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DKACZvwUsPwYAVatgBk/BQz5KWAGUAEzfgpYfowAq1bAjJ8ChvwUMAOogBk/BSw/RoBVK2DGTwFDfgqYAVTAjJ8Clh8jwKoVMOOngCE/BcwAKmDGTwHLjxFg1QqY8VPAkJ8CZgAVMOOngOXHCLBqBcz4KWDITwEzgAqY8VPA8mMEWLUCZvwUMOSngBlABcz4KWD5MQKsWgEzfgoY8lPADKACZvwUsPwYAVatgBk/BQz5KWAGUAEzfgpYfowAq1bAjJ8ChvwUMAOogBk/BSw/RoBVK2DGTwFDfiUFPDU1E3/5F2/Fb/7hA9jVP5afe3pfDKxaFcN33InXvHBhNl568b25n8+6adNnY/kw/yGtfvS35pqh+NYjI/GFm5bh99z7gODvAecx+gEhz65XWTs/Bczmq4Ahv1ICnjo7E//yn70Uk6cvwo7+MOXdud+x7Am497/q+29gMOIXL27CElbAbLa1C8T+2HwVMOOngCG/UgL+7z8+G/ff/RvYzR+2/EMJ1/vfrbetimee3YAaVMAIX/UJTgGz+Spgxk8BQ34KGALsY/kt21bEc4dH0SsoYIRPATN81fNTwHDAlYcY/u76vEIpAb/+2gex+YYXY2amzw0voeXvuqcT339qPXrHChjhq14gJmA2XwXM+JmAIb9SAu618f9e/SD++oW3q/0S1ltvzcTJiffnjp03fH5ZrF49BOlFlPoS1rEj78Txo+fm+pl/Mv3Q7pF4eHwE9aiAET4FzPBVz08BwwGbgBnAkgJmnVy6uoU/8xm8YUN0Dh9Bb3/v+Ol4fM/pBWs8qIAR0xLFJkxGsXZ+CpjN1wQM+SlgBrDUBwQFfD8bRJ+qaxeI/bHBK2DGTwFDfgqYAVTAjJ8CkR8jwKoVMOOngCE/BcwAKmDGTwHLjxFg1QqY8VPAkJ8CZgAVMOOngOXHCLBqBcz4KWDITwEzgAqY8VPA8mMEWLUCZvwUMOSngBlABcz4KWD5MQKsWgEzfgoY8lPADKACZvwUsPwYAVatgBk/BQz5KWAGUAEzfgpYfowAq1bAjJ8ChvwUMAOogBk/BSw/RoBVK2DGTwFDfgqYAVTAjJ8Clh8jwKoVMOOngCE/BcwAKmDGTwHLjxFg1QqY8VPAkJ8CZgAVMOOngOXHCLBqBcz4KWDITwEzgAqY8VPA8mMEWLUCZvwUMOSngBlABcz4KWD5MQKsWgEzfgoY8lPADKACZvwUsPwYAVatgBk/BQz5vT4cb0Y3rh66cZT/Oj3s5VLlF185GQPdiKEbR/uwOl+yVH/7JnfG/jM7FzR077UHYtfaA6jJ+f7OdzponX4VL586Ozdf+8sRll+O23zV8NTZme5sTF//bqxhKy3d6oGl+9b5O39teUx3I646M7ZxkK9WfoV1Eye6sxEDZ8Y2ll+8wIrz/S3bshWt9uTE9tg/sX2hgMcOxX1jh9C6F48dbYJf7fO1v9w2rP36XTtxYqbbjen1Cjg34IhQwGl0Ea8vj79+cdut//rXX70VrNK/0haOKFf/yRejc/gIgrB3/HQ8vuf0gjUe3D0SD4+PoHV7R+Snrrgyjt/tD95nQLaw/86v6TjfzHAjwiPoJLhPlClgwFABA3gR0btBK+A8QwWXZ9erlB/jp4AZv161AgYMFTCAp4AZPAUiP0yALaCAGT8FDPkpYAbQBMz5eYSaZ2gCzrPrVSpgxk8BQ34KmAFUwJyfAs4zVMB5dgqYsZuv9ggacFTAAJ5H0AyeR9DywwTYAiZgxs8EDPkpYAbQBMz5mYDzDE3AeXYmYMbOBFyAnwJmEBUw56eA8wwVcJ6dAmbsFHABfgqYQVTAnJ8CzjNUwHl2CpixU8AF+ClgBlEBc34KOM9QAefZKWDGTgEX4KeAGUQFzPkp4DxDBZxnp4AZOwVcgJ8CZhAVMOengPMMFXCenQJm7BRwAX4KmEFUwJyfAs4zVMB5dgqYsVPABfgpYAZRAXN+CjjPUAHn2Slgxk4BF+CngBlEBcz5KeA8QwWcZ6eAGTsFXICfAmYQFTDnp4DzDBVwnp0CZuwUcAF+CphBVMCcnwLOM1TAeXYKmLFTwAX4KWAGsZSAH33gVOx74o0Fzez69rr47hPXoQYnN4/GqSuu9AfbkxQVXBLcR2W18/Pfgmbz7VX7YwyAoQIG8Ar+GMPtO16O5w9OL2jmK9tWxLOHR1GDChjh8wfvGb7q+SlgOGAFzAAqYMavVAL+2o6T8cLBtxc0c8u2FfGcAmYDgtW1Jzj7YwNWwIyfCRjyU8AMYCkBP/TN1+NHP5z8+DinGxF33dOJHzy1HjVoAkb4qk9wCpjNVwEzfgoY8lPADGApAe8dPx2P7Tn9iWa68dDu6+Lh8RHUoAJG+BQww1c9PwUMB+wRNAOogBm/kgJ+fIGAIx7cPaKA2XhwtQmTIaydnwJm8zUBQ34KmAFUwJyff4aUZ1i74GrvTwHn9958pd+CBgwVMIBX8FvQvSNoEzCbRT+qaxeI/bGpK2DGzwQM+SlgBtAEzPmZgPMMFXCeXa9SATN+ChjyU8AMoALm/BRwnqECzrNTwIydR9AF+ClgBlEBc34KOM9QAefZKWDGTgEX4KeAGUQFzPkp4DxDBZxnp4AZOwVcgJ8CZhAVMOengPMMFXCenQJm7BRwAX4KmEFUwJyfAs4zVMB5dgqYsVPABfgpYAZRAXN+CjjPUAHn2Slgxk4BF+CngBlEBcz5KeA8QwWcZ6eAGTsFXICfAmYQFTDnp4DzDBVwnp0CZuwUcAF+CphBVMCcnwLOM1TAeXYKmLFTwAX4KWAGUQFzfgo4z1AB59kpYMZOARfgp4AZRAXM+SngPEMFnGengBk7BVyAnwJmEBUw56eA8wwVcJ6dAmbsFHABfq8Nx9RAN1ae73SGCixXfInlU2djoBtxvtMpvnaJBef7G7pxFC23b3Jn7D+zc8Ea9157IHatPYDWvfjKySb41T5f+8ttw9qv3+GpszPd2Zi+/t1Yk3uHVvlzhGAP9AQc3Vg5ObaxSgGvmzjRnY0YODO2EbzL/pXO97dsy1b0Ik9ObI/9E9sXCnjsUNw3dgite/HY0Tl+tD/UxKcU2x8jO8+v9uuj1v7WTpyY6XZjer0CTm9EBZxGF+ERNIDXyO8BD96wITqHj7A32qfqyc2jYX95uD1+p664Mo7ffX9+kT5W1n5E7s8R8uErYMBQAQN4CpjBiwgFzBAqYMZPATN+vWoFDBgqYABPATN4CrgIPxNwHqMCzrObr1TAgKECBvAUMIOngIvwU8B5jAo4z04Bc3Y+A4YMW/gzJJ+x5ofcwhG5As7PVwHn2Slgzk4BQ4YKmAFsQXC1f4BRwPk9qIDz7BQwZ6eAIUMFzAAqYM5PAecZKuA8OwXM2SlgyFABM4AKmPNTwHmGCjjPTgFzdgoYMlTADKAC5vwUcJ6hAs6zU8CcnQKGDBUwA6iAOT8FnGeogPPsFDBnp4AhQwXMACpgzk8B5xkq4Dw7BczZKWDIUAEzgAqY81PAeYYKOM9OAXN2ChgyVMAMoALm/BRwnqECzrNTwJydAoYMFTADqIA5PwWcZ6iA8+wUMGengCFDBcwAKmDOTwHnGSrgPDsFzNkpYMhQATOACpjzU8B5hgo4z04Bc3YKGDLsp4C/vPXq2HLzVajDc0/vi4FVq2L4jjvROr3iCxdm46UX35v7+bGbNn02lg/z30FZiv2tuWYovvXISHzhpmV4Jv4cIUOogBm/XjW/C/Aeml3BX0Nioysl4EcfOBX7nnhjQTPdijf3h731Lr3e/6rvv9r7GxiM+MWLm7CEFTDbewqY8VPAkJ8CZgBLCfj2HS/H8wenmxFwr9GaPyC00N+tt62KZ57dgDagAkb4QgEzfgoY8lPADGApAX/j66/GT595UwGzcTTF75ZtK+K5w6PoHStghE8BM3xz1R5BA4gKGMCLiFIC/tUvL8SWL534eDN/eLDb/eiYl/VodZ0E7rqnE99/aj1qTgEjfAqY4VPAlJ8CZgRLCbjXxc9/dj5+8uOz8eZvZ2LD55fF6tVDrLmIKPklp7femomTE+/PfUiwv99vNMeOvBPHj577+IbV+4D10O6ReHh85Pdb6J/8fytghE8BM3wKmPJTwIxgSQGzTi5d7Z/5MKql+O0dPx2P7zm9oJkHFTAbToFqnwFziB5BA4YKGMAreATNuvjd1aUEYn9HEAIFfD/i169iBczJKmDAUAEDeAqYwYuIpfIBQQErYHyxVLqAAgaDUcAAngJm8BSwz4DxDmILmIAZv161AgYMFTCAp4AZPAWsgPEOYgsoYMZPAUN+CpgB9EtYjJ9H0H4Lmu0gVq2AGT8FDPkpYAZQATN+ClgBsx3EqhUw46eAIT8FzAAqYMZPAStgtoNYtQJm/BQw5KeAGUAFzPgpYAXMdhCrVsCMnwKG/BQwA6iAGT8FrIDZDmLVCpjxU8CQnwJmABUw46eAFTDbQaxaATN+ChjyU8AMoAJm/BSwAmY7iFUrYMZPAUN+CpgBVMCMnwJWwGwHsWoFzPgpYMhPATOACpjxU8AKmO0gVq2AGT8FDPkpYAZQATN+ClgBsx3EqhUw46eAIT8FzAAqYMZPAStgtoNYtQJm/BQw5PfacEwNdGPl+U6H//o77OVS5cunzsZAN+J8p9OH1fmS8/0N3TjKF+vDChdfOTnHz/5ycEvx2ze5M/af2bmgiXuvPRC71h7INfZR1Xx/tV8ftfY3PHV2pjsb09e/G2vQIJZwsT/GAIbfE3B0Y+Xk2MYqBbxu4kR3NmLgzNhG8C77V2p/jG0r/JZt2Yre6JMT22P/xPaFAh47FPeNHULrXjx21OsDEFw7cWKm243p9Qo4TVEBp9FFeAQN4H30a0jn13Ti+N11/t5p74jc/vIzLvWIwd8DrvP68Ag6f23MVypgwFABA3gKmMFrhN/qP/lidA4fQe9VAStgtIEqLlbAYDgKGMBrRCAm4PyMTcB5dr3K2k9gTMBsvr1qBQwYKmAAr4EbTO03wBb6MwHnr5Ha56uA87P1CJqz8xkwZFj7Dcb+2IBNwJxfzScwCpjN1wQM+ZmAGUAFd/nzMwHnZ1z79aGA87M1AXN2JmDIsPYbjP2xAZuAOT8TMGNYe7XPgMGETMAAns+AGbxG+JmA82Ou/QOgCTg/WxMwZ2cChgxrv8HYHxuwCZjzMwEzhrVXm4DBhEzAAF4jCa7mG2ALHxBMwPlrpPb5moDzszUBc3YmYMiw9huM/bEBm4A5v5o/ACpgNt9etQkYMDQBA3gmYAavEX4m4PyYa/8AqIDzszUBc3YmYMiw9huM/bEBm4A5PxMwY1h7tQkYTMgEDOA1kuBqvgG28AHBBJy/Rmqfrwk4P1sTMGdnAoYMa7/B2B8bsAmY86v5A6ACZvP1GTDkZwJmABXc5c/PBJyfce3XhwLOz9YEzNmZgCHD2m8w9scGbALm/EzAjGHt1T4DBhMyAQN4PgNm8BrhVyIBP/rAqdj3xBsLeO369rr47hPXIYaTm0fj1BVXxvG76/y93do/AJqA0fabK1bAgKECBvAaEUjNCaT2G3SpBHz7jpfj+YPTCzbbV7atiGcPj6INqIARvlDAjJ8ChvwUMAPYgkAUcH7GpQT8tR0n44WDby9o5JZtK+I5BZwfToFKBcwhmoABQwUM4JmAGbxG+JU4gn7om6/Hj344+fFxXTci7rqnEz94aj1iaAJG+EzADJ9H0JSfAmYETcCXP78SAt47fjoe23P6E7C68dDu6+Lh8REEUAEjfAqY4VPAlJ8CZgQV8OXPr5SAH18g4IgHd48oYLZ9cLVH0BihX8IiCBUwoRehgC9/fgo4P+Parw8FnJ/tfKXPgAFDBQzgNfIM0y9h5Wdc6ktYvSNoE3B+Dv2qVMCcrAIGDBUwgKeAGbxG+JmA82M2AefZtVKpgMGkFDCA14hATMD5GZuA8+x6lQqY8WuhWgGDKSlgAK+BG0ztN8AW+jMB56+R2ufrEXR+tj4D5uz8t6Ahw9pvMPbHBmwC5vxqPoFRwGy+vWoTMGBoAgbwTMAMXiP8TMD5Mdf+AVAB52drAubsTMCQYe03GPtjAzYBc34mYMaw9moTMJiQCRjAayTB1XwDbOEDggk4f43UPl8TcH62JmDOzgQMGdZ+g7E/NmATMOdX8wdABczm6zNgyM8EzAAquMufnwk4P+Parw8FnJ+tCZizMwFDhrXfYOyPDdgEzPmZgBnD2qt9BgwmZAIG8HwGzOA1ws8EnB9z7R8ATcD52ZqAOTsTMGRY+w3G/tiATcCcnwmYMay92gQMJmQCBvAaSXA13wBb+IBgAs5fI7XP1wScn60JmLOL14ZjaqAbK893OkMFliu+xPKpszHQjTjf6RRfu8SC9scotsJv6MZR9Eb3Te6M/Wd2Lljj3msPxK61B9C6F1856fUBCA5PnZ3pzsb09e/GGrDMki41AYPx9wQc3Vg5ObaxSgGvmzjRnY0YODO2EbzL/pXaH2M7z2/Zlq1soT5VXzx2dG7/0f6enNge+ye2LxTw2KG4b+wQ6ny+P6+PHMa1Eydmut2YXq+AcwD9pyjT3OYKPYJm/Go/YmuhvxJHvGyKv7t6cvNoDN6wITqHj6CX8PeA70f8+lXsETQnawIGDBUwgOczYAbvI34KOI+x9wHh1BVXxvG76xRc7R8AFXB+781XKmDAUAEDeAqYwVPA8fD4CGKogBG+UMCMX69aAQOGChjAU8AMngJWwHgHsQUUMOOngCE/BcwA1n7E1kJ/HkHn96AJOM+uV6mAGT8FDPkpYAawBcHV/nfACji/BxVwnp0CZux8BlyAnwJmEBUw56eA8wwVcJ6dAmbsFHABfgqYQVTAnJ8CzjNUwHl2CpixU8AF+ClgBlEBc34KOM9QAefZKWDGTgEX4KeAGUQFzPkp4DxDBZxnp4AZOwVcgJ8CZhAVMOengPMMFXCenQJm7BRwAX4KmEFUwJyfAs4zVMB5dgqYsVPABfgpYAZRAXN+CjjPUAHn2Slgxk4BF+CngBlEBcz5KeA8QwWcZ6eAGTsFXICfAmYQFTDnp4DzDBVwnp0CZuwUcAF+CphBVMCcnwLOM1TAeXYKmLFTwAX4KWAGUQFzfqUEPDHxfvyX/3Q6pn47Ezdt+kwMDw+y5iLi3NP7YmDVqhi+40601rEj5+J/HX1nwRoP7h7xxxgQVV7svwXNGfprSIChAgbw/DUkBq/gryFNnHg//sWmX0d3FrfUlwW6l/jZtl3fXhfffeI69HomYITPH2Ng+OaqFTCAqIABPAXM4BUU8De+/mr89Jk3cT/9WuBSAv7KthXx7OFR9JIKGOFTwAyfAqb8FDAj6BE051fiCPprO07GCwffZs30sfpSAr71tlXxzLMb0KsqYIRPATN8CpjyU8CMoALm/EoI+KFvvhZP//AMa6aP1T0Bf/K4rvd/99Lvn29bgV5VASN8CpjhU8CUnwJmBBUw51dCwHvHT8dje96IgejGvOz+bOtVseXmq1GDpb6E1Wvirbdm4uWJ92P1NUPx7/79NfGv/oz11ltTAaPxKmCGTwFTfgqYEVTAnF8pAT++5/SCZkp9y3jwhg3ROXyEvdE+VStgBtZvQTN+nzzV4SstwRUUMBu6Aub8FHCeoQLOs+tVKmDGTwFDfgqYAVTAnJ8CzjNUwHl2Cpixm6/2z5AARwUM4PlnSAxewT9D6j0D9ggaj6P4ArV/QDUB85ErYMBQAQN4CpjBU8CYnwmYIVTAjJ9H0JCfAmYAa/+E30J/HkHn96ACzrPzCJqx8wi6AD8FzCC2ILjzazpx/O772RvtU3WPnwLOw1XAeXYKmLFTwAX4KWAGUQFzfgo4z1AB59kpYMZOARfgp4AZRAXM+SngPEMFnGengBk7BVyAnwJmEBUw56eA8wwVcJ6dAmbsFHABfgqYQVTAnJ8CzjNUwHl2CpixU8AF+ClgBlEBc34KOM9QAefZKWDGTgEX4KeAGUQFzPkp4DxDBZxnp4AZOwVcgJ8CZhAVMOengPMMFXCenQJm7BRwAX4KmEFUwJyfAs4zVMB5dgqYsVPABfgpYAZRAXN+CjjPUAHn2Slgxk4BF+D32nBMDXRj5flOZ6jAcsWXWD51Nga6Eec7neJrl1jQ/hjFeX5DN46ihfZN7oz9Z3YuWOPeaw/ErrUH0LoXXzk5t/9of6iJTyme78/rI0d4eOrsTHc2pq9/N9bkVrDKH2MAe6An4OjGysmxjVUKeN3Eie5sxMCZsY3gXfav1P4Y23l+y7ZsRQs9ObE99k9sXyjgsUNx39ghtO7FY0fdf4Bg7dfH2okTM91uTK9XwOkpK+A0ugiPoAE8fw2JwWvk15BOXXFl1f+Wdu3/1nfN/flrSPgSDgUMGCpgAE8BM3gKuAi/mgVX+3ckFDDeggqYIFTAhF5E7TeYFvqr/UtYJuD8NVL7/lPA+dnOV5qAAUMFDOCZgBk8E3ARfibgPEYFnGengDk7nwFDhrV/wm+hPxNwfhO2MN+aPyAo4PzeU8CcnQKGDL0BMoA9fgo4z9D9l2fXq1TAjF+v2iNowNAjaADPI2gGzyPoIvxqTpi1f0BQwHgLKmCCUAETen4Ji9H7kJ8JOE+xdsHV3p8Czu89j6A5O4+gIcPabzAt9KeA85uwhfnWnNAVcH7vKWDOTgFDht4AGUATMOdXs+Bqvz4UMNt/PgOG/DyCZgBrv8G00J8JOL8HW5hvzR8QFHB+75mAOTsTMGToDZABNAFzfjULrvbrQwGz/WcChvxMwAxg7TeYFvozAef3YAvzrfkDggLO7z0TMGdnAoYMvQEygCZgzq9mwdV+fShgtv9MwJCfCZgBrP0G00J/JuD8HmxhvjV/QFDA+b1nAubsTMCQoTdABtAEzPnVLLjarw8FzPafCRjyMwEzgLXfYFrozwSc34MtzLfmDwgKOL/3TMCcnQkYMvQGyACWSsCPPnAq9j3xxoJmdn17XXz3ietQg5ObR8OfI8wjrP36UMD52Spgzk4BQ4a132Ba6K9EAr59x8vx/MHpBdP8yrYV8ezhUTRhBYzwVf972QqYzdcjaMjPI2gGsAXB1XwEWCoBf23HyXjh4NsLhnnLthXxnAJmGxxW1359KGA4YH8NiQFUwIxf7TeYFvorkYAf+ubr8aMfTn78yyzdiLjrnk784Kn1aMAmYITPBMzwNVHtzxGCMSlgAM+fI2TwCv8c4WN7Tn+in248tPu6eHh8BPWogBE+BczwNVGtgMGYFDCAp4AZvMICfnyBgCMe3D2igPGE2AK1n8B4BM3m6zNgyE8BM4C132Ba6K/EEfTe8dOhgNle7kd17ftPAfOpm4ABQwUM4JmAGTwTcBF+tX/Jrub+FDDegh9/74KvtARXUMBs6LV/wm+hPxNwfg+2MF8FnJ9vC5UmYDAlBQzgmYAZPBNwEX41C672DwgmYLwFTcAEoQIm9KL6b3nWfgMs9XfAPgO+n23kPlXXvv8UMB+8CRgwVMAAngmYwTMBF+FnAs5jVMB5dvOVChgwVMAAngJm8BRwEX4KOI9RAefZKWDOzn8LGjKs/Yithf78ElZ+E7Yw35o/ICjg/N5TwJydAoYMvQEygD4D5vxqFlzt14cCZvuvV+0RNGDoETSA5xE0g+cRdBF+CjiPUQHn2ZmAOTsTMGRY+yf8FvrzCDq/CVuYb80fEBRwfu8pYM5OAUOG3gAZQI+gOb+aBVf79aGA2f7zCBry8wiaAaz9BtNCfybg/B5sYb41f0BQwPm9ZwLm7EzAkKE3QAbQBMz51Sy42q8PBcz2nwkY8jMBM4C132Ba6M8EnN+DLcy35g8ICji/90zAnF28NhxTA91Yeb7TGSqwXPEllk+djYFuxPlOp/jaJRa0P0Zxnt/QjaNooX2TO2P/mZ0L1rj32gOxa+0BtO7FV066/wDB2q+P4amzM93ZmL7+3VgD3uaSLvXPkMD4ewKObqycHNtYpYDXTZzozkYMnBnbCN5l/0rtj7Gd57dsy1a00JMT22P/xPaFAjb44x4AAAu/SURBVB47FPeNHULrXjx2dG7/0f5QE59SPN+f10eO8NqJEzPdbkyvV8A5gP4dcJrbXKFH0IyfR4CcX+1H0IM3bIjO4SPsjfapenLzaJy64so4frc/xpBB7BF0htrCGhMwYKiAATz/IQ4Gr5F/iEMB58dc+wdUBZyf7XylAgYMFTCAp4AZPAWM+ZmAGUIFzPj1qhUwYKiAATwFzOApYMxPATOECpjxU8CQnwJmAGs/YmuhP58B5/egAs6z61UqYMZPAUN+CpgBbEFwNf8dZgv/EIfPgPPXSO3XhwLOz9ZnwJyd34KGDGu/wbTQnwk4vwlNwHl2JmDGTgEX4GcCZhBbEJwJOD/jnuBMwHl+tV8fJuD8bBUwZ2cChgxrv8G00J8JOL8JTcB5diZgxk4BF+BnAmYQWxCcCTg/YxNwnl2vsvbrwwTM5uuXsCA/BcwA1n6DaaE/E3B+D5qA8+xMwIydCbgAPwXMILYgOBNwfsYm4Dw7EzBj10q1/xAHmJQCBvAaOGJr4QOCCTi/B03AeXYmYMbOBFyAnwJmEFsQnAk4P2MTcJ6dCZixa6XaBAwmpYABPBMwg+c/RYn5mYAZQr+Exfj1qhUwYKiAATwFzOApYMxPATOECpjxU8CQnwJmAD2C5vz69Qz4y1uvji03X4UaPPf0vhhYtSqG77gTrdMrvnBhNl568b1Yc81QfOuRkfjCTcvwmgqYIVTAjJ8ChvwUMAOogDm/EgJ+9IFTse+JNxY00634eGxgMOIXL27CElbAbP8pYMZPAUN+CpgBVMCcXwkB377j5Xj+4HQzAu41euttq+KZZzcggAoY4fPXkBi+uWqfAQOIChjA8xkwg1fwGfA3vv5q/PSZN5sS8C3bVsRzh0cRQwWM8Clghk8BU34KmBE0AXN+JRLwr355IbZ86cTHn8Z7x88R3Rio+PP5Xfd04vtPrUcAFTDCp4AZPgVM+SlgRlABc34lBNzr4uc/Ox8/+fHZePO3M7Hh88ti9eoh1lxElPoS1rEj78Txo+c+vmH1PiA8tHskHh4fQT0qYIRPATN8CpjyU8CMoALm/EoJmHVy6epS/xDH3vHT8fie0wte5EEF3I+R/V5r+iWs3wvXJf+ffQYMGCpgAM9nwAxewWfAuJHfsYACZmRr/4CqgNl8e9UKGDBUwACeAmbwFLBH0HgHsQUUMOOngCE/BcwA1v4Jv4X+PILO70GfAefZ9SoVMOOngCE/BcwAtiC4pfBjDGyKv7vaI2hGtvbrQwGz+SpgyE8BM4C132Ba6M8EnN+DJuA8OxMwYzdf7TNgwFEBA3g+A2bwfAbsM2C8g9gCJmDGzwQM+SlgBrCFhOkRdH7GHkHn2fUqa78+FDCbrwKG/BQwA1j7DaaF/jyCzu9Bj6Dz7DyCZuw8gi7ATwEziC0IzgScn7EJOM/OBMzYtVLtM2AwKQUM4DVwxNbCBwQTcH4PmoDz7EzAjJ0JuAA/BcwgtiA4E3B+xibgPDsTMGPXSrUJGExKAQN4JmAGz29B+y1ovIPYAn4Ji/HrVStgwFABA3gKmMFTwAoY7yC2gAJm/BQw5KeAGUCPoDk/nwHnGfoMOM/OZ8CMnc+AC/BTwAyiAub8FHCeoQLOs1PAjJ0CLsDvteGYGujGyvOdDv/18gL9/NMllk+djYFuxPlOpw+r8yXtjzGc5zd04yhbqE/VF185Obf/aH/7JnfG/jM7F3R577UHYtfaA6jz+f68PnIYh6fOznRnY/r6d2NNbgWrfAYM9kBPwNGNlZNjG6sU8LqJE93ZiIEzYxvBu+xfqf0xtq3wW7ZlK3qjT05sj/0T2xcKeOxQ3Dd2CK178djRueuD9oea+JTi2vv74NjRmW43ptcr4PQWUMBpdBEeQQN4fgmLwWuEX4kj8r3jp+PxPacX8Hpw90iRL2EN3rAhOoeP4Fn0Y4FSf8bVj956a76zd0+89Z/Hj37uQtzcr9e43NdVwGDCChjAa0Qgtf8dcO39KeD8NaKA8+xaqVTAYFIKGMBTwAxeI/wUcH7MCjjPrpVKBQwmpYABvEYEUnvCrL0/BZy/RhRwnl0rlQoYTEoBA3gKmMFrhJ8Czo9ZAefZtVKpgMGkFDCA14hAak+YtfengPPXiALOs2ulUgGDSSlgAE8BM3iN8FPA+TEr4Dy7VioVMJiUAgbwGhFI7Qmz9v4UcP4aUcB5dq1UKmAwKQUM4ClgBq8Rfgo4P2YFnGfXSqUCBpNSwABeIwKpPWHW3p8Czl8jCjjPrpVKBQwmpYABPAXM4DXCTwHnx6yA8+xaqVTAYFIKGMBrRCC1J8za+1PA+WtEAefZtVKpgMGkFDCAp4AZvEb4KeD8mBVwnl0rlQoYTEoBA3iNCKT2hFl7fwo4f40o4Dy7VioVMJiUAgbwFDCD1wg/BZwfswLOs2ulUgGDSSlgAK8RgdSeMGvvTwHnrxEFnGfXSqUCBpNSwACeAmbwGuHXLwF/eevVseXmqxDDc0/vi4FVq2L4jjvROr3iCxdm46UX34veDfWmTZ+N5cP81lqyv/k3uP5zV8aO21ZF59oh/J79PWCMcG6/+F+SgAJOgvuo7Kvf+07UnuDsLz/j3nxLCPjRB07FvifeWNBIN6Lam9eHvfVurb3/Vd9/a0euiL/9v3+MJayA+WwVMGCogAG8RhKcAs7PuJSAb9/xcjx/cLoZAfcarfkDQq+/x/7r9fEf77s2P9yIUMAI31yxAgYMFTCAp4AZvEb4lUjA3/j6q/HTZ95UwHjH/OMCCrggTLCUAgbwFDCA14hATMD5GZdKwL/65YXY8qUTH6eFDw92ux8d8+b7W6qVQ0MRf/f3fxxfuOkzCIEJGOEzAVN8CpgR9Bnw5c+vRALuUfr5z87HT358Nt787Uxs+PyyWL2af4mo5Jec3nprJk5OvD/3IaHG/uZ3Wu9LWDf/+dWx4cZlbPN5BI35eQQNESpgBlABX/78SgmYkbp0de1/5lN7fyZgvis9ggYMFTCA5xE0g9cIPwWcH7MCzrNrpVIBg0kpYACvEYH4DDg/41LPgPMdfHpl7YKrvT8TMN+ZChgwVMAAngJm8BrhZwLOj1kB59m1UqmAwaQUMIDXiEBMwPkZm4Dz7HqVCpjxa6FaAYMpKWAATwEzeI3wMwHnx6yA8+xaqVTAYFIKGMBrRCAm4PyMTcB5diZgxq6VagUMJqWAATwFzOA1ws8EnB+zCTjPrpVKBQwmpYABvEYEYgLOz9gEnGdnAmbsWqlWwGBSChjAU8AMXiP8TMD5MZuA8+xaqVTAYFIKGMBrRCAm4PyMTcB5diZgxq6VagUMJqWAATwFzOA1ws8EnB+zCTjPrpVKBQwmpYABvEYEYgLOz9gEnGdnAmbsWqlWwGBSChjAU8AMXiP8TMD5MZuA8+xaqVTAYFIKGMBrRCAm4PyMTcB5diZgxq6VagUMJqWAATwFzOA1ws8EnB+zCTjPrpVKBQwm9fpw/H034o9e2rZjNVimb6Wbnv8fM91uDLz0b3YM9u1FwML2B+BFRCv8VnxnvMr99873xueuD/vL7cNze8ffnJmJ19e/G5tzK1ilgMEe+IfPxH8biLi5OxhvgGX6V9qNfx6zETEU/6d/LwJWtj8ALyLkJz9GAFUPdGPt4Ez8zR99EPeghZZwsQJewsP3rUtAAhKQwOIRUMCLx95XloAEJCCBJUxAAS/h4fvWJSABCUhg8Qgo4MVj7ytLQAISkMASJqCAl/DwfesSkIAEJLB4BBTw4rH3lSUgAQlIYAkTUMBLePi+dQlIQAISWDwCCnjx2PvKEpCABCSwhAko4CU8fN+6BCQgAQksHgEFvHjsfWUJSEACEljCBBTwEh6+b10CEpCABBaPgAJePPa+sgQkIAEJLGECCngJD9+3LgEJSEACi0dAAS8ee19ZAhKQgASWMAEFvISH71uXgAQkIIHFI6CAF4+9rywBCUhAAkuYgAJewsP3rUtAAhKQwOIRUMCLx95XloAEJCCBJUxAAS/h4fvWJSABCUhg8Qj8f0c5q3V4kq0xAAAAAElFTkSuQmCCEdit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block.Click on the Board sprite to access the maze drawing blocks.These 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany1data lists

1

1

110i

344

3737

233

22322

40140,-1401,1,1,0,0,0,0,00,0,1,0,0,0,0,00,0,1,1,1,1,0,00,0,0,0,0,1,0,00,0,0,0,1,1,0,00,0,0,0,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,1,1