/+HRSXoe3pgtV/g+s8m9z4xBAAkaM8hvbVtLkNA6hPxE+vKuLCvDh2VraoxqGp1PtcpWvU6vIR1PgmOtifc3Kj+XRHtXtMqxFHXRFtDjBwz/xM7n5rq3ssyE/H+ETzUZ33h0YaB8mw4Eud1ajXEmf2p66tG02/G3tDh43v9jcwLTWMScmhbCxp4pu9dTx3/SRSw01E9wZOwweWQ27vsvO7j3bzv3w162ZDSRPLdwbz4vW/I2LOL9Qb1QBZWBuKG1n88ib3+1te2cQL109mbnYk/noteYmhQ8/aUZzqk/tBaIwmfndpBB22IOJMcUSazH0bO+rV+opNL8KXD/WNp86FS59RlUBRG/jc9852j9TN356fww0zUxAddX2GoZeuFrB6Vp2DGkPw02kGDJr68sfXtXUTEqDv68UR5EMqJDwb/M3e48OIn17LLxZkodNo+Hj7AeJCjTx8YS7Z0UdvwOaPiuL56yfxyfYqYkOMnJUbTdYwdzgcDGkcJCMGk7+e+8/O5trn1rOmsJ4LxsXy0bYDALy6roxfn5ONTqthbLyZMXEhh1RhPRTF9R1uw9DLrqpW9jd0EpE6eFe3tzdWeI29tq6UudmDH9vaaWd/XTt2h5OUcBMRwbEw+xeqH95Fy+iLeK19P8+sf4AeZw9Toqfwm2m/IVkbADveVbOwptwC3/w/z5MXfQ01eyBVNQ751W1eOf2PLN/HGTlRJIXEqQbG2S+OERiuxj4sGWBOoLShg4+2HWD5rmpmpoVz2aR4MiJ93yBjzUav9pnJlgB0mn49naPHwOTFsOEZ9b3BBAv/rhYVjjBSI0w8cvlY7jsri0CD1ksb60gx+emYlx3FvOyoY3K+44E0DpIRxdQUC0t/MoO9Ne1EmAzMz4lkS3kz5gADOypbGBUbzDm5UfjrdWq9QVez+gSq09Nld7C3upWiug52VrYwNdXCtDQLwf56DjR3+mz8Dn19gAfDl9x06BDkIQ40d/L7ZbtYvkst7MuKMvHvH08gPe9KMEXAppdwhmeyIedcnlzb55tfX72e9wre4+fOEMRyl46VvQN6vP3i2PuC6J127wB2p91Bd49TDQZf8E/45F71GGMozPq5GoNInkWrXzS/+XAnq/apxmVnZStf7qnhjcXTfMqad3T3cPcZGTy1sohOu4OYEH9+u3AUubEhffsHhMEZv4VxV6hB+LCUATO3en9XMSH+7grt44mfTktC2LGM85yYSOMgGVFoNYIx8WbGxJsBtWgoOyaI8sZO5mZFkBFpUg1D7R5VjqL4G+qnLmF78Fwau+G/q4qobO5kfk4Um8uaaLLaMGi1PLRsJ3nxZubnRHp0dRufYCYtYmgrkMsmxvPupgp3Nze9Vu3RMBjrihrchgHUeo/X15Xz4Hk5aMZdCWN+xLqiJr6vftPrWGdXC2Jrv/GqbZA0U/XZ9+IfAuF9N9u0CBOBhr5uaABzsyKIDzWCVgdxk1QRQY0G7F2qYehsAp2R0oYOt2HoZX9dB4W17T6Nw+vry9hc2swNM5PRaATNVjvvbqxg3tUHPSH7B6uxkQHosjv4bEcVv/94N81WO/OyI3jwvFGkDvH3Izm2SOMgGdHotBoyo4LJjOrnn22rgTd/DI376Y6ZwlOVKZi7u/n7l/twuLoYfbTtAOeOiWZvVSsRwUZaO3tYVVDP1dOSuG9BJlvLW5iWZmF+diQWkx+2HifbKpr5Jr+WAD8dczIjyD0ozTAvwcw7t01n1b46nIrCnKxIxvpIRdxW3sw7m8qpau7ix9MS2VzW5LXPqoI6rLYMNUis0bK5rAlzYIzXfiHGcBRTNKLeFfTdt1zt1RyWBvs+U7uLzV3i8SSeGmHilZun8ujyveypauXcMTHcPCul7yk8NBkQsOrRvg/KOhcistE2+15G6bS+x0P89VQ2d/Kfb/pSNS+ZcGSKsOuLG7nn7W3u91/l1xHsX8BfLxt71J3jJIfPsBgHIcTlwO+AHGCKoigb+21bAtwEOIC7FEVZ7vMkklOXxv3qD1CSfjXPf9nKHXMj3YahlxW7avjnleOx2hx8uaeGxg4br35fSmyIP8vunOWhsbS+uJFrnl/n9p3/++tC3r51uoeB0GgE4xLMjEswH3JquypbuOLp79xpt6sL6nnwfO/K8nnZESiim7UHNpDfmE9MXBTd1kQmhE9jc72akmv2MzMj6QxE2HgoW9MXwN74HNzwGcx7UA2i+6gCn5AYyjPXTaKjq4ewQINn0ZfOADN+ColT1TRTS7oqGxIQSorO4V4h9TI1JeyQGTuXTIjnw22VnDU6hugQf7RCMDEplM2lTSSHBw65enp/bTsbSxu9xj/ZUcV9Z2URFyrdPMeb4Vo57AQuAf7bf1AIMQpYBIwGYoEvhRCZiqL4dhZLTk10fe6NHnQ4FXxWvIab/FhdUM/SLZXcf3YWf/h4N04FYkKM+On79u+2O/jPykKPoKrV5mDVvjqv1cNgbCxt8qjHsDmcVDZ1csG4GD5y9dQeFx/CFZMSeK/gXf626W/ufceHT2KO5Q4mh16Gn8HB9IRscsNTIcwBN36hakDpAyB+klpxXLcHgmLVm7sPWY5Ag47AQ/nsA8Ig8yz1px9Gg5ZfLMhkZpqFNfsbmJBoZnZGOJZA34HZvAQzTyyawMPLdjEtzUJtazeP/6/Ave2xH40jNdQAimPATLDdVa3ofFxDarhJiuMNE8PyrSuKsgd8Nme5EHhTUZRuoFgIUQhMAXw0FJCcsoRnQN6PYetrJNb8j9kp11HX2sWomGB2V/UVkF03I4knv9lPp93Bsm1VnJYRwXdFDfzynCxMfn3BZYei0NbpXejU2+PicOjxIRGyYncNf7lkDItnp2F3OEkOD6TNUcW/t/7bY78t9Ru5Ibcbs5hCkqXfU7dGC/ET1R+HHXa8A8vuUl/r/OBHr6pP/noj6PxottoorG3H4VRIjTAR0a+rX5e9h40lTSzbdgBzoIHzxsQw1hXf6SU6xMjFE+K5eMIgAoRASUMHd7y+GYdTISzQjzfWl7u3bS1v5r0Nxfyi+ylE3S5VuDH9TJ9ZSgqqON7k5FA2lKhuOL1W8MB5OSOiJ8SpyEgzyXFAvzJXKlxjXgghbgFuAUhMPE4dtiQjA78gOOMhyDqHoJrd/CE+ircKnJyRE8mPJseDAp12Jx9sqaS1S73BlzZ08Pii8Sw5N4esg/LWAww6bp6dys/e3OoeEwLmZQ2QouqwQ3OZuqM5yS0RPjEx1Kua+6K8WHqcCkJAQ0c3Bp0GvdFGl8OH7IfGxviEAWolGgr7DAOoUuoFK+DzX0JULuXTH+bXK2pYXah2wMuJCeJfV05wu4W+LWzg5pfcXlxeWlvCu7fNOOwVEkBhbRsbSpqw2hxkRJqICfFzaxlZbQ5eXFPCVwVN3BHeSsCBLfD+LXDBv2HC1V7nGhUTxIMf7OCM7ChmZUTQ43AyOjaY2RmDyMlLfjB+MOMghPgS8NUo9wFFUT482vMrivI08DTApEmTvBsDS05ugqLUpjs5C0kG7k9TaO3qIdCgZV1xIz9+dp17V4NWw09OTyPIX0tKuG/f9elZETy+KI9nVhcR7K/n9tPTDh1baK2Ctf+E9f8FoYGZP1PrD0yR5CWG8uy1k3h3UwVNVjtTU8JwKk5aO21c/Zwa0xAC/ntNLrPjZrO6crX7tCa9idTg1IGvu626zzDETlAL43a9r75vr+Vb8y0u9VqVPVVtvL+5gvvOzsZq6+FfXxV6nK7L7mRNYf1hG4fyRivXP7+eH01WH8wWjovlqZVF7p4QUcF+/GNRHg5bF8aNFfSEj6I863qcHQbiO1rwC/T8vPTIIF6/eRrvb65gY0kjl02MZ0pK2IhWLT3Z+cGMg6Io84/gsEqgf25gvGtMIhkQIYS7DmFcgpk/XZzLXz7NJzLYj5tmpfDq92U8+20xV05J5IrJ8V4yzCFGAxfmxXHmqCi0QuCnHyA7pmA5fN/nEnJueYO9ST+moqya9q4eMqKCuOfMTGrbutEIMBl0nPfPb90xDUWBO17bxft33Ut8UDwrSlaQHZbNHXl3kBQycJU3wbGqK6mnG9LmqS1L3RcRz/pa70NWFdRz1xkOFEVxp+H2x9fYYOytbqOiuYvv9jdw/Ywk6tq63YYBoKa1m6/31rKltJnouY+yqrSTZ1a2sWiMiSuMm0mOsmCMzlRFDF3kxoUc0QpG8sMw0txKHwGvCyEeQw1IZwDeQvISyQCY/HRcMSmBbruDcJMfP3trq/vG/NgX+9BrBbef7rsIa9CiK6cTtvWrO9Aa2DL3ZT7aZeWltbsB1Vf+jyvyOG9sLADf7a+n56BMKrtDoaPDzP2T7+eWMbcQaAjEqBtC3wBLOlz8NHz4E3B0g84INlePjOYyZmQ4WLrL85D5ORH46bX4oeX2OWnc+cYW9zadRjBrsE6APnAoqptsepqFCJOBL/bUeO1T2mDFYjLw8h6FogaFx84I4Mz8B9Dv2aYun6bcBqfd65b9kIwshqWfgxDiYiFEBTAd+EQIsRxAUZRdwNvAbuBz4A6ZqSQ5EoQQbCxpZkdlq0cWEsBLa0upb/NRZTwUNBq1iMxFa8bFbLeaeWltiXvM7lD49dKd7r4GsWajR68EgGB/HbEh/ug0OsIDwodmGECNbYy6UO0RMepiOH1J3za7lZmaXSwc0+fNnZZk4kK/Lar8Rlcrp2dG8NTVE5meGsZ5Y2J4Y/E0r4D0UMiODuLyCfF8sbuG33+8m1Gx3k/8ExLN7D7QSnlzNxPig5hR/w76Glcdg6LAuiehYqPXcSOR9i47JfUdNPhQbT1ZGa5spaXA0kNs+xPwp+M7I8nJhlYjuGZaImuLGry2WUwG/HRH8Vw07krY/iZ01GENSqbZR7+Flk47zVY7CWGQZAnkyasncs/bW9EKwfUzkwkLMFDSYMVo0HlkEw0JIcDi0qAOT1clxkvWQFgascmz+EtgIrdODsFRvpHk+o8J+d/rYAyl9NLPqFDCSQgz8vx1k/DT69AcoWx0kiWQiyfE8fYzamynorGTyyfF88GWSpwKLBwbS2OHnbbuHhaOi6Wx9gDm8q+8T1S1HbLOOaI5HC/2VLXy0Ie7WF/SSJIlgD9fMobpqZaTPh4y0txKEskxY2JyGFqt4O2N5dS0qk98QsB9Z2UR5EMnachEj4abvoDa3YTrTSS3BKDVCI8ivDizkajgvpv+rIxwPrpjJnuqW7ntlc1uP//s9HAeuXxcn7Ls4eIfAhkL1B8XgUDuzkdUAwZgCOT7WS+w+JUy2rqL0Aj4xYIsrpuRfFQ1BOEmP/d1f7C1kpyYIB48L4c4cwAvf1fMjspWfn1uDrPSLTxZUkd79BRMrQc9E0ZkH/HnHw+aOmzc89ZW8qvVbnylDVZueGEDH98165BihCcL0jhITloMOg1TUiy8sXgam8uaaOnsIS8hhDFx5qM/eVgKhKWgAyY0tPPQ+aN4dMVeWrt6iAnx5/FFeV5aRAEGLX/9fK9HAHh1YT07K5uJDvGV2HcU9PPj1426gfu+dbjrNpwK/N/yvUxLtTAhaYgS4z5ItgRy+5xU/uXqcranSlWDffSyceQlmHEoiruD2v3nj6G78S4CqzcgWl3V16MuVOszhhGrrYeiug6sNgfJlgCv39mB5k63Yeilu8dJWYNVGgeJ5EQnNcL0g4q3JVlMXDHFyMTkUKzdPSRZAn0rmNocFNd1eI03dhxdpzGf5F4CG58FeydNpnTKm7x95VUtnWwrF3y4tZKa1m4umRDH1BSLdxvNplKw1oMp2qOpkF6n4aZZqUxMCmN3VSsp4YFMSAwlxEfRWqzZCOYJcNMKtVZDb1QVYo3mY33lQ6aho5sn/lfAS2vVZkSJYUaevmYS2TF9Ol4mfx0BBi1Wm2fo0xJoYPeBFtYVN+JwKkxJCWNMXMhJ5WqSxkEiGYRuu4Oi+g6arDbiQwNI9CHn7KfTMtpHULY/4SYD542NZumWAx7jaZGend667Q50Wo3P1pKD0WK1odUKTHET4IbPoXgVluB4UsN1FNV79sY2B+hZ9PT3binzT3ZU8c8rx7NwnJplhdOppu0uvU2VRjdFwqXPQcppYG0Ch53QoEjmZkf67GlR1dKpypUE+/fFNkLi1Arpur1QtVUVARygnesPyfaKFrdhAChr7OTx/xXwjyvy3KnMiWEBPLRwNL98b7t7v6umJKIAlz75nfu7M2g1vLF4KhOTR16PiiNFGgeJZAA62lt5ef0BHvliP05F7enw7LWTmJxy+DcBg07LnfMyWBDvJLq7CL1QMMbmECdKoaGZGn0sX+6u4a2N5WRGBXHd9CS3dLkvrLYe7D1OQgIMNHZ0s3xXDU+vKiLYX8fd8zOZkTYGv9g8LMAjwU3c+spG6ttt6LWCB8/Loba126vHxRNfFXBaZjghRgM0FsI716utRAHaa+Gbv0B7Haz8q2owpt8BYxepRYkuWqx2Pthawd++2Ietx8ltp6Vx1bREIoP8oasV1j4Bqx9VM5b8zWov6cRph/19HozTqVDX3o2/TuNz9XIwvlZxa/c30Gy1ExWiGgchBBfkxZAZZaK0wUpEkB+5ccG8s7GCs3Oj2VPVSn51GzaHk5e/L2VCUuhJs3qQxkEiAXD0QFMxOGyqHIafCWp2s6+knhe+s9Ebam7ptHP/e9t497YZHqquQyVVVJGy5bY+Ce6gGJiyGOfOD3gt+T88sVLtob29ooXPd1az9CczyIjy9G07nArrihr4x5cF1LZ1ce2MZBJDA1jy/g73Pje8uIG3bp3G1BQLABOTQln201lUNFsxGw2khAfy6roy76/BodB3sRV9hqGXjAXw3o1977/4LWgNqm6Six1ldTz+v0JaXVlc//hfAdEh/iyakqj2vV71SN/xXc3w0c/gxs+OqjNcZZOVV9eV8cb6MqKC/Fhybg4z08MP3cMbSPZRLT8tNQxzgGeyglGvY3xiKONdne321bSyvaKFTaVNjE80s3BcLI99sY/atm6cChxC3fyEY1jqHCSSEYW1Qb1hPTkdnpwB790E9YWUFmxna3cUp2dFcu+ZWczJVIO8xfVWGjtsR/ZZ+z7vMwwAbVVQX0Bt7k08vdazDWl7dw/51a0czI6KZq55fj3rSxopabDy8LLdrC9u9MiOAli1z7MvdIzZyORkCxlRQei0GiYlhXql9N45L73vqTswUpUH6SVuIli9ZbVZ/7TqZrJZoeALxuc/yqfj1/Pc2f6YXNlQb24ox9bjgJYD3sfX56vHHwJFUdhS1sQfP97Nkvd38N3+Brr7rXicToWXvy/lyW/202y1s7emnRtf3MCuypZDnhNgXLyZa6b1VaTHhxq5e37mgNXxta1d3PrKJj7adoDK5k4+3l7F0i2VXDI+jmunJR2RK3CkIlcOEkn5elj5l773+z6navKvuG19BHtq+7SIbp6dQlF9OwatZsh9Cryo3Oo91lCAPmYOBq2nYB+A1oeM9Y7KFq/eFR9srWRediRvbuhTRfXZwlRRVMHAnk5Gh8fz5i3TeGtDOVUtnVw1JYnpaZa+fUNT4bT7YdX/QepciM71NBa9BMWqPSIKv4S3ryEQNZ022t/Mo3Ne4LYVPWRGBqiS3GYfnfNi8iDQQm1rF+VNnQT6aUkND8TgavCzraKZK/77vTvL6431Zbxy4xRmu4x1bVs3bxy0CnIqai/tvMRDZ2NZTH4sOSebH01OwNrdQ3J4oDu7yk1btXrNJjWmUtzQQfFBsZvC2nZ+Pj+TmekWTiakcZBIKjZ4DeU3C/bUerpUXl9XxuLZKZyWGXlELiUAss6CXe96jiVOx7Lpce6d9hgPfdP3BB0V7MfofpkzvfiS+Aj219PRT2I82KjzlsXoboftb6muIFs7Iv1Mxp/9F8ZfOtb3XA1GtSL79CUQFA0f3Qlz7gdTFLS75DI0WrUznbMHvj6odrWrmdGOfMICM7h6UrQalI7KhQV/gi8fUo8JjoXz/86eJsEtr66lvLETrUZw57x0bpyZTLDRwBe7arz0n/67uoipaWEYtFr89BoigvzcCry9BB2cdeWDAD8dY3zpOXXUwfa3YfXfVLfZ3Adh1AX4H6IjXaIlgGDjySUtLo2DRBKe5TXUbfeueu6yO1iQE8Ho+COvDSBlDky/C9b9BxQn5FygumNayrko00Bs4kS+3FNDariJudmRJIUHep0iL8FMRJAfdf0kQO4/O4tYsz/njY1Bp9GQEm4kLVI1LD0OJzaHk4DqHfDJz/tOVPgFrImB8x4Dnepn31vTxqfbD7CjspWFY2OYlXIBER9epc4b1L7dM36qPk07nZBxptoburMZ7H3Ce71Y9DbeXuhHeoIrnuBngqm3QvoZ0NUC5iQ6/CP4fy9vorxRPd7hVPjHlwVMSQ5jRnq4b7FAu9MdGwkNMPDrc3O4+eWNbqmUtIhANZjfUAR1+WqDqKhRqpEbCgVfwPJf973/6A4IDCc16Qwuyovlg6197rErJiWQEuH9ezrRkcZBIkmcDkkzoHSt+j7AQmZ8FEF+DR4Nfy4dH0d69FGqhgZFwfzfwsRr1e5oQqu6LqbfQUhYKmcKwZmjBr6BpUWaeGPxVNYVN9LYYWNqShhxIUaeXl3Ea+vKMOg0/OyMDCwmf0obrDz3bTEFtW1cPiaUc/PuInrrE+5ztXZY2byvlvVlbUxKDmXJezuocRmdr/JruXNeOndf/jrasm/VA3q61N7TGi1kngen3ae+DrTAzLvhk3v6JqrVExAWR0x8Ovn13Ri0dhLDAtBp9RDZ1zq1qcnqU+akolk1FmeNjua5b4vp70m7eXaK2+0EMDsjgvdun0F+VSvB/nrGxptJ7C6Aly+ETtdqLHYCXP7C4KmzDhtsfMF7fM8ygrLOZsm5OSwYrWYqjY4NZkJS6KE77p3AnHxXJJEcLqGJcPlLULtHvfmFZ5IalsCrNwfx5Mr97Klq5eLxcVw6If7YNLrX6tVudr30fz0IDe3d7Kxsobq1i7SIQC4cG4vJqOfZ1UW89J2as99jc/Dnz/KJDzWy5P0dbnfLw1Vt1E4+i/vCV6Ctz0cJTuC98Nv4/ctbAbh7fobbMPTy9KoiLpt4GkmZC2D7VKhw9ckwmGD2PR6S24y6UC1uW/9fNQtr6u1UhIzn4Y/3smJ3jVsN9/oZSfjptbRa7YSZDJiNesYnmtlY0kSc2Uh8qJE91a3EuCRFxiWYeX3xNF5cU0x7dw83zExhWqqnf9+g0zAhMZQJvTGGHjt88HifYQA4sFnVoBrMOAgdWFKh4iBB6FA1eB0V7M+5Y2I4d0zMwOc5wZHGQSIBNeBo8izkGpdg5vFFeXTZHEPKm/+haeuy83+f7+WtjX1B5/vPyuKa6Um8t7nCa//VBfWEBho8fPEvbGnjx3OuIaH+ASrH3Majq/ue2A9Wr/UYMyfCFa9AzS7o6YTwbAhP89w50AJ5V8Loi0DoULQ63li+l/ImKz85PZXt5S08t7qISUmhPLVyP9vKm5mTGcHdZ2by2/NGsbaonpJ6K/vr2lk8K5U4s6pUq9dqmJZqYUpyGE5F8dkv3At7BxzY4j3eP1PsUGg0MHkx7P4I7K7gszEUss8b/NiTCGkcJJIB8NNpj81q4RhQUNvuYRgA/v7lPs7JjWZUTDB7qjw1gJLDA/lke5XHmJ9OQ3PGZdTEzMcUEkbX132S2bYeJxEmP+r6yVLfNDuF+FBXPUBQlEex2yHRqzf1VquNrJggQgL0rNhVQ6zZyFPXTOSuN7bQZFUlQz7dWU1xQwdP/ngir35f5m4YtKGkiYpmKw9fmOv+/jUagYYhpor6h0DuZWqmVX+GWmwXP0kVV6zeDhodxIyDCO/Y1MmMNA4SyQlCe5d3kNzuUNujXj8zhS9217hXCcmWAGamW3j1uxKPuMnNs1NZ/Pouqlu7ODe3nUvHx/H2JnXV8fyaYu45M5PG9m52HlBdaXMyI444d7/T7mDPgTaeXKkK81HaRGpEoNsw9LKnqo2iunaPTnIA72ysYNGkBBJDdFjM3llbAyIEDRmXYazKJ6BwGWgNtEy+G8InMOSoUXSu+nOKIo2DRHKCkGwJIMSop6Wz7+aaEWkiPtSIxeTHB3fMZG91G3qdhpzoYOJCjbx441RWF9RRXNfBhKRQ3t9cQXWrmqL76c4aHr5gNLGhRpZuqSQ7KojpqZZD984+TCqbO3lnk+dKx5e0hE4j8POxOBNC8NXeOj7ZVsmfz45lamKQh/DfQHTZe1jydRvdXTdzyYwb6HJqeGanwn1xTs46ucoRfjCkcZBIThASLYG8dONk/vjJHre//r6zstw1F77UZ9MjTaRHqmNPfl3IqoJ6j+3//KqQZ6+byA0zkvE3HFsXmlYItfCtH1vKmjh/TDQf76h2j/10XhqpunrSLH7sb+hzaZ0/NoaV++ooaujkpndLWXaxgZQxkWpAfxBau3rYVNpEQ4eNlUV94yUN1kMfJPFAGgeJ5AQiLyGUF6+fTEunnbBAP4yGod/MfdVMjE0IoaiunXEJR1G7cajPswRyzfQkHlm+1z22payZNxcauSTWwIFuf5L928lNtRFQs56nJ2hY0ZHGpgY/smLN1LR2sb1ClcBo7+6hvN5GSlOp2v1uEEKNBs7IieTtjZ6B+szok7sHw7FEGgeJ5ATD5K/H5H/4nezGJYSwcGwMy1xB6oQwI1OSwwjwO4queAMQqrNzThJEX5rDV/uaSA7z57zgQnI+v4EcW7taH6HRURbxPmt0k4nUFHOVYxkLR83k/M9baO70jE2E6Huge2C9pF70Og23zE4jv7qV7RWtaDWCW09LJe8I+mWfqkjjIJGcIsSZA7h1ThpZ0UHYHE4a221sKm3iorzYIzpfp81BRZMVg1ZDQliAdz/qivWkvnIRqX5BXJo0AxwJsP17sLWjhCRRNvpWqmPm8UG+jWXbq8iJiSDDsoifOPdzz+kZPPRZiftUt04KJt1vv1owOETSo0y8fONUShut+Ou0pIQHeBTOSQZGGgeJ5BQiNy6EIH8dRXUdGA1aMqOCjkhEsLS+gz9/ns/nO6vx12u4Z34mi6YkqH0gein8Uv23uw32LQedHyz4f3Rs/5ClCb/iT6vb6LQXMTYumL9dPo4X1hbTpWgpCJ1NrnYP718ZT3mbkyg/G6M0FQTu+gBm/dznfA6FOcCAeQTUqJyISOMgkZxiJFkCSbIcuRaQ06nw2voyPt+pPsV32Z38+bN8sqODmZPV17ua4IMqiHu6oXo7u2b9kwdf3OUe3l7ZyivflyIQvL+5kq/ya3nz+tFkd65hwrf3gSEQ2g7A+OtO6dTS482w9HMQQlwuhNglhHAKISb1G08WQnQKIba6fp4ajvlJJJJD02S1sWybd1+GreUH9WRInQeB/ZRhtQbIu4pSHxlDa/fXMz7RDECz1U5BjVUtYrvxczj3Ebj+Uzjz4aNqCCQ5PIZr5bATuAT4r49t+xVFyTu+05FIJEPF5KdjdGwwVS2ekuZeq5GoUXDDZ1C5GXpsEDMWQpOJKN3qdc6MyCDKGvuMhkYjVBmLyBwPkT7J8WNYVg6KouxRFGXv4HtKJJKRhp9ey51nZBDcr1/CxCQzk5N9pMOGZ8K4RaoKbWweaLTkdqznwty+SjSjXsuiKQms2KX2iLAEGhgVd+xTayWHx0iMOaQIIbYArcCDiqKs9rWTEOIW4BaAxMTE4zg9iUQyLt7Mh3fMpLC2HX+9lqyYICKD/Ac/0C+I8ORcfu/4lKuuuJS2plqi45KoaO/h9IxQsiKNnJsbRUq0LGMeboTiS4rxWJxYiC8BX8L0DyiK8qFrn2+AXyiKstH13g8wKYrSIISYCHwAjFYUxbuRbj8mTZqkbNy4caBdJBLJSMHeCRUboWilGmAOiYPIUWrgWXJcEUJsUhRlkq9tP9jKQVGU+UdwTDfQ7Xq9SQixH8gE5J1fIjlZ0BshZbb6IxmxDEvM4VAIISKEEFrX61QgAyga+CiJRCKRHGuGK5X1YiFEBTAd+EQIsdy16TRguxBiK/AucJuiKI3DMUeJRCI5lRmWgLSiKEuBpT7G3wPeO/4zkkgkEkl/RpRbSSKRSCQjA2kcJBKJROKFNA4SiUQi8eIHq3M4nggh6oDSY3S6cKB+0L1GNif6Ncj5Dz8n+jWc6POH43MNSYqiRPjacFIYh2OJEGLjoYpCThRO9GuQ8x9+TvRrONHnD8N/DdKtJJFIJBIvpHGQSCQSiRfSOHjz9HBP4Bhwol+DnP/wc6Jfw4k+fxjma5AxB4lEIpF4IVcOEolEIvFCGgeJRCKReCGNwyEQQtwphMh39br+v+Gez5EghLhXCKEIIcIH33tkIYR4xPX9bxdCLBVCmId7TkNBCHG2EGKvEKJQCPGr4Z7P4SCESBBCfC2E2O36u//ZcM/pSBBCaIUQW4QQHw/3XI4EIYRZCPGu6+9/jxBi+nDMQxoHHwgh5gIXAuMURRkNPDrMUzpshBAJwAKgbLjncoR8AeQqijIW2AcsGeb5DIpLbv7fwDnAKOBKIcSo4Z3VYdED3KsoyihgGnDHCTb/Xn4G7BnuSRwFjwOfK4qSDYxjmK5FGgff3A78xdV8CEVRaod5PkfC34H7gRMy40BRlBWKovS43n4PxA/nfIbIFKBQUZQiRVFswJuoDxknBIqiVCmKstn1ug31phQ3vLM6PIQQ8cB5wLPDPZcjQQgRgtq64DkARVFsiqI0D8dcpHHwTSYwWwixTgixUggxebgndDgIIS4EKhVF2TbcczlG3Ah8NtyTGAJxQHm/9xWcYDfXXoQQycB4YN0wT+Vw+QfqQ5FzmOdxpKQAdcALLtfYs0KIYemfOiz9HEYCA/W4Rv1ewlCX1pOBt4UQqcoIyvsdZP6/RnUpjWiG2Gf8AVR3x2vHc26nMkIIE2pflbsH698+khBCnA/UuloMnz7M0zlSdMAE4E5FUdYJIR4HfgX8ZjgmckoyUI9rIcTtwPsuY7BeCOFEFcGqO17zG4xDzV8IMQb16WObEAJUd8xmIcQURVGqj+MUB2WwPuNCiOuB84EzRpJhHoBKIKHf+3jX2AmDEEKPahheUxTl/eGez2EyE7hACHEu4A8ECyFeVRTl6mGe1+FQAVQoitK7YnsX1Tgcd6RbyTcfAHMBhBCZgIETROFRUZQdiqJEKoqSrChKMuof24SRZhgGQwhxNqp74AJFUazDPZ8hsgHIEEKkCCEMwCLgo2Ge05AR6tPEc8AeRVEeG+75HC6KoixRFCXe9Xe/CPjqBDMMuP6flgshslxDZwC7h2Mup+zKYRCeB54XQuwEbMB1J8iT68nEvwA/4AvXCuh7RVFuG94pDYyiKD1CiJ8CywEt8LyiKLuGeVqHw0zgGmCHq487wK8VRfl0+KZ0SnIn8JrrAaMIuGE4JiHlMyQSiUTihXQrSSQSicQLaRwkEolE4oU0DhKJRCLxQhoHiUQikXghjYNEIpFIvJDGQSJx4VLD/Mlwz0MiGQlI4yCR9GEGpHGQSJDGQSLpz1+ANCHEViHEM0KIVa7XO4UQswGEEO1CiD8JIbYJIb4XQkS5xiOEEO8JITa4fmb6+gAhRJ7ruN4+FaGu8W+EEH8VQqwXQuzr93laV2+LDa5jbj1O34XkFEcaB4mkj18B+xVFyQPygeWu1+OAra59AlGrtccBq4DFrvHHgb8rijIZuJRDS0a/DPzS1adiB/BQv206RVGmAHf3G78JaHGddzKwWAiRcnSXKZEMjpTPkEh8swFVQkUPfKAoylbXuA3o7TC2CTjT9Xo+MMol9QGq6JtJUZT23gGXVr9ZUZSVrqGXgHf6fWav0N0mINn1egEwVghxmet9CJABFB/V1UkkgyCNg0TiA0VRVgkhTkNtHPOiEOIxRVFeBuz9dLYc9P0f0gDTFEXp6n8eIcRyIArYCNw7yMd2+zivQJVvXn5UFySRHCbSrSSR9NEGBAEIIZKAGkVRnkF1EU0Y5NgVqIJpuI7PA1AU5SxFUfIURblZUZQWoKk3noAqcrfS60yeLAdud61gEEJkDlfzF8mphVw5SCQuFEVpEEKscanxBgIdQgg70A5cO8jhdwH/FkJsR/1/tQrwpSJ7HfCUECKAoSluPovqYtrsktSuAy4a2hVJJEeOVGWVSCQSiRfSrSSRSCQSL6RxkEgkEokX0jhIJBKJxAtpHCQSiUTihTQOEolEIvFCGgeJRCKReCGNg0QikUi8+P+0RzpjmTuLLwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "third = init[['Alignment','Intelligence','Strength','Speed','Durability','Power','Combat']]\n",
    "\n",
    "third['tsne-one'] = tsne_results[:,0]\n",
    "third['tsne-two'] = tsne_results[:,1]\n",
    "\n",
    "g =sns.scatterplot(x=\"tsne-one\", y=\"tsne-two\",            hue=\"Alignment\",          data=third)\n",
    "g\n",
    "\n",
    "plt.savefig('Python_TSNE.png') "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([-1.49001765e+00, -1.94993412e+00, -5.62976122e+00,  2.47658873e+00,\n",
       "       -2.24364415e-01,  3.41748476e+00,  4.10460854e+00, -2.16876340e+00,\n",
       "       -2.39940643e+00,  3.11443031e-01,  2.32036519e+00,  4.77568102e+00,\n",
       "        2.54652166e+00, -1.10324621e+00, -3.39779615e+00, -9.78952050e-01,\n",
       "        3.07717490e+00, -8.53331149e-01,  2.30618849e-01,  7.22995639e-01,\n",
       "        6.71805859e-01, -1.75947905e+00,  2.30209231e+00,  1.07729685e+00,\n",
       "       -2.11326075e+00, -8.03570807e-01,  2.21323538e+00, -6.83730781e-01,\n",
       "        2.72416878e+00,  7.39487767e-01,  2.66460347e+00,  2.93247074e-01,\n",
       "       -3.90392125e-01,  6.37755036e-01, -2.68344688e+00,  1.04954255e+00,\n",
       "        7.09160447e-01, -1.84029686e+00, -2.52169013e-01,  1.44493771e+00,\n",
       "       -2.54375792e+00, -1.41405076e-01, -2.83940864e+00, -2.72686601e+00,\n",
       "       -1.85224247e+00, -1.85848784e+00,  6.42714119e+00,  4.35779476e+00,\n",
       "       -4.19444370e+00, -2.41240907e+00, -4.29274178e+00,  2.35476089e+00,\n",
       "       -1.97797358e+00, -2.65870738e+00, -8.76044929e-01, -2.07376170e+00,\n",
       "       -5.26255989e+00,  2.30326522e-02, -4.98609543e+00, -5.93962336e+00,\n",
       "       -5.67463064e+00, -3.20503116e-02, -2.61668205e+00, -4.27067614e+00,\n",
       "        3.83004761e+00, -1.26792991e+00,  1.75012100e+00,  1.84977794e+00,\n",
       "        2.75499034e+00, -1.08318484e+00, -2.40751719e+00, -4.80714130e+00,\n",
       "       -7.97168538e-02, -5.11701167e-01, -2.28098536e+00, -1.37759483e+00,\n",
       "       -1.98931062e+00, -2.41535401e+00, -4.58775237e-02,  4.26932669e+00,\n",
       "        3.18428254e+00, -2.37741280e+00,  3.48374963e+00,  4.15068769e+00,\n",
       "       -2.03988481e+00, -6.75164759e-01, -4.61611700e+00, -1.15459251e+00,\n",
       "        2.67799091e+00,  2.51509929e+00,  4.01320553e+00, -5.64083195e+00,\n",
       "       -5.31081915e+00, -1.34585273e+00,  6.99501693e-01, -1.78277421e+00,\n",
       "       -4.55141783e+00, -1.40233886e+00,  2.69395709e+00,  1.80588853e+00,\n",
       "       -2.13160014e+00, -1.06243320e-01,  7.57619321e-01, -1.66421449e+00,\n",
       "        1.47261894e+00,  3.93935394e+00, -8.43074203e-01, -1.07570374e+00,\n",
       "       -4.27216649e-01, -1.48188543e+00,  4.36963701e+00, -4.46413279e-01,\n",
       "       -1.67207718e+00,  1.28054035e+00, -1.49681556e+00,  3.30020261e+00,\n",
       "       -2.00106549e+00, -1.60967064e+00, -2.69068122e+00, -7.13809371e-01,\n",
       "        3.59960127e+00, -1.06888247e+00,  1.92856288e+00, -5.03990054e-03,\n",
       "       -2.45108247e+00, -2.79089737e+00,  4.68324089e+00, -3.41652346e+00,\n",
       "        1.94600761e+00,  4.00068188e+00, -5.08311319e+00, -7.39438653e-01,\n",
       "       -1.76980853e+00, -2.05083036e+00, -2.49102369e-01,  1.71160460e+00,\n",
       "       -1.33214831e+00, -1.36517000e+00,  4.94195521e-03,  4.97574627e-01,\n",
       "       -2.68162787e-01, -2.10678792e+00, -4.54275084e+00, -1.36887300e+00,\n",
       "        3.86966556e-01,  1.52797207e-01,  3.41893291e+00, -2.10830784e+00,\n",
       "        3.15591741e+00, -6.93791449e-01,  1.71756431e-01,  1.73978850e-01,\n",
       "       -1.84237528e+00, -1.92499924e+00,  3.42414451e+00, -2.75828457e+00,\n",
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       "       -1.52517247e+00, -2.04764843e+00, -3.54232097e+00,  1.10704041e+00,\n",
       "       -8.59569788e-01, -2.19861984e+00, -6.72809839e-01,  2.07300878e+00,\n",
       "        4.45255184e+00, -4.65820402e-01], dtype=float32)"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "tsne_results[:,0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "metadata": {},
   "outputs": [],
   "source": [
    "third\n",
    "third.to_csv('hw5_Robj.csv')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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