data:image/png;base64,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 forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-10901datamapmany1data lists11110i3443737data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAFjBJREFUeF7t3MuqJ1cVwOHqeAMTITgWHDgMiooP4MRHcOhcn0jnDn0JH0AwEJwpEXQsoomQiIl0DEnbOX1OXXbtddlfpl3/2mt/q+BH9yDPNv8RIECAAAEC0wWeTT/RgQQIECBAgMAmwD4CAgQIECAQICDAAeiOJECAAAECAuwbIECAAAECAQICHIDuSAIECBAgIMC+AQIECBAgECAgwAHojiRAgAABAgLsGyBAgAABAgECAhyA7kgCBAgQICDAvgECBAgQIBAgIMAB6I4kQIAAAQIC7BsgQIAAAQIBAgIcgO5IAgQIECAgwL4BAgQIECAQICDAAeiOJECAAAECAuwbIECAAAECAQICHIDuSAIECBAgIMC+AQIECBAgECAgwAHojiRAgAABAgLsGyBAgAABAgECAhyA7kgCBAgQICDAvgECBAgQIBAgIMAB6I4kQIAAAQIC7BsgQIAAAQIBAgIcgO5IAgQIECAgwL4BAgQIECAQICDAAeiOJECAAAECAuwbIECAAAECAQICHIDuSAIECBAgIMC+AQIECBAgECAgwAHojiRAgAABAgLsGyBAgAABAgECAhyA7kgCBAgQICDAvgECBAgQIBAgIMAB6I4kQIAAAQIC7BsgQIAAAQIBAgIcgP7wkX/45uvbhz97/mfvb1/99ba99bc0oxmEAAECBIYLCPBw0jMvfPfNb2z/eHvbtm9/+us/f7h9+ScfbG/98czb/IYAAQIE8gsIcIIdvbG9/fNn27NfvjjKx9v2139vr/34g+27f0owohEIECBAYLCAAA8GPfO6hwL8/D0ifEbTbwgQIFBDQIBT7On3b76xvfbOs2371svjiHCKBRmCAAECwwUEeDjpuRd+bXvnO1/ZPvqtCJ/z8ysCBAhUExDgRBsT4UTLMAoBAgRuFhDgm4GPvl6Ej4p5ngABAjUFBDjh3kQ44VKMRIAAgcECAjwYdNTrRHiUpPcQIEAgp4AA59zLJ1OJcOLlGI0AAQIXBQT4IuDdPxfhu4W9nwABAjECAhzjfuhUET7E5WECBAiUEBDgEmvyz9FF1mRMAgQI7BYQ4N1U8Q/6m3D8DkxAgACBUQICPEpy0ntEeBK0YwgQIHCzgADfDHzH60X4DlXvJECAwFwBAZ7rPew0ER5G6UUECBAIERDgEPYxh4rwGEdvIUCAQISAAEeoDzxThAdiehUBAgQmCgjwROy7jhLhu2S9lwABAvcJCPB9tlPfLMJTuR1GgACBywICfJkwzwtEOM8uTEKAAIGnBAT4KaFify7CxRZmXAIElhUQ4IarF+GGS3UlAgTaCQhwu5X+70Ii3HSxrkWAQBsBAW6zyi9eRIQbL9fVCBAoLyDA5Vf4+AVEuPmCXY8AgbICAlx2dfsHF+H9Vp4kQIDALAEBniUdfI4IBy/A8QQIEHhJQIAX+iREeKFluyoBAukFBDj9isYOKMJjPb2NAAECZwUE+Kxc4d+JcOHlGZ0AgTYCAtxmlccuIsLHvDxNgACB0QICPFq00PtEuNCyjEqAQDsBAW630mMXEuFjXp4mQIDAKAEBHiVZ+D0iXHh5RidAoKyAAJdd3djBRXisp7cRIEDgKQEBfkpooT8X4YWW7aoECIQLCHD4CnINIMK59mEaAgT6Cghw392evpkIn6bzQwIECOwWEODdVGs9KMJr7dttCRCYLyDA883LnCjCZVZlUAIECgoIcMGlzRxZhGdqO4sAgZUEBHilbZ+8qwifhPMzAgQIPCIgwD6PXQIivIvJQwQIENgtIMC7qTwowr4BAgQIjBMQ4HGWS7xJhJdYs0sSIDBBQIAnIHc7QoS7bdR9CBCIEBDgCPUGZ4pwgyW6AgECoQICHMpf+3ARrr0/0xMgECsgwLH+5U8X4fIrdAECBIIEBDgIvtOxItxpm+5CgMAsAQGeJd38HBFuvmDXI0BguIAADydd94UivO7u3ZwAgeMCAnzczC8eERBhnwcBAgT2CQjwPidPHRAQ4QNYHiVAYFkBAV529fdeXITv9fV2AgTqCwhw/R2mvYEIp12NwQgQSCAgwAmW0HkEEe68XXcjQOCKgABf0fPbXQIivIvJQwQILCYgwIstPOq6Ihwl71wCBLIKCHDWzTScS4QbLtWVCBA4LSDAp+n88IyACJ9R8xsCBDoKCHDHrSa/kwgnX5DxCBCYIiDAU5gd8rKACPsmCBBYXUCAV/8CAu8vwoH4jiZAIFxAgMNXsPYAIrz2/t2ewMoCArzy9pPcXYSTLMIYBAhMFRDgqdwOe5WACPs2CBBYTUCAV9t44vuKcOLlGI0AgeECAjyc1AuvCIjwFT2/JUCgkoAAV9rWIrOK8CKLdk0CiwsI8OIfQNbri3DWzZiLAIFRAgI8StJ7hguI8HBSLyRAIJGAACdahlG+KCDCvgoCBLoKCHDXzTa6lwg3WqarECDwmYAA+xhKCIhwiTUZkgCBAwICfADLo7ECIhzr73QCBMYKCPBYT2+7WUCEbwb2egIEpgkI8DRqB40SEOFRkt5DgECkgABH6jv7tIAIn6bzQwIEkggIcJJFGOO4gAgfN/MLAgTyCAhwnl2Y5ISACJ9A8xMCBFIICHCKNRjiioAIX9HzWwIEogQEOEreuUMFRHgop5cRIDBBQIAnIDtijoAIz3F2CgECYwQEeIyjtyQREOEkizAGAQJPCgjwk0QeqCYgwtU2Zl4CawoI8Jp7b39rEW6/YhckUF5AgMuv0AVeJSDCvg0CBDILCHDm7ZjtsoAIXyb0AgIEbhIQ4JtgvTaPgAjn2YVJCBD4XECAfQ1LCIjwEmt2SQKlBAS41LoMe0VAhK/o+S0BAqMFBHi0qPelFhDh1OsxHIGlBAR4qXW77HMBEfYdECCQQUCAM2zBDNMFRHg6uQMJEHhJQIB9EssKiPCyq3dxAikEBDjFGgwRJSDCUfLOJUBAgH0DywuI8PKfAAACIQICHMLu0GwCIpxtI+Yh0F9AgPvv2A13CojwTiiPESAwRECAhzB6SRcBEe6ySfcgkF9AgPPvyISTBUR4MrjjCCwqIMCLLt61HxcQYV8IAQJ3Cwjw3cLeX1ZAhMuuzuAESggIcIk1GTJKQISj5J1LoL+AAPffsRteFBDhi4B+ToDAgwIC7MMgsENAhHcgeYQAgUMCAnyIy8MrC4jwytt3dwLjBQR4vKk3NhYQ4cbLdTUCkwUEeDK44+oLiHD9HboBgQwCApxhC2YoJyDC5VZmYALpBAQ43UoMVEVAhKtsypwEcgoIcM69mKqIgAgXWZQxCSQUEOCESzFSLQERrrUv0xLIIiDAWTZhjtICIlx6fYYnECIgwCHsDu0oIMIdt+pOBO4TEOD7bL15QQERXnDprkzgpIAAn4TzMwKvEhBh3wYBAnsEBHiPkmcIHBQQ4YNgHiewoIAAL7h0V54jIMJznJ1CoKqAAFfdnLlLCIhwiTUZkkCIgACHsDt0JQERXmnb7kpgv4AA77fyJIHTAiJ8ms4PCbQVEOC2q3WxbAIinG0j5iEQKyDAsf5OX0xAhBdbuOsSeERAgH0eBCYLiPBkcMcRSCogwEkXY6zeAiLce79uR2CPgADvUfIMgRsERPgGVK8kUEhAgAsty6j9BES4307diMBeAQHeK+U5AjcJiPBNsF5LILmAACdfkPHWEBDhNfbslgReFBBg3wOBJAIinGQRxiAwSUCAJ0E7hsAeARHeo+QZAj0EBLjHHt2ikYAIN1qmqxB4RECAfR4EEgqIcMKlGInAYAEBHgzqdQRGCYjwKEnvIZBTQIBz7sVUBD4REGEfAoG+AgLcd7du1kRAhJss0jUIvCQgwD4JAgUERLjAkoxI4KCAAB8E8ziBKAERjpJ3LoF7BAT4HldvJXCLgAjfwuqlBEIEBDiE3aEEzguI8Hk7vySQSUCAM23DLAR2CojwTiiPEUgsIMCJl2M0Ao8JiLDvg0BtAQGuvT/TLy4gwot/AK5fWkCAS6/P8AT8zzp8AwSqCghw1c2Zm8ALAv4m7HMgUE9AgOvtzMQEHhQQYR8GgVoCAlxrX6Yl8KiACPtACNQREOA6uzIpgV0CIryLyUMEwgUEOHwFBiAwXkCEx5t6I4HRAgI8WtT7CCQREOEkizAGgVcICLBPg0BjARFuvFxXKy8gwOVX6AIEHhcQYV8IgZwCApxzL6YiMFRAhIdyehmBIQICPITRSwjkFxDh/Dsy4VoCArzWvt12cQERXvwDcP1UAgKcah2GIXC/gAjfb+wEAnsEBHiPkmcINBMQ4WYLdZ2SAgJccm2GJnBdQISvG3oDgSsCAnxFz28JFBcQ4eILNH5pAQEuvT7DE7guIMLXDb2BwBkBAT6j5jcEmgmIcLOFuk4JAQEusSZDErhfQITvN3YCgRcFBNj3QIDAZwIi7GMgME9AgOdZO4lACQERLrEmQzYQEOAGS3QFAqMFRHi0qPcR+KKAAPsqCBB4UECEfRgE7hUQ4Ht9vZ1AaQERLr0+wycXEODkCzIegWgBEY7egPO7Cghw1826F4GBAiI8ENOrCHwqIMA+BQIEdgmI8C4mDxHYLSDAu6k8SICACPsGCIwTEOBxlt5EYAkBEV5izS45QUCAJyA7gkA3ARHutlH3iRAQ4Ah1ZxJoICDCDZboCqECAhzK73ACtQVEuPb+TB8rIMCx/k4nUF5AhMuv0AWCBAQ4CN6xBDoJiHCnbbrLLAEBniXtHALNBUS4+YJdb7iAAA8n9UIC6wqI8Lq7d/PjAgJ83MwvCBB4RECEfR4E9gkI8D4nTxEgcEBAhA9geXRZAQFedvUuTuBeARG+19fb6wsIcP0dugGBtAIinHY1BksgIMAJlmAEAp0FRLjzdt3tioAAX9HzWwIEdgmI8C4mDy0mIMCLLdx1CUQJiHCUvHOzCghw1s2Yi0BDARFuuFRXOi0gwKfp/JAAgTMCInxGzW86Cghwx626E4HkAiKcfEHGmyIgwFOYHUKAwMsCIuybWF1AgFf/AtyfQKCACAfiOzpcQIDDV2AAAmsLiPDa+1/59gK88vbdnUASARFOsghjTBUQ4KncDiNA4FUCIuzbWE1AgFfbuPsSSCwgwomXY7ThAgI8nNQLCRC4IiDCV/T8tpKAAFfallkJLCIgwossevFrCvDiH4DrE8gqIMJZN2OuUQICPErSewgQGC4gwsNJvTCRgAAnWoZRCBD4ooAI+yq6Cghw1826F4FGAiLcaJmu8pmAAPsYCBAoISDCJdZkyAMCAnwAy6MECMQKiHCsv9PHCgjwWE9vI0DgZgERvhnY66cJCPA0agcRIDBKQIRHSXpPpIAAR+o7mwCB0wIifJrOD5MICHCSRRiDAIHjAiJ83Mwv8ggIcJ5dmIQAgRMCInwCzU9SCAhwijUYggCBKwIifEXPb6MEBDhK3rkECAwVEOGhnF42QUCAJyA7ggCBOQIiPMfZKWMEBHiMo7cQIJBEQISTLMIYTwoI8JNEHiBAoJqACFfb2JrzCvCae3drAu0FRLj9istfUIDLr9AFCBB4lYAI+zYyCwhw5u2YjQCBywIifJnQC24SEOCbYL2WAIE8AiKcZxcm+VxAgH0NBAgsISDCS6y51CUFuNS6DEuAwBUBEb6i57ejBQR4tKj3ESCQWkCEU69nqeEEeKl1uywBAs8FRNh3kEFAgDNswQwECEwXEOHp5A58SUCAfRIECCwrIMLLrj7FxQU4xRoMQYBAlIAIR8k7V4B9AwQILC8gwst/AiEAAhzC7lACBLIJiHC2jfSfR4D779gNCRDYKSDCO6E8NkRAgIcwegkBAl0ERLjLJvPfQ4Dz78iEBAhMFhDhyeCLHifAiy7etQkQeFxAhH0hdwsI8N3C3k+AQFkBES67uhKDC3CJNRmSAIEoARGOku9/rgD337EbEiBwUUCELwL6+YMCAuzDIECAwA4BEd6B5JFDAgJ8iMvDBAisLCDCK29//N0FeLypNxIg0FhAhBsvd/LVBHgyuOMIEKgvIML1d5jhBgKcYQtmIECgnIAIl1tZuoEFON1KDESAQBUBEa6yqZxzCnDOvZiKAIEiAiJcZFEJxxTghEsxEgECtQREuNa+skwrwFk2YQ4CBEoLiHDp9YUML8Ah7A4lQKCjgAh33Op9dxLg+2y9mQCBBQVEeMGln7yyAJ+E8zMCBAi8SkCEfRt7BAR4j5JnCBAgcFBAhA+CLfi4AC+4dFcmQGCOgAjPca56igBX3Zy5CRAoISDCJdYUMqQAh7A7lACBlQREeKVt77+rAO+38iQBAgROC4jwabq2PxTgtqt1MQIEsgmIcLaNxM4jwLH+TidAYDEBEV5s4Y9cV4B9CwQIEJgsIMKTwZMeJ8BJF2MsAgR6C4hw7/3uuZ0A71HyDAECBG4QEOEbUAu9UoALLcuoBAj0ExDhfjvdeyMB3ivlOQIECNwkIMI3wSZ/rQAnX5DxCBBYQ0CE19jzi7cU4PV27sYECCQVEOGki7lpLAG+CdZrCRAgcEZAhM+o1fyNANfcm6kJEGgsIMKNl/vC1QR4jT27JQECxQREuNjCTowrwCfQ/IQAAQIzBER4hnLcGQIcZ+9kAgQIPCkgwk8SlX1AgMuuzuAECKwiIMI9Ny3APffqVgQINBMQ4WYL3bZNgPvt1I0IEGgqIMK9FivAvfbpNgQINBcQ4T4LFuA+u3QTAgQWERDhHosW4B57dAsCBBYTEOH6Cxfg+jt0AwIEFhUQ4dqLF+Da+zM9AQKLC4hw3Q9AgOvuzuQECBD4RECEa34IAlxzb6YmQIDA/wmIcL0PQoDr7czEBAgQeFBAhGt9GAJca1+mJUCAwKMCIlznAxHgOrsyKQECBHYJPBHhv7y3ffS9bfvB33e9zEO3CQjwbbReTIAAgTiBxyP88S/e277/q7jpnPxcQIB9BwQIEGgq8KoIf7wJcIaVC3CGLZiBAAECNwk8EOF3/7l99EP/BH0T+IHXCvABLI8SIECgpsDvvv769qWfPp/9/e0/v9m2H/2r5j16TS3AvfbpNgQIECBQRECAiyzKmAQIECDQS0CAe+3TbQgQIECgiIAAF1mUMQkQIECgl4AA99qn2xAgQIBAEQEBLrIoYxIgQIBALwEB7rVPtyFAgACBIgICXGRRxiRAgACBXgIC3GufbkOAAAECRQQEuMiijEmAAAECvQQEuNc+3YYAAQIEiggIcJFFGZMAAQIEegkIcK99ug0BAgQIFBEQ4CKLMiYBAgQI9BIQ4F77dBsCBAgQKCIgwEUWZUwCBAgQ6CUgwL326TYECBAgUERAgIssypgECBAg0EtAgHvt020IECBAoIiAABdZlDEJECBAoJeAAPfap9sQIECAQBEBAS6yKGMSIECAQC8BAe61T7chQIAAgSICAlxkUcYkQIAAgV4CAtxrn25DgAABAkUEBLjIooxJgAABAr0EBLjXPt2GAAECBIoICHCRRRmTAAECBHoJCHCvfboNAQIECBQREOAiizImAQIECPQSEOBe+3QbAgQIECgiIMBFFmVMAgQIEOglIMC99uk2BAgQIFBEQICLLMqYBAgQINBLQIB77dNtCBAgQKCIgAAXWZQxCRAgQKCXgAD32qfbECBAgEARgf8CSlDk4bUFFwMAAAAASUVORK5CYII=Edit 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.40140,-1401,0,0,0,0,0,0,01,1,1,1,1,1,1,10,0,0,0,0,0,0,10,0,0,0,0,0,0,11,1,1,1,1,1,1,11,0,0,0,0,0,0,01,0,0,0,0,0,0,01,1,1,1,1,1,1,1