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BKTh8dvET4AbowA3PwEOfgIc8ASk4fHbxE+AG6MANz8BDn4CHPAEpOHx28RPgBujADc/AQ5+AhzwBKTh8dvET4AbowA3PwEOfgIc8ASk4fHbxE+AG6MANz8BDn4CHPAEpOHx28RPgBujADc/AQ5+AhzwBKTh8dvET4AbowA3PwEOfgIc8ASk4fHbxE+AG6MANz8BDn4CHPAEpOHx28RPgBujADc/AQ5+AhzwBKTh8dvET4AbowA3PwEOfgIc8ASk4fHbxE+AG6MANz8BDn4/3Rg/Hsa4+fruvVvhmpMdvfPDy3fHyz95dPHRyV4kXPzrkwvPxy8ItKNX77/XX91b8vfj6vd32ed79fLNYYy3n1+OL9skzve0AIfZHwM8xrj14umzm+Gakx39+psH744Dfv7dsyU/YDxfG/1e/D67fL/k+++XGwe/H+EteP/hg7djjDe3BXhaUYCn6cbYw1fQr+/eCz/haY/eefVyeL554z34/eX5X+d/wBOf/O3J4+Er6IbsK+jmJ8DBT4AD3hhjDwHxB8L8jI/zFeDmt/L77/iTCfD8fI8nBTj4CXDAE+CGtxM/AZ4f8+p/oArw/GyvTgpwMBTggLeTgKy8gaz+AW0D/mP/fghwm68NOPoJcAPcQ0AEeH7GAjxvdzy5+u+HALf5CnD0E+AGuPoHjOfr8/UV9Lzh6u8/AZ6fra+gu53/Czoarv4B4/nagG3A3W/lb2AEuM3XBhz9bMANUOD++H424PkZr/77IcDzs7UBdzsbcDRc/QPG87UB24C7nw24Ga5+2v8FHSZkAw54O/ifTAS4z9cGPG+4+vvPBjw/Wxtwt7MBR8PVP2A8XxuwDbj72YCb4eqnbcBhQjbggGcDbng78bMBz4959T8AbcDzs7UBdzsbcDRc/QPG87UB24C7nw24Ga5+2gYcJmQDDng72eBW/gDcwx8INuD535HV52sDnp+tDbjb2YCj4eofMJ6vDdgG3P1W/gNQgNt8j6dtwMHQBhzwbMANbyd+NuD5Ma/+B6AAz8/WBtztbMDRcPUPGM/XBmwD7n424Ga4+mkbcJiQDTjg7WSDW/kDcA9/INiA539HVp+vDXh+tjbgbmcDjoarf8B4vjZgG3D3W/kPQAFu8/VvwNHPBtwABe6P72cDnp/x6r8fAjw/Wxtwt7MBR8PVP2A8XxuwDbj72YCb4eqn/RtwmJANOOD5N+CGtxM/G/D8mFf/A9AGPD9bG3C3swFHw9U/YDxfG7ANuPvZgJvh6qdtwGFCNuCAt5MNbuUPwD38gWADnv8dWX2+NuD52dqAu50NOBqu/gHj+dqAbcDdb+U/AAW4zfd42gYcDG3AAc8G3PB24mcDnh/z6n8ACvD8bG3A3c4GHA1X/4DxfG3ANuDuZwNuhquftgGHCdmAA95ONriVPwD38AeCDXj+d2T1+dqA52drA+52NuBouPoHjOdrA7YBd7+V/wAU4DZf/wYc/WzADVDg/vh+NuD5Ga/++yHA87O1AXc7G3A0XP0DxvO1AduAu58NuBmuftq/AYcJ2YADnn8Dbng78bMBz4959T8AbcDzs7UBdzsbcDRc/QPG87UB24C7nw24Ga5+2gYcJmQDDng72eBW/gDcwx8INuD535HV52sDnp+tDbjb2YCj4eofMJ6vDdgG3P1W/gNQgNt8j6dtwMHQBhzwbMANbyd+NuD5Ma/+B6AAz8/WBtztbMDRcPUPGM/XBmwD7n424Ga4+mkbcJiQDTjg7WSDW/kDcA9/INiA539HVp+vDXh+tjbgbnfcgH88jHHz9d17tza4bvMr7vzw8t3x0tdf3fto88s3uNDzNcS9+H3y6GLJ99+vTy78foS34J1XL98cxnj7+eX4Mlxz1kdtwGH8xwCPMW69ePrsZrjmZEe//ubBu+OAn3/3bMkPQM/XRn/l99nl+yXn+8uNw4f33+rP5/dj7n14/+GDt2OMN7cFeA7Q/4Q17fbhoK+gm9/qX7Ht4flW/4r3T4++bW+SE57+7cnj8f2nS/7t/OGnXv395yvo/ua0AQdDAQ54O/iAWf0DcA//k5MAz/+OrP7+E+D52fo34G5nA46Gq3/A7OH5bMDzb0Ib8Lzd1cn7Dx88vn05LvpN53mDDTjM3QYc8GzADe93PwGeZxTgeTsB7nbHGwQ4OApwwBPghifA2U+AM+GwATdDAQ5+AhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIADoAAHPAFueAKc/QQ4EwpwJBTgACjAAU+AG54AZz8BzoQCHAkFOAAKcMAT4IYnwNlPgDOhAEdCAQ6AAhzwBLjhCXD2E+BMKMCRUIAD4E83xo+HMW6+vnvvVrjmZEfv/PDy3fHy11/d++hkLxIu9nwB7xjg3+f7yaOLJef765OLD++/1Z/P78fc+/DOq5dvDmO8/fxyfDl3g1MCHN4DxwCPMW69ePrsZrjmZEe//ubBu+OAP7t8v+QH9C83Dh+e7/l3z5Z8viu/1Z/PfOd+hfYy31Xff/cfPng7xnhzW4Dn3oBjDAGephtjD19B/+X5X8NPeNqjvgJsvndevRzmO2949Ht99978BSc+ufrzHX/8+w8fPL59OS5OTPGHvV6Aw2gFOOCNMQS4+Qlw9xPgZijAzU+Ag58ABzwBbng7+Z+wvv90yX+d+WC/+oa5+vPZgPOvsK+gC6EAFz0bcNP7/4D4CnpecfXArf58Ajz/3rs6aQMOhgIc8GzADc8GvImfr6Abo6+gm58ABz8BDngC3PAEeBM/AW6MAtz8BDj4CXDAE+CGJ8Cb+AlwYxTg5ifAwU+AA54ANzwB3sRPgBujADc/AQ5+AhzwBLjhCfAmfgLcGAW4+Qlw8BPggCfADU+AN/ET4MYowM1PgIOfAAc8AW54AryJnwA3RgFufgIc/AQ44AlwwxPgTfwEuDEKcPMT4OAnwAFPgBueAG/iJ8CNUYCbnwAHPwEOeALc8AR4Ez8BbowC3PwEOPgJcMAT4IYnwJv4CXBjFODmJ8DBT4ADngA3PAHexE+AG6MANz8BDn4CHPAEuOEJ8CZ+AtwYBbj5CXDwE+CAJ8ANT4A38RPgxijAzU+Ag58ABzwBbngCvImfADdGAW5+Ahz8BDjgCXDDE+BN/AS4MQpw8xPg4CfAAU+AG54Ab+InwI1RgJufAAc/AQ54AtzwBHgTPwFujALc/AQ4+AlwwBPghifAm/gJcGMU4OYnwMFPgAOeADc8Ad7ET4AbowA3PwEOfgIc8AS44QnwJn4C3BgFuPkJcPAT4IAnwA1PgDfxE+DGKMDNT4CDnwAHPAFueAK8iZ8AN0YBbn4CHPwEOOAJcMMT4E38BLgxCnDzE+DgJ8ABT4AbngBv4ifAjVGAm58ABz8BDngC3PAEeBM/AW6MAtz8BDj4CXDAE+CGJ8Cb+AlwYxTg5ifAwU+AA54ANzwB3sRPgBujADc/AQ5+AhzwBLjhCfAmfgLcGAW4+Qlw8BPggCfADU+AN/ET4MYowM1PgIOfAAc8AW54AryJnwA3RgFufgIc/AQ44AlwwxPgTfwEuDEKcPMT4OAnwAFPgBueAG/iJ8CNUYCbnwAHPwEOeALc8AR4Ez8BbowC3PwEOPj9dGP8eBjj5uu7926Fa0529M4PL98dL//k0cVHJ3uRcPGvTy4+PN/rr+4t+XxXfqs/n/nOvQn3Mt9l33+vXr45jPH288vx5dwEnBLg8B44BniMcevF02c3wzUnO/r1Nw/eHQf82eX7JQP3y42D5wvT34vf8++eLfn+u/r98Hxzb8L7Dx+8HWO8uS3Ac4BjDAGephvDV9AB7/evoP/06Nt2yQlP//bk8fB888BHv+8/XfJv0w8/1J1XL4evoOfnezzpK+jmJ8DBT4ADngA3vJ34CfD8mFf/A0GA52d7dVKAg6EAB7ydBMQGPD9jG/C83R42dAFu8z2eFuBgKMABT4Ab3k78bMDzY7YBz9vt5aQAh0kJcMDbSUBswPMztgHP29mAm91eTgtwmJQABzwBbng78bMBz4/ZBjxvt5eTAhwmJcABbycBsQHPz9gGPG9nA252ezktwGFSAhzwBLjh7cTPBjw/ZhvwvN1eTgpwmJQAB7ydBMQGPD9jG/C8nQ242e3ltACHSQlwwBPghrcTPxvw/JhtwPN2ezkpwGFSAhzwdhIQG/D8jG3A83Y24Ga3l9MCHCYlwAFPgBveTvxswPNjtgHP2+3lpACHSQlwwNtJQGzA8zO2Ac/b2YCb3V5OC3CYlAAHPAFueDvxswHPj9kGPG+3l5MCHCYlwAFvJwGxAc/P2AY8b2cDbnZ7OS3AYVICHPAEuOHtxM8GPD9mG/C83V5OCnCYlAAHvJ0ExAY8P2Mb8LydDbjZ7eW0AIdJCXDAE+CGtxM/G/D8mG3A83Z7OSnAYVICHPB2EhAb8PyMbcDzdjbgZreX0wIcJiXAAU+AG95O/GzA82O2Ac/b7eWkAIdJCXDA20lAbMDzM7YBz9vZgJvdXk4LcJiUAAc8AW54O/GzAc+P2QY8b7eXkwIcJiXAAW8nAbEBz8/YBjxvZwNudns5LcBhUgIc8AS44e3EzwY8P2Yb8LzdXk4KcJiUAAe8nQTEBjw/YxvwvJ0NuNnt5bQAh0kJcMAT4Ia3Ez8b8PyYbcDzdns5KcBhUgIc8HYSEBvw/IxtwPN2NuBmt5fTAhwmJcABT4Ab3k78bMDzY7YBz9vt5aQAh0kJcMDbSUBswPMztgHP29mAm91eTgtwmJQABzwBbng78bMBz4/ZBjxvt5eTAhwmJcABbycBsQHPz9gGPG9nA252ezktwGFSAhzwBLjh7cTPBjw/ZhvwvN1eTgpwmJQAB7ydBMQGPD9jG/C8nQ242e3ltACHSQlwwBPghrcTPxvw/JhtwPN2ezkpwGFSAhzwdhIQG/D8jG3A83Y24Ga3l9MCHCYlwAFPgBveTvxswPNjtgHP2+3lpACHSQlwwNtJQGzA8zO2Ac/b2YCb3V5OC3CYlAAHPAFueDvxswHPj9kGPG+3l5MCHCb1043x42GMm6/v3rsVrjnZ0Ts/vHx3vPyTRxcfnexFwsW/PrnwfGfg9/qre0u+/65+Pzzf3JvwzquXbw5jvP38cnw5d4NTAhzeA8cAjzFuvXj67Ga45mRHv/7mwbvjgD+7fL/kB+AvNw4fnu/5d8+WfL4rP8839xblN+d2dWr139+fPz68HWO8uS3A04MW4Gm6MXwFHfB+/wrVV5Tzhqt/Ren55md79W/Af3n+13bJiU///PHh8e3LcXHil/nDXi/AYbQCHPAEuOGNMQSuEe7BT4DbjFc/LcBhQgIc8AS44QnwWfgJcB7z0hcIcBiPAAc8AW54AnwWfgKcx7z0BQIcxiPAAU+AG54An4WfAOcxL32BAIfxCHDAE+CGJ8Bn4SfAecxLXyDAYTwCHPAEuOEJ8Fn4CXAe89IXCHAYjwAHPAFueAJ8Fn4CnMe89AUCHMYjwAFPgBueAJ+FnwDnMS99gQCH8QhwwBPghifAZ+EnwHnMS18gwGE8AhzwBLjhCfBZ+AlwHvPSFwhwGI8ABzwBbngCfBZ+ApzHvPQFAhzGI8ABT4AbngCfhZ8A5zEvfYEAh/EIcMAT4IYnwGfhJ8B5zEtfIMBhPAIc8AS44QnwWfgJcB7z0hcIcBiPAAc8AW54AnwWfgKcx7z0BQIcxiPAAU+AG54An4WfAOcxL32BAIfxCHDAE+CGJ8Bn4SfAecxLXyDAYTwCHPAEuOEJ8Fn4CXAe89IXCHAYjwAHPAFueAJ8Fn4CnMe89AUCHMYjwAFPgBueAJ+FnwDnMS99gQCH8QhwwBPghifAZ+EnwHnMS18gwGE8AhzwBLjhCfBZ+AlwHvPSFwhwGI8ABzwBbngCfBZ+ApzHvPQFAhzGI8ABT4AbngCfhZ8A5zEvfYEAh/EIcMAT4IYnwGfhJ8B5zEtfIMBhPAIc8AS44QnwWfgJcB7z0hcIcBiPAAc8AW54AnwWfgKcx7z0BQIcxiPAAU+AG54An4WfAOcxL32BAIfxCHDAE+CGJ8Bn4SfAecxLXyDAYTwCHPAEuOEJ8Fn4CXAe89IXCHAYjwAHPAFueAJ8Fn4CnMe89AUCHMYjwAFPgBueAJ+FnwDnMS99gQCH8QhwwBPghifAZ+EnwHnMS18gwGE8AhzwBLjhCfBZ+AlwHvPSFwhwGI8ABzwBbngCfBZ+ApzHvPQFAhzGI8ABT4AbngCfhZ8A5zEvfYEAh/EIcMAT4IYnwGfhJ8B5zEtfIMBhPD/dGD8exrj5+u69W+Gakx2988PLd8fLP3l08dHJXiRc/OuTiw/P9/qre0s+35Wf55sbMr85t6tTy//+/vvFm8MYbz+/HF+2n/R8TwtwmP0xwGOMWy+ePrsZrjnZ0a+/efDuOODPLt8vGbhfbhw8X5g+v4A3xuDX/H7++PB2jPHmtgBPQwrwNN0YvoIOeL9/Bf2nR9+2S054+rcnj4fnmwfmN293PLm63/EZf/748Pj25bhoP+n5nhbgMHsBDng7+IBZ/QPQ83n/NYF+WoCboQAHPwEOeALc8PjxywL9AgFuhgIc/AQ44AlIw+PHLwv0CwS4GQpw8BPggCcgDY8fvyzQLxDgZijAwU+AA56ANDx+/LJAv0CAm6EABz8BDngC0vD48csC/QIBboYCHPwEOOAJSMPjxy8L9AsEuBkKcPAT4IAnIA2PH78s0C8Q4GYowMFPgAOegDQ8fvyyQL9AgJuhAAc/AQ54AtLw+PHLAv0CAW6GAhz8BDjgCUjD48cvC/QLBLgZCnDwE+CAJyANjx+/LNAvEOBmKMDBT4ADnoA0PH78skC/QICboQAHPwEOeALS8PjxywL9AgFuhgIc/AQ44AlIw+PHLwv0CwS4GQpw8BPggCcgDY8fvyzQLxDgZijAwU+AA56ANDx+/LJAv0CAm6EABz8BDngC0vD48csC/QIBboYCHPwEOOAJSMPjxy8L9AsEuBkKcPAT4IAnIA2PH78s0C8Q4GYowMFPgAOegDQ8fvyyQL9AgJuhAAc/AQ54AtLw+PHLAv0CAW6GAhz8BDjgCUjD48cvC/QLBLgZCnDwE+CAJyANjx+/LNAvEOBmKMDBT4ADnoA0PH78skC/QICboQAHPwEOeALS8PjxywL9AgFuhgIc/AQ44AlIw+PHLwv0CwS4GQpw8BPggCcgDY8fvyzQLxDgZijAwU+AA56ANDx+/LJAv0CAm6EABz8BDngC0vD48csC/QIBboYCHPwEOOAJSMPjxy8L9AsEuBkKcPAT4IAnIA2PH78s0C8Q4GYowMFPgAOegDQ8fvyyQL9AgJuhAAc/AQ54AtLw+PHLAv0CAW6GAhz8BDjgCUjD48cvC/QLBLgZCnDwE+CAJyANjx+/LNAvEOBmKMDBT4ADnoA0PH78skC/QICboQAHv5/+efzHYYwv/uu7Z/8SrjnZ0fsPH7w9Xv7F/7y/ebIXCRf//PHB8/ELAu2o91/z++XG4b/HGD9/8ffxb+2m8z0twGH2xw348H78+f1h/C1cc8qj//r75f95yhcJd3u+gDfG4MevCZTT78efx2H87fbluCjXnPNZAT7n6fvZCRAgQODaBAT42ui9MAECBAics4AAn/P0/ewECBAgcG0CAnxt9F6YAAECBM5ZQIDPefp+dgIECBC4NgEBvjZ6L0yAAAEC5ywgwOc8fT87AQIECFybgABfG70XJkCAAGYY71AAAACYSURBVIFzFhDgc56+n50AAQIErk1AgK+N3gsTIECAwDkLCPA5T9/PToAAAQLXJiDA10bvhQkQIEDgnAUE+Jyn72cnQIAAgWsTEOBro/fCBAgQIHDOAgJ8ztP3sxMgQIDAtQkI8LXRe2ECBAgQOGcBAT7n6fvZCRAgQODaBAT42ui9MAECBAics4AAn/P0/ewECBAgcG0C/wcWZap2/VmM1wAAAABJRU5ErkJggg==Updated by Matthew Van Dyke and Tayler Holecomb on 09/23/2019
U2L4p1 Robot in a Maze
Unit 2 Lab 4: Dealing with Complexity > Robot in a Mazenesting one repeat block inside another makes the code more concise and, most programmers would agree, more elegant:3.0 Share your drawing with other students, and discuss how you made it.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.Take It Further
1.0 Create your own maze and a robot escape code for that maze.
1.1 Analyze the Draw Your Maze code in the Board sprite (shown below).
1.2 Experiment. If you change some of the zeros to ones, you can create a path for the robot to travel.
The board matrix variable contains a list of lists. Each separate list of zeros and ones will correspond to a row of squares in the maze.
1.3 Edit the board matrix to make a maze you like, then write the Escape Your Maze code for the robot.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 direction013510-109023224LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.Hello!121datamapmany1data lists11110i121cont3catchtagcontcatchtagSpriteSprite40140,-1400,1,0,0,0,0,0,00,1,1,1,1,1,0,00,0,0,0,0,1,0,00,0,0,0,1,1,0,00,1,0,0,1,0,0,00,1,1,1,1,0,0,00,1,0,0,0,0,0,10,1,1,1,1,1,1,1