Conditional_GAN.ipynb

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      "name": "Conditional GAN.ipynb",
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\n",
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            "order": null,
            "_view_module_version": "1.2.0",
            "grid_template_areas": null,
            "object_position": null,
            "object_fit": null,
            "grid_auto_columns": null,
            "margin": null,
            "display": null,
            "left": null
          }
        },
        "3ea6c5d77f3e44c48130801125c6d12b": {
          "model_module": "@jupyter-widgets/output",
          "model_name": "OutputModel",
          "state": {
            "_view_name": "OutputView",
            "msg_id": "",
            "_dom_classes": [],
            "_model_name": "OutputModel",
            "outputs": [
              {
                "output_type": "display_data",
                "metadata": {
                  "tags": []
                },
                "image/png": 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SSCRIJpNbYq4lSWJ+fp5EIsHZs2eVKMDIyAh+v1/xB7lcLmVeL1y4QG9v74bIuKWJoKCggD179qy4UHNpos1WhRACn8/H97//fSRJ4rbbblOuqsrq8vJ003Q6zezsLN/97ncZGRlhaGiIvr4+/H5/1p3+cjhNr9ezf/9+qqur2bNnDy6Xi4KCAkwmE1qtFpVKhVarXeEwlSRJ8f8IIZTHVpjzZDKJ1+vl1Vdffdf/qVQq8vPz2bNnDx6Ph0wmw4svvsipU6c2ROPZ0kRgsVgoLi5W0mvlRbFVIYTAYrGQl5fH+973PkpLS6mtrWXHjh3KxrgUsnPxn/7pnzh//jwdHR0Eg0ECgQCBQCBr1Gb5FmRZWRl79+7F5XJht9upr6/HbrdTUFCA0WjEaDQq9/IBhfiWw2QysWvXLsbHx6mrq2NyclK5i7AVoVKpsNls1NfX88QTT1BZWUk4HFbCohtBcluaCAwGA3a7Xckh2MpEIJ/wdrudwsJCHnroIerr66mqqlKuV19ONkmSSCQS/PCHP+T06dNZGzZVq9V4PB6am5v50Ic+REVFBQUFBUpVpath+WYwGAzU1NRQV1dHbW0t0WiUVCq1ZSsUyURQVVXF/fffTyQSwefzsbCwsGEVtrY0EUxMTPDWW2/h8Xiw2+2K3bgVF0NpaSn3338/u3fvZufOnTQ1NSnlx+SrxsvNAhnxeJxwOKxEBrIRcorzF77wBerr69m5cyc6nU4Ji14J8i3SQCBANBolPz8fvV6PXq/nvvvuo7m5ma6uLvr7+/nrv/7rLVeaTq1WY7PZ+PVf/3Xa29vRarV0dXVx6tSp1ZZqvy5saSLIZDKKOnhpya6tBDl3vrW1lebmZurq6pQKPalUitnZWSYmJnC73ZjNZtxu97uuKF96OSebYDQasdlsNDQ0UFFRodj8V0MymcTv9zM4OMji4iKRSASn04nJZKKgoACLxaLUqDSZTJSUlKBSqTZ0A60WJpMJu91OQ0MDpaWlSJLEzMwMfX19G1pYZ0sTgcfjUZyFcnqtfMpslYUgN/Joamri4x//OEajEZ1Op4RDZ2dnOXToEF/72td4/PHHaW1t5SMf+Qgmkwn4Rb1GyF4SLC8vp76+XrnrsBxyLsPlCrB4vV5ee+01nnrqKWKxGMlkEo1GQ2FhIY8//jh79+7l4MGDyk3EJ554go6Oji3V66CiooIdO3awf/9+8vPziUQidHV18eqrr26odnNV40wIUSaE+KkQolsIcU4I8fsXn3cIIV4VQvRd/Jm//sNdicXFRfr7+xW7+FK1ea2xHnIaDAbuvvtu2tvbMRqNipMsFAoxOjrKt7/9bY4cOYLf78dqtVJUVLRi08hly9YyOWit5Wxra+O+++5TwrzwizsV0Wj0XWOXexYcPnyYEydOEAgECIfDRKNRwuEw8/PzHDt2jOeff55vfOMb9Pf3I0kSbW1tNDU1KebDNeCWzVq7cuSkrq6O5uZmzGYzPp+PV155he7ubrxe74YmfF2LRpACnpIk6ZQQIg84KYR4Ffg48LokSX8jhPgj4I+AL63fUN+Nubk5zp49y1133aVUt1WpVKjV6vU6EV5nDeWUi6p88IMfpLGxUVm8kiQRCAQ4f/48f/u3f6sUE/F4PNTW1q4IG4bDYaWo5xpizeQUQrB//34efPDBFdeqfT4fXq+X0tJSVCrVihJciUQCn8/Hs88+S19f34pbd5lMBr/fzxtvvMH//u//YjabcTgc3Hfffdx5552kUincbreSUn0VdK2lrNcDOTTa1NTEbbfdhslkoq+vj//8z//kzJkzSn3GjcJViUCSpClg6uK/g0KIHqAEeBS49+LL/gN4gw3+MicnJzl69ChPPPEEsKQm79mzh2984xscOnSIw4cPK9c81whrKqdclru2tpbS0lJgSSWORCJ85StfUaIA8q1BudrQcq2nu7ubEydOEAwG12JIMtZMTkmS+OEPf8jAwAB/8id/gs1mQwihlCA3mUxKericENbd3U1fXx/nzp1jZmbmPecvmUwSDAb56le/yn/9139RXl7O1NQU4+Pj15OJtylrt6ioiLq6Om677TZaWlqIxWLMzc3R19e3KQ7P6/IRCCEqgTbgOFB4kSQApoHC9/ibTwGfuvEhvjfkNFqZ+eVMtfe9732cPHmS48ePEwgE1lLFWnM5ZR+B7EDLZDIkk0lOnTrF2bNnkSRJ6U8gF+tc7hidmpqip6dnrSMGaypnb2+vklIrX4s2GAxotVolIrK4uKikPl+4cIELFy4wNzd3RYKTncWnTp1Cq9VSX1+vNEe9DvLflLVrt9upq6ujtLQUp9PJzMyMkhG6GdGfayYCIYQF+AHweUmSAsvDPpIkSe/VLVaSpKeBpy++x5rq6nLjC/khq5hut1spAvrmm2+uGcOutZxy3sPl/BoOh4OCggJSqRQf/OAH+Z3f+R2KiopWkEAymeT06dM8//zza3qKrLWc09PTqNVq5ubmlNwPudr06Ogog4ODPPPMM4yNjTEyMqI4Bq91Q8u5FOfPn7/uzNKNXruyFtjc3MyTTz5JRUUFyWSSn/zkJxw/fpzZ2dlNuQx2TUQghNCyRALfkSTphxefnhFCFEmSNCWEKAI2vI2OfHouLi7i8/lwuVzKnYNgMMj8/Pya2s5rLad8PXh0dFQpZS1HP+644w5KSkpIp9Ps2bOHkpKSFQ4w2T8yODhIMBhc09DhWsspFxw9fvw4i4uL7N69m3Q6TSKR4OTJk0pO/czMjGIK3Ig5dyNzvdFrV65kXFBQQHFxsRId6ezsZHBwcNOiHVclArF0BH0T6JEk6avL/ut/gP8D/M3Fn8+tywivALk09+joKP39/UoYMRQK0dvby9GjR9f6I9dUzkwmQyQS4c033yQYDFJVVYVGo8FisfDFL35RIQr5Es7yvzt37hx//Md/zOjo6HqkEa+pnOl0Gp/Px9/93d9xzz33UFFRQTweJxgM8vTTT9PT03NFX8A6Y0PXrtFoZMeOHdTW1lJWVqZoRM8999xmfgfXpBHsA54EOoUQpy8+9ycsEcD3hRC/CYwAH1mfIV4ZkiTx/PPP09nZSUtLC4lEgsnJSX7+85+vx8c9wBrLGY/HOX78OHq9nkceeeRd2YOXmg7RaJRXX32VEydOMDo6utZOQhlrLmc6nWZmZoajR4/yf//v/1U0ggsXLhAIBDZrA9wC+NmgtWu1WqmsrOQjH/kIra2tCCE4ffo0p0+fJhQKbWp9iGuJGrwFvFce6IG1Hc6N4fjx43R0dNDT06PUvF8PSJL0wFq/ZzKZpKenh5KSEoLBoFJoZXl9gYufrZhBR44c4ezZs+vW1HQ95JTDfn6/n3Pnzq31298outZD1stBbsRTUlLC/fffj8PhQJIkLly4QEdHx6Zfnd/SmYUyZGfRhQsXsjbN9r0gXx9+9dVX+ehHP8qTTz7JwYMHcTqdijmwuLjI/Pw83/3udzl79qwSDclh60Cj0fCBD3yAtrY2CgsL8fv9SqPeY8eObXohnZuCCOAXVWC2IuR76mfOnKGpqQmHw4HD4XgXEZw6dYpz584xPT29ZYqO5rAEOXnMZDKRTCaV/pUzMzNZUWpNbKRtttbhw42GJEnXdMd5NXIudwwuDxXKjsNMJrPu9vRGyJklOClJ0p5reeFqZdVoNDz++OM0NDRw4MAB3nrrLX70ox9x4cIF/H7/at76mnC1Ob1pNIKbBXKb8xxuLmQyGc6fP8/CwgLz8/MMDg4yMTGRNVfHcxrBdWC7nJTbRU42UCPYbFxtTrO7fWwOOeSwIcgRQQ455LDhPoJ5IHzxZ7bDxcpxVlzH3+bkzD5cKidcn6whoHfthrOuuO453VAfAYAQ4p1rtcs2E6sdZ07O7MJ2kRNubKw50yCHHHLIEUEOOeSwOUTw9CZ85o1gtePMyZld2C5ywg2MdcN9BDnkkEP2IWca5JBDDqsjAiHEQ0KIXiFE/8VKxjcltoucsH1k3S5yXjPkCy3X+wDUwABQDeiAM8DOK7z+IZbisP3AH93o5671AygDfgp0A+eA37/4/J8DE8BpIA78xjaQ8zRLFatzc3rzyHka+MDV3uuGfQRCiDuBP5ck6X0Xf/9jAEmS/t/LvFYNXLi4wLYsJEkS20VOuKY53eq3o+YlSXJvpzl9L6zGNCgBxpb9Pn7xuRW4WBK6i6Vsp5sB20VOuIysQohPCSHeYUnWrY6Riz+305xeFuueYixJ0tNCiAWW1KvfXO/P2yxsJzmBp4UQjwP/32aPZ5VQX+k/N3pO5fqUv/zLv8xdd92FWq1GkiTi8ThHjx7lpZdeWuuGPQpWQwQTLNkoMkovPnezIyvlXKdu0Fkp6xpCXr9ZIafcl+Pee+/lk5/8JDqdjnQ6rXR3fu2115QeHmuN1RDB20CdEKKKpS/xCeBX3+O1l5LGloQQQkcWyimEoLBwqVnP3NzcqqsYXcecbnVYsmFOhRDYbDacTqfSNVruArW4uMjPf/5zLly4QDweX7dKxzdMBJIkpYQQnwNeZknF+jdJkt6rPO3bQN2NflYWoYcskFPupGs2m5V2aR6Ph1gsxuLiIolEYrUL5lrndKtDSxbMqUqlwmQy4Xa7aW1txel0IkkSvb29TE9Pc+bMGSYmJta33PkGhjo+AEhb+ZEtcmq1Wqm0tFT6pV/6Jenpp5+WOjs7pc7OTukHP/iBVFRUJJlMpnWX86Ksmz4nq3ycyYY51Wq10q5du6Tf//3fl2ZnZ6VgMCj5/X7pwQcflAoLCyWdTiep1ep1ndMNq0cgSdKLy/sl3qxYTzmbmpooKCiguroal8tFTU0NLS0tFBYWKu3dksnkpjbK2CjITWBUKhUGgwG1Wk0mk8FgMOByuaisrKSgoIBYLIbX6+XNN98kmUxeWi34mlpEreecqtVqTCYTu3fvprGxEYvFQiQSwe/3s7CwQCAQ2JBS57nipVsEKpWKO+64g927d3Pw4EHsdjs2m03xLE9MTBAKhYjFYjd98VPZNNJoNGi1WvLz8zEYDCSTSVwuF83Nzbzvfe9jz549eL1ezp07x4kTJ5TuydkEjUZDXl4e+/fvp7GxEYPBwOzsLJOTkwSDwQ0rbrotiEBuLOpyufB4PHg8HqxWK263m7GxMV577TXi8bhSLjzboFar0Wq13HLLLdx5550UFhai1+uVsufpdJp33nmHU6dOkUgkslKG1UIIgVqtVjSg1tZWCgsLKS0txWKxoNVqAdDpdOTl5eFyubDb7Wg0GqamptBoNJftOr2ZEEJwxx13sHPnTvbs2YPb7UaSJF5//XVefPFFZmdn1yVUeDnctEQgtxzPy8tDr9eTl5dHUVERlZWVVFRUkJ+fT2FhIVarlZMnTxIIBIhEIusWp10N5Piyy+WiuLgYs9m8YlFnMhmmpqaYmpratG6664HlfSDNZjNms5nGxkbKy8vZu3cvpaWlVFVVYTAY0Gg0SNJS74doNEoikVBarEUikc0W5V1Qq9XodDpqa2tpaWnB4/Gg0WiYnJykp6eHd955h3A4vGHjuWmJwGAwYLFY+L3f+z127NhBS0sLBoMBo9GIEAJJklhYWMDtdpNKpejo6KC3t5epqSni8fhmD38F5I1tsViw2+3vOtkkScLn8+Hz+W4KEpBP/5KSEsxmMw6Hgw9+8IPcfffdlJWVYTQa0ev1qFQq1Gq1svn9fj8XLlzgueee49y5cwwNDRGNRonH4/j9/qzSlDweDzU1NTz++OPcfvvtWCwWfvazn/HFL36RiYkJ5ufnN9TXc1MQgdlsRqfTodFosFqtlJeXY7Vasdls7Nq1i/LycoqLi9FqtWg0GsVWzGQyFBcXs2vXLoxGI8XFxbzyyit4vd6saTwh40obXKVSUVhYSGFhISqVKqsW/PVCCEFNTQ0ul4sdO3aQl5eH3W6nubmZ8vJybDYbKpWKSCSCz+djdnaWSCRCLBZjdnaW4eFhOjs7GRoaYmpqikQikXXkqFKpKCoq4vbbb6e4uBi9Xk9vby89PT2MjIwQDoc33OG75YlACEFRURFOpxOLxUJzczNPPvkkHo8Hh8OxQr2UF4RarUatVuNyuXA6nezYsUOJwU9OTnL27Fmmp6ezZgFJkkQ6nVa6IGm1Wh73orUAACAASURBVJZ7sdVqNXfeeSc6nY7nnntuyzoLZSfgI488wp133sk999yD2WzGYDAor0kmkwSDQYaHh3n77bc5fPgwMzMzBAIBJicniUaj69Uqfk0g+6va2tr47d/+bQoLC4nFYhw6dIhTp07h9Xo3ZVxZTwRarRaTyYTBYECv1ytqodVqxeVyUVhYSH5+PkajEYvFQllZGSUlJZhMJtRqtWIGyJsomUyi0WgUuzuZTBKNRhkfH2d8fJz5+XkikUjWkAAsbXS9Xk8sFiMUCqHX65V26bC0uCoqKojFYtx9990MDQ2tW2v49YJKpVLs5b1797Jz506MRiPpdBqv18vo6CgzMzOMjo6ysLDA+fPnmZycZGxsjEgkQiKRIBwOZz0JulwuHn30Ue655x5cLhepVAqv18uxY8c2dc6ykghkR59Wq8VoNOJyubBYLIqNbDabKSoqoqKigoaGBuXENxqN2O12rFarYken02kymQyxWIx4PE4sFkOn0ymbK5lMEgqFGB8f58KFCywuLmadj0AmQ1mOZYkuwC9SjJPJJHv2LFWxHh8fv1zcPCshZ9ZVV1ezf/9+mpqaKCtbyuqNRCLMzMxw7tw5ent7OXPmDLOzs3R1dW1YU9i1hM1m46GHHqKhoQGr1cr09LQi3+zs7KaNKyuJwO1243a7+ehHP0p5eTk7duxAr9ej0+nQarWoVCq0Wi06nQ69Xk88HieRSDAzM8PU1BTHjh1j586dlJWVMTAwQH9/P//6r/+q5GrL7anb29upr6/nwIEDilqabU1I1Wo1O3fu5N577+WWW27B4XAohBAKhRRNSafTUVZWxmc/+1m6urrYu3cvP/jBD+jr69uQhJQbhUqlorKyki984QvU19ezc+dOzGYz6XSas2fP0tHRwX/8x38QCASIRqOEQiGSyWRW2v5Xg0qlwmKx0N7erqQRf/WrX+Xw4cMsLCxsKmlnFRFoNBr0ej2VlZVUVlbS1tZGaWkptbW1aLXaFap+MpkkHo8TiUQIBAKEw2H6+vqYnZ3lwoULxGIx5ubmFCI4ffq0Eho0Go2K7WkymZAkiXA4jNfrJZVKZc0Ck73n+fn5VFVVkZeXh0ajUWQeHR2lsLAQh8OBVqtFr9dTWlpKNBolEAhw+PBhdDpdVoZEZVgsFiXHvqSkBJfLhdfrxefz0dnZydmzZ+nu7lY0u62cNanVajEYDNhsNmUeh4aG6O3tJZm8piTHdUNWEUF+fj5lZWV86lOfYvfu3dTW1ir2sKwOp1Ip4vE48/Pz9Pf309XVxfDwMDMzM7z22mtEIhHS6TQqlQohhBIdWH7Kx2Ix0uk0fX19eDweJEmis7OTn/zkJywsLGTNYpPNnYKCAhoaGjAajcTjcXp7e+nt7eXFF1/k/vvvZ/fu3TQ0NGAymZQIwp49eygrK2N4eJhoNJo1Mi2HSqVix44dtLW1sWvXLuXG3VtvvcWZM2f45je/id/vz7oIzo1ACIHdblf8WaFQiImJCbxeL9FodNOJOquIoKysjPvuu4/6+nole052ivn9fhYXF+nu7sbr9TI0NMTMzIzyZQYCAUVtvNqXunPnTjweD3V1dTQ2NqLRaJToQrZACIHJZKK5uZmGhgbKysoUP8Hc3ByTk5MMDQ3R0dFBPB7H6XRSUFCAyWRCp9Nhs9moq6tjfn6eubm5rCQCtVrN7t272b17N2q1mr6+Pk6ePMmRI0cYHBzMSn/NjUKj0fDAAw/Q3t6ORqNhYmKCn/3sZ8zPz286CUCWEUFtbS2PPfYY9fX15OfnKxszk8kwOzvL0NAQhw4dYmBgQFH1r3eBCyG49dZbaWtro7W1FZvNpqjVcpJKNkAIgdVqZe/evbS1tVFbW0sqlSIUCjE1NcXo6CgDAwPEYjFGRkbYvXs3ZrMZo9Go+A1aWlpIJpMcO3YsKzeURqPh/vvvp62tDZVKxalTp/ja177GwMAAfr9/s4e3ZpAd3x/5yEdoa2tDo9EwODjI888/z8zMTI4IZNhsNu644w727t1LbW0teXl5CCEIBoP4fD4GBgY4efIkPT09vP3223i93hvyiMshQ9m3IIQgHo8zNTXFwsIC4XA4a7zsNpuNsrIyHn74YcrLy1eM/fDhw/T19REKhRgdHcXn8/HGG2+wsLDA+9//fsWXUlNTQyKRUPLwswk6nQ6z2UxhYSE2m43x8XGGh4cZHBzc0NTajYDs3M7Pz8dutwPg8/mUOcwGZAURGI1GWlpaqK6uJj8/X0kbnZiYYGpqis7OTrq6upQU4BvdsPKEyP4DeYOEQiElOy0biEAIgcPhoKioiOrqaux2+won6dDQEBMTEySTScVncuHCBSwWC5lMRjGn7HY7brc7a7Sc5TCZTNjtduUuyPT0tFJQRSY9OQnsktoAWw56vR6LxaI4qCVJIhqNsrCwsOlOQhlZQQSFhYV87nOfU7zfyWSS6elpPvaxjzE5OakkjMgJQTeyIOQLSC6Xi507d9LS0kJtbS3BYJDu7m5mZ2cZHx/PilCbVqvlscceo62tDbfbrRBWMBjE6/UyPj6ulCSDJefnT37yE2ZnZ/nkJz+pvF6v12MwGFZkIWYLbrvtNvbu3YvL5UKv1+PxeLj11lv5tV/7NY4cOcLk5CRWq5V0Ok0kEiEcDm9Zp+HOnTtpbW1VMl3T6TSJRIJQKJQ15LbpRCCfzHa7HaPRCEA4HMbn8zE9Pc3s7Oyq4vparZa8vDxaWlrIy8tTVG75iqpGo0Gn05HJZLIiNi1rLfJ16eXXZwOBAF6v97KlyBKJhDJ+SZIQQijx9mxEMpkkFosRDoeJRCJK/v1tt92GTqdjfn4ek8mk3CLs6+tjfHycUCiUFVrb9UBeW4Ci2WVbItSmE8HyAhOySjs9Pc3IyMiqi2wIIbBYLOzYsYOvfOUr6HQ6JY9Ar9crG0aO62ZDvF3OIqysrKS8vHyFWj82NkZfX99l1Uk5qWg5AoHApieqXA5CCKampjh37hwjIyOoVCrlzkdraytPPPGEEvaVnaPf/va3eeWVVxQH6VbC/Pw8Q0NDxONxhQSyDZtOBJfbeHLG4I2otHJ6ckFBAS6XizvuuIO6ujrcbrdyx0Au6qHVapmdneXs2bNZE8aRT3T5/v3y51Op1GW1Fo1Gw4MPPqiEpuTXj46OcuHChayxQ2VIksTMzAyxWIx/+qd/Ij8/X7lt2N7ervgNzGazEj2prq6mpaWFqampLUcEcoKXfNDIPhCNRrOifoS8di/1j8jaw3quz6wggksZUg7nLb82vPxLkv9OfsjOv+U3DUtKSqiqquL++++noqICu92u/L98ey+dThMOh+nt7cXn822G+JeFEAKj0biidoKcVnzpJlCpVOj1em677Tba29sVrUqSJKamphgeHs6aHILlvRfk+gnDw8NotVrcbjf33HMPJpMJj8ej+HPkOyFFRUXU1dXx5ptvKt/JVkE8Hn+XSaNWqzEYDErau06nU+oryHktcialXD1rPVPfN50IZBVwuW2bn59PRUUFjzzyCKOjowwNDeFyuXA4HOzatQuNRsPQ0BBzc3NMTU3R2NhIcXExd999NxaLBZPJhMlkQq/XY7PZVpwu8iOdTjMzM0NPTw/PPvssCwsLm/1VAEuefrmUmtFoVGrbz8/P89xzz3Hs2LEVFXd27tzJjh07uP3226mpqUGlUpFIJIhGo3R0dPC///u/WZFDoFKpsFqtSi7EcqRSKebm5njllVc4ceKEkhRlMBiora3l4YcfJhKJ4HQ6ycvLy9qqQ+8F2R8ib2iNRkNNTQ0PPfQQQ0NDpNNpPvShD1FSUkJ1dbVCBsFgkPHxcb71rW8xPj7OyMiIslfW2rzYdCKQCUBWkeT72rKDTyYA+Wdra6uSfz8/P7+CCHbt2kVeXp6SaiunGMvaggz5dO3q6qK7u5uZmZlNV59lbcfhcFBRUYHRaFS0n2g0qmQTTk1NIYRQqi1VVVXR1NSE2+1WTImFhQWGh4eVa9XZYJPKqc/RaJRwOLziRJfDogsLC/h8PuV2qEajIZFIKDf1jEYjbrebaDTK2NjYltEKMpmMcjcmmUyi0+koKCigra0Ng8FAOBzGZrNhtVqVy0jyAWm1WvF4PIoG4fV6lbsmayn/phMBLF0Vlq8Hy04vp9PJJz/5SeVLkTf28mzD5aaB/LjUr3C5GHokEmFsbIzf/d3fZXJyMitsTnmi77rrLg4ePIjb7VbuWMzNzXHmzBnm5uaIx+OYzWacTifNzc08+uij3HXXXXg8HqVF1ptvvsk//uM/0tPTkzXly4xGI7/0S7/E5OQkzz777Hte7pIkSdFghBAMDAzw3//93xw8eJD29nYefPBBBgcH+c53vrPp5H2tkDU0n8+H3+/HbDaze/duWlpaOH36NMPDw3zve99Do9FQVVXF1NQUXq9Xqb9RVVXFvffeS21tLc8++yxdXV28/fbba6rpZQURzM3N8a//+q+0t7ezb98+jEajYiddCnmjyxv8cg5FSZJIJBIkk0llI5hMJqanpxkdHWV0dFS5o5ANajOg2INykVU5AiA7DouLizlw4ADNzc2KyVNVVcXOnTuVJKxwOMzQ0BB9fX2MjY1lxWUWGVqtlsbGRux2OzU1NczMzFzVLyPPo8/nw+v1Mj8/rxSdlR1t2aDtXAuSySRHjx4lFovxwQ9+UKlMPTMzQ39/P8PDw8BSpCcQCBCLxWhtbaW4uJjbbruNgoICPB4PBw4coKqqimAwyMzMDNPT02syvqsSgRCiDPgWUMhS15SnJUn6mhDCAXwPqASGgY9IknRDHreJiQn+7M/+jE984hM0NjYqp+GlvgNAOfUv1/RzuWMtEokQCoW4cOECqVQKj8fD22+/zWuvvcbbb7/N9PT0dW8UIcSrq5HzSpAXvdVqpaSkRHFoSpKkXCCqqakBlq7uykVY5DyDdDpNKBTinXfeobu7m/Hx8RveJOshp06nY9euXRQXF9PV1cXJkyevyUErk7lca6KxsVEp17YGhVduWc85lSFHfF588UVmZmZ45JFHlENOvjczNDREMplkdHRUaYZaXFxMc3MzBw4cUJznZWVleL1ezp8/r5i1a0H216IRpICnJEk6JYTIA05e/PI+DrwuSdLfCCH+CPgj4Es3OpBMJsMrr7zC8PAwdXV1FBUVsX//fsV28vl8hEIhpUKRfCqoVCqFQSORCNPT03R0dDA1NcX8/DyDg4PE43GMRqNS7NLn8ykx3evE66uV871w6TVrmQTVajVWqxW9Xq8sejn0KZNFJpPh/PnzDA4O8vLLL3P+/PnVbpB1kVMIQXV1NZ/5zGf4h3/4B8VRdqXXWywW6uvrlbsow8PDSoXfNdgAXazjnC5HOp1mZGQEi8VCd3c3xcXFFBYW8sgjj7B3715+7dd+DUAJm6tUKsrLy5VQqpwgtri4qFzAW8sLS1clAkmSpoCpi/8OCiF6gBLgUeDeiy/7D+ANVvFlynHv0dFRxsfHKS0txePx4HK5cLvdTE9P4/P58Hg8SocfWTuYm5sjHA6zuLjI6OgoR48eZWJigrm5OcbHx4nH48rpukqP66rlvBrkykPyBpHzHuTsR5kclmtEmUxGScLq7+9nbm5utcNYczkzmQyBQAC73U5rayuVlZW4XK73zLeXHbwWi4WKigolwers2bN4vd617N+w7nMqIxAIMDs7S39/PxqNRmlfV1VVRSKRWBHahl9oEsFgkHg8TjweZ2FhgcnJSebn59e0SOt1+QiEEJVAG3AcKLxIEgDTLJkOl/ubTwGfup7P6e/vZ2xsjPn5eWw2G4WFhczNzREMBqmrq8NkMiGEIBwO4/f7GRsbU0pZpVIppfCIbHevoZ28pnJeCkmSOHfuHC+99BJFRUUYjUZFhbw08iEjkUgQiUQ4ceKEUs1nDdKK11zOUCjE17/+de644w5+8zd/kw996EM0NTXxV3/1VwwPD6+IkcsRA6fTye7du/m93/s9RQN85ZVX6OzsXMuOTus6p8shH3Zf+tKX+NjHPrai8I58GQl+EVJfWFhgdHSUf//3f1d8P7FYTDGX1jI/5JqJQAhhAX4AfF6SpMByJ50kSZIQ4rK7TZKkp4GnL77HNe1I2aM8PT1NIBAgGAwqG122n5b7AeSQynrfFVhrOS/zHko59cOHD1NdXc3tt9+uZEQuRzweZ3FxkfHxcSYnJ+nq6lLSWFe7QdZDzlQqRX9/Py6Xi4mJCYxGI7W1tdx7770MDQ0xPDys3Jdwu93YbDYqKyvZuXMnLpeL2dlZpSegz+dbMyfhes/ppUilUszOznLmzBn+53/+R7kNe/HzlJ+ZTEZxCHZ2djI9Pc3ExASpVGpdulmJa3lDIYQW+DHwsiRJX734XC9wryRJU0KIIuANSZIarvI+2eHCvnEUswFyyu3N2tra+O53v7uitx8sLZTZ2VlOnz7Nyy+/zPHjxzl79uxa3m1fFzlVKhW7du3i05/+tFKKLhKJMD4+zre//W0WFhbwer3s37+fmpoabr31VsU+fuaZZ3jhhRc4ffr0Wsp5EniEbbB2JUm6Yr7+tUQNBPBNoEcmgYv4H+D/AH9z8edzqxjnVsGGyCmfBufPn+fLX/4yVVVV1NXV4XA40Ov1pFIpBgYGeOmll5RQ4RqHQddFTjnt+fnnn1dCokajkdLSUn7lV35FsYNLS0uxWq1YLBaGhoZ44YUXOHr0KAMDA+sR7t0ua/eKuKpGIIS4CzgCdAKyPvYnLPkJvg+UAyMshWCumKe71VmVJQ/zhsmpUqkwGAw0Nzezd+9eKioqyMvLIx6P09PTw/e+9z2CwSDRaHQtPm451k1OOWv085//PI8//jhFRUUrPOWyCSQ7F9966y3+4i/+QsmSXGPEgbfYBmv3ahrBNZkGa4Wb/cuUsZZyypWM5f6OcrahnKm2HvbiesopOz1LS0spKSnh0UcfpbKykl27dmEwGNDpdIqW88wzzzAxMaH4D9bh0s1JSZL2XOO4b+q1mxWZhTm8NzKZDOFw+Kap4yeHxGSnX3l5uVIzQS4gKxPBmTNnbqpKxtmMnEZwHdgMjWAzsJFyLu9DefE9lXyJDWg2k9MILiKnEeSwqcim9nLbGdlX3jaHHHLYcOSIIIcccsgRQQ455LDxPoJ5IHzxZ7bDxcpxVlzH3+bkzD5cKidcn6whoHfthrOuuO453dCoAYAQ4p1r9dRuJlY7zpyc2YXtIifc2FhzpkEOOeSQI4Iccshhc4jg6U34zBvBaseZkzO7sF3khBsY64b7CHLIIYfsQ840yCGHHHJEkEMOOaySCIQQDwkheoUQ/RcrGa/JazcSQogyIcRPhRDdQohzQojfv/j8nwshJoQQp4UQA0KI8W0g52khxJdzc/qu99vKcp4WQnzgqm+2vJno9TwANTAAVAM64Aywc7Wv3egHUAS0X/x3HnAB2An8OfCF7SJnbk5vPjmv671WMYg7WaphKP/+x8AfX+m1LDVI2bKP7STnNcq66WNd5WNuu83pez1WYxqUAGPLfh+/+NwKXCwJ/Z9A+yo+K5uwXeSEy8gqhPiUEOIdlmTd6hhf9nO7zOllse7OQmmpJPSXuMkLRG4nOaWl9NV1bwiyASi70n9ulzmF1RHBBCu/yNKLz13La7cytouccHVZtzrMF39upzm9PFbhI9AAg0AVv3CiNF3ltZtuK63ysV3kvNY53exxrvbh3y5zerX9fMPXkCVJSgkhPseSI0UN/JskSeeu8toXbvTzsgQ9ZKGc4mKzUCEEkUhEaZm1ClzrnK7mM7IBRjZhTuVuXQaDQanVGI1G0ev1OBwOdDodGo2GaDRKPB7H5/ORSqXWovvzeyJXvPQ6IGVh8VIhBBqNhn379qFWqzl9+jSRSGRVvQ6yUc51woYXL1WpVJhMJkpLS2loaMBkMgHQ3d1NVVUVjz32GBUVFbjdbjo7OxkaGuJHP/oRs7OzTE9Pk0gkbqiE/dXmNFe8dAtCq9ViNptxuVyYzWaMRiMul0tpArtep8ZmIi8vD7PZTE1NDclkklOnTm3Jwqcmk4mWlhaam5uVlm6ZTIbGxkbcbjdNTU04nU7y8vJIpVIUFBRgMBjw+Xx4vV5OnTrF5OQk4+Pjayp/jgi2GOSGJ3JvxMLCQmw2GwsLC8qJsRU3iLjYtv69YLfbKSkp4eGHHyYSidDZ2bkWJtCGw2KxsG/fPu6++27e//73A0u9K/x+PxqNBqvVqrS9dzgcANxzzz1EIhEikQj//M//zPHjx5mZmVnT5jY5IshyyKq/Vqulvb2dsrIybr/9dtxuN+Xl5aRSKaLRKM888wxDQ0Pr0vloPWE0GhVVeX5+nsnJycuOPy8vD4/HQ3NzM8lkkt27dzM2NsbIyMgmjPrGkUwmmZycZHFxESGE8tDr9Su6Ii/3v8jkr9Fo+NCHPsTu3btJp9OMjIzQ27s21dOylgiEEOh0OrRaLSaTaUUTDPhFD/nlJ8KVnFfyiSNJEvF4nFQqRSwWW1cZVgONRoNGo1FUf7PZzC233EJ9fT379+/H4XDgcrlYXFzE6/Wi0SxN5fL+gdkOIQRWqxWbzUZpaSnpdJrp6Wmlwcly6HQ6zGYzBQUFANTW1hKNRrccEaRSKRYWFggGgyQSCWVdyus4mUyiUqmUh0wUsoOxtrYWh8NBY2Mj6XSavr6+NdGKspYI9Ho9d9xxB83NzTz22GPk5eVhNBoxGAyk02l8Ph+Li4tKuyxgRetwtVqNSqUinU4jhMBgMJBMJonFYvz0pz+lv7+fI0eOZGU7LbVaTXV1NeXl5TzyyCNUV1fT2NiI1WpFr9cr3maZGHU6HR//+Mfp6enh7//+7/H5fPj9foUQloXCsgZCCLRaLffffz+lpaU4nU6MRiMTExOEQiGSyeSK1+v1eiwWC3a7HafTyac//WkOHTpER0fHljIPIpEIZ86coby8nLNnz65YuxqNBoPBoGx8ud+l1WpV/l6tVuNwOPjsZz/L66+/zvHjx4nFYqs2B7OKCOQvoKCgAKfTyb59+2hoaKCmpgaj0aiEVdLpNAaDAavVit1uX7HQVSoVarUajUaDSqVSviCDwaCEYBYWFjAajZw4cYJEIpFVm8ThcGC329m3bx9VVVU0NzdTXFxMcXExWq1WsR/lMWs0GvR6PeXl5QgheOCBB1hYWMDr9ZJMJkkkEoyPjxOJRAgEAllDCvIJ39jYSEVFBRaLhenpaWw2G/F4/F1EoNVq0ev1irwOhwOLxYJGo9lSDtJ0Ok0oFKK/v5/Dhw+jVqtRq9VotVpF+5U1IoPBgFarxWKx4PF4KC8vx2w2o1arycvLw2QyrZkGmFVEIH8ht956K01NTXz+85/Hbrej0WgUM0DeuPLJKKuKmUyGUCiERqNRFohKpSKZTC4lTFz8XaVS4Xa7GR4e5tChQ4TDYdLp9CZLvgQhBHV1dbS2tvLUU09RXl6OXq8HWLF5l9uQOp0OnU5HQ0MDtbW13HnnnSwsLDA7O6t4mr///e8zOjpKV1cXqVQqK+SVbf4DBw7Q0NCASqUiHA5z+vRpgsEgkUhkxev1ej15eXnKyWmxWBSzKRwObxkikNu9Hz58mDfeeAO73a74B/R6PTabjUgkQiKRIJPJoFKp0Gq1fOADH+DjH/+4QgbACh/DapFVRNDa2sqBAwcUp5jZbCaTybC4uMjw8DATExN0dnayuLio2PeSJFFQUIBer8fn8ym+hVgsRjweJx6PI4RQwjb79u3DZDJRUlLCvffeS29vL6dOndpkyZc0FofDwV133cXBgwdxu93KaRcIBPB6vcrikE8Op9OpaAiymaDVasnPz8dgMFBYWEg0GsVisTA0NMSRI0fo6OhgcHBw0zdORUUFt9xyi2ISyEQfCoUuS1SlpaW0tLSs8BcZDAZsNtuWjJTIfoFwOEwsFlPaxQeDQZLJpPIdyASRTqeVAw4gGAwSDodvvqiBfBo+9thj1NbWYrPZSCaThEIhfD4fPT09nDt3jpdeeon5+Xni8TjpdJpUKkVdXR1Wq5W5uTnltPT7/QSDQeVLttls/PIv/7JiajidTtrb28lkMllDBB6PZwVZAYTDYbxeL0NDQ4RCIVKpFAaDAbvdjkqlUjSd5T/VajU2m03pNFxTU8Pg4CBCCHw+HxMTE8Tj8U0lg4KCAnbs2KH4PeTOx7FY7F1EIISgoKCAuro69Hq9cgpqNBqMRiNqtXqTpFgdZHmXY7nZJ8soz6nJZEKr1SJJEoFAgHA4rLzPapEVRKBWq7FarZSWlrJjxw4ymQzDw8P86Z/+KdPT0ywuLhIKhYhEIiwuLr6rXXZ3d7fiD5Cfl+1GebHH43E6Ojr40Y9+xK/+6q9SWVnJrl27FKfaZtrNWq2W6upqPvGJT9Da2qqcejMzM3zve9+jp6eHM2fOEAgEFA1HrVaj1+sxmUwYjUblvVQqFU6nE4/Hw2OPPUZ9fT1Op5OioiJ+5Vd+BbfbTXt7O4cOHVLyDjYDLpeLyspKZWOn02kCgQDj4+MrNoccOSkqKqKyslLx9QQCAebn55mYmFhVFmW2Yfk6zMvLo7q6mj/90z+lrq4Oh8OBWq0mHA7zs5/9jI6ODuVAXC2yggjkhQ1LNtTAwABDQ0OcOnWKubk5QqHQZUNKsm10KTNeblNnMhmCwSCTk5PEYjFFc9jsUJscQ3Y4HOzYsQOHw4FKpSIajeLz+ejs7KS3t5f+/n5FbVx+kpvNZvR6/QpnaX5+Ph6Ph4qKCoLBIIWFhdjtdioqKqitrSWdTnP48GFF29gMyE5dmYTT6TTJZPJdmsql/gCVSoUkSaRSKRKJBLFYbNPNnPWASqWiqKiI2tpaWlpacDqdaLVa4vE4gUCAvr4+JiYm1ixvJCuIQJIkEokEU1NTnDp1ir/927/lxIkTBAKBK07ylTb+5RCNRhViCYfD9PT0MDIysqnagFqtxuVyUVNTw759+9BqtWQyGcbGQS36OQAAIABJREFUxujs7OTHP/4xgUBAIa9LEQ6HFSKUsbCwwODgICdOnFDMhPe///18/etfp7m5mdraWo4dO4bBYODo0aObspFCoRDz8/OK5iZHCi6NapjNZqqqqpTLOMuTbjKZzJbzDVwLZD/Xhz/8Ydra2igvL1dC49PT0wwODvLCCy8wMzOzZvJnBRHI0YDz58/z7LPPMjAwsKaeYDlmXVFRwb333ovL5SKdTjM6Osrs7OyafMaNwmAwsH//ftra2tDpdEqm4MDAAAMDA0QiEWWDXCvkzSQnrAAMDg7y8ssv09jYSHFxMXfeeSd6vZ7jx49v2omqlMm6mCxjMpmwWq0sLi4q+R15eXmKU1HWHmKxGAMDA8zPb4Xeq9cOo9GI0+mktLSU0tJS9uzZQ3V1tRI1SyQSdHd309XVddlci9UgK4hAntyTJ09y8uTJNX9/OUVz586dPPbYY+Tn5xMIBOjv72d8fPzqb7BOkJNGHn30Uerq6lCr1USjURYXF+ns7KS7u1u5SHSjkCSJaDRKf38/3/72t3nyyScpKyvjgQcewOFw8I//+I9ruqBuBEIIjEYjeXl5OBwOotGoEiZ2OBzceuuteDwexZcQDofp6upicnJyU8e91rBYLNTV1XHffffR1tbGnXfeic1mQ61WE4vFCIfDvPPOOxw7dky5br5WyAoiWG/YbDYeeOABdu/ejdvtVlTRvr6+TSUCs9mM0+mktraW0tJSAAYGBjh//jwvvfSScndgLeDz+Thx4gQPPPAAiUQCs9msxKM3A+fOnSOVSnHw4EFcLhdqtZq77roLq9XK17/+dcU5WlhYyL59+ygsLESSJIaGhjh37pzi7LwZoNH8/+2de1Cc1333P2fvN1hYlrsQIAESGBBCQrLk2FYd2bUtO34Tp3I8ndTJ29RJ2mTipu3EzjTTTjrTSetJJmkyjseNm7qum6i205GS127SxJJlp5aEZEsILBCX5Spuu7AssLvs7bx/wPMEyZKFYNldxH5mdoBlL+e7z7O/55zf+V10bNy4kcbGRv7kT/6EoqIinE4nGRkZaizMhQsX+N///V+OHj1KR0dH3J28N70hUPK/t2zZQnFxMWazGbfbzcTEBBMTE8zMzCRtbDabjezsbLKzs7HZbACMjo7S3t5OT0/PNRNwlsPc3BxjY2Oq49VoNGIwGJLmLHW73Wi1WkZHR8nJycFut1NYWEhmZibHjx9Xw8c3bNhAcXExJpMJKSWTk5MMDw/T0dGR0rkiS0EpKKOkV9fU1LBr1y7MZrPqE4hEIkxNTdHX18e7775Lb28vY2NjcV/O3fSGwGg04nQ6ufPOOykrKyMWi3Ho0CFOnjyJ1+tNapRdQ0MDDQ0NWK1WNBoNsViMY8eO8fzzzzM5ORnXKbsSobZ4d+ZqOzGJQkm8+eY3v8m2bdt48skn1SCpv/mbv1G3xUwmE1arVV0WjI+PMz4+vuZ3CgwGA2azmccee4zGxkbuvPNO7HY7mZmZl+2GDQ8Pq+fr0aNHrxpnEQ9uekOgxLTn5uZiNpvVjLWLFy8m1eOs0WgoKiqirKxMzZ8Ih8NMT0/j9XrjPjYlIEUJMkp2Ln8sFiMcDuNyuRBC8Prrr1NdXU19fT12u111DF65xWsymTCZTEkb93JQsmjtdjs2m43y8nI1o7SpqYktW7aQn5+vhhorMTPKrtbZs2fp7e39wO5QPLmpDYEQgoyMDHJycigtLSUWizExMcG5c+dobm5O2tVQ2UPfsmULjY2N6PV6NRlqdnY27us/ZTvK4XBgNpvVq2uycw5isRhdXV24XC7eeecdPve5z1FVVXXNaEElwjA/Pz/p8R9LRUm1zsrKoq6ujq1bt/L5z38eu92u+gAWa5FSMjIyQm9vL8888wydnZ10dHSs+kXrpjYEOp2O7du3s337dvR6PT09PZw5c0YNRU4WyraZ1WolMzPzsjyBxTUX4oXBYKCkpISPfexjlJaWMjc3x5tvvsm5c+eSbgxg3iAEg0F++9vf8s1vflPdRcnNzb3s84hGo5w8eZIzZ86kxLivh81mo7i4mO3bt1NVVUV1dTUFBQU4HA716r/YCIRCIWZmZjh79izNzc10dHTEvRLRtbhpDYGS211dXc2WLVtUx1RzczNerzfZwwPmv6DKCSGlVCPt4sniYpm33347eXl5BAIBTp48eVk+fDKRUhIOhzl//jy9vb2Ul5djt9vVKEuFaDRKa2srbW1tKTHuD0NZCmzatIldu3bR1NRERUWF6hy82nFenKLc3NzMwMAA09PTCRnvTWcIlOChffv2sWPHDh555BFyc3OZmJigpaWFw4cPJz0QRYmKe//993E4HOTk5KhJQ0pBlXic6EpG4+c//3luueUWdu/ezcjICO3t7Rw/fpzOzs6UurIqlaN+8pOf0NLSwt///d+TnZ2tLmVCoRDnzp2jtbU1ZQ3B4tiQ2tpaDhw4gMPhUJOrPszYG41G8vLyiEQijI+PJ9SHdVMZAmU9VlJSQl1dHY2NjeTn56PT6WhtbcXlcjE2Npb0ABoFJYkqFoupmWZKBuGNRhMuRqlxWFpaSklJCdu2baO0tBSz2czExATd3d2Mj48zNTUVZ0UrQ3FgBoPBD2wN+v1+tSpVoq6Sy6GsrIyioiIaGxvZunUrlZWVavbg9VB8OXl5eZSVlTE0NHTN0PJ4c1MZAr1eT0NDA08++SRVVVVs2LCBmZkZ2tvb+eu//mv6+/uTlm13JUoI8NzcnLosMJvN6tTR5/Mt+2qt7Ml/9atfpampiU2bNqmVco8fPx73OPV4IoTg1ltvZe/evWrZLiklPT09tLe34/V6U8aQX4kQgq997WvcfffdFBQUqEVUbuT5QggeeeQR7rrrLh555BFaW1sTcs5ed5RCiBLg34B85tsnPSel/J4QwgEcAsqAXuCglHJy9YZ63XGqqbkOh0NNVz169Citra0MDAys+AoohPgf4qjT5/MxMTGhJt6spOyUUr7qlltuoby8nOrqampqasjKymJkZIShoSFOnTrFsWPHOHPmzIfWaoy3zhtFSaPWarVqYtH58+f59a9/He9ZTG28tCq5EtnZ2Zc5A6+Gkgk7OTmpluCz2+3q45Wcg4MHD7J9+3ZaW1sZGRlhcHBw1ZZySzFXEeAvpJTvCiEygDMLH95ngN9IKb8lhHgSeJIkd8hVDIFS3iwQCPDqq69y7tw5BgcH47Gu/A1x0imlVEuKKZWHlOnjcoyBwWDA6XTywAMPsGPHDvbs2YNWq2Vubo6TJ09y8uRJnn32Wbxe71IKtsZN53JwOp0UFRWh1WrVmdOJEyf4yU9+Eu/ZQCtx0qr4Y7KysrDZbNc0AkrKtdvtpqOjA6fTSWZm5mXPUcrPffnLX2ZoaIgXX3yRU6dOMTIyclnF43hyXUMgpRwGhhd+nxZCXGC+l/xDwL6Fh70AHCOJhkCv11NTU0NVVRUOh4OZmRkmJiZwuVwMDQ3F68OLq86enh4AdXkghKCsrIympibeeecdfD7fNZ+rzIA2btxIUVER99xzDyUlJdTW1mK32wkEArS2ttLX18ehQ4cYHBy8kWjFpBxPxVmqVCpWgmv6+/vVKNBVWC/HRavSo3B2dpa5uTk1XgPmZwDRaJTh4WH6+/t5+eWXGR0dZWRkBIvFgsPh4Atf+AIlJSWUlpaqr2kwGMjPz+ehhx5i7969/MEf/AEvvvgibW1tl1Xvjgc35CMQQpQB24GTQP6CkQAYYX7pcLXnPA48vvwhLg2tVkt+fj5OpxOTyaSGonq93njmE8RVp9frZXx8nEAgQDgcxmg0kp+fT1VVFd3d3cB8bbrFpasUh5LRaCQzM5PNmzertQyKioqw2WyEw2H1itPR0cHp06fx+Xw3stZMyvFUdnyUsvVCCMLhsDqLWaWdgrhoVfpkuN1uxsbGKC4uVmd4fr+fYDBIb28v7e3tvPHGG0xMTOD1etUak/v27QNQq1HD76JBKyoqKCkpobq6mtOnT6tO06QYAiGEDXgVeEJK6bsiGkpeq0mklPI54LmF11g196dS7quwsJBIJEJnZydnzpxZkdPtSuKtc3p6mvHxcc6ePUsgEKChoYH9+/eza9cuGhsbaWlp4Uc/+pG6dFBq9G3fvp36+noeffRRsrKy1BLXc3Nz9Pf3c/78eU6cOMGJEycYGRm5boGX1da5VMxmM9nZ2VitVjWMOBqNxqVu/7WIl1ZlnN/97nf5xS9+wdNPP012djYAzc3NtLa28uqrrzI0NMTo6Ki6QxIIBJidneWpp57i/vvvZ9euXerukXIBUAy/3W7nz/7sz7j33nv53Oc+h8fjSWzxUiGEnnkj8JKU8mcLd48KIQqllMNCiEIgaRU+lISasrIy8vPziUQiuN1u+vr64trAJN46lRPh1KlT+P1+8vLysFqtZGVlsWXLFnQ6Hffcc496RVEagSoFWAsLC9UTsKurS10KKanM4+PjN2wEVkPnUrFYLGrTT+VCMz09TXt7O5OTk6uyjRZPrVJKRkdHkVLyy1/+kszMTKSUtLe343K5GBgYYGJi4gPLM6X7UVdXF7/61a+wWCwYDAb1/0pQmM1mU2tWKo7lhBkCMX9EngcuSCm/s+hfR4DHgG8t/DwclxEtAyWIQ4mcCwaD9PT0cPr06XgnasRdp8/n49lnn2XHjh1kZmZyyy23UFZWxo4dO9QZwtTUFJOTkxQXF5ORkYHBYCAajRIIBOjp6aGvr49//dd/xeVy0dvbG4/eBUk5ng6Hg7q6OjXpKBaLMTg4yCuvvEJnZ+dqvW1ctbrdbtxuN1/5ylfUpZyS5flhX9pYLMZ7773Hn/7pn5Kbm6sWJNHr9WRlZbFhwwY2bdqEwWBQl4vxCjyDpc0IbgM+DZwXQpxduO/rzBuA/xRC/DHQBxyMy4iWgdIKy2azodVq8Xg8jI+PMzY2Fu8p5X5WQWc4HKanp4cf//jHFBcXk5ubS1NTEzk5OeTm5hKJRNRcCaVgp9vt5v3332dsbAyPx8OFCxeYmppaUSDSIlZF5/WIRCLMzMwQCoVUQ+fxeOju7l6t4KdawMsqaFW+oDdy1Q6FQkxOThIMBhkbG1Ov/EajkY6ODpqbm9Ul4LX6PyyXpewavA1caz/ro3EbyQpQkneUXgAej4eJiQkmJyfjagiklPvj9mKLUDzKw8PDaqZaMBhk06ZN1NXVqclIvb29uN1uPB4P/f39HD9+HJ/Ph9/v/0CJ95WwWjqvh9LHQmkBPjU1pXZIXiVHYetqa72RY6LkGiSjWM5NEVlYUFBAWVkZQgi6urr43ve+R0tLS0rF0S8VpfPNSy+9hNFoVLehhBCq00wp5T09PZ30AiPxZHh4GK/Xy3e+8x1yc3MZGhpaTSOQZhE3hSFQGkgqZZ1cLpfa8HOtodQJSHZ15WQQCoXUataXLl3i0qVLH+iBmGZ1uCkMgXKFdLvdjI+P4/F41nw9u/VMd3e3urZei8Z8LXJTGALl6vnyyy8zNDTE9PR0yiQXpblx0gYg8YhEfuCrFVCktDtXttXiGTuwGCnlkpIAVjNwKhGsF53AGSnlzqU8cK1rvd4xvSlmBIqzTInZT5MmzY1xUxgC+F1WV5o0aW6cRBsCNzC78DPVcXL5OEuv9cCrkNaZelypE25M6wzQEb/hrCo3fEwT6iMAEEKcXuq6LJmsdJxpnanFetEJyxtr/Gtnp0mTZs2RNgRp0qRJiiF4LgnvuRxWOs60ztRiveiEZYw14T6CNGnSpB7ppUGaNGlWZgiEEPcKITqEEF0LlYxvStaLTlg/WteLziWjxHXf6A3QAt3AJsAAnANqPuTx9zK/D9sFPLnc9433DSgBjgLvA23AVxbu/1tgCDgLzAH/dx3oPMt8xer0Mb15dJ4F7r/ua61gEHuAXy76+yngqWs89oaMRoI/zEKgceH3DOAiULPwYf7letGZPqY3n84beq0VDOKTwI8W/f1p4AdXedzjwAVgivlOSWv2tp50Xkvrgs7TC1qTPtYV3sbX2zG91m3VnYVyviT0N4CXV/u9ksl60inno9a+keyxxIHBD/tnso6pwWC4rEFKIlhJrsEQ82sUhQ0L993srBedcPNrVc7fpOpUmvNUVVXxwAMPoNVqiUQifPe732VoKEHDWsHSQAf0AOX8bu10yzUeuwf4JSkwRVrhbb3oXOoxTfY4V3oLpsIxNRqNcufOnfKv/uqv5OzsrPT5fPLSpUuyvr4+bu9xve/zsmcEUsqIEOJLCx+SFvgXKWXbNR7eDFQu971SiAusD51LPaZrHT1JPqYZGRnk5+fz9a9/nYqKCnQ6HSdPnuTdd99lYmJitd72A6woDVlK+Rrw2hIepxiN/7eS90s2UsrN1/n/zaKzagmPiSRyDaug1+uxWCyUlpbi8Xi4dOmScuVeDq1Sym0f9oDVPqY2mw2n00llZSWFhYVIKRkcHOT8+fMEAoHVeMurkrDIwgWjcdOzXnQmAyEE+fn57N27l8OHD/OFL3wBg8FwzRbkS2BJraFX85hu2rSJ+vp6CgoKsFqtBINBTp48yaFDh9bOjCAZGI1GLBYL5eXl2Gw2rFar2sTEbrdjNBqxWq34/X4CgQBtbW34fD61C1C6qOnaRaPRsGXLFmpqasjIyMBsNq/ECCQVpZ1ZfX09u3fvVpu+zs3NEQqF4tWxasmsGUOgNPmwWCzk5+dz1113UVRUxIYNG5idnUVKyebNm7Hb7RQWFjI2NsbY2BgvvPACPT09uFwuZmZmiEQiN03DjGtNzRN5AiUSrVZLY2MjDQ0NGAwGtFqt2gx0raF0tv7IRz7C/v37sVgszM3NrWrn5w8dT8LfcRkIIdi9ezd1dXXccccd5OfnU1hYiNlsxmw2q7UKLRYLer0eo9GIyWSioKCAJ554gtnZWfx+Px6Ph+HhYX784x/T1ta25r4wOp0Oq9XKvn37KCwspKKiAr1ej06nw+l0AvOl3Y8dO8arr76a5NHGH8UQbN26FZfLxcjICHNzc2vSsOfm5lJZWUlxcTGZmZkIIejt7eWnP/0pbW1tCdeU8oZAKVNeXl7Orl272L9/Pzk5OWi12svafUkp1f5/oVAInU6H0Wikvr5enT6Oj48zNDTEL37xCzQazZordmqxWMjOzqauro7S0lK2bt2K2WzGaDRSWloKwNDQEENDQ3FtmZ0qaDQa8vLysNvtXLhwAY/HQzQaXZM6MzMzKSsrIzMzE6PRiJQSj8dDc3Oz2lo9kaS0IRBCkJWVRUVFBffeey8f//jHsVgsCCEIh8PqF1u54g8ODhIOh4lGoxQXF5OXl8eWLVuw2Wxqf/ni4mLsdjsmkwm/378mTiIhBFqtlltvvZXq6mruv/9+IpEILpeL7Oxs7HY7BQUFmEwmcnJysFqtN50hUJaGSsPYH/zgB3R3d69JjUIINm3axIEDBygoKEBKyfT0NIODg7z55ptJ8WOlrCHQaDTY7XY2btzI3r17KSsrw2KxEI1G8fv9uFwu+vr66OzsVBuHjo6OEovFEEIwNjZGXl4eQ0NDWCwWMjMzycnJIS8vj9zcXEpKSujq6krKeuxGMZlMZGRkkJubS2ZmJufPn8fv99Pf34/T6cThcFBUVIRGo0Gr1aLVapM95BtCCIFer8fpdFJYWIjL5WJqauqyGZvJZMJmswHzDjWPx5OUrsErRafTkZ2dTWFhIaWlpZjNZiKRCB0dHbhcLgKBQFKMW8oaAp1Ox+bNm9m7dy9PPPEE2dnZCCGYmZlhYGCA//iP/+D8+fM0Nzfj9/sJh8Pq88xmM06nE7vdrrZDy8/P5/777+cP//APueWWW5BSMjAwkPKGQAiBw+GgrKyMjRs3YrFY+Id/+Aemp6eRUuJ0OsnPz2fLli3o9XoyMjKSPeQbRqvVkpmZyZ49e/jYxz7Gc889x7lz51QnMEBWVhZFRUUABINBvF5vQvfZ44XZbKa2tpb6+nrq6urQ6XT4fD5+9rOfcfbs2aTNcFLSEGi1Wmw2G3fffTf19fXY7XZmZmYYHh7m5Zdfpqenh/PnzzM+Ps7s7OxlOwGRSIRAIIDb7VZ7IOr1eoLBIIFAgEAggNlsxm63p7y3WblKVlRUsG3bNgYGBpiammJycpJQKIRGo8Fms1FYWEhOTg5ZWVkYDAYcDgfFxcW43e6U/7Lo9XpycnLYv38/TU1N6p56T0/PZUs3vV6PyWRidnaWcDiMXq9fczMfmDdoBw4cUI0AzHeB7u7uTlxewVVISUOg0WiwWCw0NTVRUVGBxWJhZGQEl8vF4cOH6erqYmZmRnUWLkZpK658UUwmk3rCKF2TdTodBoNhTRiCvLw8SkpKqKio4Oc//zmdnZ3qlNhgMJCRkUFBQQF2ux2r1YpGoyEjI4O8vDx8Pl/KGwLFcO3Zs4fa2lo2bdpEdna2GiOgLPUMBgMmk4lgMEg4HF6TSyCYDynes2cPGzduRKvVEg6HmZubY3BwELc7eX1iUtIQZGdnU1BQQGVlJQUFBYRCIY4cOcJ//dd/qUbgelN65cTZunUrJSUl3HvvveTn5yOEoLOzk/Pnz6vLiVREMQIPP/wwsViMoaEhhoeHGR8fR0pJTk4O1dXVPPLII3z0ox+loKBA/WIoOyapHmyj1WrZtm0bdXV13HPPPeoXPRAIEAwG1dmAlJKCggJqa2txOp1MT0+j0+lSXt+VKBeg3NxcbDYbUkq6u7vp7OxkYGAAj8eTvLEl7Z0/BMU5lpGRgclkQkrJ5OQkg4ODBAKB6277CSGw2+04HA62bt1KaWkpmzdvRgjB9PQ0breb8fHxlN5/tlqtOBwOysvL8Xq9DA4OqieS3W5nw4YNbNu2jcrKSjZs2IDBYFCfG4lECAaDKa0P5o9TSUkJ5eXlOJ1OQqEQPp8Pv99PKBS6bL2ck5NDaWkpdrudcDi85owAzPsHbDYbZrNZXRb09fXR3t6uLnmSRUoagqysLHJzc7FYLBiNRsLhsOr593g8H+pQUbbatm3bxs6dO/nEJz5BTk4OkUiE7u5uWlpaaG1tpbu7O2UdhRqNhoqKCurq6mhqamJwcJBIJKKGVW/fvp3a2loefvhhrFYrRqNRXeZIKZmYmKCzsxO/359kJR+OTqfj937v99i+fTsWi4Xx8XHa2toYHh5mamrqMkNWW1vLfffdR35+vro7kupLu8VoNBr1guRwODAYDEQiEV599VV+9atfMT09ndTxpaQhmJiYYHR0lGg0qm4t2e128vPzGRgYuObzhBDk5ORQU1PD3r17aWhoIBqN0tfXx8mTJxkaGsLlcjE8PJy0bZqloCTXKIkoDoeDjRs3ctdddxEKhSgrK6OoqOiyKwvMO51GR0eZmJhYVsRdomMPNBoNTqeTnJwcAHUf3e12f2DWZzKZsNvtSCmZm5tbc7sGQgiKioooLCxUZzPRaJSZmRlmZmaSfi6mpCEYHR1Fp9MRiUQQQqDT6cjNzaW0tJSWlpZrPk+j0VBUVMQDDzzAbbfdRnV1Ne+99x5tbW0888wzTE1NMT09nfJTZo1GQ3FxMSUlJVitVmDeZ7B3714sFgsmk0n90i6eCQQCATo7OxkZGVlWUEoiDYEQQo0UzMvLIxaL0dXVxZEjRxgZGfnAMbJYLGRkZOD3+5mdnVV3jNYKGo2GjRs3UlpaikajUSNhFZ9I2hBchUgkQjgcxuv1kpmZSWZmJnv37qW4uJjm5mampqYum9ZrtVoyMjJ49NFHqa2t5e677yYjI4NIJMK///u/09LSgtvtJhQKpbwRgPmTpqamhpqaGkwmE0ajEZvNhlarJRQK8dvf/lbdRty7dy81NTVqEJWidzkk8rNR/EBWqxWdTsfk5CRut5vR0VHm5ubUxykh5sp24cWLF2lvb09acs5y0Wq1VFZWUlFRoe4WKDsgSmi8gl6vR6PRfOB++F2iWbzD41PSEEgp1RBixRAUFRWRkZHBxo0bmZycZHh4WL0iZmZmkp+fz+7du6mqqqK0tJTJyUlGRkZoaWnh/fffX1PTSECdPvp8PtVD7vV6mZqaoqWlhcnJSSYnJ6msrFSvLj6fj/Pnz3Pp0qUkj/76KJV5lNnN7OysGiq++OQ3mUzk5eVhs9nQaDSqbiXzcK0Ydq1Wq0a1KiHySgyMlBKtVovBYFBzD5TYF+ULv3irPBaL4fV646o9JQ0BwMzMDM888wy33XYbX/7yl9HpdGRlZfHDH/6Qd999lz/6oz9ibm4OjUbDZz7zGXbv3s0dd9yBRqNhYGCA559/np///Of09PQQDAaTLeeGCIVCfOtb3yI3N5fdu3djt9vJzMzk+PHj9Pf3MzY2RkZGBps2bcLn86HVaunv76e7u5uOjo6UdxIKIThw4AAPPvggRUVFhEIhBgcHmZiY+MDypLGxkb/7u7+joqICjUajxoHU19czPDys5pcke2r9YRiNRjIyMqiqqlJ3r4aGhjh9+jRerxeDwYDNZqOpqYmvfvWr2O12LBYLly5dYm5ujmg0yvT0NF6vl5mZGTweD88++yw+ny9uulPWEEQiEbq6usjJyaG1tZXi4mKcTid5eXlUVlby4IMPEg6HEULQ1NREVVUVVquV4eFhjh07RktLC0NDQ8zNzaX0SXI1FM9/KBSira0Nq9WK1Wqlu7ubsbEx/H6/GlGo7Ee3trbS2tqqnjipjBCC3NxcysrK1G3P7OxsampquOeee9RjZrVaaWhooLy8XI0ELSwsJBaLcccdd3D27FncbjexWCyllwnK1Vyr1arOXaPRSFZWFjt37iQvL0/Vv3nzZnUnyGw2q8tZv9/P9PQ0MzMzjI6OqlGWcdO93CrGy6x8fEOVVzUajayoqJB//ud/Lt966y0Zi8WkQjQaldFoVEYiERmLxWQ0GpV+v1++8sor0mazSb1eH/dqs6ulczmfy44dO+Tzzz8v29rapN/vl4888oisqKiQQoiU1imEkHq9Xj799NNycnJSRiLlFmGKAAANAElEQVQR9XhOTU3Jvr4++d5778nm5mbp8Xjk7OysXEwkEpFzc3NydnZWPvPMM7KkpESazeblaj2diGOq0WhkRkaGfOutt1Q9fr9fjo2NSZfLJXt6emQgEFA/i8XEYjH1/I5EInJ6elq2t7fLiooKabFY4nZMU3ZGAPOW1O12c/ToUcLhMB0dHdx33304nU70ev0H9pF1Op1amCSVowZXgrLlVlZWRlNTE06nk3A4zNjYGBMTEyk/+1HiPKSUl81chBCYTCY1vFiZESwOI1Z2RsbHx3n99dc5fvy4mneRysRiMTVrdnZ2Vt32VWpJSCnVmUI0GlUdiIrTVHGW6vV6DAYDFosFp9Op+lTiQUobAgCv18vZs2fVdWRjYyM2mw29Xn/Z45QTTFlvhUKhy7zPNwOLt1I3bNjAli1biEQiTE9PMzU1hc/nS/YQr8viugLKMmZxToGSXKQ42BSUL5OSt//aa6+p4eZrAcWIKf4qxQGsfB6KYVSciMFgUA0yslqt2Gw2MjMz1ejSrKysuOYmpLwhUOjr68Pj8fDCCy9QV1fHwYMH1VmBEmWm0WjYunUr3/jGN3jppZc4evRosocdVxwOBwUFBXzta19T046PHz/OqVOnUj5kWkExAEePHiUQCPDoo49itVppa2ujq6uLtrY2br/9dsrLy9mxYwcGg0H1gVy8eJGXXnqJ3t5eXC7XmnMCL57BKuctoFbV6u3t5de//jVnzpyhvb1d9Q9oNBoeeughHn/8cbKysoB5H1o8/SJrxhAoSSiBQIC5uTkikQh+v5+ZmRk1FFnxrtfV1VFbW8ulS5fo6+tbcyfMlSgnTUFBAeXl5WzdupXCwkIikQiDg4O0tram/E7BYpQkqpaWFqqrq7FYLLS2tqqGIC8vD41Gw7Zt29BoNASDQVwuF++++y5nz55ldHR0zW0Hw/yX91qOXGUp4PV6GRkZYWBgQM2w1Wq1akKSlJJYLEYwGIzrkmjNGAIpJRqNRi1iGolEaGlp4c0332Tz5s0UFBRw5513qp5Yh8PBgw8+yJe+9CUuXryY7OGvCKVE+3333cfOnTvZsmULGo2GiYkJzpw5w+uvv74mIiYXc+HCBS5evMjbb7+tFpyJRqPEYjEMBgMjIyP8/u//PqFQiJ6eHl555RVeeeWVNRMUdiVSSqamppiamrosIlT5XyQSwWAwUFZWpm6julwuIpEIWVlZlJSU4HA4gPkKTco2cry4riEQQpQA/wbkM++BfE5K+T0hhAM4BJQBvcBBKeVk3EZ2BYstoRI/MDU1RWdnJ4ODg5jNZrq7u9m8eTP79u3DYrGQl5dHdXU1AF1dXSs+gYQQ/8Mq67waSi3CzZs3U1VVhU6nY3BwkP/+7/+mra2NQCAQ1y9HInQqRWeVdfDiWACr1UpWVhZCCObm5hgbG1OLzMTZCNQm6phGo1HeeustZmdnqa6uvixbVAiB0WhUs2UtFguVlZVMTk4Si8WwWCxs374djUajxovEu3rzUmYEEeAvpJTvCiEygDMLH95ngN9IKb8lhHgSeBL4WtxGdgWKM8Xn8zE9PY1Wq2Vqaor29naGhobw+/1kZmayf/9+du7cqVa+2blzJ0ajEZfLtXgraLn8hlXWeTWsVisFBQXU1NRQW1urxuV///vfZ3x8fDWcognRKRcSiBajlGYrLCxEq9USDAYZHh5Wp8lxppUEaY1EIhw5coTBwUEee+yxy+opKDsmJpMJp9NJfX090WhU9X0pP6WUdHV1ce7cubgbgusmdUsph6WU7y78Ps1808hi4CHghYWHvQD8n7iN6hrEYjEuXLhAe3s7Go2GhoYGvvjFL1JSUkIkEsHr9XL8+HE++9nPcujQIYaHh7n99ts5cOAA27dvV2verYCE6FTQarVkZ2dz66238sUvfpHy8nLV0fbOO+8wOjq6Wr6BhOq8EovFgtVqvSzTcBV3gBKiVZn9XLhwgaeeeorDhw9fdlFSdg80Go1aWEan06kGIxaLEQqFePvtt3nttdfi7iO5IR+BEKIM2A6cBPKllMML/xphfulwtec8Djy+/CH+jlgsxvDwMPn5+USjUfLy8tixY4da+XZ6epqhoSFGR0cpLy9XQzpNJhNVVVWEQqGV1oVLiE4FvV5Pbm4umzdvZseOHdjtdiKRCJ2dnfT19V1W3DPOJFTnFa+PyWTCbDar92k0GnWrbRX0JkxrKBTC4/Fw7NgxHA4Hu3fvJjs7W60mFYvF1GjZxanK09PTBINBgsEgXV1dq1N9+wYiq2zAGeATC397r/j/5GpH3AkhpNPplPv27ZNtbW1yaGhITk1Nye9///vys5/9rMzJyZEmk0kaDAb58MMPy3/6p3+SAwMD0ufzyY6ODvnUU09JrVa77Oi7ROlkIRqttLRU/uM//qN84403ZCgUkn6/X/b398uDBw/Kbdu2rfg9UkHnlcdXq9XKp59+Wp4+fVoGAgHp9XplW1ubfOyxx6TBYIhL5OSi2+lEa1UiK3Nzc2VNTY08fPiw9Hg8MhQKyeHhYfmb3/xGNjc3y/fff19evHhRHj16VB48eFDu3btXbty4UVqtVqnVapd1TFccWSiE0AOvAi9JKX+2cPeoEKJQSjkshCgE4ufCvAZSSvx+P2NjY5w4cYKtW7dSW1tLZWWlmqLr9/uJxWI0NDSo5b+NRqNa3lyn0y07SSVROoUQatHS6upqdb2s7LX39/evan27ROm8FouDwbRarZqqvBqzn0RrlVKqKfbBYJDjx4/j9XqxWCz4fD5cLhdWqxWTyYROp2N8fJz29nbcbjdjY2Or1tlpKbsGAngeuCCl/M6ifx0BHgO+tfDzcNxHdxWU5ibf/va3+eQnP0l5eTl79uzh9ttv59Of/rT6QSt5/EoRCKWgh8FgULeplkFCdCp76I2Njdx1110YDAZisRiHDh3i2LFjvPfee6sdVpuw47kY5QR3u91cunSJhoYGtWswsFpfgqRoDYfDhMNhvv3tbyf6ra/KUmYEtwGfBs4LIc4u3Pd15g3Afwoh/hjoAw6uzhA/SDgcZnR0lDfeeIPZ2Vm1PLQSbac4WYQQauZWZ2cnly5dumqxhxtgP6usU6/XY7FY+MhHPkJDQwN6vZ5wOIzf71fDiJWtt1Vk1XVei1gsxjvvvIPX6+XWW2/F4/Fw5MiR1WpaWwt4SZLWVOK6hkBK+TZwrSqRH43vcJZGJBJhcnKSc+fO0dvbixCCQCBAcXGxWiVWCdKIRCJMTU1x8eJFtQ7ick8oKeX+OEv5AEoySkNDA/X19Wi1Wvx+P16vF5/Px+zs7KoH1CRC54e8N21tbXi9XsbHx+np6eHIkSP09/evhiFoTabWVEIkMlttwdETN5TElJycHGw2GyUlJdTX1/OpT32K0dFRPB4P4XCYkZERXn75ZXWdtQJDsKSyuSvR6XA4yMvL48UXX6SmpgaDwcA777zD66+/rjZ3We1su0To/DCU8mRlZWWEQiG1BuMq1Bw4I6XcuZQHrpbWRHG9Y7pmQoyvhlLwYXR0lPHxcbxeL9FolKqqKkZGRpiYmFBLnrlcrg/Uyk9FFntyI5GI2uqtu7sbr9eb8im38UCJIG1vb0/2UNYNa9oQKChRh263m7fffpsTJ05cFkWo/H8t4PP5iEajXLp0CZ1OR0dHB6dOnaKjo2PNpNymWXvcFIZgMUoE1lolFosxNzfH4cOHcTgcjI6OqgkmN1t9hTSpw5r2ESSaZK+dE8V60UnaR6Cy9hrIpUmTJu6kDUGaNGkS7iNwA7MLP1MdJ5ePs/QGnpvWmXpcqRNuTOsM0BG/4awqN3xME+ojABBCnF7quiyZrHScaZ2pxXrRCcsba3ppkCZNmrQhSJMmTXIMwXNJeM/lsNJxpnWmFutFJyxjrAn3EaRJkyb1SC8N0qRJkzYEadKkSaAhEELcK4ToEEJ0LZQ/TwmEECVCiKNCiPeFEG1CiK8s3P+3QoghIcTZhdv9S3y9daFz4bnrQuu60LnU4qUruQFaoBvYBBiAc0BNIt57CWMrBBoXfs8ALgI1wN8Cf5nWub61rhediZoR7AK6pJQ9UsoQ8FPm+yIkHXntvg3LYb3ohPWjdV3oTJQhKAYGFv09yMpOwlXhir4NAF8SQrQIIf5FCJG9hJdYLzph/WhdFzrTzsIFhBA25ku2PyGl9AE/BDYDDcAwkBrlZlfIetEJ60drPHQmyhAMASWL/t6wcF9KcLW+DVLKUSllVEoZA/6Z+Sni9VgvOmH9aF0XOhNlCJqBSiFEuRDCAHyK+b4ISedafRsWGl8ofJz5hpnXY73ohPWjdV3oTEgaspQyIoT4EvBL5r2w/yKlbEvEey+Ba/VteFQI0cB8y6he4PPXe6H1ohPWj9b1ojMdYpwmTZq0szBNmjRpQ5AmTRrShiBNmjSkDUGaNGlIG4I0adKQNgRp0qQhbQjSpEkD/H855gHnAAWk+wAAAABJRU5ErkJggg==\n",
                "text/plain": "<Figure size 288x288 with 16 Axes>"
              }
            ],
            "_view_module": "@jupyter-widgets/output",
            "_model_module_version": "1.0.0",
            "_view_count": null,
            "_view_module_version": "1.0.0",
            "layout": "IPY_MODEL_029278db4454480ebec8c3714d05c440",
            "_model_module": "@jupyter-widgets/output"
          }
        },
        "029278db4454480ebec8c3714d05c440": {
          "model_module": "@jupyter-widgets/base",
          "model_name": "LayoutModel",
          "state": {
            "_view_name": "LayoutView",
            "grid_template_rows": null,
            "right": null,
            "justify_content": null,
            "_view_module": "@jupyter-widgets/base",
            "overflow": null,
            "_model_module_version": "1.2.0",
            "_view_count": null,
            "flex_flow": null,
            "width": null,
            "min_width": null,
            "border": null,
            "align_items": null,
            "bottom": null,
            "_model_module": "@jupyter-widgets/base",
            "top": null,
            "grid_column": null,
            "overflow_y": null,
            "overflow_x": null,
            "grid_auto_flow": null,
            "grid_area": null,
            "grid_template_columns": null,
            "flex": null,
            "_model_name": "LayoutModel",
            "justify_items": null,
            "grid_row": null,
            "max_height": null,
            "align_content": null,
            "visibility": null,
            "align_self": null,
            "height": null,
            "min_height": null,
            "padding": null,
            "grid_auto_rows": null,
            "grid_gap": null,
            "max_width": null,
            "order": null,
            "_view_module_version": "1.2.0",
            "grid_template_areas": null,
            "object_position": null,
            "object_fit": null,
            "grid_auto_columns": null,
            "margin": null,
            "display": null,
            "left": null
          }
        }
      }
    }
  },
  "cells": [
    {
      "cell_type": "code",
      "metadata": {
        "id": "wFx5zLTy8mgU",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "import tensorflow as tf\n",
        "from tensorflow import keras"
      ],
      "execution_count": 1,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xgGJu94R9Ptv",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 34
        },
        "outputId": "47c1fddb-fb78-4d3b-e0b2-07f31c67d39e"
      },
      "source": [
        "from keras.layers import Activation, Dense, Input\n",
        "from keras.layers import Conv2D, Flatten\n",
        "from keras.layers import Reshape, Conv2DTranspose\n",
        "from keras.layers import LeakyReLU\n",
        "from keras.layers import BatchNormalization\n",
        "from keras.layers import concatenate\n",
        "from keras.optimizers import RMSprop\n",
        "from keras.models import Model"
      ],
      "execution_count": 2,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Using TensorFlow backend.\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "8d3fTA-P9o2z",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "from keras.datasets import mnist\n",
        "from keras.utils import plot_model, to_categorical"
      ],
      "execution_count": 3,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "w--ZvpKV92sM",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "import numpy as np\n",
        "import math\n",
        "import matplotlib.pyplot as plt"
      ],
      "execution_count": 4,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "W7TGij0L981g",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 51
        },
        "outputId": "8e2b38df-1cfa-49fc-cdba-767f6ba2459b"
      },
      "source": [
        "(x_train, y_train), (x_test, y_test) = mnist.load_data()"
      ],
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Downloading data from https://s3.amazonaws.com/img-datasets/mnist.npz\n",
            "11493376/11490434 [==============================] - 2s 0us/step\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "WxaRe84Q-Z0g",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "image_shape = x_train.shape\n",
        "x_train = np.reshape(x_train,[-1, image_shape[1], image_shape[2], 1])\n",
        "x_test = np.reshape(x_test,[-1, image_shape[1], image_shape[2], 1])\n",
        "x_train = x_train.astype('float32') / 255\n",
        "x_test = x_test.astype('float32') / 255"
      ],
      "execution_count": 6,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "HOyR7nFX-jex",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "num_labels = np.amax(y_train) + 1\n",
        "y_train = to_categorical(y_train)"
      ],
      "execution_count": 7,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "skZNWgvu-3NN",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "latent_size = 100\n",
        "batch_size = 64\n",
        "train_steps = 20000\n",
        "lr = 2e-4\n",
        "decay = 6e-8\n",
        "input_shape = (image_shape[1], image_shape[2], 1)\n",
        "label_shape = (num_labels, )"
      ],
      "execution_count": 8,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "vY-CfTOz_EXE",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "inputs = Input(shape=input_shape, name='discriminator_input')\n",
        "labels = Input(shape=label_shape, name='class_labels')"
      ],
      "execution_count": 9,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "5-lZuR3kC3YU",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "outputId": "83533934-63a5-43a2-c17f-6a20d5df006b"
      },
      "source": [
        "kernel_size = 5\n",
        "layer_filters = [32, 64, 128, 256]\n",
        "\n",
        "x = inputs\n",
        "\n",
        "y = Dense(input_shape[0] * input_shape[1])(labels)\n",
        "y = Reshape((input_shape[0], input_shape[1], 1))(y)\n",
        "x = concatenate([x, y])\n",
        "for filters in layer_filters:\n",
        "  if filters == layer_filters[-1]:\n",
        "      strides = 1\n",
        "  else:\n",
        "      strides = 2\n",
        "  x = LeakyReLU(alpha=0.2)(x)\n",
        "  x = Conv2D(filters=filters,\n",
        "              kernel_size=kernel_size,\n",
        "              strides=strides,\n",
        "              padding='same')(x)\n",
        "\n",
        "x = Flatten()(x)\n",
        "x = Dense(1)(x)\n",
        "x = Activation('sigmoid')(x)\n",
        "\n",
        "discriminator = Model([inputs, labels], x, name='discriminator')\n",
        "optimizer = RMSprop(lr=lr, decay=decay)\n",
        "discriminator.compile(loss='binary_crossentropy',\n",
        "                      optimizer=optimizer,\n",
        "                      metrics=['accuracy'])\n",
        "discriminator.summary()\n",
        "plot_model(discriminator, show_shapes=True)"
      ],
      "execution_count": 10,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Model: \"discriminator\"\n",
            "__________________________________________________________________________________________________\n",
            "Layer (type)                    Output Shape         Param #     Connected to                     \n",
            "==================================================================================================\n",
            "class_labels (InputLayer)       (None, 10)           0                                            \n",
            "__________________________________________________________________________________________________\n",
            "dense_1 (Dense)                 (None, 784)          8624        class_labels[0][0]               \n",
            "__________________________________________________________________________________________________\n",
            "discriminator_input (InputLayer (None, 28, 28, 1)    0                                            \n",
            "__________________________________________________________________________________________________\n",
            "reshape_1 (Reshape)             (None, 28, 28, 1)    0           dense_1[0][0]                    \n",
            "__________________________________________________________________________________________________\n",
            "concatenate_1 (Concatenate)     (None, 28, 28, 2)    0           discriminator_input[0][0]        \n",
            "                                                                 reshape_1[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "leaky_re_lu_1 (LeakyReLU)       (None, 28, 28, 2)    0           concatenate_1[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_1 (Conv2D)               (None, 14, 14, 32)   1632        leaky_re_lu_1[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "leaky_re_lu_2 (LeakyReLU)       (None, 14, 14, 32)   0           conv2d_1[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_2 (Conv2D)               (None, 7, 7, 64)     51264       leaky_re_lu_2[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "leaky_re_lu_3 (LeakyReLU)       (None, 7, 7, 64)     0           conv2d_2[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_3 (Conv2D)               (None, 4, 4, 128)    204928      leaky_re_lu_3[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "leaky_re_lu_4 (LeakyReLU)       (None, 4, 4, 128)    0           conv2d_3[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_4 (Conv2D)               (None, 4, 4, 256)    819456      leaky_re_lu_4[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "flatten_1 (Flatten)             (None, 4096)         0           conv2d_4[0][0]                   \n",
            "__________________________________________________________________________________________________\n",
            "dense_2 (Dense)                 (None, 1)            4097        flatten_1[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "activation_1 (Activation)       (None, 1)            0           dense_2[0][0]                    \n",
            "==================================================================================================\n",
            "Total params: 1,090,001\n",
            "Trainable params: 1,090,001\n",
            "Non-trainable params: 0\n",
            "__________________________________________________________________________________________________\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 10
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "CbrLGanpE9pF",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "input_shape = (latent_size, )\n",
        "inputs = Input(shape=input_shape, name='z_input')"
      ],
      "execution_count": 11,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "OJ9aBWh1_KUA",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "kernel_size = 5\n",
        "layer_filters = [128, 64, 32, 1]\n",
        "image_resize = image_shape[1] // 4, image_shape[2] // 4"
      ],
      "execution_count": 12,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "O9tml73EBmUL",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "outputId": "5857acf6-a098-4852-d8ae-72d47b9d03e8"
      },
      "source": [
        "x = concatenate([inputs, labels], axis=1)\n",
        "x = Dense(image_resize[0] * image_resize[1] * layer_filters[0])(x)\n",
        "x = Reshape((image_resize[0], image_resize[1], layer_filters[0]))(x)\n",
        "\n",
        "for filters in layer_filters:\n",
        "    # first two convolution layers use strides = 2\n",
        "    # the last two use strides = 1\n",
        "    if filters > layer_filters[-2]:\n",
        "        strides = 2\n",
        "    else:\n",
        "        strides = 1\n",
        "    x = BatchNormalization()(x)\n",
        "    x = Activation('relu')(x)\n",
        "    x = Conv2DTranspose(filters=filters,\n",
        "                        kernel_size=kernel_size,\n",
        "                        strides=strides,\n",
        "                        padding='same')(x)\n",
        "\n",
        "x = Activation('sigmoid')(x)\n",
        "# input is conditioned by labels\n",
        "generator = Model([inputs, labels], x, name='generator')\n",
        "generator.summary()\n",
        "plot_model(generator, show_shapes=True)"
      ],
      "execution_count": 13,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Model: \"generator\"\n",
            "__________________________________________________________________________________________________\n",
            "Layer (type)                    Output Shape         Param #     Connected to                     \n",
            "==================================================================================================\n",
            "z_input (InputLayer)            (None, 100)          0                                            \n",
            "__________________________________________________________________________________________________\n",
            "class_labels (InputLayer)       (None, 10)           0                                            \n",
            "__________________________________________________________________________________________________\n",
            "concatenate_2 (Concatenate)     (None, 110)          0           z_input[0][0]                    \n",
            "                                                                 class_labels[0][0]               \n",
            "__________________________________________________________________________________________________\n",
            "dense_3 (Dense)                 (None, 6272)         696192      concatenate_2[0][0]              \n",
            "__________________________________________________________________________________________________\n",
            "reshape_2 (Reshape)             (None, 7, 7, 128)    0           dense_3[0][0]                    \n",
            "__________________________________________________________________________________________________\n",
            "batch_normalization_1 (BatchNor (None, 7, 7, 128)    512         reshape_2[0][0]                  \n",
            "__________________________________________________________________________________________________\n",
            "activation_2 (Activation)       (None, 7, 7, 128)    0           batch_normalization_1[0][0]      \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_transpose_1 (Conv2DTrans (None, 14, 14, 128)  409728      activation_2[0][0]               \n",
            "__________________________________________________________________________________________________\n",
            "batch_normalization_2 (BatchNor (None, 14, 14, 128)  512         conv2d_transpose_1[0][0]         \n",
            "__________________________________________________________________________________________________\n",
            "activation_3 (Activation)       (None, 14, 14, 128)  0           batch_normalization_2[0][0]      \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_transpose_2 (Conv2DTrans (None, 28, 28, 64)   204864      activation_3[0][0]               \n",
            "__________________________________________________________________________________________________\n",
            "batch_normalization_3 (BatchNor (None, 28, 28, 64)   256         conv2d_transpose_2[0][0]         \n",
            "__________________________________________________________________________________________________\n",
            "activation_4 (Activation)       (None, 28, 28, 64)   0           batch_normalization_3[0][0]      \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_transpose_3 (Conv2DTrans (None, 28, 28, 32)   51232       activation_4[0][0]               \n",
            "__________________________________________________________________________________________________\n",
            "batch_normalization_4 (BatchNor (None, 28, 28, 32)   128         conv2d_transpose_3[0][0]         \n",
            "__________________________________________________________________________________________________\n",
            "activation_5 (Activation)       (None, 28, 28, 32)   0           batch_normalization_4[0][0]      \n",
            "__________________________________________________________________________________________________\n",
            "conv2d_transpose_4 (Conv2DTrans (None, 28, 28, 1)    801         activation_5[0][0]               \n",
            "__________________________________________________________________________________________________\n",
            "activation_6 (Activation)       (None, 28, 28, 1)    0           conv2d_transpose_4[0][0]         \n",
            "==================================================================================================\n",
            "Total params: 1,364,225\n",
            "Trainable params: 1,363,521\n",
            "Non-trainable params: 704\n",
            "__________________________________________________________________________________________________\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 13
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "xsM63gLsB5kM",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 618
        },
        "outputId": "a5289750-d458-4beb-a206-246049c90df5"
      },
      "source": [
        "optimizer = RMSprop(lr=lr*0.5, decay=decay*0.5)\n",
        "discriminator.trainable = False\n",
        "outputs = discriminator([generator([inputs, labels]), labels])\n",
        "adversarial = Model([inputs, labels],\n",
        "                    outputs,\n",
        "                    name=\"cgan_minst\")\n",
        "adversarial.compile(loss='binary_crossentropy',\n",
        "                    optimizer=optimizer,\n",
        "                    metrics=['accuracy'])\n",
        "adversarial.summary()\n",
        "plot_model(adversarial, show_shapes=True)"
      ],
      "execution_count": 14,
      "outputs": [
        {
          "output_type": "stream",
          "text": [
            "Model: \"cgan_minst\"\n",
            "__________________________________________________________________________________________________\n",
            "Layer (type)                    Output Shape         Param #     Connected to                     \n",
            "==================================================================================================\n",
            "z_input (InputLayer)            (None, 100)          0                                            \n",
            "__________________________________________________________________________________________________\n",
            "class_labels (InputLayer)       (None, 10)           0                                            \n",
            "__________________________________________________________________________________________________\n",
            "generator (Model)               (None, 28, 28, 1)    1364225     z_input[0][0]                    \n",
            "                                                                 class_labels[0][0]               \n",
            "__________________________________________________________________________________________________\n",
            "discriminator (Model)           (None, 1)            1090001     generator[1][0]                  \n",
            "                                                                 class_labels[0][0]               \n",
            "==================================================================================================\n",
            "Total params: 2,454,226\n",
            "Trainable params: 1,363,521\n",
            "Non-trainable params: 1,090,705\n",
            "__________________________________________________________________________________________________\n"
          ],
          "name": "stdout"
        },
        {
          "output_type": "execute_result",
          "data": {
            "image/png": 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\n",
            "text/plain": [
              "<IPython.core.display.Image object>"
            ]
          },
          "metadata": {
            "tags": []
          },
          "execution_count": 14
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "Sl5unj7WHY_B",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "save_interval = 50\n",
        "noise_input = np.random.uniform(-1.0, 1.0, size=[16, latent_size])\n",
        "noise_class = np.eye(num_labels)[np.arange(0, 16) % num_labels]\n",
        "train_size = x_train.shape[0]"
      ],
      "execution_count": 15,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "nHVpjj0aIiMu",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        "def plot_images(generator,\n",
        "                noise_input,\n",
        "                noise_class,\n",
        "                fig,\n",
        "                out):\n",
        "  \n",
        "    images = generator.predict([noise_input, noise_class])\n",
        "    plt.clf()\n",
        "    num_images = images.shape[0]\n",
        "    image_size = images.shape[1]\n",
        "    rows = int(math.sqrt(noise_input.shape[0]))\n",
        "    for i in range(num_images):\n",
        "        plt.subplot(rows, rows, i + 1)\n",
        "        image = np.reshape(images[i], [image_size, image_size])\n",
        "        plt.imshow(image, cmap='gray')\n",
        "    with out:\n",
        "        out.clear_output(wait=True)\n",
        "        display(fig)"
      ],
      "execution_count": 16,
      "outputs": []
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "p7fAgu6KJONY",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 322,
          "referenced_widgets": [
            "ecc5afffa9ed4da6aac9d043aaf3a9f2",
            "53e8c5cd4e5441a7a4a3ca29689fac4d",
            "f9bbc7ad377e47bb99c2b7ade957f413",
            "cdd15be72bbc41638586e034b4eb3b71"
          ]
        },
        "outputId": "b6e4eb81-e02a-4954-d5ec-363f04543a06"
      },
      "source": [
        "%matplotlib inline\n",
        "%config InlineBackend.close_figures=False \n",
        "\n",
        "import ipywidgets as widgets\n",
        "\n",
        "plt.ioff()\n",
        "fig, ax = plt.subplots(figsize=(4, 4))\n",
        "\n",
        "out=widgets.Output()\n",
        "vbox=widgets.VBox([out])\n",
        "display(vbox)\n",
        "\n",
        "for i in range(train_steps):\n",
        "    # train the discriminator for 1 batch\n",
        "    # 1 batch of real (label=1.0) and fake images (label=0.0)\n",
        "    # randomly pick real images from dataset\n",
        "    rand_indexes = np.random.randint(0, train_size, size=batch_size)\n",
        "    real_images = x_train[rand_indexes]\n",
        "    # corresponding one-hot labels of real images\n",
        "    real_labels = y_train[rand_indexes]\n",
        "    # generate fake images from noise using generator\n",
        "    # generate noise using uniform distribution\n",
        "    noise = np.random.uniform(-1.0,\n",
        "                              1.0,\n",
        "                              size=[batch_size, latent_size])\n",
        "    # assign random one-hot labels\n",
        "    fake_labels = np.eye(num_labels)[np.random.choice(num_labels,\n",
        "                                                      batch_size)]\n",
        "\n",
        "    # generate fake images conditioned on fake labels\n",
        "    fake_images = generator.predict([noise, fake_labels])\n",
        "    # real + fake images = 1 batch of train data\n",
        "    x = np.concatenate((real_images, fake_images))\n",
        "    # real + fake one-hot labels = 1 batch of train one-hot labels\n",
        "    labels = np.concatenate((real_labels, fake_labels))\n",
        "\n",
        "    # label real and fake images\n",
        "    # real images label is 1.0\n",
        "    y = np.ones([2 * batch_size, 1])\n",
        "    # fake images label is 0.0\n",
        "    y[batch_size:, :] = 0.0\n",
        "    # train discriminator network, log the loss and accuracy\n",
        "    loss, acc = discriminator.train_on_batch([x, labels], y)\n",
        "    log = \"%d: [discriminator loss: %f, acc: %f]\" % (i, loss, acc)\n",
        "\n",
        "    # train the adversarial network for 1 batch\n",
        "    # 1 batch of fake images conditioned on fake 1-hot labels \n",
        "    # w/ label=1.0\n",
        "    # since the discriminator weights are frozen in \n",
        "    # adversarial network only the generator is trained\n",
        "    # generate noise using uniform distribution        \n",
        "    noise = np.random.uniform(-1.0,\n",
        "                              1.0,\n",
        "                              size=[batch_size, latent_size])\n",
        "    # assign random one-hot labels\n",
        "    fake_labels = np.eye(num_labels)[np.random.choice(num_labels,\n",
        "                                                      batch_size)]\n",
        "    # label fake images as real or 1.0\n",
        "    y = np.ones([batch_size, 1])\n",
        "    # train the adversarial network \n",
        "    # note that unlike in discriminator training, \n",
        "    # we do not save the fake images in a variable\n",
        "    # the fake images go to the discriminator input\n",
        "    # of the adversarial for classification\n",
        "    # log the loss and accuracy\n",
        "    loss, acc = adversarial.train_on_batch([noise, fake_labels], y)\n",
        "    log = \"%s [adversarial loss: %f, acc: %f]\" % (log, loss, acc)\n",
        "    # print(log)\n",
        "    if (i + 1) % save_interval == 0:\n",
        "        # plot generator images on a periodic basis\n",
        "        plot_images(generator,\n",
        "                    noise_input=noise_input,\n",
        "                    noise_class=noise_class,\n",
        "                    fig=fig,\n",
        "                    out=out)"
      ],
      "execution_count": 19,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "ecc5afffa9ed4da6aac9d043aaf3a9f2",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "VBox(children=(Output(),))"
            ]
          },
          "metadata": {
            "tags": []
          }
        },
        {
          "output_type": "stream",
          "text": [
            "/usr/local/lib/python3.6/dist-packages/keras/engine/training.py:297: UserWarning: Discrepancy between trainable weights and collected trainable weights, did you set `model.trainable` without calling `model.compile` after ?\n",
            "  'Discrepancy between trainable weights and collected trainable'\n"
          ],
          "name": "stderr"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "hifrM_jfzf9U",
        "colab_type": "code",
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 540,
          "referenced_widgets": [
            "e426047f04db417ca8f14ea3a4ec9ddd",
            "eda90435d7514c9ab42cc09078165427",
            "3ea6c5d77f3e44c48130801125c6d12b",
            "029278db4454480ebec8c3714d05c440"
          ]
        },
        "outputId": "682f5bbc-63cb-41fc-8564-6ebc93327bf8"
      },
      "source": [
        "%matplotlib inline\n",
        "%config InlineBackend.close_figures=False \n",
        "\n",
        "plt.ioff()\n",
        "fig, ax = plt.subplots(figsize=(4, 4))\n",
        "\n",
        "out=widgets.Output()\n",
        "vbox=widgets.VBox([out])\n",
        "display(vbox)\n",
        "\n",
        "noise_input = np.random.uniform(-1.0, 1.0, size=[16, 100])\n",
        "\n",
        "num_labels = 10\n",
        "noise_class = np.eye(num_labels)[np.random.choice(num_labels, 16)]\n",
        "\n",
        "print(noise_class)\n",
        "plot_images(generator,\n",
        "            noise_input=noise_input,\n",
        "            noise_class=noise_class,\n",
        "            fig=fig,\n",
        "            out=out)"
      ],
      "execution_count": 21,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "application/vnd.jupyter.widget-view+json": {
              "model_id": "e426047f04db417ca8f14ea3a4ec9ddd",
              "version_minor": 0,
              "version_major": 2
            },
            "text/plain": [
              "VBox(children=(Output(),))"
            ]
          },
          "metadata": {
            "tags": []
          }
        },
        {
          "output_type": "stream",
          "text": [
            "[[0. 1. 0. 0. 0. 0. 0. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 0. 0. 0. 0. 1. 0.]\n",
            " [0. 0. 1. 0. 0. 0. 0. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 0. 0. 0. 0. 0. 1.]\n",
            " [1. 0. 0. 0. 0. 0. 0. 0. 0. 0.]\n",
            " [1. 0. 0. 0. 0. 0. 0. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 0. 1. 0. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 0. 0. 1. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 0. 0. 0. 1. 0. 0.]\n",
            " [1. 0. 0. 0. 0. 0. 0. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 1. 0. 0. 0. 0. 0.]\n",
            " [0. 0. 1. 0. 0. 0. 0. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 0. 0. 0. 0. 1. 0.]\n",
            " [0. 0. 0. 0. 0. 0. 0. 0. 0. 1.]\n",
            " [0. 0. 0. 0. 1. 0. 0. 0. 0. 0.]\n",
            " [0. 0. 0. 0. 0. 0. 1. 0. 0. 0.]]\n"
          ],
          "name": "stdout"
        }
      ]
    },
    {
      "cell_type": "code",
      "metadata": {
        "id": "EJUjokfdEZ9x",
        "colab_type": "code",
        "colab": {}
      },
      "source": [
        ""
      ],
      "execution_count": null,
      "outputs": []
    }
  ]
}