{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {
    "collapsed": true
   },
   "source": [
    "# [Goulib](../notebook.ipynb).stats\n",
    "very basic statistics functions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {
    "collapsed": false
   },
   "outputs": [],
   "source": [
    "from Goulib.notebook import *\n",
    "from Goulib.stats import *"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Discrete distributions"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Discrete(mean=3.5, var=3.5)"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dice=Discrete(range(1,6+1))\n",
    "dice"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Discrete(mean=-0.6, var=2)"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "Y=Discrete({1:0.2, -1:0.8})\n",
    "Y"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Stats(mean=-0.3, var=8.640625)"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "X=Discrete({-2:0.15,-1:.2,0:.3,1:.2,2:.15})\n",
    "X**2+Y"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Normal distribution"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Normal(mean=0, var=1)\n"
     ]
    },
    {
     "data": {
      "image/png": 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7os+aZToJAMAkCggArzFrljX5vE0b00m81+OPS5s2WXNxAADeiQICwCscPCit\nXm0Nv4I5YWFSvXrSFYsPAgC8DAUEgFf46CPJ31+KiDCdxLv5+Vm7z8+da20ICQDwPhQQAB7v0iXr\nN+6RkVKtWqbT4IknpOPHpZUrTScBAJhAAQHg8daulQ4cYPiVq7jzTqlLFyajA4C3ooAA8HizZkm3\n3SZ17246CS57/HFp+XLrSQgAwLtQQAB4tDNnpCVLrC+8NpvpNLjsoYckHx8pPt50EgCAs1FAAHi0\nhQutyc6PPmo6Ca5Ur540bJj1dMpuN50GAOBMFBAAHm3WLGnQICkgwHQSXO2JJ6Tvv5e2bjWdBADg\nTBQQAB7ru++kLVuYfO6q+vWTmjVjMjoAeBsKCACPNXu2VL++dP/9ppOgJFWqSKNHS/PnS9nZptMA\nAJyFAgLAI128KM2bJ40aJVWrZjoNSvPYY9K5c1JioukkAABnoYAA8EgrV0onTlhfcOG6WreW+vSx\ndkYHAHgHCggAj/Txx1KnTtYfuLZHHpFWr5YyMkwnAQA4AwUEgMc5d05KTra+2ML1RURIvr7SggWm\nkwAAnIECAsDjJCZKublSVJTpJCiLm2+WBg9mU0IA8BYUEAAeJz5euvdeqWlT00lQVo88Iu3YIe3e\nbToJAMDRKCAAPMrRo9KaNQy/cjehodaTkI8/Np0EAOBoFBAAHmX+fGvZ3QceMJ0E5eHnJ40YYRWQ\nS5dMpwEAOBIFBIBHiY+XhgyR6tQxnQTl9cgj0oED0saNppMAAByJAgLAY+zaJaWnM/zKXfXqJTVv\nzmR0APB0FBAAHuPjj6W6daVBg0wnQUX4+EgPPSQtWiTl5ZlOAwBwFAoIAI9w6ZJVQEaOtOaAwD09\n8oh0+rT0ySemkwAAHIUCAsAjbNgg/fwzw6/c3R13SEFBDMMCAE9GAQHgEeLjpZYtpR49TCfBjXrk\nEWnZMunsWdNJAACOQAEB4PZyc6XFi635Az78U83tPfigNQdkyRLTSQAAjsC/qgG4vRUrpDNnpIcf\nNp0ElSEwUOrbV5o3z3QSAIAjUEAAuL358615A7ffbjoJKstDD0nr1lk72wMAPAsFBIBby8yUli+X\nIiNNJ0FlGjZM8vWVEhJMJwEAVDYKCAC3tny5lJNjLb8Lz1G3rjRggLRwoekkAIDKRgEB4NYWLpTu\nuktq1cp0ElS2yEhp40bp0CHTSQAAlYkCAsBtnTtnbVj34IOmk8ARwsMlPz9rZ3QAgOeggABwW8nJ\n1hK8I0a8Oh+aAAAgAElEQVSYTgJHqF1bCg1lGBYAeBoKCAC3tXCh1LOn1KyZ6SRwlMhIaetW6aef\nTCcBAFQWCggAt3T6tPTpp6x+5ekGD5Zq1mQYFgB4EgoIALe0dKmUny9FRJhOAkfy97dKCMOwAMBz\nUEAAuKUFC6Q+faSAANNJ4GiRkVJ6urR3r+kkAIDKQAEB4HZOnJDWrGH4lbcYNEiqVYunIADgKSgg\nANzOkiXWXx94wGwOOEeNGtLQoRQQAPAUFBAAbmfhQqlfP6lBA9NJ4CyRkdL330vffWc6CQDgRlFA\nALiVjAxp3TqGX3mbAQOkm2/mKQgAeAIKCAC3kpAg+fpKw4aZTgJnqlbN+t984ULJbjedBgBwIygg\nANzKokXWb8Pr1jWdBM4WGSnt32+tiAUAcF8UEABu4+hR6csvpREjTCeBCX37WsXz8iIEAAD35FUF\nJC8vTxMnTlRgYKBq1qyp4OBgpaWlXfd969evV3h4uJo3b64aNWooICBAgwYN0saNG0s8f+PGjerV\nq5f8/f0VEBCg8ePHKysrq7JvB/A6S5dKVapIYWGmk8CEqlWt1bAWL2YYFgC4M68qIKNHj9bbb7+t\nUaNG6Z133pGvr69CQ0NLLRKX7du3T1WqVNG4ceM0Y8YMPf/88zp+/Lh69+6tTz/9tMi56enp6t+/\nvy5cuKC4uDjFxMRo5syZGjlypCNvDfAKCQlS//4Mv/JmERHSvn3Srl2mkwAAKspmt3vH75G2bNmi\n4OBgTZs2TbGxsZKk3NxcdejQQY0aNdKGDRvK9Xk5OTlq1aqVOnfurBUrVhQeDw0N1c6dO7V37175\n+/tLkj788EONGTNGq1atUv/+/Uv9zB07dqhr167avn27unTpUoG7BDzXL79Yu56/95705JOm08CU\n3FypYUNpwgTpj380nQaAN+L72o3zmicgCQkJ8vX1VUxMTOExPz8/RUdHa9OmTTpy5Ei5Pq9GjRpq\n0KCBzpw5U3js/PnzSktL06hRowrLhyQ9+uij8vf316JFi278RgAvlZQk2WzWEBx4Lz8/awheQoLp\nJACAivKaApKenq62bduqVq1aRY5369at8PXrOX/+vE6ePKm9e/fqhRde0K5du4o80fj222+Vn5+v\nrl27Fnlf1apVFRQUpK+//roS7gTwTgkJ0r33SvXrm04C0yIirA0J9+41nQQAUBFeU0AyMjIUEBBQ\n7HhAQIDsdruOHj163c8YOXKkGjRooPbt22v69OkaO3asXnrppSLXsNlspV6nLNcAUNzJk9KaNdID\nD5hOAlcwYIDk789qWADgrrymgOTk5MjPz6/Y8erVqxe+fj1Tp07VZ599plmzZql79+7Ky8vTxYsX\ni1xDUqnXKcs1ABSXkiJdusTmg7DUqCENHswwLABwV76mAzhLjRo1lJubW+z4hQsXCl+/nk6dOhX+\n54cfflhdunTR448/Xji34/JnlHadslwDQHEJCdI990iNG5tOAlcREWHtB/PTT1KrVqbTAADKw2sK\nSGlDoDIyMiRJTZo0KdfnVa1aVWFhYZo6dapyc3Pl5+dXOJzr8mdefZ2yXiM2NlZ16tQpciwqKkpR\nUVHlygh4grNnpc8+k956y3QSuJJBg6wnIUuWSM8/bzoNAE81f/58zZ8/v8ixs2fPGkrjObymgAQF\nBWnt2rXKzMwsMhF98+bNstlsCgoKKvdnZmdny2636/z58/Lz81OHDh3k6+urbdu2KSIiovC8ixcv\nKj09XZGRkWX63Li4OJZ1A/5j2TLp4kVp+HDTSeBK/P2tEpKQQAEB4Dgl/QL48jK8qDivmQMSERGh\n/Px8zZw5s/BYXl6e5syZo+DgYAUGBkqSjh07pr1796qgoKDwvBMnThT7vDNnzmjJkiVq3ry56v9n\nWZ7atWurf//+io+PL7Lz+dy5c5WVlcVmhEAFJCRI3btLTZuaTgJXExEhbdki/fyz6SQAgPLwmicg\n3bp104gRIzR58mQdP35cbdq00Zw5c3Tw4EHNnj278LxJkyZp7ty5OnDggJo3by5JGjRokJo2baq7\n775bDRs21MGDBzVnzhxlZGQU29tjypQp6tmzp3r37q0xY8bo0KFDmj59ukJCQnTfffc59Z4Bd3f+\nvLRypTRliukkcEX332/tC5KYKD3zjOk0AICy8ponIJI0b948PfPMM4qPj9f48eNVUFCg1NRU9ezZ\ns/Acm80mH5+iP5bo6GidPn1ab7/9tn7zm99o5syZ6tq1q9atW6dhVy3L07lzZ6WlpalmzZqaMGGC\nPvjgA8XExGjx4sVOuUfAk6xYYe18zfK7KEnt2taSvKyGBQDuxWa32+2mQ8ByeUzh9u3bmQMCyFrl\n6MABaetW00ngqubOlUaPlg4flv4zkhYAHIrvazfOq56AAHAf2dnWE5Ar1nMAihkyRKpaVVq61HQS\nAEBZUUAAuKRPP7VKCKtf4Vrq1pX69qWAAIA7oYAAcElLl0p33CHdeqvpJHB1w4ZJ69ZJJ0+aTgIA\nKAsKCACXc/GilJJifbEEric8XLp0ydozBgDg+iggAFzOunXSmTMUEJRN48bWXjEMwwIA90ABAeBy\nli6VWrSQOnc2nQTuYvhwa97QFXvAAgBcFAUEgEu5dElKSrKefthsptPAXQwbJl24YG1cCQBwbRQQ\nAC5lyxbp6FGGX6F8WrWSOnWydkUHALg2CggAl7J0qdSggdSzp+kkcDfDhkmpqVJenukkAIBroYAA\ncBl2u1VAwsKkKlVMp4G7GTZMOntW+vxz00kAANdCAQHgMr7/Xtq/n80HUTGdOllDsVgNCwBcGwUE\ngMtYulS66SapXz/TSeCObDbrKUhSklRQYDoNAKA0FBAALiMxUQoNlfz8TCeBuxo2TDp+XNq82XQS\nAEBpKCAAXMKBA9LXX7P6FW5M9+5So0YMwwIAV0YBAeASkpKkatWkQYNMJ4E78/GRwsOtAmK3m04D\nACgJBQSAS1i6VLrvPql2bdNJ4O6GD5d++kn69lvTSQAAJaGAADDul1+k9esZfoXK8etfS3XqsCkh\nALgqCggA45Yts1YwCgsznQSeoFo16f77mQcCAK6KAgLAuKQka+fzBg1MJ4GnGDpU2rlT+te/TCcB\nAFyNAgLAqMxM6bPPrC+MQGUZONB6EpKSYjoJAOBqFBAARn36qZSba61cBFSWyxtaJiWZTgIAuBoF\nBIBRyclShw5S69amk8DTDB1qLW5w8qTpJACAK1FAABiTn29NQOfpBxxhyBCpoEBKTTWdBABwJQoI\nAGPWr5dOn2b+BxwjIEAKDmYYFgC4GgoIAGOSk6XAQKlrV9NJ4KnCw6VVq6ScHNNJAACXUUAAGGG3\nW7+ZDg+39gABHGHoUCk7W0pLM50EAHAZBQSAETt3SgcPMv8DjtWundS2rfW0DQDgGiggAIxISpJq\n15buvdd0Eni6oUOt/UAKCkwnAQBIFBAAhiQnS6Gh1mZxgCOFh0snTkibN5tOAgCQKCAADDh4UPr6\na1a/gnPcfbfUqBGrYQGAq6CAAHC6lBSpalVp0CDTSeANqlSx9gRJSrIWPwAAmEUBAeB0SUlS377W\nHBDAGYYOlX74Qdq923QSAAAFBIBTnT4trVvH6ldwrn79JH9/VsMCAFdAAQHgVKmp1mpEYWGmk8Cb\nVK8uDRzIPBAAcAUUEABOlZws3XWXtQM64Ezh4dKWLdLRo6aTAIB3o4AAcJrcXGnlSoZfwYz777cm\npC9bZjoJAHg3CggAp/n8cykzkwICM+rVk+65x1qFDQBgDgUEgNMkJ0u33CLdcYfpJPBWYWHS6tVW\nEQYAmEEBAeAUdrv1m+fwcMlmM50G3ioszBoK+OmnppMAgPeigABwiu3brcm/rH4Fk1q3tp7AsRwv\nAJhDAQHgFCkpUt26Uq9eppPA24WHW8tB5+ebTgIA3okCAsApkpOl0FCpalXTSeDtwsKkkyeljRtN\nJwEA70QBAeBwBw5IO3ey+hVcw113SY0bsxoWAJhCAQHgcCkp1pOPkBDTSQDJx0caMsR6Kme3m04D\nAN6HAgLA4VJSpL59pdq1TScBLOHh0g8/SHv2mE4CAN6HAgLAoc6ckdatY/UruJa+faWaNRmGBQAm\neFUBycvL08SJExUYGKiaNWsqODhYaWlp133fmjVrFB0drdtuu03+/v5q3bq1YmJidOzYsWLn3nvv\nvfLx8Sn2JzQ01BG3BLi8Tz6xVhuigMCV1KhhDQlkOV4AcD5f0wGcafTo0UpMTFRsbKzatGmjOXPm\nKDQ0VGvXrlWPHj1Kfd/EiRN1+vRpjRgxQrfeeqt++uknvfvuu0pNTVV6eroaNmxYeK7NZlOzZs30\n5z//WfYrBhc3adLEofcGuKqUFKlLF6lpU9NJgKLCwqQnnpCOH5caNTKdBgC8h9cUkC1btmjhwoWa\nNm2aYmNjJUmjRo1Shw4d9Ic//EEbNmwo9b1xcXHqddXmBSEhIerTp4/++te/6rXXXivyWp06dRQV\nFVX5NwG4mbw8acUKacIE00mA4u6/X7LZpOXLpeho02kAwHt4zRCshIQE+fr6KiYmpvCYn5+foqOj\ntWnTJh05cqTU915dPiTpnnvuUb169bR79+4S31NQUKCsrKwbDw64sS++kM6dY/lduKYGDaQePZgH\nAgDO5jUFJD09XW3btlWtWrWKHO/WrVvh6+WRlZWlzMxM1a9fv9hr+/btk7+/v2666SYFBATolVde\nUT5b7sILJSdLzZtLd95pOglQsrAw6bPPpOxs00kAwHt4TQHJyMhQQEBAseMBAQGy2+06evRouT4v\nLi5OFy9e1IMPPljkeJs2bfTiiy9qwYIFmjdvnoKDg/X6669r1KhRN5QfcDd2u/Wb5bAwa5gL4IrC\nw6WcHKuEAACcw2vmgOTk5MjPz6/Y8erVqxe+XlZffPGFXnvtNUVGRqpPnz5FXnv//feL/PeHH35Y\nY8eO1QcffKDY2NjCJy6Ap9u5U/r5Z1a/gmtr21a67TZp2TKGCgKAs3jNE5AaNWooNze32PELFy4U\nvl4We/bs0fDhw9WpU6diZaM0zz77rOx2e5mW/AU8RXKytfHgVR0dcDnh4VYBKSgwnQQAvIPXPAEJ\nCAgocZhVRkaGpLItk3vo0CENGDBAdevWVWpqqvz9/ct07WbNmkmSTp06VabzY2NjVadOnSLHoqKi\nWFkLbiUlRRo0SKpWzXQS4NrCwqT/+z9pyxape3fTaQC4kvnz52v+/PlFjp09e9ZQGs/hNQUkKChI\na9euVWZmZpGJ6Js3b5bNZlNQUNA133/q1CkNGDBA+fn5Wrt2rRqVY9H4H3/8UZLUoEGDMp0fFxen\nLl26lPnzAVdz+LC0fTvL78I9BAdL9etbpZkCAuBKJf0CeMeOHeratauhRJ7Ba4ZgRUREKD8/XzNn\nziw8lpeXpzlz5ig4OFiBgYGSpGPHjmnv3r0quOJZfHZ2tgYNGqSMjAytWLFCrVq1KvEa58+fV15e\nXrHjr7/+umw2m0JCQir5rgDXtHy5VKWK9QQEcHVVqkiDB7McLwA4i9c8AenWrZtGjBihyZMn6/jx\n44U7oR88eFCzZ88uPG/SpEmaO3euDhw4oObNm0uSHnroIW3dulXR0dHatWuXdu3aVXh+rVq1FP6f\nmYs7duwobMpt2rRRTk6OEhMTtWnTJo0dO/a6T1kAT5GSIvXuLdWtazoJUDZhYdKcOdIPP0ht2phO\nAwCezWsKiCTNmzdPL7/8suLj43X69Gl16tRJqamp6tmzZ+E5NptNPj5FHwx98803stlsmjVrlmbN\nmlXktRYtWhQWkBYtWqh3795KSkrSsWPH5OPjo/bt2+u9997Tk08+6fgbBFxAZqa0erU0darpJEDZ\n3Xef5OdnTUaPjTWdBgA8m81ut9tNh4Dl8pjC7du3MwcEbisxUXrgAenHH6VSRisCLmnwYCkrS/r8\nc9NJALgyvq/dOK+ZAwLAOZKTpQ4dKB9wP2Fh0vr1UhkXLAQAVBAFBEClyc+XUlPZfBDuafBgay+Q\nFStMJwEAz0YBAVBpNm2STp6kgMA9NWki3XUXq2EBgKNRQABUmpQUqVEj60sc4I7CwqSVK6XcXNNJ\nAMBzUUAAVJqUFGnIEMmHf7LATYWFSefPS+vWmU4CAJ6LrwkAKsXevdK+fdJ/VqUG3FLHjlLLlgzD\nAgBHooAAqBTJyVKNGlK/fqaTABVns1lPQVJSJBapBwDHoIAAqBQpKdKAAVYJAdxZWJh06JCUnm46\nCQB4JgoIgBt24oS0cSOrX8Ez9O4t1anDMCwAcBQKCIAblppq/fX++83mACpD1arSoEHWsEIAQOWj\ngAC4YSkpUnCwtQQv4AnCwqSvv5YOHzadBAA8DwUEwA3JyZFWrWL1K3iWQYMkX1+GYQGAI1BAANyQ\nNWuk7Gzmf8Cz3Hyz1KcPBQQAHIECAuCGpKRIbdpI7dqZTgJUrrAwq2CfO2c6CQB4FgoIgAq7dEla\ntsz6omazmU4DVK6wMOniRenTT00nAQDPQgEBUGHbtkkZGcz/gGdq2VLq1InVsACgslFAAFRYSopU\nr57Uo4fpJIBjhIVZy0zn55tOAgCegwICoMJSUqy9P3x9TScBHCMsTDp9WvryS9NJAMBzUEAAVMi/\n/iV9+y3Dr+DZunaVmjRhGBYAVCYKCIAKSUmRqlWTBgwwnQRwHB8facgQ6+93u910GgDwDBQQABWS\nkiL17SvddJPpJIBjhYVJP/4o7d5tOgkAeAYKCIByO31aWreOzQfhHfr2lfz92ZQQACoLBQRAuX3y\niVRQYA1NATxd9epSSAjzQACgslBAAJRbSoo1ObdpU9NJAOcIC5O++ko6dsx0EgBwfxQQAOWSl2c9\nAWH4FbxJaKhks1l7ggAAbgwFBEC5fPGFdO4cBQTepUEDa8NN5oEAwI2jgAAol+RkqXlz6c47TScB\nnCs8XPrsMyk723QSAHBvFBAAZWa3WwUkLMwajgJ4k7AwKSfHKiEAgIqjgAAos/R06dAhdj+Hd2rb\nVmrXjtWwAOBGUUAAlFlyslSnjtSnj+kkgBnh4dLy5dYy1ACAiqGAACiz5GRrNaCqVU0nAcwID5dO\nnJA2bTKdBADcFwUEQJkcPGgNwWL4FbzZ3XdLjRoxDAsAbgQFBECZpKRYTz4GDTKdBDDHx0caMsQq\nIHa76TQA4J4oIADKJClJ+vWvpdq1TScBzAoPl/bvl/bsMZ0EANwTBQTAdZ0+La1bx/ArQJL69ZNq\n1mQYFgBUFAUEwHWtWGGt+sPu54BUo4YUEkIBAYCKooAAuK7kZKlrV6lpU9NJANcQHi599ZV07Jjp\nJADgfiggAK4pN1f65BOGXwFXuv9+yWaTli0znQQA3A8FBMA1ff65lJlJAQGuVL++1KsXw7AAoCIo\nIACuKTlZatlS6tjRdBLAtYSHS2lpVkEHAJQdBQRAqS5dsvb/GDrUGm4C4L/Cw60hip9+ajoJALgX\nCgiAUm3fLh09yvAroCStW0sdOjAMCwDKiwICoFTJyVK9etZYdwDFhYdLy5dL+fmmkwCA+6CAAChV\ncrK12o+vr+kkgGsKD5dOnZI2bDCdBADcBwUEQIl++EH67juGXwHX0rWrFBjIMCwAKA8KCIASJSdL\n1atLAweaTgK4Lh8fq6QnJUl2u+k0AOAevKqA5OXlaeLEiQoMDFTNmjUVHBystLS0675vzZo1io6O\n1m233SZ/f3+1bt1aMTExOlbKFrgbN25Ur1695O/vr4CAAI0fP15ZWVmVfTuAQyUlSffdJ/n7m04C\nuLahQ6UDB6SdO00nAQD34FUFZPTo0Xr77bc1atQovfPOO/L19VVoaKg2btx4zfdNnDhR69at0/Dh\nw/Xuu+8qKipKixYtUpcuXfTLL78UOTc9PV39+/fXhQsXFBcXp5iYGM2cOVMjR4505K0Bler4cenL\nL60vVgCurU8fqU4daelS00kAwD14zdTSLVu2aOHChZo2bZpiY2MlSaNGjVKHDh30hz/8QRuuMYMw\nLi5Ova5aBigkJER9+vTRX//6V7322muFx1944QXVq1dP69atk/9/fnXcokULjRkzRmlpaerfv78D\n7g6oXMuWWft+DBliOgng+qpVkwYPtp4avvqq6TQA4Pq85glIQkKCfH19FRMTU3jMz89P0dHR2rRp\nk44cOVLqe68uH5J0zz33qF69etq9e3fhsfPnzystLU2jRo0qLB+S9Oijj8rf31+LFi2qpLsBHCsp\nyVp6t0ED00kA9zB0qPTNN9K//mU6CQC4Pq8pIOnp6Wrbtq1q1apV5Hi3bt0KXy+PrKwsZWZmqn79\n+oXHvv32W+Xn56tr165Fzq1ataqCgoL09ddfVzA94Dznz0uffcbwK6A8QkIkPz+rvAMArs1rCkhG\nRoYCAgKKHQ8ICJDdbtfRo0fL9XlxcXG6ePGiHnzwwSLXsNlspV6nvNcATFi5UsrLo4AA5XHTTVL/\n/hQQACgLrykgOTk58vPzK3a8evXqha+X1RdffKHXXntNkZGR6tOnT5FrSCr1OuW5BmBKUpJ0553S\nLbeYTgK4l2HDrA0JT5wwnQQAXJvXFJAaNWooNze32PELFy4Uvl4We/bs0fDhw9WpUye9//77xa4h\nqdTrlPUagCl5eVJqKk8/gIoYMsTaC2T5ctNJAMC1ec0qWKUNgcrIyJAkNWnS5LqfcejQIQ0YMEB1\n69ZVampqkYnml69ht9sLP/Pq65TlGpIUGxurOnXqFDkWFRWlqKioMr0fqKi1a6WzZykgQEU0bCj1\n7Gktx/v446bTAKgM8+fP1/z584scO3v2rKE0nsNrCkhQUJDWrl2rzMzMIhPRN2/eLJvNpqCgoGu+\n/9SpUxowYIDy8/O1du1aNWrUqNg5HTp0kK+vr7Zt26aIiIjC4xcvXlR6eroiIyPLlDUuLk5dunQp\n450BlScpSWrZ0hqCBaD8hg2TXnhBysyUrlrzBIAbKukXwDt27Ci24BDKx2uGYEVERCg/P18zZ84s\nPJaXl6c5c+YoODhYgYGBkqRjx45p7969KigoKDwvOztbgwYNUkZGhlasWKFWrVqVeI3atWurf//+\nio+PL7Lz+dy5c5WVlcVmhHBply5JycnW0w+bzXQawD2Fh0u5udKnn5pOAgCuy2uegHTr1k0jRozQ\n5MmTdfz4cbVp00Zz5szRwYMHNXv27MLzJk2apLlz5+rAgQNq3ry5JOmhhx7S1q1bFR0drV27dmnX\nrl2F59eqVUvh4eGF/33KlCnq2bOnevfurTFjxujQoUOaPn26QkJCdN999znvhoFy2rZNOnqU4VfA\njWjdWurY0XqaOHy46TQA4Jq8poBI0rx58/Tyyy8rPj5ep0+fVqdOnZSamqqePXsWnmOz2eTjU/TB\n0DfffCObzaZZs2Zp1qxZRV5r0aJFkQLSuXNnpaWlaeLEiZowYYJuuukmxcTE6I033nDszQE3aOlS\nqX59aww7gIobNkx65x3p4kWpalXTaQDA9djsdrvddAhYLo8p3L59O3NA4HTt20vdu0tXdWwA5fT1\n11KXLlJamtSvn+k0ACob39dunNfMAQFQuj17rD8MvwJuXFCQ1Ly59VQRAFAcBQSAli6VataUmKYE\n3DibzRqGlZRkLe4AACiKAgJAiYlSaKjEXplA5Rg+XDpyRNq61XQSAHA9FBDAy/38s7UCFiv2AJWn\nZ0+pQQOr3AMAiqKAAF5u6VKpWjXp/vtNJwE8R5Uq1pyqxESJpV4AoCgKCODlEhOl/v2l2rVNJwE8\ny/Dh0g8/SN99ZzoJALgWCgjgxY4fl9avZ/gV4Ah9+1rFnmFYAFAUBQTwYikp1oo9V+ylCaCSVKsm\nDRkiLVliOgkAuBYKCODFEhOlPn2sHdABVL7hw6Vvv5X27zedBABcBwUE8FJnzkirVzP8CnCkkBBr\neWs2JQSA/6KAAF4qNVW6eJHdzwFH8veXBg5kHggAXIkCAnipxETp7rulpk1NJwE82/Dh0ldfSYcP\nm04CAK6BAgJ4oexs6ZNPGH4FOMPgwZKvr5SUZDoJALgGCgjghVatknJypGHDTCcBPN/NN0v9+jEM\nCwAuo4AAXmjJEqljR+nWW00nAbzD8OHSunXSv/9tOgkAmEcBAbxMXp60bBnDrwBnCg+X7HZr7x0A\n8HYUEMDLrFkjnTtHAQGcqVEjqVcvNiUEAIkCAnidxESpdWtrCBYA5xk+XEpLk86eNZ0EAMyigABe\nJD/f2hAtIkKy2UynAbzL8OH/HQIJAN6MAgJ4kcuTYCMiTCcBvE/z5tbeOwkJppMAgFkUEMCLJCRI\nLVtKXbuaTgJ4pxEjpJUrpfPnTScBAHMoIICXKCiw5n8w/Aow54EHpNxcafly00kAwBwKCOAl1q+X\nfvnF+g0sADNatpTuuothWAC8GwUE8BKLF0vNmllffgCYExEhrVghZWaaTgIAZlBAAC/A8CvAdURE\nSBcuWCUEALwRBQTwAhs3SseOMfwKcAWtWkldujAMC4D3ooAAXmDxYikw0FoCFIB5ERFSaqqUnW06\nCQA4HwUE8HCXLklLllhfeHz4fzzgEiIirPLxySemkwCA8/F1BPBwmzZJR4+y+SDgSm69VbrzToZh\nAfBOFBDAwyUkSAEBUo8eppMAuFJEhLUfSE6O6SQA4FwUEMCDXbpkFZAHHmD4FeBqRoywluJdtcp0\nEgBwLr6SAB5syxbp8GGGXwGu6LbbpA4dGIYFwPtQQAAPlpAgNWok9eplOgmAkowYIaWkSLm5ppMA\ngPNQQAAPZbdbBWTYMKlKFdNpAJQkIkI6f55hWAC8CwUE8FBffSUdPChFRppOAqA0t98u3XGHtGiR\n6SQA4DwUEMBDLVggNW4s3XOP6SQAriUyUkpOZjUsAN6DAgJ4oEuXrN3PR45k+BXg6iIjrdWwVqww\nnQQAnIMCAnigDRuszQcZfgW4vrZtpc6dpYULTScBAOeggAAeaOFCqVkzKTjYdBIAZREZaW1KmJlp\nOnhQn/QAACAASURBVAkAOB4FBPAw+fn/HX7F5oOAexg50poDsmyZ6SQA4Hh8PQE8zNq10okT0oMP\nmk4CoKxuuUW6+26GYQHwDhQQwMMsXCi1aiV17Wo6CYDyiIyUPvlEOnvWdBIAcCwKCOBB8vKkxETr\ni4zNZjoNgPIYMcL6/3BysukkAOBYFBDAg6SlSadOsfoV4I6aNpV69bL28AEAT0YBATzIwoVSu3ZS\np06mkwCoiAcflD77TDp50nQSAHAcCgjgIS5ckJKSGH4FuLOICGsj0aVLTScBAMfxqgKSl5eniRMn\nKjAwUDVr1lRwcLDS0tKu+75jx45p0qRJ6tu3r2rXri0fHx998cUXJZ577733ysfHp9if0NDQyr4d\noIiVK6Vz5xh+BbizRo2ke+9lGBYAz+ZrOoAzjR49WomJif+/vXuP77n+/z9+f88Y5nzKCMWs09pn\nqLXwQT5K1iedHJJQMapvYSqHRIcPlY9EfOKT+JgZCyMddPilCLUlp9KqSUVilEPYzA68fn88s89n\nYWHvvZ/vw+16ueyyj+f79fK6v98fba/H63lSQkKCwsPDlZiYqLi4OK1atUqtW7c+43mZmZmaOHGi\nmjdvrqioKKWlpZ3xWJfLpUaNGun555+X4zhF7Q0aNHDrewH+aOFCM/TqsstsJwFQGnfeKd1/v7R3\nrylIAMDfBEwBsm7dOi1cuFCTJk1SQkKCJKlPnz6KjIzU8OHDtXbt2jOee9VVV2n//v2qUaOGlixZ\nUmIBIknVq1dXr1693JofKMnRo2YDs8cft50EQGndfrv04IPSkiXmOwD4m4AZgpWamqrg4GDFx8cX\ntYWEhKh///5KS0vTrl27znhuaGioatSocU7XO378uHJycs47L3Au3npLyslh+BXgD2rXlq6/XkpJ\nsZ0EAMpGwBQgmzdvVkREhKpUqVKsPSYmpuh1d9m6datCQ0NVtWpVhYWFaezYsSosLHTb3w/80fz5\nZhflZs1sJwHgDnfdJa1dK+3YYTsJALhfwAzBysrKUlhY2CntYWFhchxHu3fvdst1wsPD1bFjR115\n5ZXKyclRamqqxo0bp++++04pPM5CGdi/3+ye/OKLtpMAcJdbb5UqV5YWLJBGjbKdBgDcK2AKkNzc\nXIWEhJzSXrFixaLX3eHVV18t9ufevXtr0KBBmjVrlhISEop6XAB3SU2VHEfq0cN2EgDuUqWKdMst\npndz5EiW1gbgXwJmCFalSpWUl5d3SvuxY8eKXi8rjzzyiBzHOaslf4FzNX++1KkTq+UA/uauu6SM\nDGnLFttJAMC9AqYHJCws7LTDrLKysiSV7TK5jRo1kiQdOHDgrI5PSEhQ9erVi7X16tWLlbVwih07\npDVrpKQk20kAuFvnzmZC+vz5ZoltAJ6XkpJyyhD6Q4cOWUrjPwKmAImOjtaqVauUnZ1dbCJ6enq6\nXC6XoqOjy+za33//vSSpbt26Z3X85MmT1bJlyzLLA/+RkiJVqmTGiwPwL+XLm6GVKSnSc89JQQEz\nZgHwHqd7ALxx40a1atXKUiL/EDA/zrp166bCwkLNnDmzqC0/P1+JiYmKjY1Vw4YNJZldzzMzM3X8\n+PFzvsaRI0eUn59/Svu4cePkcrnUuXPn838DwGksWCB17SpVrWo7CYCy0Lu3tHOn6ekEAH8RMD0g\nMTEx6t69u0aNGqW9e/cW7YS+Y8cOzZkzp+i4kSNHKikpSdu3b1fjxo2L2k8WERkZGXIcR0lJSVrz\n+2+E0aNHSzIV8clKOTw8XLm5uVq6dKnS0tI0aNCgMu1lQeDZssV8jR9vOwmAstK6tXTRRWYYVvv2\nttMAgHsETAEiSfPmzdOYMWOUnJysgwcPKioqSsuXL1ebNm2KjnG5XAo6TT/32LFj5fp9GRKXy1VU\ntLhcrqICpEmTJmrXrp2WLVumPXv2KCgoSJdddpleeeUVDRgwwAPvEIFk/nypVi0zThyAf3K5zGT0\nGTOkadOk0yzmCAA+x+U4jmM7BIyTYwo3bNjAHBCU6MQJ6eKLpbg4c2MCwH9lZEiRkdKyZWZpXgB2\ncb9WegEzBwTwJ598Iv30kxkfDsC/XXGF9Je/mF5PAPAHFCCAD5o/X2rc2IwPB+D/eveW3npLOnzY\ndhIAKD0KEMDH5OdLixebceEsywkEhl69pLw8aelS20kAoPS4fQF8zPvvSwcOMPwKCCQXXmhWwVqw\nwHYSACg9ChDAx8ybZ3ZFjoy0nQSAJ/XuLX34obRrl+0kAFA6FCCADzl4UHrjDalvX9tJAHha9+5S\nhQpMRgfg+yhAAB+ycKF0/DjDr4BAVL26dOut0ty5EgvoA/BlFCCAD5k712w8WL++7SQAbOjXT/r6\na2nDBttJAOD8UYAAPiIzU0pPNzcgAALT9ddLYWHmYQQA+CoKEMBHJCVJNWpIXbvaTgLAlnLlpLvv\nllJSzJLcAOCLKEAAH3DihFn9qmdPqWJF22kA2NSvn7R/v7R8ue0kAHB+KEAAH7BypbRzJ8OvAEhX\nXCG1asUwLAC+iwIE8AFz50rNm0uxsbaTAPAG/fqZHpB9+2wnAYBzRwECeLkjR6QlS8wNh8tlOw0A\nb9Crl/l5kJJiOwkAnDsKEMDLLVki5eZKffrYTgLAW9SpI910E8OwAPgmChDAy82dK113ndS4se0k\nALxJv35mP5CMDNtJAODcUIAAXmz7dmnVKqlvX9tJAHibuDipdm16QQD4HgoQwIvNmyeFhkp33GE7\nCQBvU6GCmQuSnCwVFtpOAwBnjwIE8FKOY55s3nGHVKWK7TQAvFG/flJWlvTBB7aTAMDZowABvNTH\nH0vffy/17287CQBv1aqVFBUlzZ5tOwkAnD0KEMBLzZpl9v74619tJwHgrVwuacAA6Y03pF9+sZ0G\nAM4OBQjghQ4elFJTzY0Fe38AKEnv3lK5clJSku0kAHB2KEAAL7RggZlUyupXAP5MrVrS7bebXlPH\nsZ0GAP4cBQjgZRxHevVV6eabpfr1bacB4AsGDJAyM6VPPrGdBAD+HAUI4GU2bpS++MLcUADA2ejQ\nQWralMnoAHwDBQjgZWbNkho2lDp3tp0EgK8ICjIr5i1aJB06ZDsNAJSMAgTwIkePmvkf994rBQfb\nTgPAl9xzj3TsmPTaa7aTAEDJKEAAL5KaKh0+bAoQADgXDRpIcXGmFxUAvBkFCOBFZs2S/vY3M5Yb\nAM7VgAHS+vXS5s22kwDAmVGAAF4iM1Nas4bJ5wDOX1ycWT2PyegAvBkFCOAlZs826/nfeqvtJAB8\nVfnyZi5IcrKUm2s7DQCcHgUI4AUKCqS5c6U+faSKFW2nAeDL7rtP+u03aelS20kA4PQoQAAv8MYb\n0i+/MPwKQOk1b272BZk503YSADg9ChDAC0yfLrVtK0VG2k4CwB888IC0erX01Ve2kwDAqShAAMu+\n+UZaudLcMACAO9x6q3TBBdK//207CQCcigIEsOzf/5bq1pXuuMN2EgD+okIFKT5eSkqSsrNtpwGA\n4ihAAItycszk8/79pZAQ22kA+JOBA83PmPnzbScBgOIoQACLUlLMzueDBtlOAsDfNGok3XyzmWPm\nOLbTAMB/UYAAljiOuTGIi5Muush2GgD+6IEHpC+/lNLSbCcBgP+iAAEsWbdO2rRJevBB20kA+Kvr\nr5eaNTMPOwDAW1CAAJbMmGF6Pjp3tp0EgL8KCpLuv19avFj69VfbaQDAoAABLNi/X3rtNXNjUK6c\n7TQA/Nm990oul/Sf/9hOAgAGBQhgQWKimQNy3322kwDwd7VrSz17Sq+8Ip04YTsNAFCAAB534oTZ\n+6N7d7P/BwCUtQcflH78UXr/fdtJAIACBPC4FSukbdvY+RyA58TESC1aMBkdgHegAAE8bNo06S9/\nkVq3tp0EQKBwuaT/+z9p+XLp++9tpwEQ6AKqAMnPz9eIESPUsGFDVa5cWbGxsVqxYsWfnrdnzx6N\nHDlSHTt2VLVq1RQUFKTVq1ef8fhPP/1Ubdu2VWhoqMLCwjRkyBDl5OS4863AR333nfT229LQoeaG\nAAA85a67zHyQadNsJwEQ6AKqAOnXr5+mTJmiPn36aOrUqQoODlZcXJw+/fTTEs/LzMzUxIkTtXv3\nbkVFRclVwp3j5s2b1alTJx07dkyTJ09WfHy8Zs6cqR49erj77cAHTZ0q1asn3Xmn7SQAAk2lSmbl\nvf/8Rzp82HYaAIEs2HYAT1m3bp0WLlyoSZMmKSEhQZLUp08fRUZGavjw4Vq7du0Zz73qqqu0f/9+\n1ahRQ0uWLFFaCVvKPv7446pVq5Y+/vhjhYaGSpKaNGmigQMHasWKFerUqZN73xh8xm+/SXPmSI8+\nKlWsaDsNgED0wAPShAmmCBk61HYaAIEqYHpAUlNTFRwcrPj4+KK2kJAQ9e/fX2lpadq1a9cZzw0N\nDVWNGjX+9BpHjhzRihUr1KdPn6LiQ5L69u2r0NBQLVq0qHRvAj5t9mwpP988gQQAGxo0kHr0ML2x\nx4/bTgMgUAVMAbJ582ZFRESoSpUqxdpjYmKKXi+tLVu2qLCwUK1atSrWXr58eUVHR2vTpk2lvgZ8\nU2GhGXfdq5dUv77tNAAC2dChZknet96ynQRAoAqYAiQrK0thYWGntIeFhclxHO3evdst13C5XGe8\njjuuAd/0xhvSjh3SkCG2kwAIdFddJbVpI02ZYjsJgEAVMAVIbm6uQkJCTmmv+Ptg/NzcXLdcQ9IZ\nr+OOa8A3TZkitWsntWxpOwkAmF6Qjz+W6JgHYEPAFCCVKlVSXl7eKe3Hjh0ret0d15B0xuu44xrw\nPevXS2vXMuETgPe49VapcWPppZdsJwEQiAJmFawzDYHKysqSJDVo0MAt13Acp+jv/ON1zvYaCQkJ\nql69erG2Xr16qVevXqXOCM976SXpooukrl1tJwEAIzhYevhhafRo6fnnmZsGnElKSopSUlKKtR06\ndMhSGv8RMAVIdHS0Vq1apezs7GIT0dPT0+VyuRQdHV3qa0RGRio4OFjr169Xt27ditoLCgq0efNm\n9ezZ86z+nsmTJ6slY3X8wu7d0sKFZtnLcuVspwGA/+rfX3rqKenf/zbfAZzqdA+AN27ceMqCQzg3\nATMEq1u3biosLNTMmTOL2vLz85WYmKjY2Fg1bNhQktn1PDMzU8fPY33CatWqqVOnTkpOTi6283lS\nUpJycnLYjDAAzZghhYRI991nOwkAFFezpnTPPdL06dLvo5EBwCMCpgckJiZG3bt316hRo7R3716F\nh4crMTFRO3bs0Jw5c4qOGzlypJKSkrR9+3Y1bty4qH3cuHFyuVzKyMiQ4zhKSkrSmjVrJEmjR48u\nOm78+PFq06aN2rVrp4EDB2rnzp168cUX1blzZ11//fWee8OwLifH/GK/7z7pDyPqAMArDB5sfk4l\nJ0sDBthOAyBQBEwBIknz5s3TmDFjlJycrIMHDyoqKkrLly9XmzZtio5xuVwKCjq1Y2js2LFyuVxF\nx5wsWlwuV7ECpEWLFlqxYoVGjBihYcOGqWrVqoqPj9ezzz5bxu8O3mbWLOnQIWnYMNtJAOD0IiKk\n226T/vlP6d57GSoKwDNcjuM4tkPAODmmcMOGDcwB8XEFBVKzZlKHDlJSku00AHBm69ZJ11wjpaZK\nd9xhOw3g/bhfK72AmQMCeFJKirRzpzR8uO0kAFCymBjpuuvMalg8kgTgCRQggJudOGGGM/z971Jk\npO00APDnRo40exatXGk7CYBAQAECuNny5VJGhjRihO0kAHB2rr9eatHC9IIAQFmjAAHcbMIEqU0b\nqW1b20kA4Oy4XOahyQcfSBs32k4DwN9RgAButHat9Mkn9H4A8D133CE1bWoeogBAWaIAAdxowgTp\niiukm26ynQQAzk1wsPTYY2Y1rG3bbKcB4M8oQAA3+eor6e23zcpXp9lKBgC8Xr9+Up060gsv2E4C\nwJ9xmwS4yT//KTVqJPXqZTsJAJyfSpWkoUOlxERpzx7baQD4KwoQwA22bzd7fzzyiFS+vO00AHD+\nHnhAqlBBmjzZdhIA/ooCBHCD8eOlWrWk+HjbSQCgdGrUkB5+WHr5ZenXX22nAeCPKECAUvrxRzNc\nYcQIqXJl22kAoPSGDTNL806aZDsJAH9EAQKU0snej/vvt50EANyjdm1p8GDpX/+iFwSA+1GAAKXw\nww/S3Ln0fgDwP/SCACgrFCBAKTz7LL0fAPwTvSAAygoFCHCe6P0A4O9O9oKwLwgAd6IAAc4Tcz8A\n+Dt6QQCUBQoQ4DzQ+wEgUAwbJpUrRy8IAPehAAHOw/jxUp069H4A8H/0ggBwNwoQ4BzR+wEg0CQk\nmF6QiRNtJwHgDyhAgHP05JNS3brSoEG2kwCAZ9SuLQ0ZYnpBdu+2nQaAr6MAAc7B5s3S/PmmCKH3\nA0AgefRRqVIl6emnbScB4OsoQIBzMGqUFB4u9e9vOwkAeFb16tITT0izZ0vffms7DQBfRgECnKWP\nPpLee89sPli+vO00AOB5Dz4oXXihNHq07SQAfBkFCHAWHMdMOo+Jke64w3YaALAjJET6xz+kpUul\n9HTbaQD4KgoQ4Cykpkrr10v//KfZFRgAAlXv3tJf/iINH24ezgDAuaIAAf5EQYH0+ONSXJzUvr3t\nNABgV1CQ9Pzz0po10vLlttMA8EUUIMCfmDVL+v576bnnbCcBAO/QubN03XXSyJHS8eO20wDwNRQg\nQAmys82Sk336SFFRttMAgHdwuaQJE6SMDGnePNtpAPgaChCgBJMnSwcPSs88YzsJAHiXq6+WuneX\nxoyRcnNtpwHgSyhAgDP4+Wczzvnhh6UmTWynAQDvM368tHevNGmS7SQAfAkFCHAGI0ZIVaqYp3sA\ngFM1by4NHWr2R9q503YaAL6CAgQ4jbVrpQULzMTz6tVtpwEA7/XEE1K1amZZXgA4GxQgwB8cPy4N\nHixddZV0zz220wCAd6tWzUxIf+01afVq22kA+AIKEOAPZs+WNm2Spk0z690DAErWp48UE2Me3rAs\nL4A/w+0V8D8OHpRGj5b69pViY22nAQDfEBRkHtp88YX06qu20wDwdhQgwP946inp2DGz+hUA4OzF\nxEj33mvmhBw4YDsNAG9GAQL87quvpJdfNqtehYXZTgMAvufZZ6X8fOnJJ20nAeDNKEAASY5jlpJs\n2lQaMsR2GgDwTfXrm+JjxgxpyxbbaQB4KwoQQFJKivThh9KUKVJIiO00AOC7Hn7Y7A9y//3SiRO2\n0wDwRhQgCHj795vejx49pLg422kAwLdVqCC98or06afmOwD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       "\" id=\"Cmr10-29\"/>\r\n",
       "    </defs>\r\n",
       "    <g transform=\"translate(248.544 38.2)scale(0.144 -0.144)\">\r\n",
       "     <use transform=\"translate(0.0 0.125)\" xlink:href=\"#Cmsy10-4e\"/>\r\n",
       "     <use transform=\"translate(81.982421875 0.125)\" xlink:href=\"#Cmr10-28\"/>\r\n",
       "     <use transform=\"translate(120.80078125 0.125)\" xlink:href=\"#Cmmi10-b9\"/>\r\n",
       "     <use transform=\"translate(198.564453125 0.125)\" xlink:href=\"#Cmr10-3d\"/>\r\n",
       "     <use transform=\"translate(293.80859375 0.125)\" xlink:href=\"#Cmr10-30\"/>\r\n",
       "     <use transform=\"translate(343.80859375 0.125)\" xlink:href=\"#Cmmi10-3b\"/>\r\n",
       "     <use transform=\"translate(389.052734375 0.125)\" xlink:href=\"#Cmmi10-be\"/>\r\n",
       "     <use transform=\"translate(463.69140625 0.125)\" xlink:href=\"#Cmr10-3d\"/>\r\n",
       "     <use transform=\"translate(558.935546875 0.125)\" xlink:href=\"#Cmr10-31\"/>\r\n",
       "     <use transform=\"translate(608.935546875 0.125)\" xlink:href=\"#Cmr10-29\"/>\r\n",
       "    </g>\r\n",
       "   </g>\r\n",
       "  </g>\r\n",
       " </g>\r\n",
       " <defs>\r\n",
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       "   <rect height=\"345.6\" width=\"446.4\" x=\"72.0\" y=\"43.2\"/>\r\n",
       "  </clipPath>\r\n",
       " </defs>\r\n",
       "</svg>\r\n"
      ],
      "text/html": [
       "$\\mathcal{N}(\\mu=0, \\sigma=1)$"
      ],
      "text/latex": [
       "$\\mathcal{N}(\\mu=0, \\sigma=1)$"
      ],
      "text/plain": [
       "Tuple([Call(Name('normal_pdf', Load()), [Name('x', Load()), Name('mean', Load()), Name('sigma', Load())], []), Name('data', Load())], Load())"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "n1=Normal()\n",
    "print(n1)\n",
    "n1"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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tqWZNs/ggkJ/u3c0+8tZbtpMAgD0UEADwgGPHpKQkacAAKSTEdhr4qpAQqX9/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\nyGkUILjC/v3S6NFmGb3ataX33pO6djXDoqtXmz09/PxspwQ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       "Q 7.71875 -25 7.421875 -25 \r\n",
       "z\r\n",
       "\" id=\"Cmr10-29\"/>\r\n",
       "    </defs>\r\n",
       "    <g transform=\"translate(248.544 38.2)scale(0.144 -0.144)\">\r\n",
       "     <use transform=\"translate(0.0 0.125)\" xlink:href=\"#Cmsy10-4e\"/>\r\n",
       "     <use transform=\"translate(81.982421875 0.125)\" xlink:href=\"#Cmr10-28\"/>\r\n",
       "     <use transform=\"translate(120.80078125 0.125)\" xlink:href=\"#Cmmi10-b9\"/>\r\n",
       "     <use transform=\"translate(198.564453125 0.125)\" xlink:href=\"#Cmr10-3d\"/>\r\n",
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       "     <use transform=\"translate(463.69140625 0.125)\" xlink:href=\"#Cmr10-3d\"/>\r\n",
       "     <use transform=\"translate(558.935546875 0.125)\" xlink:href=\"#Cmr10-32\"/>\r\n",
       "     <use transform=\"translate(608.935546875 0.125)\" xlink:href=\"#Cmr10-29\"/>\r\n",
       "    </g>\r\n",
       "   </g>\r\n",
       "  </g>\r\n",
       " </g>\r\n",
       " <defs>\r\n",
       "  <clipPath id=\"pef3719a3e9\">\r\n",
       "   <rect height=\"345.6\" width=\"446.4\" x=\"72.0\" y=\"43.2\"/>\r\n",
       "  </clipPath>\r\n",
       " </defs>\r\n",
       "</svg>\r\n"
      ],
      "text/html": [
       "$\\mathcal{N}(\\mu=4, \\sigma=2)$"
      ],
      "text/latex": [
       "$\\mathcal{N}(\\mu=4, \\sigma=2)$"
      ],
      "text/plain": [
       "Tuple([Call(Name('normal_pdf', Load()), [Name('x', Load()), Name('mean', Load()), Name('sigma', Load())], []), Name('data', Load())], Load())"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "n2=Normal([],4,4)\n",
    "n2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {
    "collapsed": false
   },
   "outputs": [
    {
     "data": {
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kSCEhZqfxDhkZxv00ycnSo4+anQaAO+P3tapj5DAAeJhZs6QHHqB8ONPNNxuP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\nDz8sdewo3XijtGaN1LCh7VQAAF/XsKHpU264QerQwSxoUlRkOxVQcSh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       "$\\mathcal{N}(\\mu=4, \\sigma=\\sqrt {5})$"
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