data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dX2ydZX7g8d9Jps7ExCJZaP55VgyjFmztXUd705IJxLMYCUuECm7Yi0pIpVoXiS4OIvGCfFyEidI4XcTUOzc7N6jLDdowWUfCkYKg2VG3s93RXFSNMygCIY0dwwx/81/1OavXYIpHgZ4+3/flvG/eb65mpPM85zmf5zn++jn2jBvhPwUUUEABBRT42gUaX/sz+oQKKKCAAgooEAbYQ6CAAgoooEAXBAxwF9B9SgUUUEABBQywZ0ABBRRQQIEuCBjgLqD7lAoooIACChhgz4ACCiiggAJdEDDAXUD3KRVQQAEFFDDAngEFFFBAAQW6IGCAu4DuUyqggAIKKGCAPQMKKKCAAgp0QcAAdwHdp1RAAQUUUMAAewYUUEABBRTogoAB7gK6T6mAAgoooIAB9gwooIACCijQBQED3AV0n1IBBRRQQAED7BlQQAEFFFCgCwIGuAvoPqUCCiiggAIG2DOggAIKKKBAFwQMMED/ZW80G+343XYj3gTTFDa00Y7/0G7EN9dFHCvsScjE7fhetCNiXfwNmaawsa6P0ep3Xfs1Ina0/ilO7bwaf81eaH1HG2Cw97/cGH/diNj5yvTMnWCawobev290oRXxjR8fntla2JOAibP1Lbej0X+xvQNMU9jQczc0KrG+Y9MzpfSryv6W3a+s69s7Nvp6qx2/+Nbl+JPC3oTX+cQGGGxwdgP+8eGZCTBFoUMHThyP+bvvLfQ5yOTZ+u46OkumKHTs+anJ2DRe2u2NbH0vbinl91Yr+1KF/S27X5nfv9ke37dvdLL/YjQLfSNex5MbYLC5BhjgVeQLtAFO32MDnG63+g2MAWaGZR9tgMEOGWCAZ4AZXoQ3YChYhU8QDDDc5JIPN8BggwwwwDPADM8A18LPAONtLvUEBhhsjwEGeAaY4RngWvgZYLzNpZ7AAIPtMcAAzwAzPANcCz8DjLe51BMYYLA9BhjgGWCGZ4Br4WeA8TaXegIDDLbHAAM8A8zwDHAt/Aww3uZST2CAwfYYYIBngBmeAa6FnwHG21zqCQww2B4DDPAMMMMzwLXwM8B4m0s9gQEG22OAAZ4BZngGuBZ+Bhhvc6knMMBgewwwwDPADM8A18LPAONtLvUEBhhsjwEGeAaY4RngWvgZYLzNpZ7AAIPtMcAAzwAzPANcCz8DjLe51BMYYLA9BhjgGWCGZ4Br4WeA8TaXegIDDLbHAAM8A8zwDHAt/Aww3uZST2CAwfYYYICXc4DPnr0af/HnS/H+B8tx28CG6O1dxxYXEVdPvRE9u3bjebIJLl5qxZunr8TmLetj3/i2+N3be/C8VfhrPnn9vef331+O//U/P1oxG9l7Y9x08/pa+BlgvM2lnsAAg+0xwAAvxwCfffNq/N7AfLRbbD1Fjm5HxOqbrbEu4u//cQBHuC4Bfv/Xy/Hv/92ZeG/pn1a26Le3fSN++g+34whXwc8AF/mu7P7cBhjsgQEGeDkG+OGH3omXX/qQLabA0V+M7+rT3Lv3xnjp6C3oWasQkDxuwP/9h7+O//yffrnG6rm/3Bl/+mc3X/d+BhhtcekHG2CwRQYY4OUY4AdG3ooTxz9hiylw9LUCPDTcF0dfvRU9a10CPNVcioOTS2us9k9si/HmtuvezwCjLS79YAMMtsgAA7wcA3xgbCH+6siv2GIKHH2tAD/y6M1x+IWd6FkNsAFGByiHwfftG53svxjNHKaq5RQGGGy7AQZ4OQY4uyE9N/luNKIdWeyyf3fsviF23bkJLTCvX8I69fqF+Mkb52t5g8vjI2hvwOgYFzrYADNeAwz8DDDAyznARX1EuWl8gr3IiKhzQAxw+vEZOHE8/Ag63a8KIw0w2CUDDPAMcC1+hmmA098jBjjdriojDTDYKQMM8AywAe7w+NT5EwRvwB0ekoo+zACDjTPAAM8AG+AOj48B7hCqCw/zZ8AM3QADPwMM8AywAe7w+BjgDqG68DADzNANMPAzwADPABvgDo+PAe4QqgsPM8AM3QADPwMM8AywAe7w+BjgDqG68DADzNANMPAzwADPABvgDo+PAe4QqgsPM8AM3QADPwMM8AywAe7w+BjgDqG68DADzNANMPAzwADPABvgDo+PAe4QqgsPM8AM3QADPwMM8AywAe7w+BjgDqG68DADzNANMPAzwADPABvgDo+PAe4QqgsPM8AM3QADPwMM8AywAe7w+BjgDqG68DADzNANMPAzwADPABvgDo+PAe4QqgsPM8AM3QADPwMM8AywAe7w+BjgDqG68DADzNANMPAzwADPABvgDo+PAe4QqgsPM8AM3QADv4WN8ZNGI749PzyyE0xT2NCBudnL7XasO3PPSE9hTwImHpybvdxqR6PvqeYGME0cPjkYR14bWDPF43vmY9/QaTJtXHi2WYn1nblnBPkhpK8YXJX9LbtfWdc3MDe70FqO+f4rMVTUGbre5zXAYIcXe+PvWxH/9seHZ7aCaQobunds9GpENF6Znvmtwp4ETLx3bPRKK6LRf7GNvkEo6oa02NuoxfrAFn7l0Kr4HZueQeevKL/V90dZ13f/2OhCqx3z/ZcNcOoZMMCpchGx2BsTRw/PNMEUhQ4t+x/0ztZX9j/Yvml8Au9RUd8gnJ+ajDzWh1/gl0yQ1/qK9HtxSym/d14RLfv7N1ujH0Gzd48BBn4GGOD5M+BcfgZsgNPPYPYNggFO9zPAzC4bbYCBoQEGeAbYAHd4fLwBdwjVhYd5A2boBhj4GWCAZ4ANcIfHxwB3CNWFhxlghm6AgZ8BBngG2AB3eHwMcIdQXXiYAWboBhj4GWCAZ4ANcIfHxwB3CNWFhxlghm6AgZ8BBngG2AB3eHwMcIdQXXiYAWboBhj4GWCAZ4ANcIfHxwB3CNWFhxlghm6AgZ8BBngG2AB3eHwMcIdQXXiYAWboBhj4GWCAZ4ANcIfHxwB3CNWFhxlghm6AgZ8BBngG2AB3eHwMcIdQXXiYAWboBhj4GWCAZ4ANcIfHxwB3CNWFhxlghm6AgZ8BBngG2AB3eHwMcIdQXXiYAWboBhj4GWCAZ4ANcIfHxwB3CNWFhxlghm6AgZ8BBngG2AB3eHwMcIdQXXiYAWboBhj4GWCAZ4ANcIfHxwB3CNWFhxlghm6AgZ8BBng1C/Bzk0srf3qs/RnZHbtviF13bkKAV0+9ET27dqM5VgdfutSOX5y+vLK+2wY2RG/vOjxvXus79fqF+Mkb59esZ//Etly+gfHPEbJtNsDMzwADPwMM8HIM8NNPnovnD727ZjGPPbE1njm0HS0wrz8on63vvx56t9R/+zMLb1m/GFxrbXntrwFGb5EwwMyvrO859qq+ptEGmEEPnDgedx2dZZNExIMjb8fc8Y/XzDM03BdHX70VzZ1XgB8YeStOHP8EraXIwWWOb/a6r7W+vPbXALOTZYCZnwEGfgYY4OV4A75W4PYM98UrJQnwww+9Ey+/9CHDKnB0FQN8794b46WjtyCV7BssA4wIvQEzvtJ+6gRf1tcz3AAz57xuwAfGFuMHR977/DBnQXnk0Zti+oV+tMC8bsA//9ml+N5330RrqfPg1Z+br94Wsv+efbrx/eE+xGKAEd/KYG/AzNAbMPAzwAAvxxtw9luy2S85/fO/dhyY2J7LL+lsGp9gL/Kz0T/9P5fiR//tV/H+B8vx7e/0xObN6/G8ef2SU7aQjz5qxdtnr6x83FvO9S3H22evxuYt6+OP/nhL/P4d7BfYstdsgPERNMCQ0AADQAMM8HIO8ME1AY7I67dk8wowk7r26Lxu6EWsbTVwZffzI2i2+96AmZ8BBn4GGOAZYIb32Q2u7IEr+/oMMDuGBpj5GWDgZ4ABngFmeAY4Fz8DzBgNMPMzwMDPAAM8A8zwDHAufgaYMRpg5meAgZ8BBngGmOEZ4Fz8DDBjNMDMzwADPwMM8AwwwzPAufgZYMZogJmfAQZ+BhjgGWCGZ4Bz8TPAjNEAMz8DDPwMMMAzwAzPAOfiZ4AZowFmfgYY+BlggGeAGZ4BzsXPADNGA8z8DDDwM8AAzwAzPAOci58BZowGmPkZYOBngAGeAWZ4BjgXPwPMGA0w8zPAwM8AAzwDzPAMcC5+BpgxGmDmZ4CBnwEGeAaY4RngXPwMMGM0wMzPAAM/AwzwDDDDM8C5+BlgxmiAmZ8BBn4GGOAZYIZngHPxM8CM0QAzPwMM/AwwwDPADM8A5+JngBmjAWZ+Bhj4LW6Mk9GIgfnhkZ1gmsKGDs7NXm61o3HmnpENhT0JmHh1fX1PNdH6Dp8cjCOvDaxZyeN75mPf0GmwuogLzzZX/Oj60CK+YrDrY7KrfmV/f5R1fQNzswut5ZjvvxJDbCfqO9oAg73PArwcMXhsemYHmKawoXvHRq+0IhrHpmd6CnsSMPHq+vovttH6pppLcXByac1K9k9si/HmNrC6iMXeRiX8yr6/ri/tGJb9/Xv/2OhCqx3z/ZcNcNoORxjgVLnIvkDHxNHDM00wRaFDB04cj/m77y30Ocjk2fruOjpLplgZW1SAz09Nhh9Rpm9PFc5f2d8fZV5fdjL8CDr9/ZGNNMDAzwADvIr8DNgAp++xAU63y0aW3c8As/01wNDPADNAb8Dcr8w3pLIHxPWx82eAuZ83YGBogAGeN2CGV4EbkoFjW1x2PwPM9tcbMPQzwAzQGzD38wacblj2wJV9fQY4/eytjvQGDAwNMMDzBszwvAHrhwX4BP4SFjM0wMDPAAM8A8zwDLB+WIBPYICZoQEGfgYY4BlghmeA9cMCfAIDzAwNMPAzwADPADM8A6wfFuATGGBmaICBnwEGeAaY4Rlg/bAAn8AAM0MDDPwMMMAzwAzPAOuHBfgEBpgZGmDgZ4ABngFmeAZYPyzAJzDAzNAAAz8DDPAMMMMzwPphAT6BAWaGBhj4GWCAZ4AZngHWDwvwCQwwMzTAwM8AAzwDzPAMsH5YgE9ggJmhAQZ+BhjgGWCGZ4D1wwJ8AgPMDA0w8DPAAM8AMzwDrB8W4BMYYGZogIGfAQZ4OQb46SfPxfOH3l2zmMee2BrPHNqOFnh+ajL8e8DphGX/YwKuL31vV0caYGZogIGfAQZ4OQb4wZG3Y+74x2sWMzTcF0dfvRUt0AAjvtL/QXkDzPY3G22AmaEBBn4GGODlGOAHRt6KE8c/WbOYPcN98YoBZhsERxs4Blh2PwPM9jcbbYCBoQEGeDkG+MDYYvzgyHufH+Z2RDzy6E0x/UI/WqA3YMTnDZjxld7PAMMNNsAM0AAzv+w7/LuOzrJJImKquRTPTS59YZ52HJjYHuPNbWhuA4z4Sh+Qst8wy74+A8zeH96AoZ8BZoB5BvjgmgBH7J/YZoDZ9uDRZQ+I68Nb7M+AIaEfQQNAAwzwcvwIOrsBG2C2F0WMNnBMtex+3oDZ/noDhn4GmAF6A+Z+83ffyyYpcHTZA+L6+Ob7W9DM0Bsw8DPAAM8bMMPz/4hDPyzAJzDAzNAAAz8DDPAMMMMzwPphAT6BAWaGBhj4GWCAZ4AZngHWDwvwCQwwMzTAwM8AAzwDzPAMsH5YgE9ggJmhAQZ+BhjgGWCGZ4D1wwJ8AgPMDA0w8DPAAM8AMzwDrB8W4BMYYGZogIGfAQZ4BpjhGWD9sACfwAAzQwMM/AwwwDPADM8A64cF+AQGmBkaYOBngAGeAWZ4Blg/LMAnMMDM0AADPwMM8AwwwzPA+mEBPoEBZoYGGPgZYIBngBmeAdYPC/AJDDAzNMDAzwADPAPM8AywfliAT2CAmaEBBn4GGOAZYIZngPXDAnwCA8wMDTDwW9wYJ6MRA/PDIzvBNIUNHZybvdxqR+PMPSMbCnsSMPHq+vqeaqL1HT45GEdeG1izksf3zMe+odNgdREXnm1Wwq/s++v60o5h2d+/A3OzC63lmO+/EkNpr9BRBhicgSzAyxGDx6ZndoBpChu6d2z0Siui0X+x3VPYk4CJF3sbuayvqL8HvLq+Y9MzpfRb3V/Xl3YI9UtzWx11/9joQqsd8/2XDXCqpAFOlYuIKnwEfdfRWfAKix16fmoyNo1P4CcpKsDZ+l7cshWvr6gJ/Hu2TFY/5peN9iNoZmiAgZ8BBngRYYCZnwHRjwnw0QaYGRpg4GeAAZ4BZnj+EpZ+WIBPYICZoQEGfgYY4BlghmeA9cMCfAIDzAwNMPAzwADPADM8A6wfFuATGGBmaICBnwEGeAaY4Rlg/bAAn8AAM0MDDPwMMMAzwAzPAOuHBfgEBpgZGmDgZ4ABngFmeAZYPyzAJzDAzNAAAz8DDPAMMMMzwPphAT6BAWaGBhj4GWCAZ4AZngHWDwvwCQwwMzTAwM8AAzwDzPAMsH5YgE9ggJmhAQZ+BhjgGWCGZ4D1wwJ8AgPMDA0w8DPAAM8AMzwDrB8W4BMYYGZogIGfAQZ4BpjhGWD9sACfwAAzQwMM/AwwwDPADM8A64cF+AQGmBkaYOBngAGeAWZ4Blg/LMAnMMDM0AADvzoF+OzZq/EXf74U73+wHLcNbIje3nVA7tOhV0+9ET27duN5Tr1+IX7yxvk18+yf2BbjzW1obv8eMOIL/1zi9e2XvToDzPbYAAO/ugT47JtX4/cG5qPdAlgFDm1HxG8e5Mee2BrPHNqOntUAIz4DzPhK72eA4QZf4+sWn7FGM9QlwA8/9E68/NKHpd3ZawV4aLgvjr56K1qzAUZ8pQ+IN3S2vwaY+3kDBoZ1CfADI2/FieOfAKlih14rwPfuvTFeOnoLemIDjPgMMOMrvZ8BhhvsDZgB1iXAB8YW4q+O/IphFTg6C3D2b/W7yey/Z7ff7w/3oWc1wIiv9AHxBsz21wBzP2/AwLAuAZ5qLsVzk+9GI9qxGrs7dt8Qu+7cBPTy+yWsbBEffbQcb5+9Gpu3rI8/+uMt8ft3sLVlcxpgtL0GmPGV3s8Aww32BswA6xTgg5NLa7Dy+i3jTeMTbBMKHG2AGa43zOvbzwCz/f3ip3Z8phrOYID5/8zHAKe/cQxcul02Uj/mZ4C5nx9BA0MDbIDB8cFDDQgj1I/5GWDuZ4CBoQE2wOD44KEGhBHqx/wMMPczwMDQABtgcHzwUAPCCPVjfgaY+xlgYGiADTA4PnioAWGE+jE/A8z9DDAwNMAGGBwfPNSAMEL9mJ8B5n4GGBgaYAMMjg8eakAYoX7MzwBzPwMMDA2wAQbHBw81IIxQP+ZngLmfAQaGBtgAg+ODhxoQRqgf8zPA3M8AA0MDbIDB8cFDDQgj1I/5GWDuZ4CBoQE2wOD44KEGhBHqx/wMMPczwMDQABtgcHzwUAPCCPVjfgaY+xlgYGiADTA4PnioAWGE+jE/A8z9DDAwNMAGGBwfPNSAMEL9mJ8B5n4GGBgaYAMMjg8eakAYoX7MzwBzPwMMDBc3xsloxMD88MhOME1hQwfnZi+32tHoe6q5gTzJ4ZODceS1gTVTPL5nPvYNnSbTxoVnm7msDy3iKwavru/MPSPIr6j1re6v60sT1i/NbXXUwNzsQms55vuvxBCbqb6jDTDY+yzAyxGDx6ZndoBpChu6d2z0Siui0X+x3UOeZKq5FAcnl9ZMsX9iW4w32Q14sbexsr5j0zNofeS1fdXYVT/XlyasX5rb6qiy+90/NrrQasd8/2UDnLrTBjhVLiL8CJoF+PzUZLy4ZSvYgWKH+hEl89Xv+vbzI2i2v9loAwwMDbABBscHDzVwjFA/5meAuZ8BBoYG2ACD44OHGhBGqB/zM8DczwADQwNsgMHxwUMNCCPUj/kZYO5ngIGhATbA4PjgoQaEEerH/Aww9zPAwNAAG2BwfPBQA8II9WN+Bpj7GWBgaIANMDg+eKgBYYT6MT8DzP0MMDA0wAYYHB881IAwQv2YnwHmfgYYGBpgAwyODx5qQBihfszPAHM/AwwMDbABBscHDzUgjFA/5meAuZ8BBoYG2ACD44OHGhBGqB/zM8DczwADQwNsgMHxwUMNCCPUj/kZYO5ngIGhATbA4PjgoQaEEerH/Aww9zPAwNAAG2BwfPBQA8II9WN+Bpj7GWBgaIANMDg+eKgBYYT6MT8DzP0MMDA0wAYYHB881IAwQv2YnwHmfgYYGBpgAwyODx5qQBihfszPAHM/AwwM6xLgp588F88feneN1GNPbI1nDm0HehHnpybjxS1b0RxFDvYLNNPV7/r2M8Bsf7PRBhgY1iXAD468HXPHP14jNTTcF0dfvRXoGWCEFxEGjgnqx/wMMPczwMCwLgF+YOStOHH8kzVSe4b74hUDDE4PH2pAmKF+zM8Acz8DDAzrEuADY4vxgyPvff5xSTsiHnn0pph+oR/oeQNGeN6AKZ+fIGDBiPv2jU72X4xmDlPVcgoDDLa9LgGeai7Fc5NLX5Bqx4GJ7THe9JewwPHBQ73BMUL9mJ83YO5ngIFhnQJ8cE2AI/ZPbDPA4OzkMdSAMEX9mJ8B5n4GGBgaYG/A4PjgoQaEEerH/Aww9zPAwNAAG2BwfPBQA8II9WN+Bpj7GWBgaIANMDg+eKgBYYT6MT8DzP0MMDA0wAYYHB881IAwQv2YnwHmfgYYGBpgAwyODx5qQBihfszPAHM/AwwMDbABBscHDzUgjFA/5meAuZ8BBoYG2ACD44OHGhBGqB/zM8DczwADQwNsgMHxwUMNCCPUj/kZYO5ngIGhATbA4PjgoQaEEerH/Aww9zPAwNAAG2BwfPBQA8II9WN+Bpj7GWBgaIANMDg+eKgBYYT6MT8DzP0MMDA0wAYYHB881IAwQv2YnwHmfgYYGBpgAwyODx5qQBihfszPAHM/AwwMDbABBscHDzUgjFA/5meAuZ8BBoYG2ACD44OHGhBGqB/zM8DczwADw8WNcTIaMTA/PLITTFPY0MG52cutdjT6nmpuIE9y+ORgHHltYM0Uj++Zj31Dp8m0ceHZ5sr6ztwzgtaHFvEVg1f9XF+asH5pbqujyu43MDe70FqO+f4rMcReaX1HG2Cw91mAlyMGj03P7ADTFDZ079jolVZEo/9iu4c8yVRzKQ5OLq2ZYv/EthhvshvwYm8jl/WR1/ZVY10fk62K37HpGfT+YEpfPnr1/VvW9d0/NrrQasd8/2UDnHoGDHCqXET4ETQL8Pmpydg0PgF2oNihro/5VsHvxS1b2YsscHTZPyL3I2i++QYYGBpgAwyODx5ahcCV/RssA8yO4X37Rif7L0aTzVLf0QYY7L0BNsDg+OChBpgRZn4GmBkaYOZngIGfATbA4PjgoQaYERpg5udH0NzPAANDA2yAwfHBQw0wIzTAzM8Acz8DDAwNsAEGxwcPNcCM0AAzPwPM/QwwMDTABhgcHzzUADNCA8z8DDD3M8DA0AAbYHB88FADzAgNMPMzwNzPAANDA2yAwfHBQw0wIzTAzM8Acz8DDAwNsAEGxwcPNcCM0AAzPwPM/QwwMDTABhgcHzzUADNCA8z8DDD3M8DA0AAbYHB88FADzAgNMPMzwNzPAANDA2yAwfHBQw0wIzTAzM8Acz8DDAwNsAEGxwcPNcCM0AAzPwPM/QwwMDTABhgcHzzUADNCA8z8DDD3M8DA0AAbYHB88FADzAgNMPMzwNzPAAPDOgf4D3Zvil133gD0Iq6eeiN6du1Gc6wOvnSpFWdOX4nsQN828M3Y2MuPtutjW1OE37/Zsj72/Zdt8Tu39bDFRYQBxoThX0NihvyrFHv+So+uS4CffvJcPH/o3TV71Y5YiV0Z/326tmx12X8q3z/Xx/aksS7i/50ewBE2wGwfvAFzv7J+DeWv7GuYoS4BfnDk7Zg7/nFlApwttMzfILg+/ua8d++N8dLRW9BEBhjxrQz2BswMDTDwq0uAH37onXj5pQ8NMDgrvznUbxAY5p7hvnjl1VvRJAYY8RlgzlfaTxFzeGnFT1GXAP/8Z5di13ff/PywfPrBbvuzj3mLd/YZFPhNgUcevSkOv9CPYAww4jPAnM8AE8O6BDgz+ru/vRg/+uGv48MPluOW7/TE5s3rCd3K2Dx/Seejj5bjrbNXVw606/vXb02Z/U69fj7+9xsXVl7U6k/2D0xsi/Em/y38F7ds/ddjfU0jBk4cj/m77/2ani3tafwIOs1tdZQfQQO/OgUYMH3pUP9nNEy1Ln5TzaU4OLm0Bmu/AWaHJ6fRBphBGmDgZ4AB3mf/M5BN4xNskgJH1yVwRRHm5WeAi9ohPq8BZoYGGPgZYIBngBlejfwMMD4qhU1ggBmtAQZ+Bhjg1SggTOnLR+d1wyz7+gxwUTvE5zXAzNAAAz8DDPAMMMOrkZ8BxkelsAkMMKM1wMDPAAO8GgWEKXkDNsBFnSA+rwFmhgYY+BlggGeAGV6N/AwwPiqFTWCAGa0BBn4GGODVKCBMyRuwAS7qBPF5DTAzNMDAzwADPAPM8GrkZ4DxUSlsAgPMaA0w8DPAAK9GAWFK3oANcFEniM9rgJmhAQZ+BhjgGWCGVyM/A4yPSmETGGBGa4CBnwEGeDUKCFPyBmyAizpBfF4DzAwNMPAzwADPADO8GvkZYHxUCpvAADNaAwz8DDDAq1FAmJI3YANc1Ani8xpgZmiAgZ8BBngGmOHVyM8A46NS2AQGmNEaYOBngAFejQLClLwBG+CiThCf1wAzQwMM/BY3xsloxMD88MhOME1hQwfnZi+32tHoe6q5obAnARNfeLbp+vT7FwUOnxyMI68NrHnc43vmY9/Q6X9x7Fc9YPX8nblnpJTvj9X3b1nXNzA3u9Bajvn+KzGENqLGgw0w2PwswMsRg8emZ3aAaQobunds9EoronFseqansCcBE7s+gBcRVfHrv9hG56+oG/Bib8P3BziC94+NLrTaMd9/2QCnMhrgVLmIqMJH0PN33wteYbFDB04cD9eXblwFv7uOzqa/wM9GFhXg7M85vrhlK15fUROUfX+z1+1H0Gz3DTDwM8AALyLK/gXG9fH9NcDphmU/fwY4fW9XRxpgYGiAAZ4BZngV8er2phwAAAr6SURBVDPA6dtsgNPtqjLSAIOdMsAAryIB8SPy9D3OAmKAmV+Zz5834PS99QbM7fwZMDQs+3f4ro9tsAHmfgaYGZZ9tDdgsEPegAGeN2CGVxE/b8Dp21z2bwC9AafvrTdgbucNGBqW/QuM62Mb7A2Y+3kDZoZlH+0NGOyQN2CAV5EbXJm/AFbhGwRvwOnvkbLvrzfg9L31BsztvAFDw7J/gXF9bIO9AXO/Mn8DaIDZ/majvQEDQ2/AAM8bMMOriJ834PRtLvs3gAY4fW+9AXM7b8DQsOxfYFwf22BvwNzPGzAzLPtob8Bgh7wBA7yK3ODK/AWwCt8geANOf4+UfX+9AafvrTdgbucNGBqW/QuM62Mb7A2Y+5X5G0ADzPbXnwFDP2/ADNDAXf9+3oDT97js7w8DnL633oC5nTdgaFj2LzCuj22wN2Du5w2YGZZ9tD8DBjvkDRjg+TNghlcRP2/A6dtc9m8AvQGn7603YG7nDRgalv0LjOtjG+wNmPt5A2aGZR/tDRjskDdggFeRG1yZvwBW4RuEPG7ATz95Lp4/9O6aw/bYE1vjmUPb0QE8PzUZL27ZiuYocnDZ99cbMN99AwwMDTDAM8AMryJ+eQT4wZG3Y+74x2u8hob74uirtyJDA4z4Vgbft290sv9iNPlM9ZzBAIN9N8AAryIB8Qacvsd5fQT9wMhbceL4J2sWsme4L14xwOmbk9NIA8wgDTDwM8AAzwAzvIr45XEDPjC2GD848t7n/7+57Yh45NGbYvqFfmToDRjxeQPmfP5/QRNDA0z0Isr+My7Xx/c3jwBPNZfiucmlLyymHQcmtsd4cxtaoAFGfAaY8xlgYmiAiZ4BZnrV8MsrwAfXBDhi/8Q2A0wPUA7j/QiaIfoRNPAzwACvIh+h+jPg9D3O62fA2Q3YAKfvQ5EjDTDTNcDAzwADPAPM8Cri5w04fZvL/iOQ7JUZ4PT9zUYaYOBngAFeRQLiDTh9j70Bp9tlIw0w86vCaAMMdskAA7wKfIEp+xfAKqzPG3D6e6Ts++sNOH1vV0caYGBogAGeAWZ4FfEzwOnbbIDT7aoy0gCDnTLAAK8iAfEj6PQ99iPodDs/gmZ2VRltgMFOGWCAZ4AZXkX8vAGnb7M34HS7qow0wGCnDDDAq0hAvAGn77E34HQ7b8DMriqjDTDYKQMM8Awww6uInzfg9G32BpxuV5WRBhjslAEGeBUJiDfg9D32Bpxu5w2Y2VVltAEGO2WAAZ4BZngV8fMGnL7N3oDT7aoy0gCDnTLAAK8iAfEGnL7H3oDT7bwBM7uqjDbAYKcMMMAzwAyvIn7egNO32Rtwul1VRhpgsFMGGOBVJCDegNP32Btwup03YGZXldEGGOyUAQZ4BpjhVcTPG3D6NnsDTrerykgDDHZqcWOcjEYMzA+P7ATTFDZ0cG72cqsdjTP3jGwo7EnAxK4P4EVEVfz6nmqi83f45GAceW1gDdbje+Zj39BpBHjh2abvDyA4MDe70FqO+f4rMQSmqfVQAwy2PwvwcsTgsemZHWCawobuHRu90opoHJue6SnsScDErg/gRURV/PovttH5K+rvAS/2NlbeH3R9bBe/fHTZ13eut7HQasd8/2UDnHoGDHCqXET4ETTAq8hHqP4MOH2Pq/Az4E3jE+kvsOCR56cmo8zry17+wg2Nyf6L0SyY4rqd3gCDrTXAAM8AM7yK+JX9Z8BlDpwBxm+R0k9ggMEWGWCAV5GAeANO32NvwOl22UgDzPyqMNoAg10ywADPADO8ivh5A07fZgOcbleVkQYY7JQBBngVCYg34PQ99gacbucNmNlVZbQBBjtlgAGeAWZ4FfHzBpy+zd6A0+2qMtIAg50ywACvIgHxBpy+x96A0+28ATO7qow2wGCnDDDAM8AMryJ+3oDTt9kbcLpdVUYaYLBTBhjgVSQg3oDT99gbcLqdN2BmV5XRBhjslAEGeAaY4VXEzxtw+jZ7A063q8pIAwx2ygADvIoExBtw+h57A0638wbM7Koy2gCDnTLAAM8AM7yK+HkDTt9mb8DpdlUZaYDBThlggFeRgHgDTt9jb8Dpdt6AmV1VRhtgsFMGGOAZYIZXET9vwOnb7A043a4qIw0w2CkDDPAqEhBvwOl77A043c4bMLOrymgDDHbKAAM8A8zwKuLnDTh9m70Bp9tVZaQBBjtlgAFeRQLiDTh9j4u8Af/B7k2x684b0hcXEVdPvRE9u3ajOVYHX7rUijOnr0T2BfW2gW/Gxl7+pTXP9a2us/9bvxUje2+Mm25en8vr9u8BM0Z+StjzV3q0AWbbl32BNnDphlXwy+MG/PST5+L5Q++ugWpHrMSujP8+XVu2uuw/le/fb2/7Rvz0H27PJcIGmO1vWc8we1Vf02gDzKCrEBC/QUjf47xuwA+OvB1zxz+uTICzhZb5G4Rsfc/95c740z+7OX1zPxtpgBmhAQZ+Bhjg+RE0w6uIXx434IcfeidefulDA4xPzD9PYIBzxARTGWCAZ4ABXkUC4g04fY/zugH//GeXYtd33/z8I+dPP9htf/Yxb/r66jpy/fqI//uPt8fv3LYBE3gDZoQGGPgZYIBngBleRfzyuAFnUH/3txfjRz/8dXz4wXLc8p2e2LyZ/xJRnr/k9NFHy/HW2asr3ySUcX2rhy37Jaw7v78pbvl2Dz5/2QQGmDEaYOBngAFeRQLiDTh9j/O6Aaev4KtHlv1/5lP29RlgfjINMDA0wADPADO8ivjldQPGWNeYoOyBK/v6DDA/lQYYGBpggFeRgHgDTt9jb8DpdtlIA8z8qjDaAINdMsAAzwAzvIr4eQNO32YDnG5XlZEGGOyUAQZ4FQmIN+D0PfYGnG7nDZjZVWW0AQY7ZYABngFmeBXx8wacvs3egNPtqjLSAIOdMsAAryIB8QacvsfegNPtvAEzu6qMNsBgpwwwwDPADK8ift6A07fZG3C6XVVGGmCwUwYY4FUkIN6A0/fYG3C6nTdgZleV0QYY7JQBBngGmOFVxM8bcPo2ewNOt6vKSAMMdsoAA7yKBMQbcPoeewNOt/MGzOyqMtoAg50ywADPADO8ivh5A07fZm/A6XZVGWmAwU4ZYIBXkYB4A07fY2/A6XbegJldVUYbYLBTBhjgGWCGVxE/b8Dp2+wNON2uKiMNMNgpAwzwKhIQb8Dpe+wNON3OGzCzq8poAwx2ygADPAPM8Cri5w04fZu9AafbVWWkAQY7da43fthqx+2vTM/cCaYpbOgf7htdaEU0Xjk8s6OwJwETuz6AFxFV8dtxoV3K87d0Q2Pl/eH60s7huU2N15eX4xffuhx/kjaDowwwOAMLPfEfW+vie411sQimKWzouuW4Yzmi0Vgfpwp7EjCx6wN4EaGffkyAjW60Ynu04m92Xo3/wWaq72gDXN+995UroIACCnRRwAB3Ed+nVkABBRSor4ABru/e+8oVUEABBbooYIC7iO9TK6CAAgrUV8AA13fvfeUKKKCAAl0UMMBdxPepFVBAAQXqK2CA67v3vnIFFFBAgS4KGOAu4vvUCiiggAL1FTDA9d17X7kCCiigQBcFDHAX8X1qBRRQQIH6Chjg+u69r1wBBRRQoIsCBriL+D61AgoooEB9BQxwfffeV66AAgoo0EUBA9xFfJ9aAQUUUKC+Aga4vnvvK1dAAQUU6KKAAe4ivk+tgAIKKFBfAQNc3733lSuggAIKdFHAAHcR36dWQAEFFKivgAGu7977yhVQQAEFuijw/wFTWWcMMhsi2wAAAABJRU5ErkJggg==
forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction1
data
mapmany1
data lists
1
1
140,-140
0,0,1,1,0,1,0,0
0,0,1,1,1,1,0,0
0,0,1,0,0,0,0,0
0,1,1,0,0,0,0,0
0,1,0,0,0,0,0,0
0,1,1,1,1,1,0,0
0,0,0,0,0,1,0,0
0,0,0,0,0,1,1,1