effects of smoothness.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/Users/filo/anaconda/envs/python2/lib/python2.7/site-packages/matplotlib/__init__.py:872: UserWarning: axes.color_cycle is deprecated and replaced with axes.prop_cycle; please use the latter.\n",
      "  warnings.warn(self.msg_depr % (key, alt_key))\n"
     ]
    }
   ],
   "source": [
    "import numpy as np\n",
    "import seaborn as sns\n",
    "import pylab as plt\n",
    "from scipy.ndimage.measurements import labeled_comprehension\n",
    "from scipy.ndimage.filters import gaussian_filter\n",
    "from scipy import stats\n",
    "from sklearn import preprocessing\n",
    "%matplotlib inline\n",
    "from IPython.display import set_matplotlib_formats\n",
    "set_matplotlib_formats('pdf', 'svg')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "overall signal variance = 0.0824422\n",
      "between parcell variance = 0.00315631\n",
      "within parcell variance = 0.0792859\n",
      "between/within variance ratio = 0.0398093\n"
     ]
    },
    {
     "data": {
      "application/pdf": 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   ],
   "source": [
    "plt.figure(figsize=(18,2))\n",
    "signal = np.random.rand(400).reshape(-1, 1)\n",
    "plt.plot(signal)\n",
    "parcells = np.zeros(signal.shape)\n",
    "n_parcells = 20\n",
    "for i in range(n_parcells):\n",
    "    parcells[i*len(signal)/n_parcells:(i+1)*len(signal)/n_parcells] = float(i)/float(n_parcells)\n",
    "    \n",
    "plt.plot(parcells)\n",
    "\n",
    "between_parcel_variance = labeled_comprehension(signal,\n",
    "                                     parcells,\n",
    "                                     np.unique(parcells),\n",
    "                                     np.mean,\n",
    "                                     float,\n",
    "                                     np.nan).var()\n",
    "within_parcel_variance = labeled_comprehension(signal,\n",
    "                                               parcells,\n",
    "                                               np.unique(parcells),\n",
    "                                               np.var,\n",
    "                                               float,\n",
    "                                               np.nan).mean()\n",
    "\n",
    "print \"overall signal variance = %g\"%signal.var()\n",
    "print \"between parcell variance = %g\"%between_parcel_variance\n",
    "print \"within parcell variance = %g\"%within_parcel_variance\n",
    "print \"between/within variance ratio = %g\"%(between_parcel_variance/within_parcel_variance)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "overall signal variance = 0.130084\n",
      "between parcell variance = 0.129786\n",
      "within parcell variance = 0.000298741\n",
      "between/within variance ratio = 434.442\n"
     ]
    },
    {
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   "source": [
    "plt.figure(figsize=(18,2))\n",
    "smooth_signal = preprocessing.MinMaxScaler().fit_transform(gaussian_filter(signal, 200))\n",
    "plt.plot(smooth_signal)\n",
    "plt.plot(parcells)\n",
    "\n",
    "between_parcel_variance = labeled_comprehension(smooth_signal,\n",
    "                                     parcells,\n",
    "                                     np.unique(parcells),\n",
    "                                     np.mean,\n",
    "                                     float,\n",
    "                                     np.nan).var()\n",
    "within_parcel_variance = labeled_comprehension(smooth_signal,\n",
    "                                               parcells,\n",
    "                                               np.unique(parcells),\n",
    "                                               np.var,\n",
    "                                               float,\n",
    "                                               np.nan).mean()\n",
    "\n",
    "print \"overall signal variance = %g\"%smooth_signal.var()\n",
    "print \"between parcell variance = %g\"%between_parcel_variance\n",
    "print \"within parcell variance = %g\"%within_parcel_variance\n",
    "print \"between/within variance ratio = %g\"%(between_parcel_variance/within_parcel_variance)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "overall signal variance = 0.0858651\n",
      "between parcell variance = 0.00483621\n",
      "within parcell variance = 0.0810288\n",
      "between/within variance ratio = 0.0596851\n"
     ]
    },
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XFovojwZRMa7linEtV6m69Jn5Qt37Qo4nUmv+ni1xjM/mMTObNTt9\n1APJos8vFhDh7Ju/JTLn5hvPzY2wSJkLliv2uETfeFulVIuL+ZYI0dW8FfMsLFtjd+xKFgyApHGf\ni2WhZt3fORzDq6PLmJpeRXoqi2dPzeI//fB1ZvlqI+SNe1PIVbBkzFdhQ80wNrVilruQ+14RdJ+L\nMM+Z5xHiWRSNOZvMlYAex7V6rZ94aQrj8wX84vtvdH39wphOTO8cimJiLm8+r5lV/d5UK/o8QWLo\nheUizk6O4djMaexN7MZ9I2/qiKj+9qoEZqWA2/purXntGMtjcmkeO5HC1mTU9lp1egHKkgyG0RXT\n+wM3YFcyXnOMZshkvPk7ZXJ6LKIqKm47NIxHFibw7LEruCPlXd05MpJA3ojniuXGa+Rag4xboayv\ngVWxdp9A7/EKTWIyggw1fmcXClja6v0eFUrWPJdZ0fe8y1Rid34hj6qLWnijoRMiycvO4yEAQiqV\neh7AXwH4jVQq9eFUKvXRdDo9BeBzAJ5LpVLPAugD8KVGB+NYBvkW5fOy2aaSRTwSQEVQWpJ+Wq2t\nrImESPorLp0UgLU1ejQNcUQFgtGrN18W0WfUwhO5WjedW50lEuY5tCgDJSx9hMqaJ6NBFCtSSz2H\nq6KCWNhuEOT8DgbtejBYn8mW2jN6FCTVDN76DDOxp07MmK+5QZJV8AHW7H7STpmE09DL6cfhavJI\nXaNGZj6youKbPxjF5Lw+0a4WBfTHQzVMPABK7u8mPTOeT+PcSJaj3bKQboDIMbtVmyy2avLIsVQd\nfONzIOdY7YHscMZY0JZyFtHzbz8Yw//8h5fW9f44QRuwkmtNrjNdTnCH2U2ifSdsgpnlklnGo2ma\n5y4SrZRIELPevnjQlBEXW1z/vKIq6mVcDMN4HnutgvR171XLuWZw+inRIOTtzBIpkeCtkr0mJRKE\nqI2G9PeTuZ6MRXoepe/7Ey9N4RMPnOhJp4J8SUSxIpmqt9ouEqRNZf3ytU5AxhMN2gPICfreEGPH\nob4w1eKYyNetsdOolNJNrr9/RxKKqmFyofnmgKyNbiUSUoPXvKKRyaMoq+brGtDy+KDLQukEyWym\nhOH+MCIh3cxOdHQ5YaDPkYqq4TPfOoNPfvM0Tl5etjnsN4Lb89XIV4sY3tItKkPBgNWmssMuEi+n\nF3H03ELdWJJ0kCAlc+R6OEtLY2YXCRlPX3kOGjTcv+fNHavgREmtW+5mGj3mapMsZG0j81Ovy67o\n+0pIolb3YQD1DK9hmZgX2EtT3U1v7aaLrbWpBNw7kGiaVrejnLsHg90LY7OjKcGQTqe1dDr9y+l0\n+l7jfxfT6fRX0+n0F4zX/z6dTt+dTqfvS6fTP59OpxvOIn3xUOseDMbN4TjGfCBbcfSUFQ0cy9jM\n/YirLKmrIZtEMhE12pgpqoqphULXasxpciNbEnRHdQ2mTJ0w9e10UKgHElAFHeSF0KIHA6mxC1OB\nCKm59GKsBejXU1ZUcyGrMXk0/jsW4dsKmOkNd67Y+qSqaRoEyiwxGQtCUTWzPlaUlJqxQHqV8xyL\npNG6M9cGueEMspxdJCzjLJiLsEwtxk4/CxrPvTqHx45M4htPX4aqacgVRbNTixPk+13b/zjqHZ0+\nHM+/OmdmctcKJJjpVn/4tjwYGgTjts8Yx+s2qSlICpazRB1lBTlTiwUoqmZuFjcCstRz6ax1Jy0D\nAeCWg8PgWMasuWwXZydW8EdfOIpjRttLUVJNCXxTk8cWukiQZ95GMHTZyZxAkGRzHg6wpItE9za+\nmqaZruh0sDU2m8fvfvq5ln132kEzDwYAmMtYBIPXLhLk9xAPhqDD5NGtXSUAvDqWQfpKticGdleM\n9WWPkTUjmxKnEV+jubldmGueg2BoZPZL35sdRrnKcF+4hpSgN1OteDAAMF36m3W5ol3z3RIAtAFk\nu2hk8uis127VI8PNu6AiyCiUJWwdiIJhGAR5rqbdYZDncOs1ugHnmbEVM8694rFVsnNjDlCdwVzi\nduKHFo9aBEOY58w4skx3kWgQi9SDZWzqfv1ml8sI8Ry2DdlboUpUUhKw4v1ctYgjc8cwGB7ArSM3\nt3w+ToiygiDvvo0i5qVunSTIM0Dmp07GoRfQz6ZpYNvG/SBjfqOZPNI+e94IBm/nbzd5rJ3jnzw+\njd/4/583WwnTkF2+r51WmTRyRaEtYmi90EV/aW/oj4fMrJpXKNSCGjceyGJF8iw3l2SrXSBBjYLB\neNiSsSBKVbnhZKgbXaXxez9zu9mFohPQmctcUTQnrP6YQ8HQRdaQKBj64yEsZitm0GR1kfD2XeQ6\nkesJAH3UguRmGOiEIKrmucxlyi4mj/q5xiN8eyoA1Vqc2mlVKSt6P3lTwUD9pkgoYMoEaSbbNKjj\nOfP97ZAbtW0qCSFEHM3tRjIc61QwuI9jVdXw3RenAAAXJldxZaEIRdXq3i8zI+oaWJJMs51gyJdE\nLHIMvvjYedx+7Qg+9oHOF3SvIAFe1xQMskeCgVrIeTOL3Di47Eaw64b5TNls6bNMEQzk32uxIfQK\n+rkk18G6ltZzFQ0H0B8P1c0aeAUhvGaWirjrui1mBwmg8cKvaZp53bxkIMgz3xcLoczp39FLBQN5\n9kh22+v4P3V5Gd96bhy/+ZO3msdwoizI5jpJKxhOXl7C2bEMRmfy5uamV3AbEwQkHiBrVzzKI8Rz\nCPJs07FO1kOrTaX+7JoEAzWP0msj2bzW23B/9ltn8Pbbd+HG/YMefp0d04s6UbJ/exLjc4UaUtls\nU+kyN58eXcZIf6RtI05Z0VvnhR1lCHwDZQx9b+68bgteHc/glkPDZncTp+oOaJxFdcumE6PHC5Or\nGOmPYHqpiLcYBpRu5wLUUTAonc+5isPkkTZBdGY7Sdcnr7B3kdCPRa4VWaODAdbxO1WEeBZ7tyZw\n474B8AEOH3nnNfidzxzBtEeCwbmWA0DCSJDkyyIWy0v4avohgFUhSYpeRnN9GafZk7hyTD+v7PYi\ntEEFf3nsVcxGygheL4NlgMUAi788dtTzNQCAla0FBAdV/O3JszXdvzRoWBrJI7SDw8NzJxG8voQX\nhFeQPhbGaqmK4PUCHls+jacLemIqeH0BZzgVkirhbbvuBdcFgz1JVs0knRODhpm4G5HvVDCsJcEQ\nNNVZbRAMLiqkjQDJMFRnGAZ8gIHk1kXCFit7Wxfpz5RcFAwklsrkqqYyxDqnWsWEzeSxDZLmL79+\nEsEAhz/6j85mjsBKvoovP3ERH3nnNRjugcdTO1h7giERwthsTnfl99ilgWwQAxyDeMToZ9tCGzx9\n82efBKJ1SiT6YkFjk1s/I0FqCFfr9LhtFSK1mGSLgpk96TcmqEayxHZBNmD98aBBMBApaDcUDM1b\ng33/5Su4dnc/9m5LmNeeOH47N8WCqIBjGYSDHDL59hQMQZ6FKKmeN/nlql4fFwkFzPMj45UEM1sH\nItgxHMMrl5YhOKRydL92MwPQxsbC2W6JLGaSrEJVNdvmVVFUgOdsf6tHMBxLL2IxW0FfPIhcUcTj\nRycBAANNCAZXaazJHuvBlalgKIkomJLq3mRt64F8n9tC0w5EyRpDnggGjrUyi00WElPB0EZGoRFo\nIjdj+JhIsmLOW14VRmsBWsFA5iJBJm0qa8nhTtUXKzn9GpBuPXR2otH9rYqK+Xx5UjAUyaYgaPq2\ntdpm2SsEUcGQYQhMnlevCoazEyuYmC8gPbWKO1JbXN9Dq2DIpgewrl2lB74STrhltQmcm0wi205E\ngh4UDKREghAMDgUDXSLh0krVjZCfy5TwyqVlJKK8jWA4O76C3VvjTVt9kqzzgR1JPHVixsrmOtYE\n59wsyQo+9c1XcfOBIfzah25p+B31QOaiGgVDA7UEfW92DMfwBz+rB8FOQs5eIuFBwUDFbiN9YcQj\nPE6NZnDKUDEpioYfu89uYmsngeqXSHSysaOff7rVN1Cb7Ww1W1kVZURCHCqCYo5NMpcQpU4wwNaU\n7gV5vUTq4z91m/n3kYFIwy4Q9t+kzxe0GTWdMPrO+GFcXL0MjmEBMNA0DWxMQ17No1DQP6PwGtiA\nhqlCAUpAf51hAAXAVCHn/MqGUEIq2CAwU6pVQGrQwEQ1yAyDhSrAxjQUNAalgt5Rgo1pWBLyYET9\nvNiYCoFhsDU6gjfueH3N8SqCjD/8wlG8667d+CGP3ZxESUE07B4zDRpz8YrLWiWZCgZSItFrgsEg\njjjWtQWv9+PUqpA6gappODe+ggM7+kxytx1IsmojXGVFrRnvnZdI1K5vohm71X8NsFTF9PHa2c9l\nC0Jdo/iXzi/i5OVlXL9voK0OMr3AuhAMgD5ZjXjs02uWSLAs4mF9ELUSpOkKBvtNcSoYyANOss2N\ngn2rvqw7k0I9BUMftZAA3a3ZIb+b/F7C1JEHxXubytpApFHNHqAHql998hLuvG4LfuVHbzK/MxwM\nIBTkah7WqqSYfZZluXbiaAZJUZGMBpEtip4VDH/+wAn0x4P4zZ+81cxekYl52JC+ve22nZgwMqGk\nbSQBuX58gDW9NLqpYJDk2o2u5MKSuk18mqbhO0cmwTDAr33wFvzZl4/j5Qt6TXt/nRaeTu8H5/cS\n9higFAxl0TTC8rKYPX1iGtuHYrhub1Of2KYwSyRcFpp2IEgKYmEeoiR4VjA08q2wfaYL2TQ3zC5b\nsj2yOaSVDBtFaqeoKgql2hIJEoQ5M0TREIcZQe7ovhKCgjyTNGHd6H7RmXBPHgxmiUTIrMMuVrq/\nEVdVvUUbIXpJEOJ1Y0NIsOmlEu5Iub+HlvrS0mcSeFXXgERs5MHgdOQmXjCJKI/ppVLD8UI2hJaC\nwR6E02u02+bVbSw4SXtAfw7/6usncf8du/DT77y27u8E9BaVQZ7FTqMbjbVBt8u/nUqpqqh3vHD6\nLLUCsubVUzC4KzaMNc9BCDo/Q1+/xh4Mtdl0hmHw7jfsxenRZezfkcTjL065yv9tmf0G5Rz1/JO8\nQHE8W6JkKWWd175VgqEiKBhIhFERSuZaRuKpPlPZytmUEoKo1HR/AoDdW+I4nl7CakEwN731QHyj\n6OeElLwulVdxWj6FHbFt+Jv3/DGWl4v47tEpfOPpy/jVD96M267R/XE++60zeOn8Iv76Y/fir752\nEtmigOG+COZXyvj0x9/S0nX4jU89h1xJxJ/94huwdcCeIb4wuYr//dVX8P579+Gu67bgj774Et52\n20787LtSePCZUXznpUn8/s/cgUO7+qBpGn7hL57Bvm0J/MHP1WZ/Af3ZXC0ISF/JeicYGigYSDv0\n1ULtGCfkOSFB2ylXaAUy5ZPVCcFAxnEjH6pW8J0jk/i3Z8fwY2/ej/fdu7/t44iyas47ZL6gCT+g\nvc19sxIJp/K73mfJ+lrPK80rJEVFVdRc17IZo6RuI3lrda+nkUeQCbCV4JZkYfgAawYNLREMLgoG\nQjCUXRQMQON6aJNg6FJA5fRgsLJeRArXvqSpHugSCcCa4MyMjcfBXxX0ul/aGLBZxp5IjYhUmARi\n4SBnq98jEESdYAhwLDTArJX2CsW4//3xoJmxbIbF1bJZA0uCS0KivP76rfjYB27GO+7cXXeypgPh\nviaESyM4A2obweCYJEnAY6sNdZn4zo6vYGpRl4bv357ELQeHQSwk6ikYmklj6RIkWsFAXNCbLWaS\nrOBfnriIrz11qeH7vIIO8NrpQ+6EaCiuAhzbcHGSqOyiV6M9stAIXc4Azy7r5E44yGHZ2FAvUW3v\nvCoYVFXDX3z1FXz36FRXz48gX5JA3yHTg8HF5BHQ26Bp6IzgJUQL8UjwqmCgr5mXACFXEsEyDBKU\n4WCxieGgE6Kk2O6bG8i1CBtmu+bY82i0K5oEQ30pNZ2Jq1RpBYP+73ZqrFtFIw8GPsCaHkqRUMC8\nBoloELKiNhwvZomEERfwARYMLHVhvRIJ02TXZSwIcm3wSdbEZgpMWVExu1zCzuG4mXBwGvqSrhmk\nHMY0EuuCgaFzzSNo5CtDq/ZodNODAQD+w9178NsfuR0//tZDSMaCrgSDzZvA5b6T17tl8uj8TrLx\nJ2FRK2uQpmmoijKiYT3hQsYmiV1oBYPgGIshFz+A3Vt0gsqLDwOdCSYg33dFeRWqpuLtuy1zRGKe\nmohY5B4hOauigrIgIxIKIBLiIEgK1BZjN2dZEA36meWNOMzpU0LGHsMwiIYDDUk3osDyGiOqhs9H\nPZNHEhfTai8C8gwQ74o1K5HgWHOMtKNCIEksUhLUCc5OrOChw2MALLPQduFUMJC/0aDnbSc5WA+i\njWBwu48eCQYz+UeVVbVIOhJfGUXVXO/djBHveR2/a4E1JxjIhraVzRa5EbTJY6sKBuckEK1HMBjZ\n5kYlEuS1bikYBFFBJKSfX64oIkuYauNcvJrFtQLCihNTPzeTRy8TSEWUbf4LQHOCgWS8yKRCrmeQ\n53QFg7Ojh6ggFAw0zKJni0JdFlhSNHCsriTIl8Smjs6apmcDi2UJqqaZkwjJ5vABFrdfOwKWZSjy\nx6EmoAJhkllr58GnzWvI8QD9fjmDI1Mia1Mw1F6T516dA6AHagDwxhu3ma/1x91lu5Y0tvbaOQk8\nQgIurlZMkqYZQ0/Oc2ap1JX6voqNYOj8uRGMMhveIUt1gl7IOZbx1PnE7CLR5Q3a7HIJ8QiPPVvi\nWC0IkBUVS1lrk+jVg6FQFnF+chUPHx7rCTtOVEWEpDRl5y4mj0BteVs7IJtl8kzSmcCGCgZa6eDJ\ng0FAIsaDZem1q/55H7uwiC8+ds4293796cv43c8ewfePXan7OcGxIbTq8q3jnB7NYLkOUSGZBEP9\ntmd0WQqtYCgZv2ctyqDcTOhokM0QKaUELBlyo5jB7CJh9IVnGAZBai2yKRik2s2ra0Zfsq+pgPWM\nN9tQrBYEKKqGbYORmnXPafLoDKgbbcq8wlTtObtIuIwrgnrkj/P8JYcxYb1r0UitQrB7SxyZfLVG\nviw5SgfqnWsnmWPnukJvRsj5kLW/lWylKKnQNL0zVzQUMI/lVDAEec78nWSzG3TZ7LZEMLgk4+IR\nHgwnYyV4CclgAndus8ovCEGUoE0eg1Y3sKpICAZjzm6RRJeU+mOZzDeRUKBG5ess2wRgu5ZuIL4y\nXpWmls+W+/gkpIZbxx3JVDCskckj9Sw5DWxbOo7xmzV0lrhZyVfx9986aya2Ok2eSrJq/q56XXXo\n0jbvCgbag6F+GYRrGRb1HYpbiUSL87Oiaub1chJlqqaZCaWNpGBYhxKJ5tlcQVSQL1slFOaCyrLt\nEQxKbYlEkNc3AJYHg/4dpoJhjUokiFvznm0JTM4XkKM9GCgzHwBdbQ1jeTAYJRIOJk7T9AmEDzSW\nIOv0qDQAACAASURBVNPGYgSka0K9e0weDuJATB7OcJBDOMjVbMSrooKRfs6WCaGLaxRVxR9/8SVs\nGYjg93/mDrCOGiXdg4NBfywERc2jWJYa9oQmD76iaihXZfOauC0kQYcZmPMYfIA1M2vttam01DuA\npWZxK5FwY0ndiDISFOwa0QOPWw4OIRYOoFSV65ZImHJ/l0lRlhVb1oOMh1dHlz0vIOT6KaqGqYUi\nDu7sa/j+ZqAnYElWEemg3bBmkExBntONtRopGKj7zjAMAgF3R2O3z3QzyCBZ72t292MoGcbF6RxW\nCkJbCgZa2vzEy1fwobce7Np5AhbBMNwXxmK2QsnO6ysYgPYz5hVBtrKCRVFvUUkFD402A7YSiSb3\nVTM6sxCjPV0BwzRUMLxwZh4nLy/jA/cdNCW2mVwVGoCv/vslLK1W8FP3X1Mzx1llZoRgsGe1y1UZ\nf/fgKdx13Rb80o/cVPO95B4vrpbNse7Eal6/TwzsZAIhZ7pNkLmhkQcDYHkoxamMKtn8FMpS3bJM\nkmWMUmR5iOfMuIDeiNJzoHOs0hBdFAxeSxBJfJOIBq0530EgE9LXGVCb7Rk7IGqrDlKdwDmuaNQn\nGOydj8j5MYweZxTKIkIupmSN1CoEu0fiODu+gumlIq7dbRlu21QmPe4iwTKMLREBWPFVMqonNQRF\nwpXCLDQ0j+GKZQlMNActzCGYqKBQkTBVmMZseRZMNIcSk8FUoQQ1nIUWyWM8ewWKquqfiTCYKkzb\njsfFBTDRHC4uT2Kq0DjkF7kM2FjtMaJ7JqGyEt6y637wrHUMty4SRNVZEWRUBQWRIGeSDhVBRizs\nbiLrBN0JxFXBQJU1md3QHKar9NiJhnnXjg4EVUrB4MmvghAMdRQMABAJca7tDUWHB0MnpTpeQJcb\ndaNEAtDnl0bPZiN84+nLKFYkvOeNe/HYkcmOPR1sCoY63lc2T4QWPRgiIc5VdWbtm2rj7GYmj60S\nNPZyDcmMDwBgOVsxf187pdi9wjp0kdBrwPINgtuHDo/hmVdm8FcfuxexMG+WSATaVDDIci0ryzCM\n0QHALoHsixEPhvpMpyDWH1StQpJVaNBrsSKhALIlEUGjfpvIPc0seRc9GEiA3edoDUkHQ14mkIqg\n1DiWNmsNRhaGYkXSCRYzU6mXSIiiopv0MAxkRW9hGQ5yVPbEfh1KFRnFioRiRcIPTs3ibbfttL0u\nK7qEn5Ap2aLQkGCwuVyXRIoAqX1cQg5pHoHT7TwRDbbl2l9PwSDJSs14oEskSPDmFvRXBNkYY9Yx\n3/X6PXj5wmJd99lmJRJRKmggixgdlDdbQOnXx+fyHRMM3VQwyIrOHIcMsqiRwsIpzQxwbFOjSSsz\nqZljtVPMr+gdJHYOx8w5M5OrmgQDA+8KBnqcPXViGj/8hj11g8R8SUQi2dq8SAwetwxGbIazgqyP\n41r/HCuAbQd0Jl5RNRQrkk3+2Ig4KJa9Kxgqgv6MEiUaw+jrV6O1S7AFLCHjODIYADuGY/j349Po\nT4Tw7jfstX3ONOXjHQoGVTWPp2m6SZQbyPylaXpv+X3bkjXvyeSrYBhgKBm2EXilHnowSLIKjmVM\nQkVSauvyaZB5nc6oOtvmuqHs8GAAdOUMCSDpYJyWYZutTV3GjJt/g1mK2GTskGA2FuGtOd84jrMt\nsNNM1s3roFVYCgb7mtfIcLouweBYO8g1HUiEsJIXUChLruuOF4Jh1xadvHMSDE6VRM2xFSuJ0O6c\nSzYI0XAAxYrkWq/dF+MxvQQ8OfsETuWOez52+CZgFAD0HAA+8fJhIKj//R8uH9H/OASEh4C/PHHE\n/MwVAJ94+fG6x/vEy02+eD/5vmfsfx8BNIXDHUN32P5crEhgGcZGzIWJGrckQoNOCFuqM++b2maO\n+7SCwSKx7CUS9H2NhgNGYkZxLWugfZsqgmyLadxAxnE9BQMAREM85kq1qjAyJuNrZvJoPUtmzNop\nwSCpiDW29KiLuUwZoSCHd71+Dx47MtlxckWiPBjqkaD2Db9XBYP+vv54CAsrlRriSXDx2Wn0ffYx\n3dpvbmQ4OUMpD0nZ50bAupo81sPscgmirKJQlhAL87bJoj8RAsswZq/rZlBV3d3XLeNBs4uWyaMe\noDSaCLupYKBrHfsNR39St08GcqPSAEFU8OAzo/jhN+xpauBDoyLoLsVk0+zmhtpsAiGbfxLwExBD\nxmYKBkXVdJbb+M4Qz5n11aKkIBwMmPclxHN1S0Vo2fK//WAUd6RGzDINRdXlhgHOMlvMFkXs2Vr/\nd9ETb6EsUiaPbgqG5iUS+vtYZIutB3xOoytaClhDapBJTFYRC+sbGVeCQVTMLDDBe+/Zh/fes6/u\neTTyEyAmjzTiEav7xtbBKBZXyg2zAvQ1H5+rdYxuFRWHgqETkOsc5PVx3WiD6CSWeI7xrGAA9MCj\nGwQDqcfbMRwz781yroKlbBWhIGcoalpTMBBX8yePTeP9b6o1ZJIVFX/8xaO468Zt+On7r/F8rmTT\nu7U/ijNYsZk8BgNczZjptESC7oYA6IEw2RDEjDrdemOVJk2bKRjIQk+XHcUjPDL5Rlk0/bfTG/iK\noD+vH/vAzfi9z71oCyYITFM+YvJoBFmEnCfze7GORJgeg9OL7gTDSr6K/njINE0E9Cxj2ewi0d0g\nWdM0fOIrJxAMsPjtj9xuO8/mJRLW5oAQ3o88P4FvPH0ZWweiNd0VyoLeNYjuhhTiOZQq+r1yUzDQ\nc7676WHtmuq1SxOZY+I0wVBHweCcmyXTX6BzgiHs9GBo2K7YXV1SWyKh//9QMmwQDO5xQjO1CmCp\n8JxtGG0mj24EA11CIbVJMBjkXTSkEww2BYOhiEnGQkBAwJn8SfSH+nD7FmvcaWbnCft350oijp6b\nx96tCZSqMpZzFbz99l04ll5CoSziHXfsAsMwOHV5GQurZbzl1p1QVA3PnZ7F9qEYbj4wVHOuL51f\nRLZYxf137Kpp90jjqRPTCAcDuOembba/X5rO4vIoj8VDCkYS1t8LZRHxKG+bK4nqhXQrioQCJunQ\nypzdTE5Ot5YNcHo5ougYYzYFAymLrsroi7sRDNb9yxbF5gSDqWBoQDCEAxAltYbEIudHSiTWjGDg\nWLAsgwDHdlQiAXSmkMqXRfRFgx2RHQSkpa5JuJqKLntip50uEuQe98dDRndBxVYS7qZSA/RnW1as\nzmOyY+5u5Rzczt9JMEwvWzFBviSZCdr1xpoTDGST1yibQDamZNCRG8FxDEI8h91b4picL4A43jaC\nczGmEQkFkC/pGb0ak8eGJRLd82AQqcwTkXdyLIO926xZnM5aO3F2YgVPnphGMMjix996yPP3lqt6\nbZxpIOWWqWny0JPfH3FkORiG0aWBdT0YrCC9UJFswYwp3xJ1gsE0LwtxdR2siVnkQCKE1YKAbz4z\nip9/9/UArFpRmmDINekkYe/TLdXUN9OoVyJhGtRRWaZ2NrrOEgkyjkVZrQnyFKpEIsSzECTWdYxW\nBRkRl9/SCIEGJJfT5BHQM2+ZvIDhvjBG+sNYWCkbJlTu30sH8BPz+ZbOzQ10jXin3iUkUCcEg6cu\nEpRcrynB4DDl9CohbYRZimAg9fzL2SqWchWM9EXAsQzmVryRtOQ33XPjdrx4bh7fP3YF73r9nprn\noViRkC9LmFv2dlwCshHfMqBnMa3Wf+4KKlpu2w6IgmHbYBTzK2XkiqI5J/XFQyhV5RoHagKybiVj\nwaZGfSTAJqo4QN8wTi+V6mZNTcklNX4rgoxoiDMDG7d1wJS0O0wenTXMxTpzMj3nuRk9qqqG1YKI\nAzuSCPKsWaJFgjtynt3E2GweY7N5JCk1gqnoqrPu97kQDKQsYnxOn1fmMmXkioLNcb8syIiGAraN\nkl4iUatCIPMBHWC7zQluXSQsgqHxnEATDBzLgGFqDSWdkmBniUQnXjZVitin0dDksQ754yyvI+c3\n1BfGpelcXaWjFwXD9qEYOJap8Rdo2qZSsb/eTos8ch/Ic+nmwdAXDyKwdQqKpuCde9+Kt+6613zP\n40cn8a3D4/idn74d+7dbhN75yVU8N/UKbti9D4ulCuamFvDO996DY0+dQBwaPnStfozV9DlMT83j\nne9+I0RJwdNTL+Hg0E588JraNjDViYt48tw07nzrnTiwo5Y8JPjew09j+9YEPniNvdPCK1jCxaOv\nYmwub2u5WqxIpjKUgMxBpPQtYlMwtEcwuG1my5SCgWEY8DxrjX0XBQNRBJcF2bXbBk0E5koidgzH\nGp6fqWBoWCJh/W66y40oKWBgzVNr6cEAwIgP20h40Rl4j5+fXiwiVxLNcaNqGoplCcPbwzoxxHg3\nlXc9J8c8UY8EpceQV08Uohoje4dSVbITDGYbY/v9IzFfJBSAKIlWiQSlZnVbM4oVCU+fmMZ/uHtv\nzbxHX3uncSjpILFnaxxTC0UUK1LTNshrgTU3eexzmDxmclWcurxse0/O0TeZGGSQgXNwZxKyomFq\noXmm03Jcrv2p0ZCeZVVUFYLxwMciPBg0MXlsUHfTKuwKBv3aKKpmm7SD1KbSCTIxTbSY9SUBFW34\noisSrAeg2aRHFgtnlgPQfRjyJcnVKJJm34qODTztQEz/f5i3PBicGzZimvbOO3dj10gch0/PYX5F\nb9Enm2OHsUokmngh0MRKvkQrGGp/Zz0G1mkAFAxwUFTNHMte4dyw0h4MTgbdVDAYm5cQX9vyE9CN\nlpwKhmaoZ5xDmFo3YygAOLSrz8xoNBpP9GvzmXLHmxXa5b5TBYM5Pnm2OcHgViLRgoKhW3XsNMFA\n2qpOzBcgiApG+sNIxHiIkmqO7WJFwuVp9x7lZKMSj/K4+4atKFVlzLooyMimqFEHHjeYJRIGwUAC\nH1Fyd0XvWMFgEAwHjUA7VxJMsoBsUOuRQkQtNZgINX2eF1d18pr8LsB6LtwMowDr/tO/rWo8r3yD\ndcBUgQXtRleEdDQJhorsOifTZYQzLgRDtihA1TQMJkO260+XlnS6Hh5PL+LExSXzv184M68fV6rd\nyNfLaruVSFy3px+/9eHb8CcfvRvvv3cfAP1ZoFGuyjWbzCDPmRJ6exeJWjLenWAwyASj5A+gPBia\nbP5NgiGsb56CAc5SAFAlo/T/k+CVLrlq1bWfoLnJo5uSjaxH9s8wDGObB8lvH0qSctkmCoYGBAMf\nYLF9KIrppZLNvJm+vo08GPTX25tz6RIJ5/eYJTcRBoEtUwixYbxx+122zxPS/ctPpG33iW7bHQlb\nWfdcSbRtGkz1JB0L1JHrW0aP9eNEfS13V/sSAmR81iL/ZUVFqSrbnjXAGjOmgiHIUb453VMwmMas\nIauU2FkmRI8dci3rzb20gsGLzJxcc2dbVhpOM3kCwZD0k2vVew8GOzEbCtZ2a/MC+rn3WoL1wPcv\n4u8ePGXzA1JUDcmortIO8VxHCgbJEQfX2yfQ3i9u6zvplvX0KzPWsY3YliR9nMoBNxKZPieSfHXr\n8OY2po+cmcdDh8dx0rEndr7fOYZnlksIBTkcMJ7TjWL0uOYEQ4DTjRqJkd8/fy+NTz542mQ7VU1D\nwZDuitRCCQABow7zkFGfPTrjHhDTaLRIRai6MEFSEDTayoRD3JqZPJr1/TxnsmQAbP9uVCJBHsyJ\n+XzT7ggEqqbpWexQgNog17bxajaBmASDy2a1UWswerItVCiCwegiAdS6bYeCXN3rQEzTkjEed12n\n92ImMmgyIQY4q11kSwoGyoPBVcHQrItEjXdCawuJs6bf5sFgfCdZOBUHwRAO1o5j1Whx066CwSnr\ncp4fAdlIHdzRZ42xBs8LucaREAcNtRuAVkErGDr1YKAzFc2IIqd7Nc+xTdlyN9O4TjG7XEIsHEAy\nymMwGQYD4OJ0FoCe0SXSTJKR/9bhcfzZA8drygcAuxSUBNOu7HvZ3hXGK7IFQVdwxe1y0Xq1spbc\ntr1rRX4jyeTlinqJBN/k9wF6iQTHMpQ7fP05lxAMdP/2uPG5ekoCcv/JHKlpGiqCYlOb1SuVAyx5\nMueoQyUkkapprsSMKOtmvYPJkGsniRWjrGMoGba1eKYDrnbvB8GXv38Rn3n4DOYyJUiyipfOL+jn\nJlkqiWadBa7bM4DtQ1HcsM/KsjIMg+v3DmDncAz7jABs0kkwCDKiIcdGiSKP3dpU0nO+K/lPfC1Q\na6LcLLgnnTlIRx6a2DRLRh0mj2496tuVMZub3BqTx8ZePPp51Sp/6PMnmU9CMNRVMHjoIgEAu7bE\nIUiKrUOK1y4SQPtzrkKVSDi/p1TVS1Dn1ItgeAmp6OsQ4uwZRTJ+xucK+MGpWfPvhKCNhDjz2Jl8\nFbKimjEMQJdLWuOzXjbdSyeJems5oEvEBxIhjM3lTYKSbHKcJt8kSURi+rDRppL+bV5AP1NuJD2t\nYCDnTe6BZPhQcZQZLl0i4Qaa/Mh7MMqTpMbXHLDIJ+ecK8l6+V+ojgK223AmWml1Viug74NXUiBb\nFCArmrnpJf9P1tAgZabbDuoqGBxjRqY2/W7zV66kd8uiE96irCJItT92buxNsll0/p0oGNwNep3/\nJiCEvRtBQM8vFeo8ZEXFfKaMncMxM4m6UVpVrnmJBKBnFwplXRp/fnIVGvQJtD8eQqkiWcGEw7CF\nMxUMOsFweSaHH2ryXU45IQ2aXRQk1VxMdWm++ySkGl0fADvBUK7KOHFxCW+4cWtL9Xx0dpx27u6P\n0QSD3YWZBhnIFUHBwkrZdCxvhKqgQIP++y33XaUm6PFcIhGqnWBJ1m50Noeb9ttrAp0KBtqgLBy0\nZ7vp14h81blhs+SkQbOu3DLiskokzIevyeJBt7MplEUzyHNXMLgvEM5Jj84+hltQLjk3rLQHA3k+\noqEAckVKhqXodZ0Mw9gM7QArcHS2Fm0GnnO/9vUyisN9ETAMkNrTb2a76Wv04rl57BiKYc/WhO21\na3f149RoBhNzeVy/d6Clc6RhM3nsUMHgLJHQj6mBc7mPpGyLjNUAxzattaOlzN0gLSVZwWK2gmt2\n9hnZQwb9RvkQAJuTfqEiYbg/gitLRWiaPg8P9YUdx7M2NLzqbmoKUAqGFn9DtiSiL27VY5KxIMgq\n+nugYFjJC2AZBnuMMrRsUUSpKiEWDlCbNfd7ViiLSETtdfEhuAeYC6u6isquYNDPvZ6PhznvCaTb\ngL65jgQD4Fi981FDgsHZptKlzVuhItXUF0uy3uZr22AUp0czxu+0BvhKQZ9HBpNhW0mEW4eEdlEV\nFSiqhq8+eQn33bLDFswRTx5Jrt040Bjpj+D//a9vqPsd+4x7ThOYRKHgVDDQ2UWiouBYxmo/2UTB\nQG9yrZI/omBoPCcVq1aJBEA26Maa5iyRcJbDOIiPVtYb83zrkOqNugkRQ063Gn+aYCBzB/GMKtQJ\nhiVZBTswj69f+iZ0W1p3rCSL4Pfn8ZX0jKnWms2XwO/XE1AL0SC+fP6y7TNz0WXw+/XvffTKHJIr\nrV+kyWoB/P4CFuJR8PvLeD57BaPndTIxO7AAbgBICyvQVAaHwq+r+bxoru2szTuKVjCQMTmX0eeS\nZKw28SRKlh+TWxIE0M1+GQY4cnYeAY7Fm2/Zjp2GfwVBM8XIge1JHL+4hNWCgC1bLHI64ZBiuykY\nIm2UtdkUDC4bUDezajJuZVnvKkCXPJlZaMF97qVNar1s0Iisv5HJY6QOqaF36mGNOG0NSiQc9zbI\ncxCl2mRCM9CEulcFA1nrciURg8kwVWao349ggO1IwWCWIxv7pHrlvNamP+C6/pLnzum3E6AUDM6y\nyGYKhrCpYKjtIuE2h5LjuBEMdBxLr40LqxUoqoadwzEkjSSNF4JsLbAuBAPxGjgznjEveLZgZ7cA\n6+Ypjjr04b4wkrEgRmeb12o3YsFNBUNVhigpZoAbDnJ1WXWhTkB15Ow8Hvj+RcSjPG49NNz0vJzH\nCwU5GztN14iZPglurbBs5nh5TwQDmeSjYcqDQVZrAsRmdaL0QujEnakt+Pdj0zh6bqGWYKAmctoc\nKUy1M3I+7OFgoCaLRR8DgD3wd2Z7OAbxKA+WYZouHnQ9WL4smQuYG8FgyRTrEQz660FzY9raZreG\nnaWIComaMAG7U20gwIBnWAiiYjOsI1lGt3vWCPVYYcnxbBK85417cf/dezEQCVAbRyMwFxV8/pFz\nuOXgEH79x/XAi4y11J4BnBrNYGyuMx8Gm8nj/2XvzYNtu+7ywG/PZ7zzfe++QU+jdSVZsycsz8E2\nNoVpMwUwBNPBNEVCIEDKHZJOd6WddNLdabroFCmDCXRDGkLHYMcYA7IB20K2ZVmyLFnD1fjmO49n\n3Pvsof9Y67f2Wmuvfc6+9z3Z6ur8qlR69wz77GENv+H7vt8VIhioEul7tnDqozgxOnOjOFWSLa5b\nQeRR02C4UmNqx8AJiUM6P11TEgzk0NBmT90lTNo4MgRRh9zL1h0eHsGQpCk6vQhLczMFuhGJPOpW\nvwoUidl2gLk2C0b2eyH6wxgzrUByTszPoTMY4dhMvRIiaWNvgJrvqB0NatQFqXjuaZq3ZaM1ciAS\ngrnzZNoHhpEaYBDaTxd5ZL89wnEtdzeKU7TqHk4tNvH4C9u4tNnDLdfm+xElKuemAlFlYS18JQTD\nFYzdLMtEEPHNF3eEjsfJhSYub/VEgK4n8A5rM60AMy1f0XkR+6GWdJWTx2GUwOadp4wUCcMcj7TE\n4TTy5zSK07FCXLIGA6AFTxq/XG/LFk0IzB57bgu//7ln8Ss//hql1ZlsZSKPOd2hmIAjZ9xkniMn\nGDiCgScDOmXJtmQI/4Yn8OXVyePKXQSe61/Cc331NQDoA/jy6kvqFxqAy4FFTx5cAo643biLwDb/\n/0vhJby0yt/gDS0GGZBsXgN/sVH4Lo2P/+rN1+GPvvAiPv3gWXzgXTeLeVQPHNQjNiaJ8ikjW+Vi\nA+2tZYKDvufgB992I/7sofO4/+EL+OzDF/BPf0LVY5iUYLj+JEswvHj5AMs3LuYtKgsIBtJgiPh1\nuPmafRiKxIRqbz+MBXoTYNdO50TQdtkatUkIhnyc7VVBMIh9cQyCoWSvikYJGjUvpwi8zC1+9Wcb\neA6iCWuQbomkt8OOWTzn/W6IcJTgGEftJWkq7jchWqiDINF9As8R7x3FCsW8Ejovzbd64Bp/TyDT\ntcSxjNyUYxe5i9CwpMDY0H1zaW02+YV0DqY1URV5zN8nSuOpxVaO0v7/N4KB3YQHn1gTr4nBJ90Y\nPUikqoVlWbjp1DQefXYTOwfDsd0T8gqwoRImwZfCKEFzii2UNd/B5p45uyc7FXLWih7ooGTxKjOZ\nHiAnFWTlccdmCrnjhKQABrW77/YTE39ThpY5NmuJGY0SRdgpHCUT4ZUUrJrg9jednsbcVIBHn93E\nT3yXehx5ge8MInEffS8Xecwne84tzlWoVedG3uh8zfGXRT5ty2LcswnZUl2DgcaJKaCUKSay6Ymt\ncfzpcaY7k2oXiWKCISVlapvpBaS8lzQlQmiDrxlQJ+OsTNxL73JBVg9cnFlsY3OzU6hM98MYGYCe\ntFjTeycXGmg3PJy9mgmGCW0iJ5lMkfDGwNSBomPjOTaSNBu7kctVgauh60KVcxmavzBdExoLizM1\nQRM66LEEHyUfTO2D5bEs2vIZrr8nIRiq9BGn38/A1jtfSkQJZWiTyOMRnFWyOEmx1wnxqmtm0G4w\nvZ29DkswnJI6bpgrtCzQbDe8UieGLM0ybO4OsDTfUO4DtSUjWpdspr1loMGA/RINkKFWcXb0qrac\nYDA9Yx64C1X+zS5ukRBEO/s5RWKLU0wGYaw4XGGUIE0z0VLyMEZzZIEnwrYPQlx7vI1rjrVYgoGS\nTkk6tqtAFbtuaQqPPb+FvW6ImVaQ74cGDQa6rnDEEoqkCg6o+8SkvdlEqxyN0tKKc3cwgu/a4hw8\n1xbzSxeu1sfiJHG85y7uYWt/iEtb3dIEQ5nIIzsXc9J03LPxXFvcZ0p6UEGgTPC723gBlpPgvdd9\nJ96w9FrjZwDme/2r//AIbr9+Dj/+biZw+JePXsBnH74IAFiYDvCPfuRe5Tv/x8e/gcscFfDj7765\nUASpYn/6lbN44BureNdrT+OzX7uI97zhDN5+9ykkWYp/+psP4YaTbbzh1hP4/a9eQLxcPj6+6/Vn\n8MkHXhKoGgXBELDnQAkGowbDKFG6bZXZe7/jWrzrddfg459/Afc/fAFb+wNzgqHkGQodBp6ckws7\nshESWBa6y4t51QPpiRoMYawkNzzXUYRQdZ9/EkViyDvJZBlwUEWDQfgFYzQYSpIakYTO8yfQFXYO\nhrj/4Qv4gbfdYKQMVjFTggEYvwaVHYPMVID89595GufXu/jff+5NsCwLvSHz9YA8aUMxHqFxfM85\ntF+snJfQfiFEF9EDNTqvCPodo09Ge628RkejBPUgyBEMUmBvWt/FORV880z5v/wZ2Wjujyv0AGqi\ng7pKnVpoSi1iXxmtKicmGJaXly0A/w7AXQCGAD60srLyovT+6wD8b/zPNQA/vrKyMjZ9QgPr8Re2\nxWuUYNiXbmykUSTkBePGU1N49NlNPH9pH68fl2CogGBgFIkEgc8+U+McHZPStzyQ5OowZZTCCUG5\nbnqbSjJZeVxXyJVNdiCqBmV0rrT4+S7jQFHVYqrpYXMvmRiIi43QALe3LQuvv/U4/vyh83j8hR2c\nPJH3qB6EI1hg3FSiygCEYCgReZQWQeqFTtaRqj2epwbyAv1CAbo3GY4lT+SDfoS5KfYszAiGnGIi\nG/2dJxiO1o6njGpBKu6AuoglkvMp30tyRgS/85AIhjJxr3EJPDI9wSAW8lCdS/TZ609M4fEXtnHQ\nixRIaFWLk1St4iWHu+e60UYSSAiGsgRDrHU+kBWN6RnsdkLMtPI2tHKQqmfCj2I59z+H5s9La+TC\ndA3r/DOdQSTQC4B5Y5MTLJRgMDkXhPpKUxL+nOy40Lo/0wqUinF+z4vHOEpPdbLdTogMwPxUS7JG\nswAAIABJREFUwPSAGh5Wd/qMMlbzxlIkOlIicxKCYb8bIYpTUckhI4fYBNGU11uBYBB87PEJBhnp\nBeTrRI5gyI+t/3aWZYhi9rzkBINsMkVCphaSw2XbFtI0w9BANahi9LxPL7Zw782LuP/hC7jvjiVs\n7LCxKVf+J3HyJ9m1S2089vwWzq51cPdNgXD+mzpFQlq3wihB4Nnw3by1tfy8TMg0eQ0SnafkhEwJ\nCgpgybqmFDz5br7/x9qepouayZVF0zytogNRhmAAiPZlCpjNXV/oHEc9FcHguzbaDc/YLjdOYwym\nngMSB3/rmrei4dULnyFbqGdo2tNYX7Ow2GCJAi/ZQxayuTfq++J1sjRsIOM+eC2bKrxfxbx4G1m4\nj/n6PLJwB17SwmJjHt3BCFnYwLQ3h9lgFsBF43oy4nuF69iYbQfY2mdjPUcZOmIu5QgGs/i3WKPH\nJBgA9uxojhdonWM6rgGMXmQhF3qkvaKlJxi04kXddwQC62qJPFJ73GMS3c/nHZvSLCtBMBBFohzB\n0Kx5SNKsUgW4isijHGPI5x5J6LygxLcn+6tHL+H+hy/gtutmceeN1dHRsok4SKBx8722coKhBBEg\n285BiINeJNo5ypSCfa2I3BYIBranHTU5TQlLHeVb7CKRwnUseHyOJEkKW/JR8nVRRb96ro0mpzb2\nJOShfP36Wkr3iuaCuU3lGATDmEIPoFIkqCX5qcWmOOYrBcFQZad+P4BgZWXlPgC/AuBXtfd/E8BP\nrqysvBXAnwO4dtIBKWhIs0xkUKmC1pE2m4LIo9Q27MaTuQ7DOIvHBEA0+buDEZI0UygSgJlLLFcY\nMxRFuQ7be5qgUTXPUZIKcrIBgKIirXxfcsTPrXcrCdrpTmvgMxVXul7Kkk+6FnkjNNkbbj0OAHiI\ni3WR9YaxQJ0oXSRkDQbNCap5Y9pUDpjwWs134DmUmc0rXkAueha4xWxpmmaKsrqcBOj0c4SFMcHg\nmjsk6FlVvdNDVdMTZDIPmxY4GYZF1XrPsQt0E6AIua5qpRSJCbBKIN/M6L7SOcjnFUoOEglSrRo6\nFVQx3YEYJ8RXxWTnbVJgqQdA+n27sNHFL//6g/iiJOo1GrNRHcXWDd0LiJs82w7guTlsv9MbiYQE\n/W26JoBt3KKLiUmgSHImqoo27XXyBAPxUaNRUoqMAfL15igUCRJ4JHj2dDMQm3mz5o59vvS5dsOX\ntDjM17khUCRqYERBY89AkZDXkIFIMPD5StQHw/oFFEX5CO1ngmbqCQa5Fe6J+QaaNRdfeWpdOC4A\no0j4HhO7kiuBFJzT+DoqAieSaEg/+PYb8ffefzvecc8pSQfh6iYYgFzosV9KkciTwsNRgsB3lUBf\n3h/HCTDL569Xx8qsOxip1VlOMciyrLDm5knMIh1mHM93XAFBRhXqVtZJxxTUmb5Dc9t3HbQbPjoG\nNM+jG48jc4dw968dm1wAWAFmaa6Bzf2B2McVAU7DWiS/dlT+e1wQeWR/U9KtEbjwXHUeKufA4dcA\nmz973Qgjiapakyr/ourbUCv27DhJTpEYE+yS0ZyaJEytWz1wcWKhibNrHSRpJgo7BQ0GbczI13E4\nDQZprhgoqEmaKVpSMrrQtE7kaAIzJWcQxqjxQl+VAK2SyKPhuql6Ts8q8MZ3dCA/6Er0mcoQDIcZ\n+7ReURxmmlcUnNN4lQNlKiYIDQY+lstoxlWtgBYuo0iMWBK9rIhAz4juCdH2GEWCukjICAZ1fVfp\nI7z455dTJMatzRMRDFqCoVlzMd30BUXi/0tdJN4MljjAysrKQwAEVm15eflmMAraLy0vL38ewNzK\nyspzkw4oL5JvveskAJmfk98Yehix1qYSYNlUx7bwwqXxVftxCAaa/OTk5gkGHpgZFkN9IaABQQ/8\nsBVqqlj6PMvru8zJ1hdtr0QIhV676fQ04iQVcJlxRiI3DakqFkpKxJQAmjThhWBgSTX8zPEWjs81\n8I3nt8TETFLWWWJ+ugbbstDlXSQ814ZtW6UaDIHvCHVqfWHoDkZoNRifTSitaxN6HILhX/7e1/Cx\nTz8l/pYdtEGYiMDJKPI4abPWkQeHTECZEALEwy7yvDJJENUyJsry1qKH1WAwi3tVUfoW6AlCpYTl\nznbg5crZR3X86BqPmtTRTU6AjQuw6XVPe1bsdTZmKcCVxTcVRfOrkGDY2O3Dgp5gYP9e5IEgrS+d\nfoQNCcFgahknazDk47h4nnLgWjXQpJax0xzRQXDRcQJarmPDd+2jJRj4fSdEh8xpbta9XDDPsPZR\nINRuSJ8rGQciyTOjBkdlbcsATd9HTzAoCAZT4lulSIigMy0GnXqCIQ/4WDX1g++5BdEoxUf/8zeF\n+O/2/hDzUzVYlqVQC6mSssiRGkfVYcir2g5cx8ZrbznGWu0aEwxHgwmTXaclGES7u5q5iwQhGGoe\no0jRfFA1GMr3ZsDM7y1LwlH3JSXBIMHOZV0h+f8qRSIDrAT9aIgoGSn/9aMhey8MC+/Rf8NRCNdN\nkSIpvOe4GaKU/x1H4vVRMoLrZcbjOU6KOB0hjCOEcQTXTRFnMZoNC1E8Qmcgn2eEvzz/RSAD6gev\nKnmKqtUDF1mW78N0L+qBY+4iIeveHDXBkGgJhpHqCzZqboGqJJuM+KCE505nKKEMnULSy6TNNZIQ\nDOMoEuJ7krC3bFX28uuX2hhGCS5tdPKEq6bB4Dq24q80AveKRR71RK5ICioaDLkYugl9PJEiEbHO\natNNH93+aGKxrorIo4kiIUSjBYJhPEWC0CtXI8EgqLb+4RMMwt/k6+Q4LSDyI+S9RlAkaNxIFAng\n8MVZskggGHI6GWAqhrH55jhF5Kh87kTxTNIMGT8eodu68nPUxqQuDgmw/di2LLEPT0YwEEWimAST\nf49iuCzLsHMwxMJMnSHdXbZmvFIQDFWijCkAMkwgXl5etldWVlIACwDeCODvAXgRwKeXl5e/trKy\n8vmxB+QDywJwz6sW8J/+2hWDT74xOoLBkRYM33Nw5ngb59c7XJHVvLCOq7AS53K3qyUYgmJgRqY7\nUPSZngE2WcXkNpWWZWFpvoFolBagQrLIk2x0j26+ZgZPvrSDl1YPRIWmzPqaQ+V7Dg76IzG424dE\nMJR1JLAsC2+49Rg+9eBZPPTkGm4/MyO+06y5aNVddAYj2FZ+70WbypHqkAW+Ay80d9Po9keY5TSG\nfPM0J6c8V22Jk2UZzq11lddo451qeDjoj7C5P4TPEyC60e/p1JhxXSQOY6Z2SwSTFkq1QdH59CTn\nXFV6p2d2OCe9TNxrXJcWslKKhEw3khwk03kfxuj4U00fW/vDK+8iITkSbolzRqYLnenUEtqUy6qf\nV4Misb47wOxUoARiS3MNWBZwksNjKcnbGYyUBIORIiGN5dQQsJJ1j4Bg6Gh8zIC3rJpUHaoH7lVJ\nMMjdeho1V0oclFMk2g1fVAjKkCwbBhQJnTdgdrRVioQ6VyZSJCShXEDioYqq8bgEg7pWvfaWY3jH\nvafw149ewq99/HFc2uqhN4xx543zyrmwNpXsWMfnGnjyxW1jUr6KCUqZ5qyLtYMoEldBg0EXeixF\nMEjrEEGJHdtCwilAkzQYZLFgkwZD2RpCCe2mhmCg39GDBd2hHsYhgju/CLs2wG+c/SxwVvuBWaD+\nOuAT+5/FJ75gPAXgNOCdBn7xC/cX37uJ/e8Xv/Cn6ut3ALsAfvELnyx+5wRQPwH80hc/qx57Aagv\nAP/4y58tfmf/BAKM92XI8mR6zPSaRuRneNjaHyJJU6W7hZLUPXKCga0RFETSmihTbvQWorJFcSrG\nNyWAt/aHigZDqi1DsgaD3EUiFyKevK+XVa/jMb4y2Q2npvHgN9fwR3/9vGi1qxfD2Lk76A7IP3Fh\n20zM8DC0tnEUCX1dBPQOW2MQDIY1irVuT1D3HUw1fUHfLdMoYb8zGcFgokjIaC32f0esKU+d3cXv\nf+5ZfPhH78HcVA1xkoq95Eo6TegtSIMS5O04o2fQrLk46EVj9yGiPXUVigQlGCJYVk4XDMiHPuL1\nUXK3iOgqFsN8N6e5JtoeT/Muy9jcpPd91xEJhn6JBgOdPz1vGQ3kOlZeLK+IYOgNRgXKiAnB0BvG\nGMUpZqXE43TLn9gp71tlVRIMB4CyylNyAWDohedXVlaeBYDl5eU/B0M4fH7cAa89xfj4y9fO4oZr\n57EwU8fW3gCLi20MpYfmeg4WF9sisbB0rC36iAPA8nVzeGn1ACPLxqlF80bU4Hyx2ek6FrXPnOQw\n1T5/qNNTNSwutjHHF/taIyh8x7/Aci2szUuCepN9hhxqh59zVbM5pH/p+BQWF9v4Hz70RqRZhkWt\nG0Sj5qE3jIvH5gPwDXecxCe++CJWdwcTf594R0vH2lhcbKNZ97C63YPLs8xLPAhxJ10L/+2TS1NY\n1Foekb37vuvxqQfP4usrG3jHa65BwuFeczN1bB2E2OsMUQtcNOoeFhfb6HGYp+2w37b4sz9xfAqu\nzxbaoOaJ84qTFP0wxo1TM1hcbGOXP1PXd9m1bbDfm55iz7/V8BEnKebmW4JqkHIOMh1T3IeFJg7O\n7wktANO9YBocQAZLed8R93gKi3MNzM6wCl+j5DilxrOSx47lYkwBdzzoN47Nt8R9mZpmv9NqBpjn\nVcWgnv+m47FrO77YPtx5gG+IFpTvXeAc6RnD/ALYZ49xMS2PPxPvpR0A7NnNzjXZhsCdv5MnpnFp\nt/icTdbtR/jKN1fx9tdco1QrLu9yvvg0E6SbdJxJ5vJ7dmyhje0uR/+0aoVjMu2BTIxlAGjzhb89\nXcfiYgvBS7sAAMux8zGcZgJ6Lb9+FAu5YOOdNy0ox1lcbON//vtvwaljLeZAZew3+1ECh29Gvueg\nHyWF33e5835ssS0CSHqWssnJ10azuHaaLOPP/dQSW/8aNRdxnKLR4giDqeJ9Bhjv17geTrAed3Bv\num4ei4ttsdYBwNJCS2hMmOZpZm+Ic7U5faDsOvd5MuLWmxYxP50nGdr83wlQ+N6F7TzRM0rYeuT4\nNF9bbD1r+IiTTKxfZEnKHKsTS4w6aPExS2u4JyGWRmmm/HbCn0G7lV/Lz/3te3B2rYOnz+2iHjj4\n4XfdjO9/+01o1DykfM/KLEskYhZ5IsWvH3J940br9syUuo4szLF90OdzOI5TZX4d1W4+M4evPrUG\nJ/BgiT24bfxtGqNTrQCkCTY90xDrApDvV7LJwSHtR7ITXTZ2+uKeNgzrSAOWbcGymM9gWZZ4fo7L\nzmHLfR62N0Daa+O6Y8cwpwVJz5zbRW8wwomFJk4umLtOPcH1se64sahN8PTZHQyjBPfcvKi8/sgz\nG2g1PCyfKbYXfuHiPva6Ie66eRHPnN1Bmma486YFXNzoYn2nj1uum1M0MFzHw5e/OY3GQrVnPcMT\nhmxdbgm/YZaLkk5NNxSESswT91mW37fDmsMDmpN8ztk2W7sdjqo9ttDC4gJbX3y/eB1xkmG2zV6/\njvvEYQLEfC6fPDGtJKF818aZ0zNCu+cY3ye9wIXD117y6cYZzTXHU9dwWn/K9nIAeN/bbsJXnlrH\nX33tgkhiXnfNbCGx0ah7Iri85hTrENSse4iStPK9Duq5r6/vi9t8fZ2fKc6RVruGOMlQN+z7ge8o\nvh5Zf8jEhqfaNSwtNoGnN2B7xT1ONsed7EvVOe05yfL1PrZoPWF725Q0t5+5eBYbuwO8tNHD8o2L\nuLjREXuSO+F8xpplwZbWjFmOrKsbYpwye5HT0adbAVa3+4Xxw5Aj7Fwzm/nDmZTUO+hHWFxsoz+M\nMd0KcJz7tFN87jbb5r1+ktVqzJ+c5+vl/BbzN33t+cdJhumWhyYvKkxN15U4S9ZjaLXrgm7VbPo4\neWJGiFHSMdf2VSFFWnsAoM7jxNnZBkt8WPx+WGwMhlFi9PUoSZkBCBoBZqS125eSacMowdxcE70N\nppV04lhLHGthpoHV7a3ct/42WpUEw4MAvgfAx5eXl78DwBPSey8CaC0vL9/AhR/fAuC3Jh2w6dm4\n5cwM/tY9p7C52UG77uHcWgcXL+1hazfvM7R/MMTmZgd9vlDt7fYxkNQxHa5Peml1H03XLA6yvcP5\nS8MRNjc7ynshh7xu8AAojVNsbnaQ8Wzf2sYBFloq/Gtzmz3QaS6EuLZ+gOnAERUtOueqtnfAFvV+\nd4jNTdYtwgEKx7DAqjj6613+u7N1Rq94+qWdib+/ye/JiN8TC2zybfDg3+X3dW9//LXs8mpgvxdi\nE8WKHwD4/PWtPXasixyWamdAw3dwkUPR5to1bG52MOiyY+7uD7C52cHefn5/+vy9Pf4ekCNeAtfC\n5mYHXS5GdsCfAz3/cBjxa2Xnc3l1DzXfFciTgTQ+9jiMXVFsdu3Se+G7Drr9SHm/Q5SfgwGsJEHE\nf2dru3eo8TEYjuA5lvIdx7YwDGMc8GtNeKeN/YMB1vnn4lGMhDsn65sdbC6wZMMWvx+RYT5MMvpd\n+XtbfD6EhuMt8i4SQ17p2NnrY3Ozgw2J233h0h5adQ8H/H51D/riXm1OuFeffOBFfOrBs1jf7OLd\nrz8jXl/dYA5eg9plSePlKCbGYC9EFNJz7GJzU61OC2cwzcTvxfzZbGx04CPDzi679oMOG59M8CnB\nTCtA1AknzrlJRuJ8sy2/cJyFloewH2Kzz+51q+Fhd3+Ig06IqaaPeuBi17B+HfB53usMRYbdtM7t\nS62f1jY6mK1P3l6299jaGw7Y/HFsC50wxoa4f8U1D2DzcWNw+DF8eYN93orZcX0pSE/jXIdma6c4\n9tb439konjifL6wdsLae4Qibm6rAl21Z2O8U79/GlrR+8PVkc1tdqzPubK6u7iviXN1+hMDL1yja\nj2hd2pcoOdu76nxY4/Mx4fsf2d9//+14ZGUTb3j1cUw1fPQ6Q/Q6Qwz4te/sDbDXDeG5ttAPWt/o\nYHNuPGfeZOJ5R+r6Mgrz+7y2vs+c7Sy7ojkCACf4OT7y5Co2+Bo20tawcMjuoRgzWQai2V5eO8Du\nvqxdEhbOaSBVu7Z3elhfP1BgtBtbXWxOFSukFy7tAQAcK7/OlFc919YPMBiy1slbW+y8DzjFs9sL\nsb6xj0vZ48gyG+HKa/Hm6+7Gm25TO0v9d196CLtbPdwycw1++DYzBeHnP/sAppo+fvp9byi89z89\n8ghevHyAn37/O8QaHycpvvypz+PEdbP46ffcU/jOR5/7Jr767AY+8F1vxv/4hYfh2BZ++nvvw2cO\nzuHjz76Ad9x5J+6S2nunWYYHPvHX1Z81nxeX1w7gIRN+Een/XFrdxwwP5KizUrPmojeMj7zm9nmQ\nG/ZJP4yNgTXpmXW4f3dgmO9hFMMC8/UCHgecvbSHg17IOpnxz5OoZrvhi2cOsP0IYPsT+UG97hCb\nm+ODCpMfBeR7+STf4B98/x34N3/4GM6vdRD4Dvb3+oXPeDz54NgW9nd7vB2jXfCTxtmudNxuT/3e\nKrWZTfM1K+Fz5OIqB1wbxk7dd3DQLZ4DacA5FhDwPeHsxV1M18rRCfvc/+p2y8cPIf72pP1yje/R\nacL3tox80n2c5XP/iec28Zqb5vHUc5viWOQ/HcX6gxFcN18zhF+y2cXmTLlIvmwylQ5g/qZ8PnKH\nhcvrHWxudrDOf89zbex1Q6yvH2C3w+h2+tq2vtFBwzHHceNsh4+TIfchysZ3GCWwYeV+8UYHTpoX\ntLel2PPS2r7QD8gSNsYagYO9Tr7Oy/s1wMYkxTsi7hhEcGwLId/XhmGMGtfc6BvmQl9CfJy9sINT\nUgGE/FBat85d3MVLq+z7NSk+qfNmBS+e2xmLwKlqV5LMr5Le+ASAcHl5+UGwbhG/uLy8/KPLy8sf\nWllZGQH4KQB/sLy8/BCA8ysrK3826YCB5+DDH7gXr73lGACIhX+vGyoc4JwikfPKZasiHDNOuIYg\nkYIiIbpIjBN5TJRzHnC+DkFnDqvBIKvnjzOPK+TKYoT0e47NqtzXHGctvSZxxwYaf41+W28fM6kj\nBlUzTW0qyVzHxlTDwzYFaVIHi1bDQwZGtSBnWXBuC10kXKlHfRHuS8iWXFmZfU/wVTWxxbzVWKr8\nDjs++zcJlwHjn49J10Efd5PEAcssjou9xUnwi+aHrMEgukg49lgNhsNSJOiYBQ2GSiKP9EzZZ2Ul\naaG1MUpgWTDyrsuMFtfPPHTeqMA/1WTJwSvWYJAgjWPbGBo4rDpXn54ZIZ6SlAUtxGO9EhgkUA7N\nN1m74eOgH2Frf4hjM3VMNVjVKdVwufIz1ucXWZpmCs+0qpYE8d+F4Czno8q6Dyar+a7g2h7Gdjoh\nmjVXjDFdgyGntIzpIiGJPJq491mWYX1vgGOz9UKrTsuyUA8cpYMK2TiRx5pEkQCK938YJYquClUX\nEzHu8s93NZGzuORez03V8K7XXaMkWgEofOr+MEaj5iq6DEcxmYYkm0yZo2dypSKPAHAjF5e+/6vn\nxXPVu1/UtH0x8J0chi21BgQmizwOo6TgT5T5Cl1eYW7VihoMUcyEfOXKlLwmPb75JCK7i2TrJBAH\nYwVBx83RYZSU7nmuYyHNMmWd0HnQxe/k2iYypZXEZle31SC1ClxfNpkiAeTjnWDY8r2mY7eucM0V\nGgxjKBJl4siEdqMECPka2/sDPpfz+0jHnzYIf7Nrk7pIVNAnkdtbyjapiwRZq+7hIz9zH47PNXDm\nmBm5Sudf8x2xBtZ891AUCbUTlFmDQaVIsN+k+2/0+Wue+O76Tj8XnpZ8WfJ/J/HYiYYTjLlfNhcf\nVygSBQ2GnCJAegtE31rdyefFlegz6dSyI4k8av6mvrbIexp1A6SWyCfnm8gyRlEchIlCqwlKxmNV\nK4jeCspY0Y9hGgzmOalQicNY6XYDMLqVSUuDkFdDrfsEnZMjdd2JEybu6dhWYUwnqdr9TNdhoM+T\nDks/jIV2oUyRyMfvt79V5cQS08rKSgbgZ7WXn5Xe/zyAYpr7EEYwkN0Oa3Ey3WQqrhToJUnKKvv2\n4RMMskK2bvT9jsh2qyKPpuPqCYZhxAYi/c5hhUr0/uVlJvPLZDhaOMr/PrXQxAuXDrC+01cyX7r1\nNaeenDq9fcykCT+MEtiWNdEJmGkHWN9lCs89SQBJFgcqCGxKgSd73SlwTQEIHmCrrrZnE4rVtGna\nOd8NyB0QOj5x4FzHFsGfkmAY83x81zEkGFSe3ZVoMOgbpc/bGhXbVKaKk6B35AAmC3OOM8+xjWrO\nwCSRR5VjJ29ENJ8i7tCySsfkzS/LMrEJH/QifOHrlwSKgZwYGseHTeroVrWLhOle6GM2V6BPlO+Q\nox1OEEfUezfrJhIMM43Sz5C1G574/cWZOqJRgixjAagcVMobLSkl6+O4xyGmZFUdF53/HngO4iQb\nq2Ivf34QxkYOcJkNwlgJJKc1DQZaG01JqVyDwZN4nsVExAFvvau3qCSrB+5EkcdolCJJ0zwZzK9X\nVkqXbRjFYk8CUBCXo8/bliWcPvFbYzp2mEx2mnvDEaZbgbinR9VNKQuQZA0GvdXaldht18/hnlct\n4OvPbeG5i6zi2dREHkkI7UDyDxJpHqsij2aOPWk2sASD+szL5ghVAk0aDDFPqnlSsUXu+/6XFx5g\n/167jp2D4TdEh6aS3yctn7LuULlwbTEALAtO9fbK5M/cfv086oGDTz34El67vIgFDt2uIjgoW020\nQeT7ScwoELkAY/FcW3UP67uDK04w1HwXFvJ7nXeR8MYGO0CekJlpM/oNaTDMT+UJ4kbAOO96oi+/\np+Pb+urml+yvk7pIyDY3VcNHfur1pe9Tck5OADQCh3e6qtYJZpwGg0nkkY5J9980Fhs1F6vbPfzq\nHz6Gb760g++57zp8/1tvEEWPWuCKRA4lGM6uHWBhuq6IrgK5xoo34Z43aqpeUO5PqD7pQS8SWnSX\nNnsYxYnSSetKig/6PR/nY/3bP3ocgzDGhz9wb+EYdD3ydZDJ+lEUU1EB8PRiE+fWO7iwQQhwCR18\nhGSHbJHmd5mSetS+1JM0GMq6SNC5UC3XFQkGF5e3ekIbgc53qumjN4y1IqWmwcB/axSnqPlsXdDH\ntJ5A6pRoJU03fVze6qE/jAXyZlZCwr2SOkkcPsp4GWyWT+jV7R7iJMPCdA37vShHMKQZHMcuVIPq\n2qZiMrnFmm7Ug5gGou/lWVdgfJtKWoSGUaJW7g7ZaiWKElgor9TJ5wrw1kbSgjaKE/HdE5xPdHl7\nQoJBOK3sOGKB66sIhokij1GMeuAUnotus60A59e7rOIlOcxy/2Ra8FzHYlB8PnnDiCE0XMeGqU2l\nQDBwvp4eAIoWp5xCoyvW6lWmVj1XaT8MgqGQbYzVpJiscHwYi+NUcTQBtmjFSd6msi4hGOS2rMY2\nlRNai44z17WLLSArOIJ6hlpFMOTOrhD61BAPJts5CNHpj3DrtbN4afUAf/bQebz9nlPwPUcReZTP\n8agmnDepi4IpUWQSvNQFh+geCFV80S/ZVcY9QPoe+dw6v97Bv/mPj+GH3n4j3sK77+i2Tu0RK8DU\n2xLH9fhsPW8jpTmzcuKEipa6gBLNQ2pHd5gEA3UvAPJ1kDbXsnWxfsQEQzhKFUdRDspbNQ97DlsD\nTcKgnX4Ei3/OMwRZZNSisgxFUg9c0fNePzcAIigdhInY2wjBUNaqV+9nrgtZCeekxQQq5bFVJUlo\nuob+cIR+GOPkQhONgN3Tw/S5l60MwVCT0ExHOc8ysy0LP/2+2/Cv/sOjwumt+TYevPwQBjGD2O53\nQ7hLF7DmXIK7FGHD3UNsZXCX9vDgWozL9g7cJRYA7NcDfO58Dl/PsgzJ/Ato+Cy4OJ9u4fOXzsNd\nOi8czic6XfTPTxfO7emDXbhL23hhNMTgPKvlrDnbcJd28eWNCP2pdWRTwOfOs/uRphncpZewWTuP\n/f1zqA1PYjBsKfdVPi+T4KRskzoSmIQLRVvZkuBUHrdye8bZdoAPvPNm/Ps/fRq/9enikcX2AAAg\nAElEQVSn8OEP3AubayMBh0EwqHsday/nGAMpIVZ3xQgGluy1bQuel7cvHUhFFFdrF0sWanBz17Ex\n1w5YgiFMFIQhrXVFBEO+F4Va0DrORNvoI6ARZRvH7w7485ATDLSGDaIYnjt5zVYF8dRnZBR55NdF\nPkoZajnLgG9yHahLnK4gd+4gutd+N8T59Q4+8n9+DW+8fQkf+p7blGPlQsTj71cjcLFzkFeT87VO\n9XfOredw+STNcGGjhzUJ2fNyJBhMCcizax1jApyeB2mZjAuQD6QEg21ZOMG1XmitbWv0Y3YuR/PT\nCmhhQ+cWGRHplrSOVUTHowSMsJ777o0aQ1z3wxituieeY7vhY3W7b04weMy3GUYj8Zsej2X0BAd9\nn/Z/XXBb3sMBqAkGWeRRjN//kmAAkCMYzq2zwTc/XcMLlw/yIDFORZZeNlOPWd0mVT0agYODvpr9\npUXL1Got1BEMYaJwj46CYPD9yUF6WeWUJRzUBMPq1vhWlYMwgetYIntOirKk/EoK8xPbVIZxpXaH\nxAPa6YRKC6eWFOCQI2lZrDomKBKjHC5oqpxQYENoCAEb1Og1AsGgQYzlRTvkrcHou6Q0D4xPMASe\ng+14qLxGPcHpucrVhsPYyNBuiaqY/SHjcCpdJEgQqKxNpZSpP6y5jlUYf1WqHjrlQZ6vMlJF7yQy\nbkMl9MKrr5/DDSen8KdfPofPP3YZ737dNWKMTV0lBEPuvDnwnPJEkZkiQS2R1ECPjilDgeVxv9cN\n8c9/52F852tO43vuuw5JmuJ3PvMMuoMRzq518Ja7zOdKCIbFmckJBqKQAEykj8SkiskyqnA7IsGg\nO6c0D+emaljf6VenSISx6OYD5M+ekEllDrOoWB4Ccgswh0qey1MagmFc4mC/F6Hd9FlAMQbJMomm\nUg9cDMOkgEahuTDT8rF9EGIQxhKCgSeDtfUNoIpzpiQNbS4ESOsfnedcO8BuJ8QwyhWv5RaRVa1R\nc7G23UeWsco/PUMT9aOKVUIw8HE4CcJd1Wq+i5//gTvxkd/9GkZxiq9vfx2//8wfKZ/xzgA9AN4c\n8HwGwGavfX5jBaizfwNAF8Annn9c+a57DRAD8ABcBnB5Nf+8B+DxwQoef958bt4Z4KG9FWBPfe2B\nrRWAMUvxieefVN6jVl+Ng5uxy/+t7zdxkop5Xra+5rTEkgSDYexPCk7pdRrPctX3vtuX8NhzW3jk\n2U38xVfP473fce2hqunyuQpEHG9JZ6ID0HgnxMpRodkM8ZgHIXQcqkJPNX2B+NLXE2pXLa9v89N1\nPHthj1+PVPnnc0tHMMjXRlTZKqJuObXCTJG4Ggk8eh4yfVZOCuvXYrKxCIahiuwCcjSIoEgYdNle\nf+sxRKME7379Gfz6Hz8hUAoyFW1aokh87msXkQF4+txu4Vh65bzMGoGLS2FPrPeiYw7RdvlzPM8T\nDNceb+PcegcvrR5gdbuPmZaPvW50ZRQJXjknG4caGIQxwigpdF4hn7mMIiGjL6kVZWcwQqvuYoYH\nxXSNsu9xFLqGem0q2lGgRqXzE8/Kc0QsUEwwqIUv6uBAx5M7SbTqntJtTj9/FcGQJxPihFGeWSFG\nS5rx57swU8f6Tr+AQKBjzvAEQm84yikSbbWLBDCZ4vOtsFdGgoEH6zT4KLCjBxinmXHhHEdlIJu0\n8dVrnpgMQSUEAyUYCMEQqwiGQ7epTAWcbJzlFXD1+NEoQaPG7t9JLuR3eXt8gmEYqYkBQZHgTn2z\n5vGFcHxgNoySSiIilEDa64QKgkGhSEgbUeA7eZVF0mfQW/4BsgYDO5YeyBc0GDQEg/y8qHpM426+\nKkXCcxCNUqUqGGkZ4yNTJAxwQroPveEInmcrFSW5im4ax8OQ0VomZd1NRjogyvlV4G3qG4h+Puy9\nVCScqmw4Z7lY6HVLbZw53sb9D1/A3zy+ine/7pqXAcGQV4fy3uPFczOhpfRqX06R4IGf1laU7s25\ntQ72exH++Isvot1g3D+qcJgSn2Qbu33MtoNKUFm5inBspi7WsQND5twCca/VBB0ZzcOFqYAlGKoi\nGIaxoIcA+fwkHnpZ0FsluawbBVcyAqweuEL3oVFzBfRcd2izLMNeN8TSHFtjxyUM13mC4XhJkqfu\nM3niYZgoEF8aEzOtQCQYhmGsBA6eV7z/NGb0Zy47NjTuaL3uDEY58umICAbRcUPWYLjKCAa6puFV\nRjCQzU/X8N9/8LXo9CP83rmPwbZs/ORtPwrfYXPuY59+CjYspMjwtrtOIhol+PJT6/i+t9yAh55a\nx+p2j48bGx987y3iuGGU4KOfelIEC2eOtfDa5WP44wdexIn5Jla3e3jjq5fw+luPFc7ps1+7iKfO\n7uCD37Us9s5HVjbxN0+s4nvfdB3u/+oFNOsefvzdN4vv/PofP4H5qRo+9N678dsfXwNLixQLHqbW\nwLqJlsFlFAnDPjxJM4WeWT6v889ZloWfeM8ynjm/i/sfvqAmGA6rwRDm1DPPtfO9xHCuNd/hlMgr\nSTCQX5FDnncOhvA9G82aK+633hIvkpK2ZHJBQ0Yw0FonJ0PZd2UEg4psHWeUID1Km8qqRmNHLmQQ\nLbNqElJe48raVMoJBhpTuQZD8X7cd/sJ3Hc7Ez1l7fxYgDaQqKOtBvN/L232sMUFv3c7Ibb3h4pP\nGMXVkjr1gMmmhzypS9elIzbP8wLrG247jnPrHTzx4jb6YYybr1nAY89vXXGbShXBQLRV9b6mEsJp\nEDJEL5ncFt2yxlMkKDjuDUZoNzwR4xkRDFdLg8Epp0jICKsy2pLezl0kgCjBwOMVonnT+bb5vJRb\nNOfJOgeuYyHh+nlxwmJZmTaR/yb7/uIMK9KUUiQIwRDG2DkIEfiOguSZrqgh8q2wV0SCgZyei5ts\nU5xpBaKFIMAGii7wCOSLiwnOQyZDxk3WkBZyPcFgol7QIJwWGgw6guGQCYYorhQMeCWwtpBDAQFW\nPfQ9G5e3iqq+sukiQjTBRxwNYduWUbgQAC5udPHS6gHedOcJDMIEJ+arIxh2O6EEH/SUa5HvQeA5\noooajhIRgJgQDEJ4jU9+27bUsaMtPgIeKJIJ+bFCUf1IOQLAFS1lJlEk6HuBdC/lBd0v4U6PM1qQ\nihoMeabec2TRmixPqEhiiWpmthqtxWSeYyNJM6XyWsURdB0mamNGMORJHRJZlauWZXZ2lSEYrl1q\no1nzcOZYC2fXmJq5nmAYJUWe/GGMxoNjm2k6ZKZ7kW9mJRQJ6TuB54hAfU/qyPB7f/EsbNtCg3P3\ny6DNozjBzkGI5TMzla5LTvAdm61jm3ca0BEMlCyzJL2VMorEHHeSqzhDWZZhEMY4LlX6CU3V4R1+\nShPDR0gwiMBJm8sz7QDdfsSer5ujgWQbhIznTI7SuHGQUyRKNBgkUSg5wUAOmhAQ5pSyeuCK+eob\n7n9YUnFmTgwhGNhnZtvs+fQGI4AnQA6rwQCojn2j5h7peciWV/U0BIOkI3M1NRhkm5uqYXV0Dqu9\ndbz2+N14zfG7xG+me1ugO31d4yb0hjHSvQwn/evhdC24vT5q8BAnGe5YyCHUe90Q6d4mFk8cw4XO\nJuxGG0vetUj3ujh+bBGX9jYxk16DOxZuLJzP53sx0j0X9yzdLva19bMXkO4lOOndgHhviIbTVH7P\n7W3BcQJcP30tRqPL4vWCEJsGAzZZWcJK/JYJgjyh+u2J4G9k/Fy74WNpvoGXLrPOOuOorSYrUCRi\npiHha/s9oAbSgWcXgqyqxoKFHMFA17bTCTE/VYNlWcZ7xc6nmJCRKZlGkcemjmCQaCejpBI9QnzX\ntQvJp8OiRsYZnb+8TghKc8U1gu6ZSRDPJPIoxhh/zy3pLEc23fRxYaPLaENEkQgc2JaFqaYnBBeP\nzzWwvtPHc5f2MD+9JL4fjdJK97whKt8xTzCoz5580ssceXzPzQv45N+8iCc5jePkQhNPnt25uhQJ\n3xzUy2sCUQHkYwBsfPiuY0AwqN8dxQl6gxFOzjdEvLRl6tBWkuyoajk6gScYRJyQ+30iAerZpbQl\nPflai1VEhB5v0u9O82uREyyyX+c4NkZJrtPncfT4IFQTAPT7hD410a4BlSKx1w0VegSAyiKl3wq7\nujv1EW2q4StwzqmmL7i8ABN5dO3iqVbqIjFh45MXKJroJu46mYCxUtZK02A4LEUiHKUTBR4Bs0Ob\ncmFCOm/bsnBivom1nX5BCV69BjXBIDsShKbwPUfJ+pP98RdfxO/82TP4g88+hzTLBFR5nIkEQzdE\nn7cda9ZcZfFSzsHPM/+yOvp4DQa5CprzIYUGg0NwJ6qOFxEMBPGKpKQNLR6TKBLse+oCoyAYxgQk\nZaajL/Rj9Ycxh+3nivHy9ebjWKJIhEklWovJxlWuJjklvufkXSQUkcdYVJZzigRtOOYNlQk8dnBs\nti5grqePtZCkGVa3+3kXCZ6YMvHpD2PRKBHjoUxkT37NpMFA75WJPBYpEmxz+L63XA+HB4p/57uW\nAZRzpzf2hshQrYMEkGfe64GDVt0TVYUC90+qftiWBdexSikSVOGpAueMYvbcFR4tf/YkRFhWlatX\nSC7rJjr2aOvtj7/rZvzke28FUE5Fo05DFPybkp1kO50QloVSdBdV8vRz1+l3A955QK5mmpBQ5Njo\n89qxbcgUCce2BDRVdl6OggyQA4dWzRO83KOKPNI5BJrD/nJpMOj2V+e/CAD4zjNvFa95OppCClhJ\nZyTwWFKqQF2UKB8Bb0tGz3eSxlF3MGIChVLySS4CxHEx6ey6dk7DStI8ATwmgJCfVW84wt88voo0\ny0oTVuK+GETSCPJfmmAQqLtyZFKz5okK6qFFHgsUiRSe64jfMcKXXZaEvxKKBCX3fdcWWgjdwQhz\nfO5TYUzfg/KAJ78PaoKhWJFc0NoJOjZL3EdxgjBORHK2igW+UxR5lKquV2rkRyoIhkMmIWVRQX2u\nyDoXZJOSWLpNNwPECRMe16mjxGOv+Q5+7F2slevzF/eV79MYm2SkTyMCU63jCvk9CUdqL07XceZ4\nWyDETsw3EHjOkdfWNM2QpOqaUYYSlZ/NYKg+p5FIAtvGAiSdH9WuVrf7yMAq/7OafsiUQeRxEiW7\nzPQiomeYc5G0PulFHzKduqvvN3KiCMjvXVuKBcnk77q2hSzLr48QDLrvQEkuWge6Bj8MyCkS+90I\n3cGo4Ge0Gx4sQLR+/3baKyLBYNuWkp2davpiwQbUTLFsQitBClgee34L//r/flTJZAPVEgykGk0O\nnQnKNYyYqGLuUMVi0wQON0kyvplXU/4tOr4mmN3J+QbiJMWmQUSMfrOMIgHkGxvLcBevZWOPHfcv\nH70IoFo3Asqw7UoaDHWNIiE7MzWfqQ1Ho0RRszY5/6YEgydlV+WKvnytdO8UkUdCNcR5NaDNHfJJ\nXSTYsdTAW3aivCMsoiNqy1aiwZAhz5AC4FnS/HqNFAmOYDiKlanzApM380DakHSum15Zdmx7LHR1\nc3+I3jDGdUt5f97TXNT04mZXCAfS9V9pm0q5UjEWwWC4FzpFgjZpSnDpCAYWdKcCwXDv8jF8+Efv\nwd/97lvx+luPwXftUgdtUuVcN0IGLc6wdoqUkDnQM+cjne7jFBw+kWDgCIZhBaddb5cL5GOgqsjj\nYZyufJypx3z19XN4zfIiAEkzQ3u+OtdxXDvL3mDEaGa2uYJm2rfk85tps71QRjCQeYa1huaTvkZ5\nrq2IPPqeLdbJngS/1CtqVUzWzWjUXNaODipMdJw9+MQqHlnJe7yXtTkU6Kfo5UswXOxcxjO7z+Hm\nmRtxpn1avG5blrY3qgEr2yccpRiiX4/v2TxhHovnZOLsytal8SOhzGi8DUdMu0P3hzzHQiztaXrr\nRDJ5vsh73xceu4zf/szTeOKF7YmdrYwaDFURDCElDoufI45zbzi6Yg2GEd/D80qtwW9ybEGPOoqR\nYBvA9uRolGKHo8Bm+TpoWwxRGafa+NBEHgGVkin7Q+963TX4B99/B65bmiqcg+faGI1SvkdV39fN\nna+ooHF4dKNu5EcaNRgq0qjyBINnRDBYUMeo3qZyEnWBaM773VASeVQFNd98xwnccmYWnmsXEgyy\nwPo4q9dU5Eak7UOy/398rg7bthTfZoknGI5MITAkjkoTDBoKwXgch7WrLnYyYt8lH4Co2u2Gh3rg\nKmvDlEHg/YpFHl2VIlGGsDL5sZRYpTWX1ndAFnnMNRjk8yU0RmhKMEiUDBpjpMGgJx1pf2jWPDRr\nbhHBoCU06P7qCQbHttFueK8IBMMrgiIBsJski+OwqgC7oYzr5hW+Q9VzeSI8+uwmnr2wh0tbPdx4\ncloKuMyLZiMoOrcmaDkZVf/lFoD9I4o8UuuUSggGtxigmnirudBjH8cNgUYUp8gydQOTA2E6l8Bz\nFJg2wJITW/sDLEzXkGYZdg7CSt0IZIpEP4xhWez3ZQfKVxAM7N+f/JuXAOTZTsdmuq5Km8rBSBE0\nBNikjsXYoYo+X8w1gaPQRJGQKtZTAsFQvpHIfYzJRnGqIA98g1M2ycr0DWSniynwE4IhU77jOqRg\ny86LQdITnFg4IoJhDPRsYoLBd0XwoVMkRGVZocnYpVVwokfIDtfpRTbuL26wbiX1wC2gB45qYZwn\nAcdpaeitx4BiT2Y58ZWm0vOSun6EUSoUgGdaPpoLTdx4iqnN1/zySgaJCx6viGCgxB/pCtDG1dHF\nhTT+pm8QKKKAlbLvVZwhk1AXzbuJCAa/uPZPsjzoK1+zykQe9zqEYPDHfg5ga5Le0ky2umHfAqQE\nA/W5HjKxLTmJK9aRpAh117V85MAmilkwROcl8zuPwr2Wn9mBfRm/8Jn/iNrdXVyyLfyzL90/8fs7\nB0NYloVPbnPBqmyE4K4Yv/XCl+GcVc/Dv3OINcvC/3XORXBXhC9GD+LhL10912XIBXpl9AJZ4OXJ\ntMBz4Hs58iiMEsy0Angua9+ra/AAbDzXAgd7XFgTyOmVZcnm3mBU7BzEn81AwL81BINji+BgFKeY\nnaqhOxgZqozS2mvgTF/Y6AqIbpk2lEmFfVJCgM53HIKBijb9YbF6OMlk1ClDdmbwXVtSqDc4/x4T\ngQwPhsUDVrA4yVAPcopEmmXY3GPHkvUUXNcuJCJFQk3yK2QEg5xUbNY83HPzovEcCGkacTRNVQs8\nRyjQk11NioRRgyFQK8CTTCQYAhdbe2rBjPZ4JQnnqWNs0tghv3KvF+UaDHxtPr3YwjPndvGdrz0N\n17Fx/VIbz13aF78LsGeo62KYTCAYiLuvoVd8yXdd4j779ZJvc2KugZpf9MermmkuCZFHzZeQE8T6\nc6IxywJkp3T/OjZbx9b+UFC1W3UflmVhpuWL+WHqInGlbSppTRE+l5wAlRBlcltfce5Rggxsf9/t\nsISTLuJZQKLEhEjLi83i9yTaIaHv6X3qIpGkmWh5yd7PkWPthl+KJG3xRAd1QDEhJVuNXF/k22mv\nCAQDoLYLm276Ksw9zYwaDDbvOCAHLOToDqXNFiiHfdUNCQbHZtVPEiSSjdqBBVLGnBa0GofbZdl4\nzrce3FYTeTQgGAzK2yd5O5jVEqFHk0K0XqWh1/QgqtMfIRqluPZ4G//oR+7B9SfauOOG+YnnXg9Y\nhWuPazA0OKfY9/K2fwplg//7zx86j/mpAO9/y/UAIDjgCoKhz5wxS0lW2AYEgyXeA/LF0oRgoGof\nkC+E4zUYismfAkXiKAmGktZf8vPyXBuObcOy2AKUaAkVFpDmG1uaZZVQJyYzQc+qOiWM65qINmlC\nvC2KlS4NZDUDhJNMFngkO32MIRgubLIEQ6Pmcg6sVYDCHdZkysy4dqNGDQatIi6PER32LXfP2O2G\n8FxbCeQAiGqoydZF94JqCIa5qRp+9v234/vfxnjgrRqD1ukbm5xwo3PVA2vKtgsEQwVkganVmOgi\nURXBwI/x//z18/jkAy+O/b0yDQbZhAZDCYJBaDCI+axeZ5Zl6A1iNOvlc6ysS1E4SmBZ+Zqz0xkq\nn1d+15AYLWow5FWSEYfzUoKha0AwHAYanZ9Thsf7D2K9uwXLwsS9j32F6bjInxX/LCmeZsg/e+X1\nVdVqbg13Ld6O2+aXC+8pSU/fyROMo1xYz3NsZBkEpJm9T2uajRqHN1MCgJLWpmJEljHIdksbPzn8\n29yCz+UVMdIvaFVCMKSiywE5zZe2epVFHk1t4CZrMJQHfzmCIZ7ot+kmIxjk75rU8uU9ixJIaZVx\nq1mSSiKP/HqItz8nOf2uXdyD9OoowNZjGttV20j7ro1hGBfEayd+jyMK5Tl4NRFChI6TK9VlCLky\nG8Wp8PGTNEMioUAGGrILkEQex7SplI3W8oNulHeR4L7R+99yPf6Xn71PFOluOj2DLANevHwgvk+d\nSiaZqHyHVPnOg09AXWOW5tnvXXeC+TbTTR+NmscSSVepwi//pp6AlNEldL6F4zhmigTtQ5SgpG52\ntOdQYjXwHGVtGdcys4rJwTwgoYakOSej9EwIBpH8beZ6CnriXadICATDJIqEoyYQXAnVMFLOIR+D\n7YaHzmCkrEsjXiSg89gTRahigqEeOBiEk2PRl9teMQgGUku2LUu0C6NBkUhQNN3qgaskGMhxktWE\ngTw40s2EYADAH3ARYjKMYixM12FbluBFEYJhth1gdbvPFVvNi/3T53bxv/7B1/GPf+xezE2xa66y\nMZgC1LyyIiMYeCeJklaV8iAm871icO9zXqks6EcCLfPTNSzNNfDPPvi6iecNsMTA/HQNu90QrjRB\nLMtCq+5htxMq954C4BPzDfzyD98thOMAUkbP70FnMML8lDrB5LGjowD0ZIDSRULqaEDPjxaPSV0k\ngPx5EDJFDo7kntVkMU8IlB1biMK4OhxWhasD7L4kSZrDHPl4lwP1YZgnwo5iRnXeyhQJh8POGO9+\nYYZ1GxhGiQInJvMlwUPdZIFHsmbNw2w7EAgG2uRcpwjlO6zJApTjugeYki1FioS66cWaswuwObrX\nDTHT8gtinLXAwX7fDH2jKvvclJn7b7LX3ZKr2Nu2hVbDK1IkkmKyTIfv9QYjWMjX8UoIBiNFQq1m\nVBF5HMUpPvvwBUw1fbz/LTeU/l6VBEMpRaKjbuZlCcMBbz/Zqo1DMJRrMNR8R+xJu7x3+kQNhhJt\nCVmpehQnaNQ8Y4LhSjQY7NYuNqM1vO7UXXjhgZuw34vwkV94y9jvdgcj/PyvPYCa7+Ajv/Q2AMBH\n//M38dWnN/Dhn3tTwWH6J7/5FfSGI7z/O1+Fj/3JU/iR9yzjbXefqnyuV2K6+LDc4o/0j+SxQGuk\nCCA9RwRIVPyYFhoMxTkyCBMkaXH86MGTDv+mfTFOWCqGEIJlMGayaMQ0eYhvfWmzi+tPTPHrNbuH\npm5Ok0QZSdGfBLFNFIkcwTA6tAaDXPCR6QcieCmhcwhR5gpaWN3BCDsHQ5w5zvadUZx3NyMfYJ0S\nDDqCQe++ZKAluY6NGd5GVg+ey8xzbYFEqEK1JQs81smGFVN4UvUqajDcccM8/pv33Ya7X7UgXqN5\nXbUST0UaeX45fj4PFqZVpF5OkWBjbJJAKNEg9no5uojWWtexFXTCTacZgvC5i3t49fVzyLIM0ShF\nUIUiIfaqXB8EyMeMQpHgCY3jcw0sztTEXCTasN46soqNtCIb/duyisKKMm1PbwEttwmm+ED5LiEY\nuO9FEH7ac0i3Tu4aBcg++dETKI5tKZREVyuCqAF/cf3KW0QHADoIowQ6dbCYYFATxkqCwUDJoOSN\n66qd33K/T0UwZBl14cjbrXscPSIXWk0IhnrgIqUxekR//2rYKw7B0G56vI2eg9Eob+3hlCQYGmUJ\nBv4wJ3HETQgGgFWRuv2RVmXJFIFEqg4TgoGuYVymkVpxPnN+N0cwVKJIqJV3QHViyI7N1uHYFi5v\nmztJ0AJSReQRUAOiLa7rIEP5qtr8dB2d/gid/khAjYBcyV6eBG+64wTedvdJ/Lc/dq+yUQNQJhZ1\nDNDhyDK/KdGUx33tPipdJDi/VRbOXOTXSqI/JtM7U1QR+wOAf/tHT+Bf/O7XSo+bH0fnVsv0lpx3\nJneRoN+u+Y545gNtEz2sGbm3ExxLssBzkGV5dXy2lS/KpsCPhNHIkjTFl59cw6/9p2/g2Qv7WJpr\nFJywa461sNeNOHTVFed8JQgG0dqQRB7HIFFMTrH+3GXhVB3BILrXhAkOepExM13zXaZub8hMC0TA\nEREqANssZQRDlmUFDQaTc9EdMtSI63DY8SE0GOoGioT4u4LI4+p2TwngyP7wr57DH3zuOfG3iYqj\nWylFQtNgKKPfdIdFTZjCuZe0awtHjNNP1D/ic9cM90f+3TLOvOvYgiIxSlL4ro0Wd1ZUBEORDz7J\n6P67J84CAN63/M4CmrDMKAAIo7zCYlLVJyNBupdT5LHMVFRVziMWGiGeYxwzsqhY4FPFiY0hEuEy\nJRjKxg+t+YOSBAOhivJqnsN0AbREKPlFDnfGaU5Q4mJ1uy+eT5lf4pr2gUSFKetWRDAUP2dEMFSE\n69uWxdv8St+V2gqXijwa3i+zj3/+efyL330E/SHzC5MklbpIaAgGKcnrOcU9SFSxtUQL6TBURzA4\nAjlzqC4SpsTLVZxfrmPjO169pIpVUkBfNcGQFBMMAG+lGCaF/X8Syke3aUksb0CaDiV7w02covj8\nJabDIPysCkkd0X2AzyuC61NyQi4QEoLBtix85KfegA99z238M0RpOLwvk1fi83O1eIF0nMijTP0G\nVL/WcxnEXx7XJJJOxZ31HRYvUAt58mf0bihiDl6BQLA+Zj2pRbNy7lLAr6IHSP8o7w6oo6gKXSRG\neSyla4aN4hSWBaWNqdBgcCyjHynHZpSEUcSYpUKPXJQxJRiqdFj8VtgrJsFAfGBS7fdcm2VgtIqs\nbgzBkDsqZRSJ0jaVsgqtNNGnGj6SNFMmHOkXBEqCIRG6AlNjKhNklIxY2+lXcqB1lEEAACAASURB\nVHjJcsdShTgC6sbi2DaW5hpY3e4Z4TECwSAFmUaRR0O/dUIwLJT0dx9nc3zjjJNUuee0+Mj34IaT\nU/jge25RWtmQyQgGupe6M0abbpKmQi/A0SoNJgRDGCWSGjb73BtvX8I//KE7cfsNc6XXpitVmwLN\nnN6R/97aTk84JGSDMBYBXllyzES9ICoAfccRCQbWkYNaAtJrRzHTwqwr+JYZPV/SFpgVC3lsTDDU\nfCZ4SN1Q/uqRS/jYnzyFb7ywjdOLTfzQ228s/AYJPQJSAHSFCAaZfw2M596b1hpdsVidv4mxmra5\nN0CW5ZBC2WTtF90GUYzAd0rFBatYu+GhN4zF+SYpq4jKgZ/nFe9pdzASwes4nQjZTBoMepBcTpHI\ns/7UWzuKU+W8vvTNNTz01Jr4exL0GyhPHOx1Qzgc4QHk40DvZU37j86hN527EcHg5QiGHV6ZlO9P\n3sXEoMGgzWuGasoDeM+1RRAnK1QfCcFQc2HVerBnNnC6eRrLCzeiFrhI0mzifKPrzpA/E1OynKzG\nYexlrSxfTpOd/8BzxBztGhIMimq51Oue5ixBWln7RDPkuWz8TKIYEE2D5p3v2cZWhHS/pyQosHzc\nJM1wfp3Np1KRRxOSbRJFgvtvuQaDCcGQVwiPogtC604k7Uk5urCYYKAOH0C1BMPW/hBxkgrocgYU\nEAxrBgQDa1OnaTDwc9A7PyxMUYKhIoJBQ/1VNVP7zperDSxZzXdRDxyBBptkI05B0IOxYRgjAwr0\nQRpTlHCZNHZmpITHIExQk9oB69aqezgx38ALlw+QpKmYu1WSsjSuCREQigRYEcFAekgAe55CO8yv\nPk51K0vWmYQjZZHHIoIhLybJ7djJ9DaLVATJKRKEYNDbrRYpxoexKE4Lz8F1LON6LGswJNKcFK3N\nefI3jOJC++ZCFwlOpbY4jUenSHiuLWi6QH5/PGc8iqIWuFKCISocE1DHvpkicWVto6+WvYIoEmzQ\n0cZHA6YsY08mQ0F8zxYbmIxgYHCg8YrevmcrgjEtKYOkt+Cixb/mu9jrRuhzXYEqmxVlBdd3+pUc\nXjIjRcLQRQJg1IJLWz3sdsICAkC/BkDd5GSKBKBW+EWC4QgIBhnOpiQY+OJTNWPvuba4h+Qkt7QF\nS0Z75AEwaTCo16VrMOSObo4MuPPGHOZnMl2pWk9SkOnKu8MoEQ45nfPH/uQpXN7u4V//zBtLVZ3N\nCYYcIsuuN0cw0PzIYYBH1GBwDY5lRSgr3XdystsNH45tlYo8ytzZeuAKPvov/OCduOsm8/M4fawp\n/t2QEAxX0j9aHw+OzaCFZpHHIqzf05IyOmJGzpLTHCCY7UyrmGCTuyfoz3EYJopq91GsLVW4Z1qB\nUd3fc2yB9HEdm+sOjLDI26jVArcSRcKowaA5yWXjKvAcWBYLVinBALD1dboVCC0EOTEt8+LLjJ6v\nXnHc64aYbvlij8i7iajXaepqoxtd70HYxTe3nhb6AmH9MmpNHy/1noc9s4E9y4I9k2HfsfHEFks2\nXBqwoP7yCHhii1WILgzXYc9sYDV6Ec7WRn69jcvIpnp4bONJZFPrGDW7eHr3GdQXtrGDAzyxxZ7X\nVnoB9swuXuw+h61ssmgZAKyO+nBPPQfLAt557VthWZYYe4MohueWH0fuukRtiCOp4qMbra+9ipXJ\nq2mqBkMe7NBzDiS/wURf9N1cW2W/x55hzXe5TpABwVAyfnSRx4IGg5NDx+nzviSUTSZzjXc7oYRg\nyCtlL1xmVdpSkUejBsN4SpOnwdfNXSR4h5PhCLalJvKqWM1naFa9RSigokrlQMk/ROBGgcUwTMQ+\nS9pgdJ67nRDNmquMG8+x0NH2C5EEMXS0efr8rqC6TjIZon+oNpVjtCmuRheJMptpBZURDFHM4ON6\n56a+Yd8AimiCSesExRoHvahSd60bTk5h9Yk1bOwOpELc5Hueo+1UDQaKcegYeut22Q6DtNGtzEcz\nIRiGlTQY8gp8FKeoB/RdNcFARihlCoRJFJHMsS3YlnVFXST0a3MdlSIhCzaOQzA0Ahe+7ygaDLRW\nBR6jncnPkeIkhriVRB4lWj8V++jeuo6UNDOcA1EkABXBEEnXSWulbVkFRAhdB/BfEgzCSBxMcFw9\n2pBUSJ9ucjUoSXO4mIxgGLdJ0eTXHVsZonKcF69z/YIcwUB9j5s1ryAgaLK+hGAQ7cUOIfIYGZwY\nnQd2cqEJrGxidbs/JsFQhmCgCWNCMDCHdn7qKBSJ/Dty9m35mhk8d3G/wKcrM1lgbpIzNkpSARGW\n+1UDstCmXAmMx0J1y0yo4MblCAaAOTQm7vRQcsjXdvrY2B0gTtLSioKq7UCcQUuhSJCTQM9/c38g\nNBiOGoSasq6jMYGBbIGo4pGT7YisrynRVhNJGxZIU3CxNMbxkhEMIsHg2AXo/GFMF1I1CY2SGUUe\ntUp3pCGQFMExfs1rvN3k7BgEA1s71Pf7YVzgNx7WCDVEFA3TWJYFZ13HLvDGa76D7RKdCP18ATXh\nqOhw8AqAyVhAywIKOcHQG8aYbgUYchpJFOeJkFBDo5QdV3++aZZhrxspmh+2zYSkdCRLtxKCgV3v\nM/hLPPz4av7bNwAHAH776S8huDn//CMR8Mjj+d/BzcDjKfC49tqn1x4FcsAGMAsEs8DHvvkogpuB\nTQAfffwB4AagA+Cjj3+Jfa7Gvv/7Lzxaes4mc+eBLKzj3mN3sMNIwpsm9BnZQEswANxZ8xzj8xao\ngX61/vZX02hOkpgujX25ywmdsVGAWUIw7HcjWBYb42Vt58r2tIIGgxYEUiJNpiD4nl3QsSEYLjml\ntPbK1UpyaktFHkUXCQMEuSSo0xEYJipFU6oQ6q2pq1jNd7DbGaoUCW2/Z+eaJ0MOg2DoS8UrnYoo\nB5q6fyRTlchMAt0Ao4e+6Y4TE8+FTKFLHoYiUdJamwnkvXzza6bFdMpMfvlLqwfo9CNR0InjFK26\nV6CFmZBvQHHsTRo7Lu+qs8cpEqZKsGz0XPe7EewpNbE0znKKRKxchxy4uo6NUwtN8wGQ66EchUZQ\nhi7yPUfpJgSotL1CFwnSYHDM8yocJXAdpqEX+DnFlfZCPcYjsywLgV8Ujax8fUlqpMsMZXqBdM/p\nPpgQDDUuSB9qSCg6z0bNVUQeKU6iTkHy79Hv0PcJHSJrMKgFx9w/F/Gn1u1JR1NMt3wjYvW/IBg0\nOzHfxE+8Zxm3npkFcDgEA31OyQaFebA3rh9uoyzBUKcMUu4o6/oF9P+DXoS5pbYkKDSZIjEIE9Gy\n5TAIhqjEiZGNWlVe3u7h1der0H49SaJ/P+8iYUAw7A3RqntHqoArCQYpoHjHvafxjntPm75iNAZ5\nZwsDOU/tEmdsNEoLEH5RGY8NCAZZIOpQcEN+rwqdS4qJAXovSfPgchglaPO4mYRgZB5qoU2lBlcH\nwNtRjvIEA3cSjs/lfLhwlC+iRzEhgKc5lp5THgiS0UJMvXlZZxHWEcFUWdbVvwclToVsS3MNOLaF\nJM1ysSa32PHgMGYUoHSdQpcBwJxYkjtvkJ4BWVhCkSDuolmDIacG6DaMYhyr2KKyzPSNjfii6pjL\nHb56UOSNs8Tr5HtuqkQplb8JzhsJ/BLtBsidIjmpNIwStOq2kYpjMk+rfnT7IyRpVngepkRTryKC\nwWrso+Os4kz7FF5z/G4kSYo/+sKLWJpr4K13n8QnvviCWOfecNtxkdzY70X4i4fO48ZT03jNMmtd\n97VnNvDi5QO85w1nFGGyB75xGavbfXz3G6/FZ758DqcWm3jTHSfwua9dwF43xA+87UZYloW/eXwV\nl7d6+L633lA5oBsMY/zJl86iGZ+AY7P7SdoSOrRWN5kaQvvRKC4XTKP9kUSXvx0aDIIipVEkAs8B\nNbgwVcx81xZIAFqXWAclR7SGlK0qgsGkwQDk99bn0HK92DHkewDBlUkHoz+McWymjg2pHWA5RaII\nj55EkaA9bBx8vSEhGGgdOgxape47vLtHXiE2KdTLgUOg7d1kX3tmA0+d28XfeffNYm+jeztQEAxq\n4QJAoajDurmoFAk9yDyq+RqFp6qRaLGOYHi55xatofvdsEC1/Z3PPIP13T4++stvg8UFSj1DtVcg\n32qqL6Dfy3F+P9l0y8fOwRDRKFVow8bP8rV1vxeJoLkKakQP9qJRAsfOEzm2beEf/tCdRkokmf68\nRnGK5y/t45YzMxN9r7K5aQrq5S4SenAqH8ek4RFK3cGmGz42ogEsK/f3l8/M4IPvWTa2XPXdarpN\n5utLClV8XQxeToBSMawMPUBdf3KUUf6MlQRDnOQ+j2emSAA5ykluU2nuIpEIzYYcwcD2iCRlWmC0\nHtI9NekvAOVC0t9qmxhpLC8vWwD+HYC7AAwBfGhlZeVFw+d+A8D2ysrKPznqybxdUoYuJhjGUxwG\nYQx7lH9mIDkuYxEMtQkIBslRpQkgEgxKr2LXGJTrJgunnFtjavhV2lSa2qdFJZsUDTqTA2OkSGji\nevIx6ZqzLMP2wXBslnWczcsUiSMGuACEaF+WZeLZlAliRTFzBGwrV5gtIBg00T1ZnKuqBXrSokQ0\nzXMdDEL2TOTFSPk3d857g1GpvkEVkUdawKiv8sZuX4zPI1MkDNzbOKnmlOQaDKSM76IWONg9CI2V\nZV1Zl9THG7Xyc3cdGycXmriw0c1FHg3O3WEsNCScPNcMbx4n7ikrvJNFJSKPRJGYNlAkRL93w+Yf\nJ9mVUyT4Rt3ha4eupAzk10f3gKq5RCur+W4lxWtT0shEkymzeuDg0lYPstQMjRMVhs+EYKsmGKjl\nH5kQeNQcQJO+hwgQx4zTmu8IccTvveG9uHX+ZnT6Ef5wLcPxqUW888wd+LN9FwNeEXnNm+/E3WdY\nVW9jb4A/XfsyFhaX8M4zTADshceeRLy2jnecfpPicKw88gQurG3i3pnX4VNrNk7MHcc7z7waT3zl\nG9i4vI23nHgzar6Lx770dcRru3jXtW+r5JQDzJn8xB9/Ae3FfD/IdTHGOzU9aQ+k9S4aJaXaCvS8\nKHnzLUUwaAkGmgeU7Ai8HDWpBrEygqE4vv2SNaRcg0FFdJZRJAYCwcAoElHMEggUhNB6OtXMxcxI\n3HhpvoF+GIsxXOaXeALBUD3BYEq262ZuU3kYBAPXF5HGic0ddhNFgpAkQFGY+/6HL+D5S/t4333X\nYbYdiCQMwMY3iUfrIo9AsYuP61hIM7Xn/VFaw5pMQZYdpigidUMh07sFvRxGVOi9bqQkGKJRgstb\nPaRZxlrBe0xI2HfzYIzOlRKYuh9J9DbaD6pcy0zTx6VN1u1gkl9Ec2a/F2GB0wF1iovJSEeCgj1q\nbyvbbdeVa3wBRX/owSdW8bt/sYJf+tt34fYJreLHaTCQUKNYP2SRx5IEgwLxj1U/lnyYdtPDxt4A\nrbonKGSWZZV2/5Fbyx/WjCKPrppgEHRyWTOnpEVk4DvY60VG/7sRuKJrSzRK4bfzYrN8L1nxhY11\no8ijUYOB3T/LskTRtNMb8c9RYtYR5wGYUa7y+9/uBEOV1eT9AIKVlZX7APwKgF/VP7C8vPwzAG6/\nmidGiwrBSsq6SMgJhq5WtQJULozJ6EHoE17PILFjqiJ5MgqgUfNEBaaKyCMAnONiSlU2hpwioUKS\n2Hvq98k56Q2LgysX+jNXCgW3TArSAZasGMXpkfQXAB3BcHQYt6gIJ1khsBGfkSDcpMFBposbRXxS\nO7bFRB7jYrA7yfRjlglUyYGp2g6IPZM0zcQz7Y1p1TVO5JGqnnTNx7hokEzJOTJFwrAwj+J0YgcJ\nQEow9HKhswJFwoCkoYRPP2QChpPgm6d5wJOLPDLnLkmPtnlRZUuvrJsoEnlbUSnBIGWqdT50qPVa\npoohbQpG8R7Bc9cqDyW81MOa3qvchKKh8U7v6VVXWkMmKV6bEAzyWjiJplQPXOFMkl4FBQFdQxB7\nVAQDJRjIORafc4vq8L0B+/1xFImD0T6cuTU40TRumXsVOzet1aTsPMvzVaankJWJBetOI41L0apS\nesZVaE6y+Z6N+akao+Nxq1VFMJgoElwwy2Q1gWDggeO3QYMhR/bRWl+E3Jq6SPierVG/cn8j4l2y\nZJuEYKAxrK+5Rg0Gjwk/UgIEkNTSWzlFQoacUwHBssagEUxUuQlaPIUkuWEOkqhdfzg6YoIhR5QC\nuQ8TaHoXMvXQxG3Psky0+aZkGFGuALb25q3/VGQkYEAwGPZNnYd/VJN9v+AQaAizBkPyLUMw6DoM\nl3hyAWDrA4kLKyKPCfkC5mKDxbvPkVVDMOR77KTuSzmCITw0lbYRuBJFIjk0ckVH4pAe2jnelW6c\njRLzmmEaA7JOl06RkKlFpmJqOEpExxyiyI1D8snml1DGJlmasi6DRZFHVnCj9XUkPS/HUCiT25TW\nPAeR5JfKz6pRczGKmS/HaH3sPbpuhZrv5L45oLapNCEYBlFODRPxJ09k5116CMHAdS0mIBgmUST0\nuPlqW5VR/mYAfw4AKysrDwF4rfzm8vLyGwG8DsBvXM0To4ViEkVCiFlEiZZg4CKPEwKgeuDAd23h\nWJOZ2oTo+gWyQycjGKqIPALAKu8TW6lNpdBEMFEk1Ouj6pmJe25CMLgSbKiMIrEpBB6PBsGeaddE\nJnNcFXqSeRIfjxyJQl/dQoIhvz+ObcN1LHEfmRIsD3ZHiahYH2ajLXSRmECRYO1Oi062jGToDWIl\nY2y6PvYb7LcdDgmjQJq+c2ymBgvA+u5AOP5HpUiYeGOTEnjinIXIo4Rg8JlAqwI31j5PkN7+MBYV\nrnF2w0nWTor4fjny52goBkKlyHOsXIPBQCeQnHGqktFc0zUYalrfeSNFQog8qhsHbV5HfbZkemJV\nVlwnk0VUgWLVlaCmkyCP1H1HbZlbvSInJyZu4dQ6gWCQ1j66N5Qs8iest/rzJWHSKhSJKm0qP3/h\nQVhWBm/nRlFZ1pMf8rWpbTzVew+YaW8A4NoqtLuQYODnSuJRk6C2slmWhX/+d1+P//q7bxWv1Soi\nGPoauoSup6zFod654VuLYCAHkq+ztq0kYkwidIDKsa8pCQYtUaGNH7o3+lrnOhYs5W8tYNcSDL7r\nGHn2IYfhkkhYOEryRF/NxSmeoKVKmsnMIo9XjmAA2HX3hvHEhIXJRIKBtDq8PPg3dZGQAyV5rdrv\nReKe0DoiO+rDMBbJZLoX8nnOaU6/CfmXo0+vDMFgohUe5nvy2IiT7GVP3lHFdVdLMJyXAmUm1Jkj\nPPSkKvkxpmS6qfgyzmRo/SSRxymelDvoRmKvr3rPGzU3p0jExa4Hk4zWH/IRaS1cK2lHL5uofhsQ\nDICq60DtOmfbgZEiYYH5L6aC51CiSBBVr2qCwSQ4WcVEok8vwkmFSPlznmtL81FKvIZ5XFQLXGRg\nc19PvFNgv9+LWHctLQE9NCDndQSD55RoMPBOJkAx/tTX1/+XvPeOt+y6zsO+029/9b42vT6UAYYg\nQTSCBSIpkpIYkpEhiRYlhpZVaEuWZEWOHTs/y3JiOU5kx1YkObEd/aSoi1QPJZEyQYIECYINAIny\nBjOD6TNvXr/9npo/djn77HPOveeW92YIrX/mzS3nnrL32muv9a3v4wiG1ARDdP+cZr/6J9/EL/zm\nVyOvuZ4/Nu6GLNFoBcCO+PvLy8vqysqKv7y8vADgn4OgHL53LGdEjZMa0QVXT6muhNrxbmImrt8G\nSFNV/OwH74vBkZNkQjpSpUhGMKQFDcyCIECz42J+Ko/VrTavvmWplidBapKCf3YuQBSKKl+D7ExN\ng2iYW7FKDcuYUoLHIREMmqpgokSYq0dpkRCrAQyqNF2OnpPIV+F4Qcz5mHoYcNiOB8tQ4WlKRKYy\nLdhNMllFIg3+aOhhRSnaIhFVPgHIApJFppLNEyZTxs4hDHw0zEzksLrZigSPw1hS1tWhREz9TJap\nzJt6SH7WtCOfAUJ4LquCtzpuDHqaZG+7bwkH5ko4sZ8kGkLeCB8WBr/uJDIuIwEaD6SQPArBJQtK\ninkDtaZNZSqTE1qmoSYGPGkcDGzx6leF6Wey30tKmnDSLToO6hIXCkcw9AkY2l2iviNuZHRN5TDX\ntCDsry58Gme3X8WNiQbMk8QHrE4VYZ5s4nP1F7DybAEbtQ7MkySB+/HLKyivm7hk1GGetPE75871\nrG41F7fhuj5++dkzAGh70ck2Pt84g2efDcd6Z982HNfHLz+7wl971azBPOngt86dj6gSiXZ2+zwU\n14K7sRAeSyI6FfuBxUDakO49QMaCSeHgomlSYMOemwhFB8iaMoi/YyYnijkHQx8isigHA4Hw2z2q\neuye3JoEQ7yYYOgqPDu8p2wdjyo8CRwMCQkGS4Coi8dOIj4FQvLRkD8gWVlIbJEwhE1AAWFiUpTO\n7NpRBAOrvveKSQw9Hhz3g/wnEcwlWSGno95yIonXrMb8DvNdIku/GDCLyj1JVdyrFL0AAI12mOBm\n1ra9sEWCzjnxfskIBo0nZATuojEhGKIkjwPELIkIBn+k2CyLpSEYLolKQF0XpUK4cZTHGyvSJa2P\npqEClEYkC7JSRDD0kwadKIQcDIMiGPKWTuWnA9iOh0Kufywjmvy8WOLr+mb/BENasi4pucbkOguW\nzqXu2fps02ItQYrQZ0LvA5NIZ35lYASDThAH/doqY9eWsgcS4y6Ri8bQVc6J4EroAYCgBdm9rred\nWOKdzQ9WdGD3QUwAeb4PPwjiCYYEFQmW5CBFx7DFRNdU5C2d+zJOsEm/x+RMRWJz0TiCodN7Lb5y\ns4Gdhh15zr/6x9/EtfUmfuFHH+753SyWxZvUAJSF/6srKyvsyTwOYAbAJwAsAsgvLy+/vLKy8hu9\nDlitlnu9DQCYov1ZCr2hlXIu8XsLc8QxqbqGQKhSOp6ParUM1/WRzxk9fzPpvTKt1Hccn7+vUwc0\nXy2hWi1jdjqEh87NFDFLyRUNS088ZrtLoF/758todV2enVqYL/e9J1aBOCRFU/lnNVrxnJ+Lfz9n\naui6fvy4dBDtW5yI8CLkLbIIL9BjsWszcyaq1TI6LmE7P35oOtPzS7LqVB5b9S6WFipDH6NEM6Pl\niTxqbQe6puLooemIE5iaJJOvULR4llH8vZylwwvIc7ddHxOlPDw/wE6jixwl95yeKmQ+R4U+B5U+\nm/wVko+bnsxHjlGiz7AyUYC1Ey6whkXGZ0sIQBRd5S03M9PFyHG6QjGenWeeOnKXRruL8xWeDd0/\nX8azZ9Z44L9vcQLVqWwyWKLNTJEqQ46OCYA4yLyVPr/Y69VZwjfCHObSQgWTNBBj57W4UEGVzqEZ\nPv4MzMyU0LZdTJQnMj2ThfkJ/ne5yO55PjLes5p5fhMAMCs8g2LBhOPVMTtbiow7lS4ki/MVLp3K\nIdCqilKZ/P5k2UKtaUM3dah0YZybK8MXoMwzE3nMzVVi5zO/TgIKzYj6mOsMYTSdfdwmGfMztheg\nWi3jAu1PnZoIxzJ7boWihWq1jEDwKdVqmW+O2ftp1rU9lApmou9qdz0UE967snMdf3r+L8l/dECb\nJH/ecNahTQLrAbBOHhl/73J7nQSdBnntzM5675tAp8aLm2v8JW0SuMSO0+NzMAHNBF7e6v0bk83X\nY70bzo9rlPB3mt7nqUo4VvcvTfKKEAkEAChKOAf9APlcfM2p0OBZY8RbFbKGzs2SoEQ3yXe8IIBl\naiONGwBYmKPrkt77WK4wzjVDx9R0EUGAxOcNgK9FLEhcmK/0JEQbpzE/VCmFY5mQ0xKfVZ0t8s1n\nXjh/hQbJiwsT8LUw+J2gcUyFVp5KlXzEFzse6dPfvxQnb7NMjW/k5fWpQudkQDe8M1MFVChhY7mS\n537V9gIU8gbmhRjCpAWJuZkilg9NA3+1gmI+3ac3WUWUxkPVahmqGvq+pPYgsU0DABbmKqgmENJO\nlnNY3WpDob50Yb6CqYyqVdP0PjLU2ew0idOKOZLQZdfD/fRCBTVWVTTD+VN7OZR6VehYXq2F67Wi\nqSjRogaLS2fXwqTEicMzqE6Hz5TFLBMThfCa6XNaWpzIzHuSZFPCmjY3W8o8h2dnSNxsCGu36/nI\nJfiRNBvGX7C50HaisemNzdCxGpaBCvV/5aKJaRrP5fJ0ftFj7FuIxwNkY0We1cJcue+af3AxjBVm\nM8R8eUtHs+vC4nFiMdN9mCzncP5aDRNTRTiu33N+JRlb95nP7tAxvrrZ4nHIhes1/Mc/fB4/+6E3\nRK7bovNbjiMnabGwUAr3VrZHzm2ykkNwdQelSp4XLF2K9q1Wy5imftGiz4RJxjM/uTRPjpflngJA\nqRjGxoO0UKu08FkqRteOIptzkwVMlCwhNpvgiWxV2EvxGGZpksc39ZaDvLSXm6U+xlfovpTeu2l6\nv/NFCxOT5N6w9WySvse2pzPTBRiUW4GNacaDUxFipkrR5PvPFv0yu7/vmC3hjmOz2D9XSkSasXnm\nK+nz1PcD1FoOAiDynNd2Omjb3sjxAJAtwfAUgO8C8LHl5eWHAHyDvbGysvJLAH4JAJaXlz8MYLlf\ncgEA1tb69w3ZNOO8QTN0tu0kfs+h2cy1jWakYt9oObixugM/ABAEmX5TNsvQsLHT5t9d3ySLSLdD\nzsV1wqy273no0Em2udVK/L3NGgkiDVXB3FSeJxhajQ7W1novMizLWG92+bG3a2RyNRud2O8Vcjp2\n6t3Y69t1cg7Nege+UDHn/br0+F3a+7Ox1cTaWh0XqTa2juHuZbVa5jJ2dtse6hgA4NNM3urNOm5u\ntjBVNrG+3oh8xqbjYH2jgS6t2Ii/p2sK2vQZdm0XqgIoqoJ21+XP2O4kj7ckY5W1WoPcOzZmO+3o\nMXzavnB9tYZV4fW1DXKPr1PSTwBYXW+EbULN6HOs18LFuEPvZcCqyRQNsLXV5M90iqJzXrm0RY7X\n6GCth9JJmrWojvu2MCcc14OSMiaq1TJ/nY0nFme2m10o9D/rVJaxUe9gxJHhCwAAIABJREFUjd4j\nm5Jhrm82cfnqFoKAzJtBx40njBe/D3Q7yW7SNibXdsPf9n0EAXD9Ri1SFWCL7M52C+1mGJCy8Xbj\nJvl+nm74trbbaNBKTn2nDREDXc7pidfK7uP6ZjPy/g0KMfVdb+i5BYC32GzXiE9Zp9dvd8Ox7ND7\nuLbewNpkDmt0zjh0zrBK0I2bdVR6wE4bbQdzk/nY+RIyVC/Rb3/spb8AAPydu78fr7xg4ZNfvoxj\n+yr4yHfciX/2n76Eh++ex4ffcyc+9tmz+OsvXwEAfOhdy3j0nkX877/7dZy9soNf+Zm3pqILAOAX\nf/freEX43C//4fP4xvlN/LsffxPyQvDzv/3O13D+Wg2/+jNv46/90//0NDw/wL/ukf1XFAX//ve/\ngevuFq5d34Ghq9wfuA55fqpAB9qst9FtCQlJTUWzFfrQZtuBqauxe2XT58TGsEPHcEDnxPWbdayt\n1dHpujAlHzmoVavlcGxuNXsea5uugwBZX65dJ2uLkrJOO5Ie+852C3a7vwzqOMymvy36OJHTp9Oy\nOeHqhrDu1+n8r9eivoAdh/nrG6s1KIIv3mkQhJ+8pgFRqG67FV1D2XlubLG1x4bvhr+h0Xndajuo\nFE206Xja3G7heo4Go66HkqHw30p7hmz9qTfIc1xbq6NJj7ez3UKrkRzLMIUfdl/gxv2xqSnw/YBf\nR22nBbebrUfYp/HY+hY5v1aLrJuqSpKZN2/WoCgKGs3QT3eE+8Cu95ULm/yYq2tkjlxbDdfmre12\n6BdpXNqmvl8B4Emxqkdjt9W1Gr/mRsuGpirY2gwTE8OYODfkOKGXddr0uoW5ajs+lCBbfC6u7YOY\nxzbG6+Hv+n6A81dDkPSNm3VYdAj5no9OJxpXb2yRe9Zpxa9X9Ou1nXbfNV/xw7mXZe2sFAxs7HT4\nOXQ72WJZFiZ84euXYbvZ7zMzPk7pPWA+tNlxce7CBiZKFv7ss2fxwvkNPPX1K3j47hAdt7VN5lJb\nul9iLD1B1+lmi8hTMxXcy1e3OSLHcT3uF/j+gMYhbG/D/JvCWnXVbNep0ELMtRu1mCJEL7tJ/YTv\n+tK1hb7Pbue4P67ttEK+GsGH8vtZbyPwQ1SGrkl+kL538do2ACDwyZhh9/LGah0mXbsD34/4Bhab\nt5pddOieYYv6HdburSrh/bIMFatbJNaW4wMAyKlIXCcAoE33QFs78b0hs1rL5kWtK9d2eLtFo2Uj\nJ8QDoyQasiQY/gjAO5eXl5+i///I8vLyBwEUV1ZW/vPQv9zHYrJMKbCZJJLHUt5Ax/b69gX2s3LB\niHAwsF6lXEKLRDFn8H7NNBUJBkkt5HQsaAWcu0oWLSsDrJlDahI5GOJBfDFn8LYG0XibhwSTZ5vZ\nOAcDbZGg1ZDZjNWEJHvornnYroe5IarnzES4Ua1p4+SBydhnRL4Kzwtg5OItEkR6jjDvM0iU4/oc\nKjUICY9MFBX25yX3nTqOl9giIUoENdsu1EKy1rIIB2N/czi07fE+OWZMSWKDVmH6QQHTjOmfM8id\nHxCCnUFUJJjlLI1XusMWifA4OUH3udVJhg1nsSQ47yAWkieKEOlwvIjXzuZmEgGb64YtEgw22HW9\nCDGk+MzSyHvSWiSSCBOHMU0lkO4mJ6SK+1D5nsr3iMOve7RI+LRNKOmZsnEgw09rdh3P3PgaZvMz\nuG/uHlw/dwkINBycm8RkIQ8EGtodwNQMdNoAAsq/YZPXHEeBqRnI6b0DGEs3gUCDBg2GpqHW8GFq\nBiqFfKRaYGomAl+DpoTko622j5lKHqbWuwoTthO4MHQz5GCg9y7PyXbVRElCuUViJsEvp5E8snsu\n6rL3IqXMauFaPFiLRNfpvU7LvuN2aJEQ32fzIJWDQfAdIskj+VzUL7W7bmoveC8CO5mDwdBDtnSx\nZbNje6hOapE5yhEYlo5CzsB7HjzYU+6Wt52JiFHOF5SeuJNbS5KMVdEYBHkgDgY6/mpSi4Slq8Ja\npYRtX1pIwCkS0l6LtEjQIlCkRcKNyUGz35osW7Fnk0iK6YxHsUEkyxymRYKNDRnWvVtm6CpKeSPS\nInFzu40uJcyzHR+trhtpkZFlUVtMRSKh0p3Ef9TLIi0SGdbOiaKJm9s7sbazfsZ847/9vecAAEf3\nxdGJvcyS1lSRb+76RgsTJQvnr5H9RJycMbndSFYS4TB9S4vIHDJ9C9v1eWuWLFPZkfZGRxcrKOUN\nnNgfj8+TTFaty2qhlGTynGPrpBjHsFbCCAeD7UHXyFqbRoAPhGsnG7/hvikkeZRjJhY3izKVYgwp\nvhdpu7d0dGnLxaB72VAyOj3BJqoMtrouTzC0ux4miuNBCPadUSsrKwGAj0ovn0n43K+P5YyocQ4G\neoO0NJnKXBiosb6kmYkcLq3Wh+rjE61cMHD5ZtiHJJM8ihu1gihTmVIdbnGpPSNCzpFFplJVlAg5\nIRAGJ0n64cWcjss3vRjJIevBlCt4LKjPCYGt+BvrOx2UC0aqNnYWu/+OOdx/x9zQ3wfCCba+3UGA\nuCQUECV5dDw/NnZMyiot9tGxjUPYv5n9OlnfuM0TDGkOPQz4kqQpRWWJZseJ9GOJlsTBwAK7Ttfl\nfXLM5qcFuJyhxXq1s5rMA5K2oU4yOfghKhJR5l3xM2LSpjlCgkHsxRvGktQZkljjAaqooSmxuaVT\nVQI2d5nqiW17EY4DUWYrieARSCd5FNmfRzVR6zlkL44vujLpVsGSVSTSgwXe85hwvmwcyGPmyStf\ngBt4ePuBN0NVVJ6oOThXQs7SoSD0sSKajbXgENbn/vOaByeuD0PXsN3oYrJkxaCI4n3QTJWSI3ko\n5fs/A3bdna6LSsEMfTkd92yTmUZkxnpfgyBAV+jdjF4HY6+O9nsXJY4eJgc3qslEV2nW7Lh8nHds\nty9hmri5H1TtYlRLSjCYUt+76UbVgwDar6wReWRxfZdJHuWAutVxeX+tbEnqNPz/LMHQCRPkMXUj\noU9a7OmWeR8ef+x44u+H5xHnAWESh72IQsk5Un+XksAvSgH8IO0DXG1EWsPFuIwRs2oqeTZyb3sQ\nBLi63qSqTAGfIxFi0m6YYNCkDZdM8Cheg7ihsd24VOEwJs7bQVQkshJT74ZNlixsCChMRvB4Yv8k\nXnh1Ey1JplReb1l1tpDEwRCZI/39RJTksb/frpQsBAGwSZHAWQtRTH1tf7WIxx87jlNHestSyiaO\n00AgxgYID8Px/RO4cIPcx5i8ZAoHgzz2HdeH5wfIm3osCc3el+V62V5HTpDPTubxH37yzZmvTy5o\nZrW0WFsuyDquT/dQ5HVNVWIylWzNjfr6lARD3Y6ctyWsfaJKDRAmIVmMpuuqkKSVEjTCnpKt0+2u\nF1OR6GeqqsAytZ4Jhh0hwcBQeJ7vo+t4fQlPs9ruMrqMYGwR66ciwWXbuh4abRemoaJcMBAEIWJg\neASDCdero2N7yFt6TKYyH0Ew6PycWbC4WevgY589h7/9jpMo5Q1+PsWcHlFjyKKlS65Di1Q8RLIi\n2VhFqkUDWGadlGCUTRBLRjC4pDdoo9bBgbnRe3JGNfYsVyk0aqocr9yJ2UHXjZN8MkIZNrYsM0y4\nMMTKIAgGRVG47BiQ7tB1YUMSVZGgCAbBGTQolDXpOJEsvcESDKETk6tI8wJiJDeC45A367Ij7WVR\nhQiVV8r5a7oa2ZhbAlEgD4CH2Dzr0mZ4UOuZYJAWwyQ9ZvZ51/P54hkiGPwIM7OiKJx/IC3BwHxO\nR6oS8/PskQBsOi20nDiqSTar2MV2o4u11gY2u5tQrBbaqGGtRc8bdShWC5vdDay1DNScLahWC3V/\nG82WAketQbFaWO9sYK2VfD6b9Q4UqwUt18JaayPynpZrQ7Fa8PUGf88PPDx59Yso6gU8tEiEjB68\nax7trotHTi1AVRQUcqQ/FpBUJLj+uBerhidZGNAS0qla08aJJKSUMLZypqAAkAENIFf7QwJhKoFs\nRf8VzdQ1Hti5Hqk8JicYJBRgAoKBECxmU4LJek3y2JSt1XExWbKwVe+iY3t9CdMsqaI0iNrFqDY/\nlYeuKVy+EYiu15ahomvHfYzteLHqFvmbBejxgNr1SHCXlkjtVZ3lst7dsEpmSlUytgnImZpQufc4\nMSRLEPYzztAuEU73G0OipHJaixK79o7tDfysc0IsKP6eyJZfzBkkoWZE32PPodZy0Oy4OLF/Aq9c\n2QlJHiXUDUeeaew45F+Z4BEIN7pRFQlvLEm9iKzvIAgGM3rdoxbjBrHJsokraw10bBc5U8clKtd+\nx0GaYOgmJxhsXr13qTxs/HrZa6qiZCILzJkaR05kke9mRI/rlDMn6zN8x/0HcMehKRxZqAxV4BHH\nMCESDDjC+vpGE5dvNvj4aqcgGOQ9lIyKYInonKUnyhw6rs8V6mSSR5kAf+DrS1C8yWKc5DEFwcDm\nqe16Eb/NZCyZifsi0V/HEAwWQ1h1I78rIsJiCAZ6LqzgIpI8shhaLl4DYfE8Ktub/f4WLD2WbBKt\n1ggTDOw591JoGcZu2wQDe3CtfgkGqUWilDf4AGE638OS6DBW9HrboQkGiek7gmAwuOYnm7Bffvkm\nnn5hFXcenMKbTy/xbHghp2OBVpWT0ARpRmQOw4AkSaeVGa9StZ1YgiHJkb77wYO46/B0mKEUIJw7\nDRuuF/As7K009ixv0j7LJASDuCB5fsDbB5ixa2NZYFPXeCVC1tDOapau8udhp0B+xYAv2iIR3WQA\npEXCTVkYxEp3qLUbVsRk2c6ZiRzvfx1FZUCuXA9S9RAXHnYOkQSDtDBxBIPt8ap0cQDyH37OoyIY\nGDJASoYACQiGFMUaXVPguCGCgfkVoiIRrfxZBkkwyKo2zELUhyRT2adFYr29if/5S78Ix8/Qz3yA\n/PNzTz9BfvM08PGbT+LjIfcZcqeBT+w8iU88DWAesOaBn3/6ycj7f7b5JP7s6fSfyZ0GXgDwgvyZ\nRSC3CDwH4DnpvXcf+jaYmsmv9T0PHeLvFXI6Tyw0O9ENAUDGUhZywHCce9hp+AgATCY8D3k+iC16\n/UyWkQorQDQJQJ9jUpXOMFS+lrSlNUk0OcGQpCLBlWrGUE3lG7weCAbHJai6mUouTDD0keyLJiLH\nU1nJarOTefyfP/WWKLpKapHghQUJXcjWZdNQoQAIEG+R6AoBdbtPIjWqTiOjpCRJUkONIOYAUYot\nRDB0bA+tbhiXZLEkVFhacjXp/HsFyaKPH3SzK7f+ifcfCO+D6KdlJn3WHnF8H0kwhP4kiogKEQzk\nONXJPN736BHce2wmdl6sghlJMDh+bJ0exuR2nawmI1TFVr3dNpY832nYyE3ruES5iZap1HC7G5Up\nldfbRtvma6hsXFUr43UoioLJooWb2+1MLRJMqnKNth9nTepYhoZjSxP9P5j2fWEDy8bksaUJPHt2\nHdc3Wrw9AgCfz8zclDgtRFEx/xDC9AtCiwQzx/H43Ofzxg3XVvLd4eLLYVsk0hJjcjuvjNIjCKWo\n761SYYFoi0T0+aa3SIT+NJ5gkJCPgkwlezZpLRIAWaeHQRgVLD2m1iKaiGBgcUS/NWhQu30TDFJG\nPq1FQteIA2p1XTQ6DuYn8zGo3CgIBnacucl8QotEFMHgsWwZI2SkCQ6m+RtqXBuYmypAUQaDtcm9\ntzYlXUlKoBTzUSkyZh3b5VrEop06MoNTR8LF0RI26WzR7dWXuVcWIhhogiEBwcDHDu95klsk2Pgg\nz8cywgQDk9wbBMHAjsmqiuHiGHVO4sZFrPKxcRXhYIhkLaPnQmSCNNq3SNsohKx4Ug/o7ARh5x4F\n+iQHlu4AVQ9xA8Srs8JiJAdHEQjvKC0SKcmArNZJ2LiLqIhnXlpF1/bw5tNLqUG2rqkE5kbvF6tw\nd+liFAkSTR2AnYpgYK0UMgeDWH1Isicufw6O7+DUzJ0om8nSRsxevLCJjVoHD9+9gGvrTVxcreOe\nozP8nDZrHbxwYRNHFirYP1fCMy+tAgAeuHMeANDouPj6mZv8/STbaXTx/PkNHJwr49BCFBn1wqub\n2Kx3cGCuhMMLYa+qqZl4+8G3pp53IWfgOvVVjY7DtbXZ4t11/Ez+VmyRYBn9pOch93kOlmCIVohC\nfh898n5SwGbqoUyqGBTKpsmbzhiCIfQx46im6rSnfbOWHtSw9YhxjHS6rsBXkIJgSOE/2CuTNxGy\nNGCybGOIYFAUAlcVq2Scr0koGHAelRQ/F4V/S6g2uUVC13jSiN1fEYFJ+o0V2I4X9rRnDCpFqejw\nerMnGHqtraKPH/RZy3Mg/L14tV5GN9hSgmH/XAkFS0eDJfLofVUVQgbNYj22eVAUBe979EjieYX3\nK8pZMe4WiYF4o6TqNStcZWl3HNWYL92qdzE/XcCl1QZmKhaqtIAVbZGIz69628HiTDHhyCG6aJCx\nM1EycXO7nQ3BUIwiGPbKH4kJQTYmZydzmCyZuLHRxDkhWRXjYOjXIiEVuJJaJIIg4MUQ8VgcweCk\nr0ODXN+gLRI2bzGV5r60gZfjLJ2iSgHCJdYVCq+91htZptKSkFDJCYY42kyOS5NaXPkz6IZthIOM\nt7yl4/pGKyJBKdqOQD4cIhjoc3ytJxhCyB91fD3gTnlLR6NlEwhc3uAV0vqIutmhJjw5jkgEAoST\nSaHnwCYHy5SzBMdWnTxIsUXC0FUcXaoMpPlq6GqEdFKskshWEhAMzHw/gO34mZxAmKH0cZYy/B7b\nN3wGdlwWIhhYi0Q6goE5xxg0jL7PezXNMKPImF4HHTOWofGMYFpiIMrBEG+RkDkYmPNJSiAZFDER\nEsmEn0na8M9PF7C61R46wyz+Bs8KpyxcSSZu7PIJCTq5AitCeEfhYDCEzeIw1u660FQlkeSw1rTx\na594Ga7n4+FTCwQqn9QzTzkYeJWabkpslyxG4rNj/dpJFXP+GbpZEY0nQhLmdstp4QvXv4xJawI/\ncs8PQlN7z///cu5F3Hj1Br7jXQ/jcxvXcPbVi3j3m96A4/vJ/H/pwiaefeJZ3LnvCN535xE8/ZdP\nYrpi4UN3PggAuFHr4pm/egrLi4fxgTuPJv7G18+s4auvfgNvPHIc337nwch7//HMN7H66k2c3n8E\n770zOWhPsmJOh03bTpptF3NTeVxbb6Ld9eD7AVzPz1TlEzWqWQUgKcEg93kyX5sFaZOXKkQyGo09\nx6RNn6GpsF0fQRDwuZGU1OBtUxzBEFaQDV1Fs+OGJFljCpTvODCJ585tYG27zStCojGfXMrpfNPd\nD8EQaZHYAwh3PzMjLRJaYhLTdvzIM8lJCYaknmOeSE1FMKTfB/b8mEqDqScgGJxogcQyNHQcj/e0\nZ4XFEvi5EvGpjusj16ciz1EDPcZaBMEwYoKBJXjkXnPb9fm1snYNVsVlCYalmSKK+RARxebpVNlE\nS+iJzoKONaREZBAEtIVm9LEcaZEYAN0jt+jsZYsEU7XabnSx0+ii1rRx34nZyIbKFjZUYoKh65CW\nqn4Ihl5ko7LNVHJ4BTuZEsMswRD6671BVOkaKSzYjscT2eW8gcWZIl66uAX/0jaVmvfiHAwpPl7e\n1ItkzXIC3PMDBAFiCAaZ5HFYjjb5eFkt7drkYpg45wGyn2TvdW2PoMt4Uj+OVmXG0H8cFcgJ/0Nk\nqTyX4gU/JZYAaScUCtg60O7Ej5nF8pZOkieOlxj3iySPcoJhXC0St361TjEu0cdbJNIdRt7SsUk3\n8aRFIopgGLZFosQTDOQ4pGdMqMSaYbVJpVVlIAHBUGcIhpDkEQD++++9Dz/9Paczn4+pa9EqidDn\nKRurkorQvqQ+n9TfEgiizl4hkizHlgZjvt0NY46EZRCTSR7lsSNDw+j4oI7a0sOeVBHVMIiZhgqZ\nMEl2TuJCKW4Q23a0wjRRMtHuejyznNbXL/6GOD+S0D6Mh2HYDDMgthsE/DqAbFUPXQs5FpKqs3Jl\nOZGEbAinJ24Wh7E25V+JqAfQ8fXk89fRpW041zdatA85fu8NnalIhP2CpLrux9oq2PNJQzAA5P7J\nMPReKhKfv/Yl2J6Nt+1/U9/kAhD6p3bHTWz34ZVRys9CmO/D380L/Blp1ut800ges573VqML1/Mx\nXbaggMyrQQJCMSm1wxMMCS0SKQiG4iAkj0L7BiCoSOQYB0NSiwR5zfX88DcTkhoM1SSrSACMyDMd\nJTWsnT4xCwB49ux64vshGsngm262XmZRkbgVCAbZZA4cEZnGzHajhKKW1BZmJvQcc3hqBg6GNKUC\n8bPs92UiMZFvqWsT/ypu5LKYLqEpxepmmoVrVo8WCWHuDJ5giN43eY3kHEkCXJqgS9RIi4QCYHGm\ngFLeQKPt8kSeAsL51BFVJDLElprEWeF6AQL0TrRkNbElYJDefjmxMkixYFRja9t2w8aLF4h09sH5\nMgxdo2g/SUVCiJtYwqeUksxiSbhBruP9bzmKv/f+U5na5+TWxXE8w6yWM0lCUETKLcyQuG6r3sWx\npQmC5k5TkUhDMHAOhhDhJLdIyMeIkTxKKhKDmkxIm9X6JRjCFgkvhgBzaEzYi7w/hmDIJfuYnFAQ\nk/kS5Hg8MqZjHAxxkkeZkySrhW2Yyfd0JzHBMBiarZ/d+tU6xdhgYBn5Xo48b2mgMqokwWBFN4uj\ntkgwLgeSCRLhkUQ9gA06lbYrMKddb0cRDC0BwQCQBX6QjSxjQGZmu+kIBt5n245XyrPAX1gQ0LE9\nnLtWw8J0gd+PW2niZszQ1cSsM3veHP0iIwnoPWtwQkeNO0YZTpzVmFyZHwSpcKZogiEcC6zCyBIN\njOtiuweaQu5nFedHMoKBVBNHyUzqUqA0iNNjgRyQ3GKUJEWnKKxFYngOhpCtd7CFi1m768aSMux6\nv7ayxl+7fLOeGmTrmgrPD/gibOqMWCreIvEdDx/C9zx2vOdzyplajEiv0yUBsFxBcH0Xn7n8FCzN\nxJuWHsx0zQXeo+8kBp6iSgvL/ovnK8Nvk0xmrheNET4NGrwxn7dG26fIWqCTZJ2AHulnYQuMxxOZ\nScGnDN3thSaQjSEUZAQD80ML0wUcWSxH2taYiZXpXm0ZMgpQrIAXcwZaEQTDeCpxp4+RBMNzaQkG\nod8/Z+qRik/as2HVO2BvINz9zBTGp6ooMZQUQcsEkfErB6+ytDEQxgdpcz8JRcUs1jKhx8nx5D5p\n1kLU6rgDB5SGRJLmDsTBkP65wkgcDBKCIYXIUfa5Jr0PAHBto4nqZB6moaGYNwg5r+uj1XGRswh0\nPAhEdGT/Tb3MA9RPNWUQkzd8WY0QU6txBMNeJBgo6nSj1sGffuECNFXBw6cWABDOmVbHjfAGiKTd\nLKZP87FhwSX7dcxN5jOrm8nyfXvJCWMaJCHIYvpi3sCioDhzdKmCfE6PKQekkXHLCYYOJ/jTYi0S\nrnQMnrx0QhQAMDyCQT6XrJalmMf+lTkYPL65j5L3y6TC0eNqkbEVIhjC85djpiRCXlm6tjfJoztU\nAjCJR0O0aIIhjmIZh922LRJpGakkExfkokDyGCIYhmOdjrVIdL1IxVxRFFQn8qhOiTKAKs/qyQiG\nUaDeALknRM+ZSE/ajoeClZx1laXIgMEQDCxZcnG1jq7tcXj0rTZxXEyV49Jx4mfYxlR+/mxRYMG5\nZagxxzjo4i863LTKPq9auYQJWFMVFPNGyMFAJ/fsRB7nrtY4PDsp0JLJjMT5kRSEMwTDKCSPqdrC\nGRdzkxIY5pOgaNL9VhQiIcYqbMCQLRKjIhicNooHL+Hjr4RKBxedOoyDpPJSpJukz6xeAZbqaJQs\nfPyVG5Fj7EzchKF08KJ9BcbBOp7a3IS/sImO68P3A3RzOj7+SpiswDTw8VeeSz2nTnUVTt7Gx85s\n8/G/VryB3BEXf3S2GfnsdncHO3YNjx14FAUjG4eKGFw4CdVlcfFOqrrmMiAY2j02U6YZDWKyGjuH\nm9skwVDkVXJ3oASDOGZYn+L4SR6Z4oLcIhFuRP+nD7+x5/k5/RIMjOTRTkYwXF9v9uU/GNSmyhYO\nLZSxcmk7hmwBom0AOVPDVq3DicJ6BU85U0Oz494WCIaQPDBaLWXjwE7YQOakQDRJ0rofUisaIEuB\nb0wpSYu3SEhEYpahYWOH9JJnGbOi6ZrCg2PPJ/J2fVUkMrVIDI9gMGjCxw8CaGqoIiASOQY0fhLP\nlSVaak0b9ZbDyfjENtNW1+FjFghjuywbWZnRvptCAj2M8TaQITZ2lpBY2VMVCZqs/cI3r6Pd9fC2\n+/ZhjrZT5XNGpGJr6mokgceKdmktElmSWKOYTMw5KFfXKGYZGpodJ+LzxaLL0aUJfPnlmxEJSyBd\nTtyMqUiEa7LcIiHHtOz+Mt/N2q+GbpEYUUUirZjnej5P+MoIsDj/QXwuJSWQCjmdtxewdutQptKL\nFRhlBEOyikQ0yQGIJI/OUOM6SQlEtJ2GzeV42Wd6IUuHsds2wSAHl/1aJJiV8gavDoUIhuEGfUUg\nedxp2mh1XRwuRgnJ/ofvf30sGy63SDTaDiFT6jjQBO3lQU2sHOq0DzcVwcBaJCIIhuwJBoBsvFlS\n5PhtwL8ARBfAJM1pILxPjLwq3iJB/s85GAyNy8Px3xlwgTIFh5u1RSJnasiZGnZolZRVodl11Zo2\n1+uWLdYiIZI8Jnz+5IEJvOmeBTx0an6g60r6TU7yOGBWlY37UEUineSRvSaSPA7j9HSpujiI+X4A\nd/YsWpPn8enLL0ePSwoucEGc6FX6WgPApy+fiR6oAOgF4Br9zNe2LgJU9VAB0Abw6cuvZD+xEqCX\ngCeuXAhfo9Pz05dfjX3cUHU8tv/RzIcXM99J+sthZdRPfDZsoe7a6QmGnggGaeOW1diGgCEYinkS\nKNWadlhhGbBFgiMYigkIBmlsjYPkcZAEiC1AhpOkMZkfYOg+8RkWLR0BRidCTrLXHZ/FxRt1fPPV\nTbxRqgyKSfa8qRE+mm6I7EkziyUYbgMOBhZPMBSCzHKfJLspo7Z2UjjAAAAgAElEQVRCSHDol/qR\n2eoJc5C/16NFgiUxkkiqbZckB+YS+DJ6maGHAbrrMgWC3mOXB8k9xvgoCQYm89vqupF7JapI8A2J\nxKOx07Tx/3ziJQCkEgyEc6rRdtDquJibzIcKZe3s7beyTCVHMIyh+m3wMTj4sUxDDZU19hDBUCka\nUBRSNTV0Fe995DB/r2Dp2NjpRCq2YgsSQ52WUtC0aVXjcZmuqbR1xuFcJHtllqlhs96JrDPiWnN0\nqYKCpePmVjtC7Oe4PokjpWJciOyReQDiLRIygoE/EwnBsNctEmkkjxxt6wWJEo8EwUBbJLrRzb14\nDUnzoSgkGJiPtQwN5YKBly9uYYGiSpKKfwC5h44UOyTtzUROkgLdqo8rweB6JHZYnC0Snio7ysHw\nmleRkG+kLDUoWjTBoIcIhjGRPNZaDod83nM0ClmVSQZJlZb06IkPdrvRRbPjopjTh9bxFjeolhlQ\n2E8KB4MAc2aWlCXrZaah8YDwxG2CYBADhyTNaSB0JKkcDDEEgyZJ06iZpUOZcWctkJb1a5HImWSs\ndh3Sy96xPVimxvsLgyAdElzMGzCNkI1W/FzSdwxdww99510DXZNsmqpAQUKLRMbFnN0j1sLUq0UC\nIAtqhyYYVBo8DmpydXEQ22m3oM9dhuZb+JkHfoTP2+deWccff/5VTJUt/MR334v/8LHnuerH8oFJ\nfN87TkSO8wefPosXL25h+cAkVi5v4ye++x786edfxUWq/314oYwPv+eOzOf1B0+cw4sXNvEz33cf\nSrRn+d/89tdRzhv46AdOxT5fMcuYtLLPXxHBEHIwxLP6jucnVl2tETkYGJEW+3fQ8xYRDHlTw+pm\neB0MHdHLxOrCTsOGqauJkEGZTb/XZl82vvgzDgZK+palj5rffyeEyyYlNeQ1M4pgYHreu5Ng+JPP\nv4pnX1mLJRjExFK4TrNgLf0chk067YaxxAFX8GHjgCEYEvg+5qYKsIxtVOiYTmJN74dgiFbgkmUq\nAfCktKxV35WCWHYOnh8MnLwlvfJkvNsZGc6zwPkZAalMfpvVchZJMIi/IcKvk+DiDCn3/LkNnDo6\njXc9QEhnWQxVbzno2B5JilksdsjeIsEIynkCSuDiGdV4O9kQxzINDa0OQWhxTok9mF+aqqJSNLHT\nsPFtr98XiaELlgbXCxPXhk7UThQwBENIcJhkzDfupp+YKJpotB0Yhjp0LD+MWYYG2/F5UriUNzBZ\ntlDM6ZgoWaS4mtPh+QFsNyQ0TlO3ktu0xEo+u+8cwcBUU+hxVIUQX8skj8OSiPdrkQiCAJ/+2lXc\ne2wmQh7cl4PB9UNEmZigpW2rfhCEClwJrbtJ9030z8zHK4qCH/j2ZfzKH38Tn/ryZf4b4rkA5L6p\nAml4nINBSDAIJI9yYieL9Uow1FsOAgDznAh7d0gev2USDL0ceUFCMPAN5IgtEoztvd6y8bUzBMJ8\nHyWxSv2OrmKn4UXUHgDSJtHqOJEew0HNECD2jhOFWsrGs+9DtkgA4YQs5nTMC71et9LEwCBJQQIQ\nWiQYn0IqgiHkYIjCooZbrAGiuuF4Ps1uy4mNsJLSsT1Mli2OtunaHto2gRRnYdL+0DtPYqdp80RI\npEVil7L3iqJEyL0G7QvjCAYr5CwhfaDJ7P6WoaHestHsOCgMmZiT+18HsS9e+zIU3cGsfRqHKgf4\n6/XpAoLWJt750HEcquzHkckt7h9KShUHy/sjxymrOwhaPvxmBUErwKHKAZTQQNAi11zEdOw7vWxK\nryNoeZgx5jBfLiAIAnS2X8FioTzQcdJMbK9KesZh9cJLXJAMnfTM92yR6LGZetM9i9g3W8LRfYOR\nyrLzvikgGHKmBs8PuB8cqEXC9bHd7GKiZPZsxQo5GBhXSBaSx2gSVJSczXp+jufz60r6TZlwVHyG\n7PO8DWuMAfnB+RKmyhaeP7cBz/cjflDkU2HrEK8G9TiH2znBoCoKdE0RWiTiCIbv/bbjeO+bDvMA\nnMUoXZHkUSDATP5dsQKXnjxi61uIdGEQaImDIaFaltUIB0M00dxv3TSk+5ZmhZyOnYY9VBWaXFtX\nkm8MkzlJGxK20Tq5fwJ//wP38PdY0m6NJizzlpAUo7Flr8IXM7YpC2XM2f0aD4JBUYbb2N2qFgkA\nWJwuwHY8vOehQ5HX83Tss/5wXSebeIaYYQgGuVWBGUN07GaipFI0cXW9uacEj0AYtzMZ4GLegKoo\n+Iff+zruHznyoOOGCYYUbihZyYav5SaJtfKWHnIwsBYJYU0x9bAdvDtqi4SEppDt0moDv/WpM7i+\nsQ8f+vZl/npqi4QQ9yV9RuRA6NjRGIbxfwVBsk8TZYTFxN79d8zhzfcu4nPPX4/8nnjPGJpJVpGQ\nURRAlOSRn9sA87MXBwNbc2cmclxGHfgbJFNJFm01E1uvuGEu5g0OWxqV5FFRFJQLBjZrHVxZa2Jf\ntYi5qd4bbVPKMrJr2KwTBEOSdFdWY4PZcX3e+5SWuTZ1QiSSSPKYNcFAJ/3xfRMDV/R3y7IgGFjG\nm01auQeKq0i0Qi3bXnwAWUyEeDmuH4FgMjMkDoacqfGJ3LE9tLseygUjU4JhbqoQGYsRJ7aLQYKu\nqXDcwVUkgDCQE6UUc6YO27ETK8uE5ZxUM0bhLRHPNav5gY+nVr+IwFexX7k78t5dh6bwz37wfhxe\nJO1SB+ZKPMGQtACw5yESiEaY8YckM2PQcpuSi44r6xxpkXA8KIiOLxGin5YoYFXBNOvV9qJr6lCc\nL2yMrIkcDPT4TA0iE8kjvdauS/qy0+R5k1ok8paeSXrYMjQoSpTkMatfFltUerVl9EYwsAQD29yP\nvtlhpigKTh+bwWeevYavn1mPEKjJHAxANNGbZuyzt0WCQYDFMhOreUkcDKqqRJ5RCNsXEQyUALMP\ngkEBYtDsJJLfkPMn2udrJZz/oJBYUUfeyVj9NrRsz7CYM0iCYRgEAx8n4bWxlrxWJ5mN/aG7F1DI\nGfjwu++I3BNWpJERUUCIfsziu2W1mWE07dNMVRR8+N13DNziApAY0fUCeH7yJmw37UffdwqO4/E2\nZGZsHO40o36Jza9+bWicm2oXYyCmJLGXBI9A6E82ah2YQgxxZDFMxBeETSkrwKUhGIjyXaigwjaZ\nDGFasPRQRSKJ7NnQODpq0L1F/NoomiKFjHuzTrhiGJ8ds7TkpoguZGNJJKkXeVH4dZshGiFnarSF\nJ4GDQUQwSO9/8B0ncObKDlY3WyHCLcE3qyqV+u2BYDANUqhpdhw+TwZCMEiSmqIxbqmJoknlTaMc\nDK95FQkgOmh69TrJCAa2oNhjyMqW8yZqLQeu5/dFLwBkUPhBqJ++v1oEAKxutuD5wWgIBiGgdRL6\nPEVTFIXoOCciGLK2SJBj3y4Ej0A2DgZFUWAYKoKE7wBii0SoZduv76qfiRKlRK4wKcFAXmt3ibQh\naZEIK5kdimAoCVJdWdE3UQTD7iWDDE2JVa6y3i9OYCfMVxmuK5plaPCDAPWWM7TDk/WQs9pzay9g\n296Ct76EihXlXVEUBUeXKjzpdmCuxN9LuheGlGAwdTWSGBx0vDH/xhb1jlB5GIdFSB5p9UOs4DPJ\nUcf1U1sdLFPri2AwDXWsyTCWmGO/WxTWAsZzkg3BEFaKggCYTGnVkGGOjbYTmbu9TFEU5M1QQaZr\ne5m5eUQunkbboeMpoYWjR4KB3audXUAwAMBjr98PQ1fxa3/xEm5stvjrSS0SWRAMnFDxtuBgYJX4\naODIEQxsbe4BWxeJB5m1OYt77wSDrseh2VGEURQ2H2uRSCAzyw+FYAjg+0HmdYBV7/pVfhm6ZpQE\ng/gbM1SVaX2nI6BLwmt/0z2L+Oj7T8WS2DKCoZDT+drFNrpJktCyyepL42yRAIC3nF7CHYemBv6e\n2IOf1ta5WzZRNDGbkBRhz6AmKWixtpl6uzcHw161SAB7S/AIhNwA241uahueCKtnJkthi0YUVKJJ\nAuZ/8laoSOEm7KUMEcFAScuHXc+TWsZEY+s3S4gzS0PRii0SbC82WRYTDCEvSlLrOPs7mYMhvPey\nvHrO1PEPvvsevOfBg5y3Lq34p+sq56/p0PVfbJEUUSThdWZP4PCxkJhgIPexUjQjsudtQUlkHHbb\nIhgACneiCausKhKlvMEnAz/OCM5GhGLdd6La9/PMwTF25oPzZVy4UceVNcLungU+m2YGr3r4MDJI\nHZVyBp9cwDAtEiGC4XYx8VmmtUgAxBGyQE8OAphT8Cn7mRVrkRh8crHvf/GFG1jdbGFuKr54snOv\n08nNSB4BErC4XoCcqUUWj6wORaya7mYQnlS5Svq9J698EX/42T+H74dz0Z8MkLs/wG+vfhK/c5M8\nE++4j1wAfLKr4K+fiD4nbzZAboY8o1VFwT944g8HPt8gIL/5WV/B557InnjxA0pgduMw8od6P4N+\nCQbmu5qdFATDgP6JbRAY5Dnc5I9nUYhwMKRUPwxDjahIxBIMhsbh8Ekmwv7GZfIGoZgLE3hsQR2E\n5HF9h2ws0vTRxYRvEARotF0cmCtmPl+xctB1vMzwUhEJ1Ww7qcGm3Jcv+ojCLrZIAGROfPjdy/jP\nf/4Sfunjz+Of/eD9EchtPoJgoJuJb3EEQ5hg6E/iJ6JQmLU6DhSE8zvtO0mxUFQ6LYpg6MZIHvXY\n+Q+DYAAkCHI/FQk9el5pxgL4Yci5+cZACPwnSiZ0TcXN7XZE/rCfFSXSWBF1w+7lQCoSfvbxsRcm\nQuRZhXgyxdftleUlxJnYe+64Pm97Touje82RcRkj/N3r58fmaxCkIzhCYsBw7XVdH0bK54k6D/ls\nSPKo8WM5rg/HDblLIn5GJy2sQRCgMwACL8n6qUiw9Vvcz4ifT2uRcDwf2xT1MCWMbbHwlLQvYvc6\nKRlaiLRIxK95caaIxx87zv+vRYp/UlKa3te2HZdDZ7/V6rrcZwzFwdCJJ21YAm+iaCFv6vy+tm3C\ndzasEIFst3eCIWNVlt1IRSF/O6qUYBgFwUATDFNlC4cXyn0+HS7u6zWWYCCbjytrhNBtWKg3ECX3\nsrX+i3Uxp+PaehN+EEBVlFiGsp/tqxZxY7OFw4uD9ULvpmVpkQCiBJVxDgZN+r8qOZdhEAzkO08+\ndx05U4v0icmfYQE1STBEA/28GeVgyIpGMHRhM7HLLRKs6pYWrDmeg09c+BQUIMIJsLbdxk7TxuJs\nkY/Bq+sNtLseZifznACN2epWK6J7vTAxOA+I7Xq4tNpAuWiiWh4MRlrxF/F0p9R3vsxO5Ohm0UtO\nMNBn07UJkR/RIBc3J4M585yMYLB7Vz4HNcvQoKkKWl0HjpOSYNBI9SJNDcIytRicUbR21x1YGq+f\nyUFnMS+0SEisz72MPa/1HRZ090YwuJ4P2/Hhen4mgkdmeUvHZq0L1/PhekHmRV1s+2m0ndS2O12q\nNolWlEked8FnPHJqEZdWG/jkly/jNz95Bj/83rt4b7CuqULyh/JjfItwMCRtlHU9TBYlcTDIxuDJ\nMslj3tJT2xFD+HcCH0jCszYkBENHYnpPIhTLahE0ZcZNe1aiMuZLhuNgYBsDoT1FUVCdzGFtqz0Q\n6o6hkVYFBIPsYzORPPJ+a8rBkKBkcStMJNZjSZRRWnjHYWwcyu3Nhq6h3bVRbxM0Y1oCQZbv3g2r\nFGkCbI+fn5iATk0wCBwMzNJaJABgf7WEZ8+uY7vRRZvGJywRHbZKeomx3sJMAVfWGri51SYIvFES\nDBLhZNf2YAokmizhVGvafD8DILWyH/IoBdii3xULkmKCQU6sAOG97kXymFVFhH3O84OYEhDnYLC9\nSOuw+Fvb9e7AfGdAWHBK4mDY4epYpEWCxS9EWlobG3lp31VleXlZAfArAE4D6AD4uysrK+eF9z8I\n4CcBOAC+sbKy8vfGcmaIBoM9EQx0QSrmCOmJaYQkHcBohC+sb+d1J2Yz3XTmtBmCYWmmCF1Twiz4\nCC0SohxWqJuefm3FvIEAJJgv5gzes5010/jBt5/A4287flsEdcx4f6mh9kSDRAhdpPOX7xkLeJmG\n9jDXyxxSpWjipx8/jUMJyShWoavRxTNn6typsM1YztIiMOus56JJmdHdMkNTOVt+WuXqy6vPom43\n8N/c8U68a+md/PU//tx5/OlXLuCHf+QhLuXzf/zBc3j+3Abe/V134pFTi5Hj/MZfreAzL10FANzz\nuiV8+P7sSgvMbm638Y8/80WcPLWAH7p/MBWNzzx7FU9jpW/rgaIoOFAt4cyVneTWmITgP5JgGJaD\nwY6TM43DZGheUhLTZAiGFC4FRiAmBgPMtupdNNvu2Iljc5YOBeCtUUWB9Z1zMGRRkWAIBrqxSJKo\nBKIbfVYFKg3g33OWjrbdDAmyBmyR6NiEyyUt2EzizWAmQ5F3C+77+GPH8Ny5DXx15Sb+u/fcwQlb\ngbBVys0A/7ydEgzs/osBtaGpqPVQkUg8jqHxzSZA5ch6rmnp90DX48+a8Vix3+jaLhQlfNbieBu0\nRYKNLYeSGqedV9L59xtrhTG0SMjfnZvM4/pGK0TsZPC5bF6x1pKCgIhilg3BIMtUkn+tW45gCFE0\na9sdGLrK+QVulbFnz9tbBU4FgmBwuMpWkvE5sicIhj1OMAjzJrVFQpA2BAiCk8naJ9nRpQqePbuO\nc1drhBcsIjcdQuyTEAx3HZrCV16+iRcvbKJje7EC0SCma4RvwHY9XF1r4F/++lfwt952DO+4n5Br\nswKB5wdotENOAoejgVTpeOGca9fJvZgUEwx8LxXw2FtMQOT4ehOfo8xXigmQfqZpJMFgRNolCAcD\nk4ycnYgXTAs5PcJ1NQzJY68WiYmSyZ8z4YEbL7I0y9m+H4C1srLyCIB/AuDfsjeWl5dzAH4ewFtX\nVlbeDGByeXn5u8Z1ckmsn0nGAmu2IBCSjsE3aUm2NFuEAuDBO+czfV4kYgGActHEZMmKBL3DGpsU\npGeufxDD2eDphnDQFgnG3ns7GTufqXKu5+TuNXbkDRMhXFN4wDgMyePrjs/iPQ8exP/4A29ITC4A\noXOIIBisOILB0LWQCTyjQ4mgffTxZB+TTKfEUEBy9jgIAnz68pNQFRXvOfFY5LvvfvAg/ukPvIEn\nF4DeHAwiL8awHAwywdYg1pFIj3rZgTnyzHu1SAAivDq9utzPOAfDLjH/AsRPEZnKZFSGoWsRDgb5\n+bDn6iRAHn//ibPwgwCP3rMYe28UUxWFB1h5S4OmqnwdGKRFgvlZVt1PQzDoQoKhMYBEJbOJgokg\nAH77U2fIuWVtkaBjh0E/09aUKJxVRjCQ73g+mcu7FZBrqop7jk7Ddn2cu7qDtrCJltehnjKV5u5v\nHLIaOxeZkCumItFnI20ZEoKh4/b0c73g35pKiipAdH0zdZWTCjJiYbZuRlskBit8iAoVTgpMOe07\n2VskhkkwMJWO6HdZZf7aOmlVzVJ9zlk6xBCjYBmxJG6mBIOAdALCKu2tjq1EBMPN7Taqk/lbTuYt\nj38RjWO7HhptJ1WiEiBV9bnJ/K7yhnEOhr1ukRDGXj8EA4sJPD9AgPSxxgiMz13bQafrRqroES6m\nBATDnYcJ78eLF7dIi9+IsHrTIKTen/7aVdiuj/PXavw9tn4DYfUd6MHBIBRjGYJBbP/RKfLA83ys\n73RgGVrknvZqyWP+aZB9ApOqjaIKSQzF+PmWZuPtlQXOlWRz+eGsxnwhi9EabYffx1rThgKC0BcT\nSbciwfAogL8EgJWVlS8BuF94rwvgkZWVFYaF1UFQDmMxM7JJ7NUiQR500gAh3x3ekT96zyL+148+\njJMHJjN9nrdIUARDuWBEdX5HapEIA1rWe9QLVlqklXDWKtBOIDP5VjNTJ0iDakK2T/4cM3nsiO8p\nCJ1IEkFUVisXTDz+2PGebM5sbLDnIXIwiAgGIHRiWdE32h6pSIhkZkmLzoubZ3C9uYo3zJ3GTCFK\nPJUz9Rgjf1I/MDMxQN9rFQmgt5SibAdoK1TS2Ena6EVbJIZFMOwOMQ9A7ndTIHmUzaCV0bTfTiKx\nA4CXL27hSy+u4shiBY/eO94EAztvIJw/LGDaHoTkUZo/WTgY2PHT5NOS7P1vPoKF6QK++MIqPbds\n44AFtpvUZ6QFm5HeTykYlpF0vfgPRrW7D08DAF64sIlW10XRiicYWLU9zZLUAW6VHV4o432PHsFb\nTy/x15hsYxAEmXvsTUEm0PcDdGyvD4KBBqkp/iKpBcEwQi6ijkQkOopMpSjzxoL8ftcrt26k2W4g\nGKqUE+kKSzBkWCNVRYm0KxKSRxnB0D/gl6WSnYwJqN025qM36120u+5QShTjNnFzoyghubuhqQgC\nsmEupxA8AsQX/usfexgPZCwIDmMzEznkLT2RZ2s3TVwf0nx+XkgKAP3lR48slqEoIMlf240UKcIW\nCSdEmQnHmZvMY6Zi4aULW3BcfyQOBoDMh0bbxhdfuAEgbDMHQgSi/Lft+omqOuKc2653UbD0iO8T\nExDrOx3MTkQLllaPvQC7L4PsE5if0KV9ieP5uEzb5w9US7Hvsd+qNQdX1VFVpoZBxsK/+/3n8HO/\n9gw6toudpo1SwYCmqhGVnU43uVVjWMuyqlQA7Aj/d5eXl9WVlRV/ZWUlALAGAMvLyz8BoLiysvLX\n4zq5iIpEjwWBVY3E4E4c7KNkilVVwexEdkfCYG+1BskQlXLRBENxpBYJSoTielDoJfUKDEdFMNyO\nZhoa/v4HTvV17mIgGkMwCPfMNOIVnWEQDFlMU5UIhFtUkWAJBk+v46mrX4JWvQwt10Uzv4Wnrqb3\nsjPbqHWgVS8DAG6gjaeuru/GJaBdugRltoXPXXkaV/xVaNVtfGNHxxWPjPGnrj8DAHj7wbdkOl4+\ngdGcmZgIG7a1KFxogj6fjFvYm9ffTb7xjjlcXm1EJPn4OUT67uKIjWFJHnerRQIg99v1fMBLPj9S\nsfXQ6jqJpEAMfdJxPDAGF9fz8ZufOgMFwIe+/eSuVMvIOOlw3yfD8LOpSMgJhv4qEldpkLAvoQqR\nZvuqJfzzj7wRH//sOfz1V65kXmfY7zLUUxaSxzQEAz/mLiYlTx6YhKYq+NqZNQRBOJfFedW/2n/7\ntEhoqor3PXok8lqEjyPjBtLUNdhOSK4F9OZRYc8wLRHD2iEiUnJ6yPTecbxIsnQUDgYRvZNVdvHo\nUgUH50o4vtS7uszajIZJlKclohiC4TpLMGQcR8W8wdFJovIJsyznyGJXh65BtwvJI5tTV24S3zU7\n2btosxcmJrpE9SLxeY2bu2dQy1s6fuFHHxrrRiyLDcTB0ENeUrScqeNAtYQLN+pwXD9yTWFl20uU\nJFcUBXcensbnn79Ozm/EuNnSNS4JC4Rt5kEQRBAMopIEk4SX0cxiAnSr3o0RwrO1sd500O66mNkv\nF76oH0nw4WyMDnK97L7J7bKu6+MqFQBgioNJv2W7PioDFC+YMSWQWtPGq9cJIuSJr1/FTtPGTIXc\nk3yO7kEaXQQYH5cXkC3BUAMgYr7VlZUVXg6kHA3/BsAJAP9tlh+tVvuTJQJASeh9XZyvpCYZqgB+\n4nteh+P7J/mxy0UT1zeIPNbCXCVREmc3bGqSwL8DkH78+fkKlubKwEs3AQBLC5XM1y/bXJUsBIGq\nwsqRoHd2upB6vAWaEVMNHdVqGZ4fQFUVLC1OjI3EYxAb9rpl+/YMxxGD7umpYuS3S5WwJylnafy9\nUsEANoFKOTe2c5XNNDXe0zk3W8T8NHEqRH7Jx1ecP0djpQbMAuYscAPAb698Kduxacz7oge8uLIL\nJw8AE4A5AfzumRcAjfzmX1x9IfKRe+aX8fqjhC+h331871uOw8oZeOM9+2KL4IzQSrFQLQ31TDy6\nwCqqkvr9GxtNqIqCOYkTIKBZ8f1LE6jO9N84/tT3vyHx9SnB9xQLBqrVMmanw+NNTeQHujbCNQ8E\nCrkmlS50C3PlsY3bKYFAtVgwY8ct5k24XoCu46OY1zE3FyWCnaTfL5bCufT//sVLuLbexLseOoQH\n7t03lvOMnXc5h4s36piqkN9dqEWTc4sLFcz02cj7Whg4aKqCIwemE6GJ7HOarmGN/s69d8yjOhuv\nRPSyn/zgG/AD33k3JktWJghklf4W43JJmxtlO/RzhZwR+4yofDA/hrHT6/vLh6bw4qubAICpCfJs\n6naIKsqZes/vV2fIPZ2aTF/vbqUVaVW1MlmEbpCwam629z0tFgzYNz3MzpbgUSnPXr5gp8O4AOLP\nEiBrS6vrolyy+PuFnIGNnQ6q1TK6joc5IV6YE+bG/qWJvvNCtEqJzG/H9ZHLk2ufnur9bKrVMn75\nrv6opUfu0/HVV9bx6Ov3D/ys2TiZqETX8DvoUGOSqXJMkGZTZQur9DsHliYjfdwAsDBf6RtL5UtM\n0lJFtVoOx8eQa9q4bHqKrHdrtFJ8dP/UQOezG+euGOGWxDLC2Kws7AXmZrI9u920/npy47e5mQb/\nezHFX+u01ckL6POh3G8lwSfIdvexWVy6eQEAMCHEvvP0X0XXhP1G9N4/eM8STzBMjBg3F/IGsN2G\nqgDz00WsbjYxNV1Eu+vC9QKaLPXhIhx7AaLjhB+LzjnXJ8mWk4eiY3uiQnxdnSIwD0j7soNLE1Ce\nv45jB2c4+okZi78K+WQ/nGSWoQPoRr5TyJnw/AA36DM6fedCDC1ZFeJEy+q9RiZZuWhic6eD6zsh\nGuSvnrmMdtfF7BS5J7NT5DfYcjxoPNrLsiQYngLwXQA+try8/BCAb0jv/98A2isrK+/P+qNra/VM\nnwuorI8CYGOj0dOR33d0OnJsTfjszk4LgRMnutgNc+xQHqaY07G2VkdO2Dg5HSfz9cs2RVsevnl2\nHXccJC0b3Xb68XxaWbh+s461tTrqLRs5Q8P6eiPx87tp1Wp56OseyoKwYt1qdiO/7fvhe4amxsaM\n73q7dq6GpqIL8lzsjotOiwR569sdaNOraHg1nK6ewvqFCVoZlDMAACAASURBVLx6o46T+yfw1vv6\nb8ZqTRu/9+mzAICH7prHPcdmduX8P/nly7h4o44ffPcyvvCNGzh7dQd/+50neUVUgYLl6eNYW6tn\neuYFXcH7HzmM7a1m7D1bkDn0bHfoZ6IoQCtlnriej3/0q19AKW/g53/owch7W9QptxodrPmDt1gw\na7fCjLsSBFhbq6PbDl/rDugTWrRyvV3rYG2tjg0aANsj+BbZIshfP4gdN6Aynlu1DvKWHnm/Wi1z\n3/2XT53HB95yFJ999hp+/6/PoDqZw3c+eHAX55fC/11bq6PbiupmN2od+HbvtaAuQDArRRMbG8n+\nkn2u0ezi2nqTqG/4/tDXttFNl/UUjT3/tS3y3OEl/6YnjFkF8WdYsHTsuOT+NGptrI0ADug310/s\nm+AJBg1knW43w6BHp88rzQ7PFfHYfftwZK64t+tIRmPj/fqNHWxTeVN53ZFNAVmmrt/YwbV18izV\nhOfErNHo8N9K+gybs74bvq8qpE3p8tUtdG0PuhLGSGztAYB2s4u1PvNCNNdhihkeVmk8MU7/8+Mf\nOAUge6zIzKFzyHWi64XmkzWXcY5023amY4vIn06ziy3H5RsdTVUyxVIMsdCkv7lDN/TNRu/xsdvG\n1tfzVwhAuWD0noOi7VY8JxLS6UJs5nthq53WY468lk2MGQI3OR5iaKItGhuw5FivmHZpOtxAqwjn\nXJ46lFcubHJizWazEznO/ikB9RIMv/YBof+699gscpaG6xtNvHJ+HV2aBN8/V8L5azVcvVHnv9Pu\nOJFxwozdh6v09aKlRT7TpWP/3OUt8r4Zff+t9yzg9OFpIOE+d2hMId6r/kb8ji+s1SyGOnNpCxNF\nE3bbxlo7Gq8EwrhXlezzk5mpqWh1XDzzDZIEuvvwFF64QK45b5D7xvaJl64RPyDHCqMkG7IkGP4I\nwDuXl5efov//CFWOKAL4KoCPAPjc8vLyEyB38d+vrKz8ydBnJBiraGpadrZOZiLMYy+JoUTYG+sV\nm460SAwPP5mu5DBVtnDu6g6OLJKH3k9FAgBnOO90vUyEda8Fi8DSpT5JVSX9vq7nJ/ak7iYMVzx2\nztIECLcHa+FVAMD7j30HPnFlHWc3rmH+wBIeWOivnrBZ6+C3KWLncO4kHljY3+cbw9lXPRPnN27i\n3ql78XwnB29jDW+cv29XYIsihHdQlnPRDF1NJXl86eIWths2ak0Hnu9ziSZAaD0YETIWgSyzNpwR\nOGJCmUqyMLT4eY6Xg4FZYosE9XPNjouZBLnYR04t4KlvXMf/98WLeOHVTVy8UUe5YOAffu/rdhXi\nyvwr833yPcmkIiFcbxrBo/i5VtfF9Y0WDi+U94Qkjf0u43JJa5FQlbAlK6lvv5DTOfR0NzkYAOCu\nw1P4k8+/yn8XiLZI9PO5E0UTP/CuuPTv7WIiHwcnYO5zTSHJXjpZauQ3+nAwMJ4N8XcZkdjXzqwB\nQIRLiv2+pioD8w7pwvVu7pBERZIf2GsrJowtgNyHqbLFWxGzchsxX6WpCo+1ciZR/8h6DBGuDUAg\n6L7FJI90DVrbvj0kKgFQElKSeEtSXwJufYvErTIxZkjz+YZOFNHiHAzp/v24wIslrpcH5kpQAFxc\nrXO/kcRPtG+2iKvrzTFwMJDvv/V1Szh7lWx2N2odnhQ8NF/G+Ws1bDfDxKjjJqtcsTm3sRNXiBDf\nZ4gmWcFBU1XMpPC8FXMGpitWIiljmiXy43DSdwd3H5lO/F4kDhtiH5u3dPhBgOfPrcM0VPzd996N\nf/J/fREd2+NqKGxPuFknic9hCdWTrO+RKM/CR6WXzwxyjGGNDZwsRDqyjYuDYVAT+6QYJ8TkmEge\nAeDYUgVfWVnj7R+9+vhYLyNzNh3bTSUse62ZeF+SWmssgyQYxEWekzzuYrAdSTAIJI9qeQtqqYZj\nxZOYK8yimN8GkH3zqaUsxuO2kD1ckCfbpQSemPwZhbvE0EK9YdmepgR7fhBgs9aNBFkd24WhqyOT\nZor3h0vc6cP7JybDy0geOxn6twc1cZFJ2nyIryX5tMWZIv7F33kAv/aJl/Hs2XVYhoafevw05qfG\nK00pG+vvT9po6JoSSSClmfi80yQqgfC5XV5twPMD7J8brDViWJOfR5o0pqIo0GgiNWmdEOfUbifh\njyxWYNH2sJCDIcqF861sIpksI1XMoiIBkEQmW6N7cc2w5572rDh6J5LQJH8/+RypYD189wJ/j82N\nQk4fuIAjylQyxay0gHwv7cSBSfyttx2LXCez6mSeJxgyczAwslgrvEc5S0et5XAm+n6mqgpUReE8\nQJyj41bLVNJ7EICgaQbhGtstUxQFBYsQDEc3YwL/wBC96K8FE1W1eiVZCjk9xsHQS1lsbiqPEuUa\nEWMIy9SwMFPApdU6ji5W6HHi8+bOQ1O4ShF8o9jDdy9gsmTinqMzXPlhfafD2wb3V4tQFSWqIuH6\nickWRVGga+Gcm5T2PcxX8gTDAPwjqqrgF37k4YH2pSw+T0uaJfEvAFF1n2HiehabbdS6uPvINCaK\nJt5x/378+Rcu8uIJi/U2acvcXqtI3DLrJcvUz1jwksQwupsmBn9MTochGDQ1ToY2qLFs40sXCcyl\nFyMzC7JFksdvZYLHQSxKrJdEUhcn2+Mkj3uFYDB1TqqjL1wAADxYfQRAuGnI6lREZ7eb451VqVY3\nWwLxz+78njUCCZloegqCoet4+Nora/z/6wLBEAC0xsSoq0fGIktiDZ8QYjK8bS5TSZUcxkjyGNl8\nJspUhq+lLUjlgomf+O578NH3n8I//v7X48hiJfFz47SirCJhxed3PxOfVy8EAwsaGApgfwIL9G6Y\n/DyYWlDyZ+ObTmZiYmi3q6m6puIOWgVjc9mgikDA3mvKj9tE0sMsEtIAsEB5Xa6uNdGi0P5efq5S\nMHHvsRm8/mRyB7ieUCVjm9gzl7dxZLGCeYFnhiU4hvGtImJjs9aBaagjoTPHZbqm4jseOhSrWAJA\nVdhEZE2olfLMn8TJMQeJS3Vd4USz9m0mUwkAUxXrlp8PM+aXIuumIcbV6T75tWxW1gSDpaNNUctJ\nSl+yKYqCo0tkbZb3B4cXyujYHq7QVqCkeXP6xCyA0RFMj967iB9+792EWJ8ea6PW4QmFyZKFStHg\n5MYAJXnsQXrLbEpKMLC1u0bX7kGTayIBaRZLVpEQEwzJsUM/JGk/E2Mz1lb/nQ8dxvc8dhyPUJlw\nlmjepInivSZ5vGXGgp7hEAxhELOXhIZiUFFixE9FEwqGqxTIxmT+WCbe6pEFD1skiI6t5wevyQSD\nH/j4jRd/D9eaN/hr23oX1iniZH/9/NdgXo5et320CcsLcN3U8K+e+SwAYMsi3/ls+yv46jO7kyWv\n7WvBmidO/7+88nXoqgrrVANKvg6/MYFjk4cAhM8uaxCj7xGC4dACac25uFqH4/lQlWxV4WEsotM+\nSouEIK0p2vPnNtC1PUxXLGzWuljb6eBO4f3OmDSBIzKV1KeNoiIBkEAglKl0oSrKWDeJ0YUt7jOy\nJBgAEry8MUFZY7esQjXKWWJA11RoqgLPDzJXycmYJt/phfhSpSrJgb1CMEjX0SvYJHPTS9HzZrwp\ne5OEf/3JKp47t4EFuskliTJCTPiaQTB4PjbrXShK/437ISpte3G1zudQLz+nqgp+6vHTqe+z4DWi\nkiQ894fvjkr3sc8N41u5agZFMMxUcreEOHoQE2UYs/pKNrfEe8QSuYMkGJiMKRBu+rLK0u6WiePk\ndpCoZJYXEpDMxE3kIFLAryVjBRdVUXquuYWcjvWdNoIgyIwyPbZvAs+f24i1Fh2aL+OLL6zi/FWi\nQJA05u8+PI2f/6EHuF8fhzE01MZOh8+9iZKFiZKFa+tNBEGIBkqLn8i5kmSeTM4q3g/L1HY9Ocru\nW1qcnppg6IMk7WdigWX5IJGNt0wN737wYOw32J5ynK22t3WCwUh4KFmN3aRR4c2DmrhwMUeoayqW\nZotj2awcnC9HgtpeC2XO1KAqChodh29GskjufavZCxsv48urX4ehGtBVcn2O4kExiXOtuw4ULxr8\nBLoLRQvgaio2O93Id1q+DbuzO+PG010oKnl2NdsBFAWq6SJwTDhXTnBIVDEhi9/LxCTcbo75gzwo\nbpDs8S4mM0LZ0NHaFHRNRdeJE+g9TfWW3/PgIfzWp87wXlRm7a4bW5iGsSRYnBjcDQNPz5ka6lRF\noG27yFvaWAP8rBwMwHh79ka1B+6ch+8HXC6UbWKbHXcg9Jihq/BsL1WiUvycS4mY9gzBIIwXBb3b\nh/QE2DwzBsdPkvnaDXv03kWcPDgZaZPJWTTBcJtUT4c1Nh/aXRcXrtdxYK7UN2lyaJ4kay+t1nly\napQYgff5JvgbVVHwwJ3RBIOuqXjgzjmeNB7EmD+utWw0Oy4O7wE6aVQT2eCz+twiTzCEc4w9o0Eh\n0qJMpYK9j01lExMctwP/AjO2nkS5RMK//6a2SLD1q5jXe3L9FCwdrhdQCVmGYOjtix65ewFnr+zg\nXokcnPkG1nKRFu+Ne+2bFhAMjkfW4ImiicmiiYs36mh33RANmnJO4rnKiCZNmLvVid1PjuoJvpm9\npioKlmaTkzOjIhj4XDJUHE7x84yDgXFdjBMJe/tEhgnGBlCaPGUvExEMe2lWhOQxdIQ/832vGwsB\nmKGrOLRQxjmaUewVxCiKgmJeR7PtcEK41yKC4b9eehIA8LP3/zj2lQjs58+eehV/9AwhFfsXP/Zw\nbAH9X37jKzh3rYY3nVrAD739LgDAJ56+iI995hw+8v5Tu1Z1/cXfexYvUDb1X/pHb4OmqvjZX/kC\n72NlibETByZx77EZnM6oBqGpKidHGgbxk9VmKjkUczou3ajD0NXdTTDQsTrqBpZsAqMIhlbHwTfO\nb2B/tYj7TszGEgxMz34cm2exhcTirTmjIU5yps7Pt9N1x544FHv/khbwrAiGvTZDV/Hm00uR1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      "text/plain": [
       "<matplotlib.figure.Figure at 0x10e87a2d0>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(18,2))\n",
    "signal = np.random.rand(400).reshape(-1, 1)\n",
    "plt.plot(signal)\n",
    "parcells = np.zeros(signal.shape)\n",
    "n_parcells = 20\n",
    "for i in range(n_parcells):\n",
    "    parcells[i*len(signal)/n_parcells:(i+1)*len(signal)/n_parcells] = float(i)/float(n_parcells)\n",
    "    \n",
    "plt.plot(parcells)\n",
    "\n",
    "between_parcel_variance = labeled_comprehension(signal,\n",
    "                                     parcells,\n",
    "                                     np.unique(parcells),\n",
    "                                     np.mean,\n",
    "                                     float,\n",
    "                                     np.nan).var()\n",
    "within_parcel_variance = labeled_comprehension(signal,\n",
    "                                               parcells,\n",
    "                                               np.unique(parcells),\n",
    "                                               np.var,\n",
    "                                               float,\n",
    "                                               np.nan).mean()\n",
    "\n",
    "print \"overall signal variance = %g\"%signal.var()\n",
    "print \"between parcell variance = %g\"%between_parcel_variance\n",
    "print \"within parcell variance = %g\"%within_parcel_variance\n",
    "print \"between/within variance ratio = %g\"%(between_parcel_variance/within_parcel_variance)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 77,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "overall signal variance = 0.0858651\n",
      "between parcell variance = 0.0026364\n",
      "within parcell variance = 0.0831836\n",
      "between/within variance ratio = 0.0316937\n"
     ]
    },
    {
     "data": {
      "image/png": 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T6TePjo7eD+Cvrb8R/AWA2wCUAFweHR39QjqdrptmarY+n9ycvlTYJBialKuQ\nm9qbCCMWEXHva4Zx6tIyxuazNEBkA4mtblNJJmNW2UFktQM9UYRFuxVVrHrv1zLKjIKBbESX1ovI\nFGRMLOR8EQxlWiLRngcDS+q4CR6ngqH5e0MWzWaVM45zIARDEx4MsmI6faua3nKJhDujQKSLiqoj\nEhYYBUP15GkY5iQX8TkpZvK1FQwkmPWamInB43BfDDzHIREN7TqCwbHRqDMG2cDm4HASADC3VgwI\nhgbIFRUYcF9n+1redngAsYiAM+lVvO/7j3eln3rRp4KBlP/4zUxmCzLCIo9kPIRCF0skiIR+ZDBO\na481TQcv+g+KdjpqeTAAZrY1V5QhKzoUVUciFrJL9koKRhq0PS9LCt2IkDmTlTKTdbrTrQHrYWGt\nxNSXe2dnRZGH2oX5lvze937vEbx8fQ1femoMI4MJHLF8dtwgcZbAc9B0g7aVHBm0CAZmo02ua76k\nYLC3BsGgOomUo/t78PylZSxvlHwlqIoVFaqmQ1F0qqLoJNhkh1dcUmyj5IrN/LPqm2xRRklSsW8g\njqWNkrOjlDV3nh9bx8+843jT3wlUb8yjYQEhka8b79ASiVgIJcmclyWqYOi+B4NDweCSoFMFgxWf\ntlJLXw/T3EsIH72GIoAigNklAJY4OnwUGAMwdtX7s2Fmz/z5q/XLhToB4TAgAFgE8Pka5+QH4aPA\nJIDJNo7RDHiO99VB4sL4OqJhAZKieT5zzg2/3xIJ+33FitoUwaB4fJ/7/3c7/BAM3wvgMQBIp9Mv\njI6O3ud6/TyAfoCaxTaka5vdbJGFqy9hbnya3by4Wdk33zGCU5eW8dzFJZtgYBnjJjO/7YIstuwk\nnqXZ5DA9706yXiYjZx6PSP1EgWs6iCILSCxMavb89U12Q6pTk9ZuiQQJBPIlBZquQ+CbV4FIsgYO\nwKBlOOfL5FHTkYiKkBStZQWDO1tFx4KmIwKBqe1iu0jY/67Imn+CgRlzbtTrt04MHok/RSIW2oUl\nEs15MIQEnmZK3F1R3DAMA1NLeRwcTlAC6dUGMvbY62wrGMwg9+5jQ3j+8jJmlgs4vK+1DF090A1B\ngzmGtD30OxdlihJ6kya5vbxR7f3TKWxa9b5DvVH6vKqagZCfVd4ndEsdQIjkrUYtBQNgJhBWNkq0\nPC8VCzEKhsbzUbGiUgLZy4OBrENbmX1iu9C4e7iTeyw2aCHcKsjvHRlK4Bd+6DX4p39N48//+Sx+\n9b134J79BBGZAAAgAElEQVTjQ1XvJzHD/qEEZlcKNMmwbyDuOH/DMGjgni/LdE11w32vj46YBMPE\nQs4XwcC69LsJBkXV8PknruP7X3+g5Ww/u0mQPMZEuY02lawPGOtjsGhtpm/el8LSRokqGAF7rC6s\nFbGSKdOx3AzIuZKxxXEceuLhumV+BcvvJCTyiOrOEgmHB0MXCAZV07Gyac+pRF2kuuImqmDo8Dnk\n+UUYqoj/bfS9tEwYAAwY+PQ3r6K/J4Kf+N7qzfHSZgmPnpyi//3v3n2r55zWKai6js9802YEvu/1\nB6ha2i9SqSi+e2YWZ6+t4sj+Hrzz9c2rIFrBcHwQqXCy7nuWNkpY2Szj3tcM45XJ9ap24YBT7dOs\nggEw4wOv5FvNz3ok/cjfWBXyboaf0KMHAKtIUEdHR/l0Ok2u3iUAZwAUAHwtnU43LJJrmmCwSiRi\nUREhkac1X36huBbk2w73oz8VwekrK/i5d96CcEhwBBLNZn7bBZHfs7J7siHtS0bopqOTmRP3RCsr\nmkNq6df4kSgYYhZDTDZVzdadS/VKJFiCoQW5Ic3ow8yUNjNJ2OdnBimkfICM4fGFLHiO88zqqKpm\nLrphoWUFg7vdElGzyIoGxEJVC6r735KsAgl/m4FM3h5zblAPBi8Fg0UwkPKRZEzEWqa85W7rbpw4\nv4BELITXv2a47WP5JhgYMpOUlTQas7MrBfy3f3wJ7/v+43jXGw+1fa43IrwIBtZFHgDuHR3G85eX\n8VJ6pSsEQ8nnhoBsVv1sNHXdQL6o4OiBHoRFHjNKAYqqdYVIIutINCJCqFPS1A6evbCIf3zsKv77\n++9vqsyxU6hHMPQkwjAALFmS6WQsbBMMDZQjmm62HqYKhrCTYGA9mraq/hgA5pguNO4e7mwXCa+A\nul1UFJOc5jkO77jnAHoTYfz91y/hw1+9gD/55TfiwLAz6Cf35tDeJCVGElGRtjpUtOpyvnrEjzsL\nfdTaEE0s5vCWO2uXahCQ6+UVy0wvFfDM+QXEI2IbBAND6nuaPKpV7/OLWgqGBUuldHhfCs9fXnYq\nGJj48PzYGn7wvpua/l6v56snEcLsSqFm0o0tPwqHeHCw4g5034NhebMMTTdLZnSGuHKPnQTxYOig\ngiEjZSELeeibw3jTyL20gwbBQ6qCyqKK+0furfrsJWkD2ro99u8auJsm57qBsqTiU+t5DPdFsZqp\nYHN6GPffe2dTxxgeTuHKmSi09TASfYO4f+TuLp1t8yC+EnceG8TVmU3Pdc+54ffrwcAQfU2OHUe3\nN+q9YJ+DoumI8Ls7oeSHYMgBYGdgSi6Mjo7eCeBHARyGqRD6/Ojo6E+l0+mv1jugrBsYHvY/qZet\nm5NKRNCTCKMsa019XrCCuZF9PVQy+dZ7DuDhExPIShpu39+HjGvwJFJR9Ke6XxcFALw1CebLKv1d\nhYqKSFjATQf60Gs50iZTsaZ+dz0ornahyZ4YBntjCEUsUySe9/VdopUe2zOUpO9PxUMoSmrV5+sd\nj334BVFwvJeV+BoNjuMFnlEscCGhpWuo6QZiERE3HehDOCSgJKlIpKL46y89g8HeKD76X95Z9RlV\nN5CKh9CTCOPq1AYGBpMQmmQsFY70o45geDiFlLX5T/XGMDyUhG4JhnTmmQozC10sEfX9e0tWIHb8\n5kH0ukiGHutZSHmMwbIVXB0/PIDh4RQGemMYn8+hVKkeA1uJLz41hr0DcbzrLY3ldY3AMZJsMSTW\n/F0xq8VhX595fwDzftS7DrPrJkEjac3Ni34wMZ/FpYl1PPDW9q9BM2j2d2jXzfpJSdHpZyMxM2gY\nHEhgeDiFd/TE8IlHr+Dc2Dp+5afu7rjCjGzQeaH+3Cdbxm6ij7lkM1+BbhjYMxCHyPMANhGJRzDY\n23x2sREMmNfjpv19SMbN57e3L97R71rcNFvCVbTqe7wVz3p81SQP+nur56F9FuGRKZlr+d7hBA6O\nmJtSg6t/Twkh3tdjzpd7rO8JWc+uomrU0C9uzcVbgWWm21UsHsbwcAqydZ9TSfM84rEQdMPAwEAC\ngkfpSKtQNQOxqD13/dBwCgVJx6cfvYQC85yS/yf35thN/XjxygpkVce+oQQG+00FQyxmnn+BTT7U\nedZmrM10n3Wv+/oTCIk8ZlcKvq4/CSkSqeo1cGHTVPtwDZ71usdn4god1XM3SYxomt78dzDHFpn1\nY8NKVNx961586akxcEycxjGfuTKdwc//8O3NfSfMOQ0A9u5JYdgikIb645hczCORiiHB+BcMD6cs\nvxMVRw/00POIRkSouvm6ozyL5zr+3FxbMNfbQ/tSmFrMIRoLYXg4hdismRPt7zPHzl7rt/Atxn9e\nSE9fAQDo+QHsH+mriu32DSZwYWwNvX3xKml9bNkZfydSUQx3kbAl5a+vOTSAaCSHVybWkUhFqfml\nX5B4vxv3sh0sWD41b3ndQTx8chK6Ub0elRhSIdQgJiOIztg+E6LPzxAIgn3Pk0lzDlpljOZ7++J0\nP7pb4YdgOAngPQC+Mjo6+iYAbLFQFqb3gpROp43R0dEVmOUSdbGyXsTqqn+n21VrM6zIKmJhEeu5\nclOfL1iTcnazhIrVJzsimpPB/FIOw8kwllecx5tfzEJtoTVJK8hY0tb1rP271jNl9MbDWFsrQLXY\n4JXVPFLhzgQQc4tOocnicg66rGJt3bzW+aLk6xqvbphBhSwp9P3JWAibOefnh4dTdY/HMsvrmZLj\nvZtMu6uKpDZ17wHT2IdgajaDvmjzmuFiWUFYFLC2VkBPPIT1bAXfeGYcZUlFruB9rSRZQ28CiIcF\n6AYwObNB3c79YtnKYKmqhtXVPDSLFV1eySNkGHarUVWn55BjlDCLyznfY2ZlvQiB51ApSZBdGT/F\nGoOrawX0Rp2LZc7qg12yrkPYWmjzJRmlgnebpm5D03WUJRXlitL0ePECe01z+UrNY65bz4NUUVCw\nrku99wOgz1wm29y85geffvgizo2t4ejeBPZYgX5ZUrGRl3BgqDsBTaNn3QtzS+Z8pGo6lpazEHge\n61bQIJVlerw7jwzgzLVVnL+63PHzJyqjQlGuf782zfPK13juWRBH95gowLDIwOm5DPQuGAnnChJ4\njkNmswhVNY+/vJLv6HfNW79ncSWH1T329W/lnreCtXX7+XJ/X8hSbVybNklyXjegWwbBS6uFuudH\nyrwEDlhdzaNibYLXN821iC3LXFkvYHW1+8kHwzAwPmeLR9c3zHNZsdQBmmKuCbql8FxcynXUa6BU\nURAWeMd1061xtWGdC3vfyb1RZRV7B+KYXSmgLx5G2bqWG9a13Mzbc+n8Ur7mfSHHk5k1/9CeJCYX\ncphfyDSshyZZ9KWVPGKCc/O3SubcXP25uR5WGHPBUtkZl5gbb7uUamUl1xQhupmzY57lNXvsTsxm\nwAHose5zoSRVrfsHhhJ4ZXwNM3ObSM9k8Mz5Bfz7H77VV4Y8Z92bfLaMVWu+ilpqhomZDVruQu57\nWTJ9LqIhgZ5HJMSjYM3ZZK4EzDiu2Wv9+OkZTC7l8Ss/9lrP169OmMT0gcE4phZz9Hld3zTvTaVs\nzhMkhmavZbs4M3MZAMAVB7C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sidSISIVJIBYNC476PQLJkv6KAg8D1RNHI2iajmg4hL5k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\n",
      "text/plain": [
       "<matplotlib.figure.Figure at 0x10e37d450>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(18,2))\n",
    "plt.plot(signal)\n",
    "parcells = np.zeros(signal.shape)\n",
    "n_parcells = 11\n",
    "for i in range(n_parcells):\n",
    "    parcells[i*len(signal)/n_parcells:(i+1)*len(signal)/n_parcells] = float(i)/float(n_parcells)\n",
    "    \n",
    "plt.plot(parcells)\n",
    "\n",
    "between_parcel_variance = labeled_comprehension(signal,\n",
    "                                     parcells,\n",
    "                                     np.unique(parcells),\n",
    "                                     np.mean,\n",
    "                                     float,\n",
    "                                     np.nan).var()\n",
    "within_parcel_variance = labeled_comprehension(signal,\n",
    "                                               parcells,\n",
    "                                               np.unique(parcells),\n",
    "                                               np.var,\n",
    "                                               float,\n",
    "                                               np.nan).mean()\n",
    "\n",
    "print \"overall signal variance = %g\"%signal.var()\n",
    "print \"between parcell variance = %g\"%between_parcel_variance\n",
    "print \"within parcell variance = %g\"%within_parcel_variance\n",
    "print \"between/within variance ratio = %g\"%(between_parcel_variance/within_parcel_variance)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "collapsed": true
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 2",
   "language": "python",
   "name": "python2"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 2
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython2",
   "version": "2.7.11"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 0
}