classic snake game implemented using stampingdata:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dfZBlZ10n8O+5PQPJhECmJ4DGkOlEtFRWrd21DBiXBVMkiAtYQkSUZcGAplzchaAJBJbJsEkgqLC1ggWLMSARQgG1L7hgROVlgUWrlFqUEFnM9CSzFCDTE0LeSGbu2To39zZnLrenb/ednqfv7U9X5Y9033N+53ye3/T3Ps8553YVXwQIECBAgMAJF6hOeEUFCRAgQIAAgQhgTUCAAAECBAoICOAC6EoSIECAAAEBrAcIECBAgEABAQFcAF1JAgQIECAggPUAAQIECBAoICCAC6ArSYAAAQIEBLAeIECAAAECBQQEcAF0JQkQIECAgADWAwQIECBAoICAAC6AriQBAgQIEBDAeoAAAQIECBQQEMAF0JUkQIAAAQICWA8QIECAAIECAgK4ALqSBAgQIEBAAOsBAgQIECBQQEAAF0BXkgABAgQICGA9QIAAAQIECggI4ALoShIgQIAAAQGsBwgQIECAQAEBAVwAXUkCBAgQICCA9QABAgQIECggIIALoCtJgAABAgQE8Ab3wM59eUVV5XVJPrW0kJ/c4HJ2T4AAAQJTIiCAN3igBPAGA9s9AQIEplRgZgJ4fl+emiq/meSfJ3lEkjrJUpJPdJP/eMdCPltijDZrAM/vz1tT51eT7D/SyfnfOCv/MMrnEbfle+e6+fMkZya5bGkhb2xed/pivrvbzOzrPCPJziTdJIt1nTccWsjbU/X+/7h87dqXc1Pl2jp5QpKHJLk/yS11lVcd2p0/Pi5F7IQAAQInWGD6A7hOZ/62/F7qXJxk2wp+X+x08uSvn5Uvn2DfbNYA3rUvz6yr/FGS7anykqXdefsom/n9eXHqvLl5M1N3c+Ghc/K5Xftzfl3nD5OcMWKbJnjfubQ7LzoeIbxzf55X1XlrklNG1Lq3rnLlod15w4keV/UIECAwqcDUB3ArSHYk+YtOlcu/flY+2/zy37UvP1BXeXGSczud/LwA/na7nHogu7YfzseTPC7J+5cWctGoZtq5mP9aJT+bOh9ZWshT57+Uh2V7/qK/0vB/ut38uzvOySd23pofqTp5W5LHJznU7eZnm+9P0qA7b88PV0fyJ/2gH671e0l+IslXq26eefCc/NUktWxLgACBEy0w9QE8v5jrkvxynXyp2pYnL52ZA6shnn5bzuh289Eku7rJUzrJP0tyRZKFZts6uTVVXjZqeXN+sbcM+ptV8pN1sitJJ8m9VfJXqXP5wbPzl+36K82AH/m1POzIPbkxydOS3JM6v750dq5vb9taev3xJCf3l14/10ku+/pC7/gn+tq5mN+tkpck2det81N3nJ3F9g5XWn7uz4AvmduRF/7jo3LXYJvT9+VJ3Sr/rbkEUNd55aGz8/pJDnCwTN6MbV3nKe3j67+BaJbGf7RO3nxoIb8+SS3bEiBA4EQLzEwAp8rtVTcXHDw7t6yG2ArgxyT5m2aGPGL5+o6qyrMP7u5d/+x9nbaYf9pJPtIE9wo1vlEnv3RoIf9z8PNRAdwP3yZsn5Xkrjq55NBC3n1UcC/mF6v0ll5PHVHr7rrKJYd254bVzvVYP9+5mJ+pkvdUzXXVOpccPDvvaL++tfx8sErOP7iQLxxrfy3X7580gB9+e+a3Hc7HUuWf1MnrDi3kVUNvbC6pqlydZD7JX5/0kDzxy2fknkk8bEuAAIETKTD9Abw/P586f9C/RnhLt5tfXW3psx0Ufeylqs6lBxfyrl3788wkb6uTRyb5g6WF3rXldgBfX9W5qbstNxw6M5/Pzdm285Q8u5P8p942Vf50aXcuXDGA63R2Lub6qsq/bpZqU+WSpd15X3vQT/+HfH93Ljcl2d1bVj+SX/v69+aL/WXe5iaon2punuocyYXN99fbMK2Q++FRy9Dzi73jevbwOa1U7/Tb8mPdbm/J+LSqyqUHd+c/r/fYmnPtdPJndXJSnTx3+U3N5/OQ+VPyliQvGLxpWsvqx3qPx3YECBA43gJTH8ANyPz+vCZ1b4bU3CHb3AT0981NQttOyZvbS6QDvKEA/mpd5VmHdudTy6G5mD+s0gvIsZ/d7R/D3ubu3G3dPOlr5+Srzf6OmgHvzhNXC9/eNou5ukpe2czs5nbkye1zaGbP3XvyiTr5kUlDrqm1a19eX1e5fHgZ+rR9WehUvWu933Osm7TaDblrX66tH7wTfXHUkvZamnfXrfnxutML825zmaC5i/2Rt+f7jhzprRQ0d7o3S9/vTfKcZml+8Jq11PBaAgQIlBSYiQBuAPvLw83dsE9qLSffnTp/9MD2XPHNM3NwZABX2bO0O69tD8J67lxubXPUHdet7386Vf62uVu7am5SSl7YXqpu15/fn4+nzhMz4tj6Ad17g1An7zq0kOdP0kCD67ZVclJ7GXrXvrwgVd5aJ1851mNKy29avn238kOrZM/BhVwzyXHt3JfnVlXv+v49TbjOJQt10tx49V1Jbq07eUHdzV39SwLNu65eSE9S07YECBA4kQIzE8DL4bqY767rvLSu8rzWYzJ/163z9MFNPKtdqzxWAPeD/qo8+EzqaUmGDVcK4ENpQq75qvNvh2+4Ghz/o27Now938rEkP7BaIxyPAD7jy9lx3/29u5WbWeXy3dDLy8/HuEN6cHz9m7KaR5oeVde9NwUvnPQRpNYNXd0q+XDdLIU3j0wlH35gW57fvKFqveawAF6tW/ycAIHNJjBzAbwMXKeza39eUSevbu4gbofVegN4lWdSB6VXnAHXdb7Uv/b7teFl75Gz81W65XgEcFNieBm6+V6z/Fw1z/mOuDnrqNWCxfxMJ7m+Tk5P8oHhO6PX2/Ajbni7t07eeGh3XjMI952L+aUq+f06OTDuHfDrPR7bESBA4HgLzG4A96Vaz7H+7eFtedKdj8nSegK4P1Nsrok2n8p0e5KXL92V/57H9T6VqX2td6UA/tTcjjz18D35YPXgMvnfz83l6f/4mPzf4UGdX8wnk5w36Z3E4zbLabfmiZ1O7/Ghk+oHP9Ak/eXfrxzrWu78/lyUBz8kY2eVvPvg3fnlgce4tVd63dBKwFfq5EXDS/atT/P65NLu/MtJZ92THrPtCRAgsBaBrRPAyWeWdue85pf0egK4dVduc6fzd1w3nl/sXUf+D0lWDODmjzH0b276cH+J+ZZunZ8efv52+fnc/odfbHSwtN9cNLPqXgCvco15fl9vmfl3+88nr+mTr+YX8xtJruw36pVLC/ntUU3bugv7Eydtz0+3HzNq3yk+6jGltfwj8FoCBAiUEJj6AN61mA8muTNVru+cnM8M7hjufQpWJy9NnRc21w7bv6TXE8DzB3JmfTgfrZLHJvlMfSTPOXRODuy8PedV3V6YNLPa5kM5jhnAvdny/pxX1flAkkfXyce27cjT23c696+pvr/3gRbJx+eS13797nyqmV32zit5bqo8re7m4uajIY9H47TuvG4+jGMuySOb2fChs/Oe4f3v3J/Lqrp3zs3HWF63dFZ+bdw3CSMeARv5ISBNzZbDw+sqH5w7nMuax676M/bmEafmQzi+40M6joeHfRAgQGCjBaY+gAfLtceAav4ow0fnduSZg5BbTwA3+59f7D1v3Dx/Osqt+bCKh9XN87mtz51e6Yau9vXkUSE8vz97UveuX6/0+dYHj+eNR61l6OYPKzRfIz8/+6iVgGN3572jArz1eNPZ/c2P+ccgVnFYGvUc9Ub/o7F/AgQIHA+BqQ/g/lJk8+zp+b1nVh98Frj5uitVbq6Stxw8Kze0Z2jrDeA0HwKxI7+VBz9EY/AXgJrrk9dXyYeS/I8kB8cJ4P5MePCHBnaMunu4/xeemuebmzuUm4+ibN5M3JHks3WVNx06Kx8ad+a5arM0f9Siefwp/b9ZXOVtS7tzyfB2Y3wa2GCTkQHcfyMz1hL0YEc79+dfVd1ckyo/2H9Dcm/qfLJb5XKPHq06sl5AgMAmFZj6AN6krg6LAAECBAgcU0AAaxACBAgQIFBAQAAXQFeSAAECBAgIYD1AgAABAgQKCAjgAuhKEiBAgAABAawHCBAgQIBAAQEBXABdSQIECBAgIID1AAECBAgQKCAggAugK0mAAAECBASwHiBAgAABAgUEBHABdCUJECBAgIAA1gMECBAgQKCAgAAugK4kAQIECBAQwHqAAAECBAgUEBDABdCVJECAAAECAlgPECBAgACBAgICuAC6kgQIECBAQADrAQIECBAgUEBAABdAV5IAAQIECAhgPUCAAAECBAoICOAC6EoSIECAAAEBrAcIECBAgEABAQFcAF1JAgQIECAggPUAAQIECBAoICCAC6ArSYAAAQIEBLAeIECAAAECBQQEcAF0JQkQIECAgADWAwQIECBAoICAAC6AriQBAgQIEBDAeoAAAQIECBQQEMAF0JUkQIAAAQICWA8QIECAAIECAgK4ALqSBAgQIEBAAOsBAgQIECBQQEAAF0BXkgABAgQICGA9QIAAAQIECggI4ALoShIgQIAAAQGsBwgQIECAQAEBAVwAXUkCBAgQICCA9QABAgQIECggIIALoCtJgAABAgQEsB4gQIAAAQIFBARwAXQlCRAgQICAANYDBAgQIECggIAALoCuJAECBAgQEMB6gAABAgQIFBAQwAXQlSRAgAABAgJYDxAgQIAAgQICArgAupIECBAgQEAA6wECBAgQIFBAQAAXQFeSAAECBAgIYD1AgAABAgQKCAjgAuhKEiBAgAABAawHCBAgQIBAAQEBXABdSQIECBAgIID1AAECBAgQKCAggAugK0mAAAECBASwHiBAgAABAgUEBHABdCUJECBAgIAA1gMECBAgQKCAgAAugK4kAQIECBAQwHqAAAECBAgUEBDABdCVJECAAAECAlgPECBAgACBAgICuAC6kgQIECBAQADrAQIECBAgUEBAABdAV5IAAQIECAhgPUCAAAECBAoICOAC6EoSIECAAAEBrAcIECBAgEABAQFcAF1JAgQIECAggPUAAQIECBAoICCAC6ArSYAAAQIEBLAeIECAAAECBQQEcAF0JQkQIECAgADWAwQIECBAoICAAC6AriQBAgQIEBDAeoAAAQIECBQQEMAF0JUkQIAAAQICWA8QIECAAIECAgK4ALqSBAgQIEBAAOsBAgQIECBQQEAAF0BXkgABAgQICGA9QIAAAQIECggI4ALoShIgQIAAAQGsBwgQIECAQAEBAVwAXUkCBAgQICCA9QABAgQIECggIIALoCtJgAABAgQEsB4gQIAAAQIFBARwAXQlCRAgQICAANYDBAgQIECggIAALoCuJAECBAgQEMB6gAABAgQIFBAQwAXQlSRAgAABAgJYDxAgQIAAgQICArgAupIECBAgQEAA6wECBAgQIFBAQAAXQFeSAAECBAgIYD1AgAABAgQKCAjgAuhKEiBAgAABAawHCBAgQIBAAQEBXABdSQIECBAgIID1AAECBAgQKCAggAugK0mAAAECBASwHiBAgAABAgUEBHABdCUJECBAgIAA1gMECBAgQKCAgAAugK4kAQIECBAQwHqAAAECBAgUEBDABdCVJECAAAECAlgPECBAgACBAgICuAC6kgQIECBAQADrAQIECBAgUEBAABdAV5IAAQIECAhgPUCAAAECBAoICOAC6EoSIECAAAEBrAcIECBAgEABAQFcAF1JAgQIECAggPUAAQIECBAoICCAC6ArSYAAAQIEBLAeIECAAAECBQQEcAF0JQkQIECAgADWAwQIECBAoICAAC6AriQBAgQIEBDAeoAAAQIECBQQEMAF0JUkQIAAAQICWA8QIECAAIECAgK4ALqSBAgQIEBAAOsBAgQIECBQQEAAF0BXkgABAgQICGA9QIAAAQIECggI4ALoShIgQIAAAQGsBwgQIECAQAEBAVwAXUkCBAgQICCA9QABAgQIECggIIALoCtJgAABAgQEsB4gQIAAAQIFBARwAXQlCRAgQICAANYDBAgQIECggIAALoCuJAECBAgQEMB6gAABAgQIFBAQwAXQlSRAgAABAgJYDxAgQIAAgQICArgAupIECBAgQEAA6wECBAgQIFBAQAAXQFeSAAECBAgIYD1AgAABAgQKCAjgAuhKEiBAgAABAawHCBAgQIBAAQEBXABdSQIECBAgIID1AAECBAgQKCAggAugK0mAAAECBASwHiBAgAABAgUEBHABdCUJECBAgIAA1gMECBAgQKCAgAAugK4kAQIECBAQwHqAAAECBAgUEBDABdCVJECAAAECAlgPECBAgACBAgICuAC6kgQIECBAQADrAQIECBAgUEBAABdAV5IAAQIECAhgPUCAAAECBAoICOAC6EoSIECAAAEBrAcIECBAgEABAQFcAF1JAgQIECAggPUAAQIECBAoICCAC6ArSYAAAQIEBLAeIECAAAECBQQEcAF0JQkQIECAgADWAwQIECBAoICAAC6AriQBAgQIEBDAeoAAAQIECBQQEMAF0JUkQIAAAQICWA8QIECAAIECAgK4ALqSBAgQIEBAAOsBAgQIECBQQEAAF0BXkgABAgQICGA9QIAAAQIECggI4ALoShIgQIAAAQGsBwgQIECAQAEBAVwAXUkCBAgQICCA9QABAgQIECggIIALoCtJgAABAgQEsB4gQIAAAQIFBARwAXQlCRAgQICAANYDBAgQIECggIAALoCuJAECBAgQEMB6gAABAgQIFBAQwAXQlSRAgAABAgJYDxAgQIAAgQICArgAupIECBAgQEAA6wECBAgQIFBAQAAXQFeSAAECBAgIYD1AgAABAgQKCAjgAuhKEiBAgAABAawHCBAgQIBAAQEBXABdSQIECBAgIID1AAECBAgQKCAggAugK0mAAAECBASwHiBAgAABAgUEBHABdCUJECBAgIAA1gMECBAgQKCAgAAugK4kAQIECBAQwHqAAAECBAgUEBDABdCVJECAAAECAlgPECBAgACBAgICuAC6kgQIECBAQADrAQIECBAgUEBAABdAV5IAAQIECAhgPUCAAAECBAoICOAC6EoSIECAAAEBrAcIECBAgEABAQFcAF1JAgQIECAggPUAAQIECBAoICCAC6ArSYAAAQIEBLAeIECAAAECBQQEcAF0JQkQIECAgADWAwQIECBAoICAAC6AriQBAgQIEBDAeoAAAQIECBQQEMAF0JUkQIAAAQICWA8QIECAAIECAgK4ALqSBAgQIEBAAOsBAgQIECBQQEAAF0BXkgABAgQICGA9QIAAAQIECggI4ALoShIgQIAAAQGsBwgQIECAQAEBAVwAXUkCBAgQICCA9QABAgQIECggIIALoCtJgAABAgQEsB4gQIAAAQIFBARwAXQlCRAgQICAANYDBAgQIECggIAALoCuJAECBAgQEMB6gMAUCtR1fWWSPVN46A65nMDeqqqavvG1SQQE8CYZCIdBYFyBuq4/mmSh/9+4m3kdgcUkTQi/A8XmEBDAm2McHAWBsQXquq7HfrEXEjhawCx4E3WEAN5Eg+FQCIwjIIDHUfKaUQJveM/r7r7yHVecMoHOLUe6+bn7/yxfOPmCvCHJ85M82v7GFlj2a7YQwGO7eSGBzSEggDfHOEzjUVz9rr25+obJLgNXyY/d86f565MvyHFZidmq+xPA0/gvyDFveQEBvOVbYN0AAnjtdBv1BkEAr30sbEGguIAALj4EU3sAAnjtQyeA125mCwIzKyCAZ3ZoN/zEBPDaiQXw2s1sQWBmBQTwzA7thp+YAF47sQBeu5ktCMysgACe2aHd8BMTwGsnFsBrN7MFgZkVEMAzO7QbfmICeO3EAnjtZrYgMLMCAnhmh3bDT0wAr51YAK/dzBYEZlZAAM/s0G74iQngtRML4LWb2YLAzAoI4Jkd2g0/MQG8dmIBvHYzWxCYWQEBPLNDu+EnJoDXTiyA125mCwIzKyCAZ3ZoN/zEBPDaiQXw2s1sQWBmBQTwzA7thp+YAF47sQBeu5ktCMysgACe2aHd8BMTwGsnFsBrN7MFgZkVEMAzO7QbfmLX3PDa+qp37Znkr+Adrqqce89N+ZuTL8hdSU5O0pngwLfs/hqzSQZiAnObEiCwXgEBvF4521377mvu2fvOV+2YQOJLc3N55l0fzs0nX5C3JLkoySPtb2yBZT8BPLaZFxLYPAICePOMxbQdyQf+1/s/9ryrLvrieo+7U+Vzc4dz4zf/PAdPPT+7HpjLS5KcYX/jCbT9BPB4Zl5FYFMJ1HX92SSPTfKwTXVgDmazC7wjyd6qqhY3+4FuleOzBL1VRtp5zozABs+A35mk+UU96dd39XfwlUl31N/e/iaHXBS+kyMezz0I4OOpaV8EToDABgdwM0O68gSchhIEtryAAN7yLQBg2gQE8LSNmOMlMFpAAOsMAlMmIICnbMAcLoEVBASw1iAwZQICeMoGzOESEMB6gMBsCAjg2RhHZ0HADFgPEJgyAQE8ZQPmcAmYAesBArMhIIBnYxydBQEzYD1AYMoEBPCUDZjDJWAGrAcIzIaAAJ6NcXQWBMyA9QCBKRMQwFM2YA6XgBmwHiAwGwICeDbG0VkQMAPWAwSmTEAAT9mAOVwCZsB6gMBsCAjg2RhHZ0HADFgPEJgyAQE8ZQPmcAmYAesBArMhIIBnYxydBQEzYD1AYMoEBPCUDZjDJWAGrAcIzIaAAJ6NcXQWBMyA9QCBKRMQwFM2YA6XgBmwHiAwGwJ1XT8pyb9J8oLjfEbvSLK3qqrF47xfuyNAYISAGbC2IDCFAnVdLyRp/svrb7jqX3zzvjsfsZ7TqOrUp+w49ZuPe+yP3vqMc5/xSeG7HkXbEFifgABen5utCBAgQIDARAICeCI+GxMgQIAAgfUJCOD1udmKAAECBAhMJCCAJ+KzMQECBAgQWJ+AAF6fm60IECBAgMBEAgJ4Ij4bEyBAgACB9QkI4PW52YoAAQIECEwkIIAn4rMxAQIECBBYn4AAXp+brQgQIECAwEQCAngiPhsTIECAAIH1CQjg9bnZigABAgQITCQggCfiszEBAgQIEFifgABen5utCBAgQIDARAIzEcBXvSrfUz2Q99bb85xXX53/dyyRtbx2IlkbEyBAgACBYwhMfQDv2ZOHP+TefKju5E2vfn0+MDjXq16RZ1V13j/4/7rKswc/7/2sm5fdf3Ketndv7hynQ3rBfTifrur87yvekF9othk3zHvHeF9urDrZe8Xr8pfj1Bv3Nf3zvK7q5MJm39dcntfUycX1tvzEam9Gxq0xeF1/33ub/297rnU/J+L1jUunm4sGY7VSzWsuy411lecs/7zOp5q+eOj9+cG6m5uSPPhn/vrf3344p/b6ILnuimvz2mtemXOb19VVLm7334k4RzUIEJhugakP4CYUUueH2r9oh0Np1BA1v3hT5ebml+g4Q9gP7SdUyZnd7Xl5E26bJYA7dfZ2q+x54KH5yPb78tvNMdbb8uLjHcDLQXxZbux28r7NHDjjBnDrjdSfVHN50eANUj9Y99x/Un6heZM26JfutlzXW22pcvOrr82vXH15/n2SC+sq121mj3F63GsIEDixAlMdwCvNLMcJ1+FfsKuxX3V5/kunk+tyJC8bhM9yAFe5uUpenOQbg5los7+h2dXyzwaz6SRntWeTzTE1+6+TM1PlvCS3rTaTbd6AdJvXJ9/odPL++kguSJUnNLPtbz0kX2hWB/r7SpXsGbzhGGxXJRf2jqM/w2uOp73N4PvtlYLmvIYDeDAT7M8Yl497sEKxfAx13rvarHR4m/YxNONQ1bkzVV7eHOtR59SfjQ5mrdUYtdYSwM05d6ocqLvZUycH6jpv6iQX946jyp3jvplbrdf8nACBrSEw1QE8KkTHXe7th+dRs56Vhrx5beeB/M63Ts6vbP9WnjJY2lxelu4vR7aXth96X146mJm3j2kQioMl8/Zx9MK4tZw51huJJoCrfD51Hl/Vqaq5vK/bzcWDNwuDWf7wUv3wUvWoUO29iWhWGJK0w2X4tcMrAW2Httd6/0m1j6H3piY5c3mZ+Eh+v96ep/ZC8IEsj+dxmgEvL0EPwrzpucY3VW6qunlCqtxeVznQqfM4AbzeEbYdga0pMHMBPG6wjhvUvRlS63piO2z6v/SXb/4a/KxZyqy7eePgmm+7VreTA8M3jA0CbTC7Wl72HBF+w23am8k2AdwEUP+6drMMPVflxm6d32hfdz4qyI6x7+Hrou1Z5mBm354BD19v7x3j8LXUOn+3lmvuKx1DO/yPGosjeXz7mu9xCuDvWIJOJzf1Anhb9g4Cv1vnTAG8NX+BOmsCkwjMXACvdFPWMNK4128HgXPUjTr9m5Ayl8+0w3QwI2+uv1aH8/YTGcDt64/98PrjJL+41gDuh+kbB0vfY82Ax7jhaXmJeowgPtYxlArgQaBnLm9qAri5/jvoqbWE/ST/WG1LgMBsCUx1AK94DXiMO4HHvQY8KqgHobR8Q07/8af2DWHt5eP+cu+lzfXh4SXo3nEcyfuquVzUX4L+9qxrnBnwqOux/e81M8LBEvRgubyucmkT1qOCdTDbX55JD93xO2j9FZagV13OH/dNz1FL2MN3HbfOt72/Tjdn1u3l6KE71o/1z3bUqsmKN2FV+fzw3dUCeLZ+KTobAidKYKoDuDc7HXEX9OD7ddJ7ZKYXbK3HkAaz2nHugh71yNLgl/MDnVy6/cFHVXo3U7VvFjrqpqQ6v5MqPzSYjQ7dsLR8bN/xS3/CAO7N0A/n04PjG74Jqznk4euWQzdA3VYnN3WSA71HboYf2WnddDa8DD2o1X50qak3vJw9qtFXO4bvuAlu8Abo28d3W5I3VnWesNoNX+M+hjS4BjwqbAXwifp1pQ6B2RKY+gAed8m5PWzreQ54tobd2RAgQIBAaYGpD+DesqlPwirdR+oTIECAwBoFZiKA13jOXk6AAAECBIoLCODiQ+AACBAgQGArCgjgrTjqzuGaoDIAAACpSURBVJkAAQIEigsI4OJD4AAIECBAYCsKCOCtOOrOmQABAgSKCwjg4kPgAAgQIEBgKwoI4K046s6ZAAECBIoLCODiQ+AACBAgQGArCgjgrTjqzpkAAQIEigsI4OJD4AAIECBAYCsKCOCtOOrOmQABAgSKCwjg4kPgAAgQIEBgKwoI4K046s6ZAAECBIoLCODiQ+AACBAgQGArCgjgrTjqzpkAAQIEigv8f4ebIQ6J2pGzAAAAAElFTkSuQmCC

.31

0230,-110210,-110190,-110170,-110150,-110