data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAcqUlEQVR4Xu3d25csd1UH8F01IWCi8h5uiYTMnMTlC09ASMjFV14EuehyKaALEQElAn+CIKggIgsBXS4FFHjx1eTkCjzx4jI5PSGYcMs7SjCEM9Wunp5OyCHn7O6pXVPT3R+fWLJr168+v2J9T1ft6W7C/xEgQIAAAQInLtCc+BmdkAABAgQIEAgB7CYgQIAAAQIjCAjgEdCdkgABAgQICGD3AAECBAgQGEFAAI+A7pQECBAgQEAAuwcIECBAgMAIAgJ4BHSnJECAAAECAtg9QIAAAQIERhAQwCOgOyUBAgQIEBDA7gECBAgQIDCCgAAeAd0pCRAgQICAAHYPECBAgACBEQQE8AjoTkmAAAECBASwe4AAAQIECIwgIIBHQHdKAgQIECAggN0DBAgQIEBgBAEBPAK6UxIgQIAAAQHsHiBAgAABAiMICOAR0J2SAAECBAgIYPcAAQIECBAYQUAAj4DulAQIECBAQAC7BwgQIECAwAgCAngEdKckQIAAAQIC2D1AgAABAgRGEBDAI6A7JQECBAgQEMDuAQIECBAgMIKAAB4B3SkJECBAgIAAdg8QIECAAIERBATwCOhOSYAAAQIEBLB7gAABAgQIjCAggEdAd0oCBAgQICCA3QMECBAgQGAEAQE8ArpTEiBAgAABAeweIECAAAECIwgI4BHQnZIAAQIECAhg9wABAgQIEBhBQACPgO6UBAgQIEBAALsHCBAgQIDACAICeAR0pyRAgAABAgLYPUCAAAECBEYQEMAjoDslAQIECBAQwO4BAgQIECAwgoAAHgHdKQkQIECAgAB2DxAgQIAAgREEBPAI6E5JgAABAgQEsHuAAAECBAiMICCAR0B3SgIECBAgIIDdAwQIECBAYAQBATwCulMSIECAAAEB7B4gQIAAAQIjCAjgEdCdkgABAgQICGD3AAECBAgQGEFAAI+A7pQECBAgQEAAuwcIECBAgMAIAgJ4BHSnJECAAAECAtg9QIAAAQIERhAQwCOgOyUBAgQIEBDA7gECBAgQIDCCgAAeAd0pCVxa4Lob22hvr1Tqorsz4uEHKnvqRYBAPwEB3M/P0QTKBZrYu7uJeCwivlPU/GXTiKunMbmlqJ82BAgUCAjgAkQtCNQJXH9DG929XbRXRTz0VE3f6y9vo3u8i/bmiIcerOmpCwECfQUEcF9BxxMoFGhj9yMRTdvF5I7CttHG3kcjpl0X+x+o7KsXAQLHFxDAx7dzJIFigV+7so2nHu0iboyYPFzbfO+6NuKBLi6/JuI/n6jtrRsBAscREMDHUXMMgQEEdmL3jV00fziNya0DtI8m9s62Mf27g9j/8hD99SRAYDUBAbyal2oCgwk0sXdPG82nD+Lcl4Y4yU6ceXMX03dOY/K6IfrrSYDAagICeDUv1QQGEjgcvrqni/ZFdcNXFy71cBjrB120rzOMNdA2aktgBQEBvAKWUgJDCbSx9xez3l1M/myoc8z6ntR5hrwGvQlsioAA3pSddB1rLLAYvmpeE3HuW8NeyJlXtDH9mmGsYZV1J7CMgABeRkkNgQEFdmL3N7toZu9mBxm+unDpR8NYnz6I/X8b8LK0JkAgERDAbhECIwsMPXx14eUZxhp5w52ewJGAAHYrEBhV4MyvtjG9e9jhqwsvcDGM1dwSce6/Rr18JyewxQICeIs336WPLzAfimqmXZw70W+oauPMRyKmzdBDX+MLWwGB0ysggE/v3ljZxguc5PDVhZiGsTb+9nKBp15AAJ/6LbLATRXYieve1EXzB9PYv22Ma2xi9642pp85iIf/dYzzOyeBbRcQwNt+B7j+0QSa2Lu3je5TYwXg/B8A7bumMbl5NAQnJrDFAgJ4izffpY8pMMbw1YXXaxhrzDvAuQkIYPcAgREETsvPAw7184cjkDolgbUTEMBrt2UWvP4Ch8NXj3XRvHr4b77KtA6Hsb7exeVX+5nCzMp/T6BWQADXeupGIBXYiTNv6qIrGL7aO3p3O7k3PeklCubDWO1nDuKcYaw+kI4lsKKAAF4RTDmBvgLz4avp3/b9Ksg29v55tpYuJr/dZ01HX4X5R4ax+ig6lsDqAgJ4dTNHEOghcDh8dbaL9sV9f3awjd3vzgN4/6U9FhQRh8NY3++iudU3Y/WTdDSBVQQE8Cpaagn0FDgavjroYv+D/VrdcG0b58/OA/iyWyMefKRPvzZ2PxzR7HQxuaNPH8cSILC8gABe3kolgZ4CdcNXO7H7tunhJ9aIJqZnD2L/8/0WZxirn5+jCawuIIBXN3MEgWMJzH+FqHvHNPZvP1aDnzlo9v53Fryz/9csiPu+B54H+e6dbbSfPYhzX+q7PscTIJALCODcSAWBEoEmdu9rIz7Zd/hqtpjZ+9/5o+fZfz5/tv974Ij5MFa8exr7N5VcsCYECFxSQAC7QQiciMBi+Or8SyIe+Um/U87f/y5C95kw7vceOOLa57dx2fcMY/XbHUcTWFZAAC8rpY5AD4E29j4WMT3ff/jq8JPq4fvfxWPnxePo/u+BDz9Zz4axLuti8v4el+tQAgSWEBDASyApIdBPoG74av7Ief7+dxG4FwZyv7Uaxurn52gCywsI4OWtVBI4lkDl8NU8gBfvfxePnJ/9SPpYi/yZgwxj9RV0PIHlBATwck6qCBxb4Gj46m8OYv/Lx27y9IHPHbZ174EPH3G/sYv4Y8NY/XdLBwKXEhDA7g8CgwpUDl/9/PvfxdIr3wMbxhr0htCcwNMCAtjNQGBAgcrhq/nj52e//10svfY9sGGsAW8JrQkIYPcAgeEFXnlFG098p/JnBy/+qLn2PXDEYhjrypdFfPPHw1s5A4HtE/AJePv23BWfkMBO7L2li+nbK775ar7kS4ds5Xvg2dnmw1jN5w5i8sUTInMaAlslIIC3artd7EkKNHHm/ja6T9QMX138/e/immrfAy+Gsdr3TOPca0/SzbkIbIuAAN6WnXadJyxwOHx1VxfnX9r/m6/mS88Ctvo98NEw1ne7aG7zM4UnfPs43VYICOCt2GYXedICbez9ZcT0pxXffPXMJ9wL//73wquqfg/89DDW87qY/OlJGzofgU0XEMCbvsOubwSBq65o45dnnxxfFXHuWzULWC5cq98DHw1jfaOL/3lpxOOGsWo2UxcChwIC2I1AoFigfvgqf//7zKfk5/4zpT6XaBirj55jCVxcQAC7OwgUCzSxe38b8fGD2P9KVevs/e/iPPXvgQ/D/w1dxHunsW8Yq2pD9SHgE7B7gEC1wGz4qruri4Oy4avZCpd/tLzco+rVrnr2M4U73+2iNYy1GpxqApcU8AnYDUKgUGCI4avs738vXP7yYb38hR/9TKFhrOXJVBJIBQRwSqSAwLICQwxfLf/+d7HKZR9XL3tV87rDb8YyjLUammoCPgG7BwichMBO7L21i/i9aUx+vfJ8qwbqEO+BZ9fTxN5/tBH/cBCTL1Ren14EtlXAJ+Bt3XnXXS4wH75q/vogJl+tbL76I+Uh3gPPPonv/UYX0/cZxqrcXb22WUAAb/Puu/ZCgcXw1U9eFvHYk3WNjxemq4f2Miu++gVtPP87hrGWsVJDIBcQwLmRCgKpwNHw1VNd7H8oLV6h4LiPk1d9bL3sktrY/fOI5nLfjLWsmDoCFxcQwO4OAr0Fhhm+mi3ruEF63ODOKQxj5UYqCCwnIICXc1JF4KICQw1fzQM4+/7niy3reI+ul9lmw1jLKKkhkAsI4NxIBYFLCgw1fLXq3/9euMjjh/elN9wwlv9BEKgREMA1jrpsrcDhzw7e2cWTV9cOX63+978/H8D13ws9P8dsGOsFj3XR3O5nCrf2xnfhBQICuABRi+0VGGr4av74uV+ADvce+PDRuGGs7b3tXXmRgAAugtRmGwVe/Att/OL3uohXR0werhbo/wh5uPfAEXvXtRFf7+JHL4n4/v9VX7t+BLZBQABvwy67xkEEdmL3t7pofrf6m6/mi60Jz/4hfnG6+TDW9B8PYv9fBgHWlMCGCwjgDd9glzecQBNn7m9jWv7NV7MVVz0+7vsY+1J682Gs5n3TOOdnCoe7zXTeYAEBvMGb69KGFBhu+Gq26qrgrAry55Y0jDXkHab35gsI4M3fY1c4gMCQw1fzAD7u3/9eeLE1j7IvRmgYa4CbS8utERDAW7PVLrRO4HD46vtdxKuGGL6qev+7uN66MH8uwcNhrG908aMXG8aqu8N02g4BAbwd++wqCwWGHb46/PT7zojmTyLii0XLfkvE9K+62P90Ub9ntTGMNYSqntsgIIC3YZddY6nAkMNX84WeuamN6a2Vi+6iORtx7r7KnotehrGGUNVzGwQE8DbssmssFLj+hja6u4b45qvCRZ5wq8UwVntbxEMPnvDJnY7A2goI4LXdOgsfQ2Do4asxrqninIaxKhT12DYBAbxtO+56ewgshq+mr47Y3+/RaAMP3d1to5l9M5ZhrA3cXZc0jIAAHsZV1w0UGHr4at3JDGOt+w5a/0kLCOCTFne+tRUY7mcH15bkWQv3M4WbsY+u4uQEBPDJWTvTWgtce30bl53t4kfX+HvXi23k4SP6R7s4f2vEIw+t9XZbPIETEBDAJ4DsFOsvYPhquT00jLWckyoCMwEB7D4gkAoc/pnND7owfJVSxWIY68kXRTz2ZF6vgsD2Cgjg7d17V76kwE7svbWL6dumsX/7kodcpKz+Czb6refnj674wo4mdu9so/n8QUy+UL0+/QhskoAA3qTddC2DCFQNXzWx9+9NTH8Y0Xx7kIX2bjp9+TSaF05j8vo+rQxj9dFz7DYJCOBt2m3XegyBquGrX3lhG5c/2sVT10T89w+PsZATOKRqjYaxTmCznGIDBATwBmyiSxhOoI29j0VMf9rF/of6nGX+GDve3PfTZZ81LHPs7FN6G/Glvo+Pj4axntfF5P3LnFcNgW0UEMDbuOuueUmBxfBV95qIhydLHvScZVXB1mcNyxxb9w+F6/baaL/WhWGsZdzVbKeAAN7OfXfVSwgcDV+9fRr7ty1RfomSqke7/Vax3NF1a21i9642ms/1/TS93LpVEVg/AQG8fntmxSck0MTufW00Hz+IyVf7nLLuU2WfVSx/bNWn9aNhrPdOY/+m5c+uksD2CAjg7dlrV7qSwCvOtLFzd8U3X1UF2krL71Fc9w+GxTDWwS0R3zrXY0kOJbCRAgJ4I7fVRfUVqBq+iqh7pNv3mpY/vm7NhrGWV1e5fQICePv23BWnAnXDV3WfJtNFlxbUfWo3jFW6MZptlIAA3qjtdDEVAkeh+fZpTHoOX82+67Xmz3oqrmuVHpX/cGhi7642wjDWKhugdisEBPBWbLOLXEWgib1724hP9B2+Ws/HzwupusfQ82GseM80Jjevsg9qCWy6gADe9B12fSsKzB6ZNvd28cTVfX92sPJT5IoXUVJe9+l9Nox15WNdTG/u+/fUJRemCYFTIiCAT8lGWMbpEKgbvlrfx8+Lnaj8B4RhrNNxf1vF6RIQwKdrP6xmVIFrn9/GZY93cXBj/z+bqXuEOx5J5TUc/lnXA12cvyrikZ+Md03OTOD0CAjg07MXVjKywNEnvndMY3Jr36VUfnrsu5Y+x9c9hj58InC2jfisb8bqsyOO3SQBAbxJu+laegnUDV+t/+PnIR5DG8bqdXs6eAMFBPAGbqpLOo7AYvjqf6+JePzHx+nwzDGVj277raT/0ZXXctUVbfzSo4ax+u+KDpshIIA3Yx9dRU+Bo+Gr813sf7Bnq9iUx88Lh8rH0G3sfjiiuczPFPa9yxy/CQICeBN20TX0FDgcvvpBFwev7T98tTmPn4d4DB1xOIx1fxfnX2QYq+dt6/C1FxDAa7+FLqCvQOXw1Xp/+cbFJCsfQxvG6nu/On5zBATw5uylKzmmQBN797Qx/eRB7H/lmC2ePmzTHj8P8Rh6J3bf0EXz7mlMXtfX2/EE1llAAK/z7ll7gcDubhtxXxcVw1eb9/h5mMfQi2GsuClif79gE7UgsJYCAngtt82iqwQqh6828/HzQrr2MbRhrKo7WJ91FhDA67x71t5TYDF8df6miEce6tls46afL/SonIaOuPb6Ni67zzBW37vO8essIIDXefesvZfA0fva35/G5JZejY4Org2oihXV9qh+v93E3t1txN/7ZqzafdJtfQQE8PrslZUWC1QOX2324+dhHkMbxiq+obVbOwEBvHZbZsE1AnvXtRH3d3HlNRHf7PnNV7Hxj58X5rWf8l95RRtPPNpFvDZi8nDNvupCYH0EBPD67JWVFgq0sffRiGnXxf4HKtrWBlPFiobpUf0Yuo3dj0Q0bReTO4ZZsa4ETq+AAD69e2Nlgwlcf3kb3eNd7NwU8WDv4avtePw8zGPoiBuub+Pgvi7aqyIeemqwLdeYwCkUEMCncFMsaViBnTjzO9OYfjQiPlVzpunLp9G8cBqT19f0O91dZp/2m5j+MKL5dtFK39VEc8dBnPunon7aEFgLAQG8FttkkbUC193YRnt7Zc8umrMR5+6r7Hl6e525qY1p799M/tnr66K7M+LhB07vNVsZgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCgjglEgBAQIECBCoFxDA9aY6EiBAgACBVEAAp0QKCBAgQIBAvYAArjfVkQABAgQIpAICOCVSQIAAAQIE6gUEcL2pjgQIECBAIBUQwCmRAgIECBAgUC8ggOtNdSRAgAABAqmAAE6JFBAgQIAAgXoBAVxvqiMBAgQIEEgFBHBKpIAAAQIECNQLCOB6Ux0JECBAgEAqIIBTIgUECBAgQKBeQADXm+pIgAABAgRSAQGcEikgQIAAAQL1AgK43lRHAgQIECCQCvw/gTHctPM4wgwAAAAASUVORK5CYII=

110i

Draws outline of A-1060itemDraws middle triangle of A

-50,20-10,12010,12050,2030,2020,50-20,50-30,200,10010,60-10,6015,0-15,0-15,60-50,60-50,8550,8550,6015,6015,0a-915,-389-699,-307-686,-336-698,-315-39,113-129,33-21,-6996,-1586,52-84,9171,5867,10275,468,10-36,6628,54120,5030,-30133,112135,54-28,3623,54125,-535,-29-29,-6189,-84-8,-126-69,3028,42-34,452,-94147,78-13,131-73,8041,71-60,-272,-45