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wFvQgiMBFtB6hhAQ/DwBbzTXn+fHCdj3uzUDARYsCbCARoA9NPzwyybgT8QJ2DfkBCwaEmAR7uYwTiD4eQLeaK4/z48TsO/HCdgwJMAGXkTwAoifJ+CN5vrz/Aiw70eADUMCbOARYA8PP/xsAX8C3oL2DXkLWjQkwCIcb0F7cPjhl0XAn4QA+4YEWDQkwCIcAfHg8MMvi4A/CQH2DQmwaEiARTgC4sHhh18WAX8SAuwbEmDRkACLcATEg8MPvywC/iQE2DckwKLhoABXEQsznVgUp8w6jN+E5XHyLVn8PAFvdOnXX/fRrQ1wSa9/nv7GjuYXcQjeBFhA6xlS+gsM62N/PQFvdOnXHwH29rd3NAEWLAmwgEaAPTT88Msm4E/ECdg35C1o0ZAAi3A3h5X+X/isj/31BLzRpV9/nIC9/eUEbPoNCnDUsRLx1v82/Z+6ij+sIrb3LqSOuHx+z96+f7dZC73v7PJl1qfr46fbdUfi5/ntPrO8ElXsWhOSYr4D4z26jR3NW9CC94UtcaKaiv3CUIYggAACYydQ3YiTM1fj8bF7YCN+QARYAF6djlcjYocwlCEIIIDAOApcmu3EznF8YKN8TARY0CXAAhpDEEBgnAUIsLC7BFhAuzAdJ6rgLWiBjiEIIDCGAnXEybkOb0E33VoC3FQsIi5Ox+E6YqFvaB0rM52674sJwtRZhqxurQZ+yWn2Sl3El7CGre+5o0tFrO+Rg/MD/Vhf2uWJX5rTsFuV7rfvyfl1X8KqIxbnOmteEz2GiRhNgIVtHhTgmSu1MNNohrz+1cX41ZH+/z4ofX2nji6NBkOYtfQfA2F9wqb2DMHP8+uO5ldR+obdGQiw4EiABbSeIYP+A4EAp5sSkHSrQbfEz/MjwL7frRkIsGBJgAU0AuyhcYLDL5uAPxEnYN+QE7BoSIBFuJvDOAF7fpzg8PME/NEE2DckwKLhoN+EVfpnrKWvj7eg0y9GApxuxVvQntWw0QQ4jytvQQuOBFhA4y1oD423oPHLJuBPRIB9Q07AoiEBFuF4C9qDuzmaE7DHiJ/n1x1NgH1DAiwaEmARjgB7cAQYvywC/iQE2DckwKIhARbhCLAHR4DxyyLgT0KAfUMCLBoSYBGOAHtwBBi/LAL+JATYNyTAoiEBFuEIsAdHgPHLIuBPQoB9QwIsGhJgEY4Ae3AEGL8sAv4kBNg3JMCiIQEW4QiwB0eA8csi4E9CgH1DAiwaEmARjgB7cAQYvywC/iQE2DckwKIhARbhCLAHR4DxyyLgT0KAfUMCLBoSYBGOAHtwBBi/LAL+JATYNyTAoiEBFuEIsAdHgPHLIuBPQoB9QwIsGhJgEY4Ae3AEGL8sAv4kBNg3JMCiIQEW4QiwB0eA8csi4E9CgH1DAiwaEmARjgB7cAQYvywC/iQE2DckwKIhARbhCLAHR4DxyyLgT0KAfUMCLBoSYBGOAHtwBBi/LAL+JATYNyTAoiEBFuEIsAdHgPHLIuBPQoB9QwIsGhJgEY4Ae3AEGL8sAv4kBNg3JMCiIQEW4QiwB0eA8csi4E9CgH1DAiwaEmARjgB7cAQYvywC/iQE2DckwKIhARbhCLAHR4DxyyLgT0KAfUMCLBoSYBGOAHtwBBi/LAL+JATYNyTAoiEBFuEIsAdHgPHLIuBPQoB9QwIsGhJgEY4Ae3AEGL8sAv4kBNg3JMCiIQEW4QiwB0eA8csi4E+yNsBVxMJMJxb9mSdrhmqyHm6eR0uAPcfXv7oYvzqy0DfJqaNL3qQZR+8+uxzd//X+w/rSgfFLtxp0y9L9umsmwN4e3xpNgAVHAiyg9QwhwJ5f6S/QrG+895cAe/vbO5oAC5YEWEAjwB5az2gC51Hi5/kRYN+PE7BhOCjAUcfK7x5a2GVMm23oa0cWLlcR23snrCMu3/PUQt+/y3aHDScatr7ze/YWsb77zi4P9GN9aRuNX5rTsFuV7rf7zPJKVNH3WsdnwNqecwIW3C5siRPVVOwXhjIEAQQQGDuB6kacnLkaj4/dAxvxAyLAAvDqdLwaETuEoQxBAAEExlHg0mwndo7jAxvlYyLAgi4BFtAYggAC4yxAgIXdJcAC2oXpOFEFb0ELdAxBAIExFKgjTs51eAu66dYS4KZiEXFxOg7XEf0/yFrHyqljS0V8CeuRg/MDv0Q0e6Uu4ktOq1urVq7vuaNLRfgN21/Wl/Zkxi/Nadit9j05v+5LWHXE4lxnzWuidzcTMZoAC9s8KMCl/6KGmSu18EhHM2TQzwGXvr7S95f1pV+r/BhSutXQCB+c7/t/EWDNlAALbgRYQOsZQoA9PwKCnyfgj+Z3QfuG3RkIsOBIgAU0Auyh9YwmwB4lfp5fdzQB9g0JsGhIgEW4m8M4AXt+BAQ/T8AfTYB9QwIsGg76TVilfwZX+mespa+v9P1lfelPZv4DJt1q2C0JsG9IgEVDAizCcQL24G6OJiAeI36eH29B+363ZuAzYMGSAAtoPUN4C9rzIyD4eQL+aE7AviEnYNGQAItwnIA9OE7A+GUR8CchwL4hARYNCbAIR4A9OAKMXxYBfxIC7BsSYNGQAItwBNiDI8D4ZRHwJyHAviEBFg0JsAhHgD04AoxfFgF/EgLsGxJg0ZAAi3AE2IMjwPhlEfAnIcC+IQEWDQmwCEeAPTgCjF8WAX8SAuwbEmDRkACLcATYgyPA+GUR8CchwL4hARYNCbAIR4A9OAKMXxYBfxIC7BsSYNGQAItwBNiDI8D4ZRHwJyHAviEBFg0JsAhHgD04AoxfFgF/EgLsGxJg0ZAAi3AE2IMjwPhlEfAnIcC+IQEWDQmwCEeAPTgCjF8WAX8SAuwbEmDRkACLcATYgyPA+GUR8CchwL4hARYNCbAIR4A9OAKMXxYBfxIC7BsSYNGQAItwBNiDI8D4ZRHwJyHAviEBFg0JsAhHgD04AoxfFgF/EgLsGxJg0ZAAi3AE2IMjwPhlEfAnIcC+IQEWDQmwCEeAPTgCjF8WAX8SAuwbEmDRkACLcATYgyPA+GUR8CchwL4hARYNCbAIR4A9OAKMXxYBfxIC7BsSYNGQAItwBNiDI8D4ZRHwJyHAviEBFg0JsAhHgD04AoxfFgF/EgLsGxJg0ZAAi3AE2IMjwPhlEfAnIcC+IQEWDQmwCEeAPTgCjF8WAX+StQGuIhZmOrHozzxZM1ST9XDzPFoC7Dm+/tXF+NWRhb5JZq7U3qQZRw9a36mjSxnvwZtq99nl6P6v9x/Wl26KX7rVsFsSYN+QE7BoSIBFOE7AHhwnYPyyCPiTEGDfkACLhgRYhCPAHhwBxi+LgD8JAfYNCbBoOCjAUcfKyw/t3SVOmXXYfWeXL1cR23snrSMu3/PUQt+/y3qnDSZ77chCK9d3fs/eIvyG7S/rS7sI8UtzGnar3WeWV6KKvtc6PgPWTPkMWHC7sCVOVFOxXxjKEAQQQGDsBKobcXLmajw+dg9sxA+IAAvAq9PxakTsEIYyBAEEEBhHgUuzndg5jg9slI+JAAu6BFhAYwgCCIyzAAEWdpcAC2gXpuNEFbwFLdAxBAEExlCgjjg51+Et6KZbS4CbikXExek4XEf0/yBrHSunji0V8SWsRw7OD/yS03NHl4r4EtGw9c1eqYtY3+rWaqBf6esrfX9ZX9qLTenP331Pzq/7ElYdsTjXWfOamPZwJ/pWBFjY/kEB5hchpEMO+kUIpf8ijtLXx/XnXX/4pft1b8mvomzmNezWBFhwJMACWs8QAuz58Zu6PD9+E5bnR4B9v1szEGDBkgALaATYQ+sZTYA9SgLs+RFg348AG4YE2MCLeOv3GK/9Xcalv8Vb+vp4CzX9miTA6VbDbslb0L5hdwZOwIJjG38VZekv0KUHrvT1lb6/rC/9hab0/0DgBJy+l3e6JQG+k9CA/z8BFtB4C9pD4y3obH6lB6709RHgbJciJ2CFkgArarfH8Ba058dnwJ5f6YErfX0E2Lv+ekdzAhYsCbCAxgnYQ+MEnM2v9MCVvj4CnO1S5ASsUBJgRY0TsKd2ezQnYE+y9MCVvj4C7F1/nIBNPwLsAfIWtOdHgD2/0gNX+voIsHf9EWDTjwB7gATY8yPAnl/pgSt9fQTYu/4IsOlHgD1AAuz5EWDPr/TAlb4+AuxdfwTY9CPAHiAB9vwIsOdXeuBKXx8B9q4/Amz6EWAPkAB7fgTY8ys9cKWvjwB71x8BNv0IsAdIgD0/Auz5lR640tdHgL3rjwCbfgTYAyTAnh8B9vxKD1zp6yPA3vVHgE0/AuwBEmDPjwB7fqUHrvT1EWDv+iPAph8B9gAJsOdHgD2/0gNX+voIsHf9EWDTjwB7gATY8yPAnl/pgSt9fQTYu/4IsOlHgD1AAuz5EWDPr/TAlb4+AuxdfwTY9CPAHiAB9vwIsOdXeuBKXx8B9q4/Amz6EWAPkAB7fgTY8ys9cKWvjwB71x8BNv0IsAdIgD0/Auz5lR640tdHgL3rjwCbfgTYAyTAnh8B9vxKD1zp6yPA3vVHgE0/AuwBEmDPjwB7fqUHrvT1EWDv+iPAph8B9gAJsOdHgD2/0gNX+voIsHf9EWDTjwB7gATY8yPAnl/pgSt9fQTYu/4IsOlHgD1AAuz5EWDPr/TAlb4+AuxdfwTY9CPAHiAB9vwIsOdXeuBKXx8B9q4/Amz6EWAPkAB7fgTY8ys9cKWvjwB71x8BNv0IsAdIgD0/Auz5lR640tc3KMBVxMJMJxa9nZm80dXkPWT/ERNgz5AAe34E2PMrPXClr48Ae9cfJ2DTjwB7gATY8yPAnl/pgSt9fQTYu/4IsOlHgD1AAuz5EWDPr/TAlb4+AuxdfwTY9BsU4Khj5eWH9u4yp84y/L6zy5eriO29k9URl8/v2dv377LcmTDJsPXd89RCEet77cjCQL/S11f6/rK+tCdL6c/f3WeWV6KKvtc6PgNO29u1t+IzYMHtwpY4UU3FfmEoQxBAAIGxE6huxMmZq/H42D2wET8gAiwAr07HqxGxQxjKEAQQQGAcBS7NdmLnOD6wUT4mAizoEmABjSEIIDDOAgRY2F0CLKBdmI4TVfAWtEDHEAQQGEOBOuLkXIe3oJtuLQFuKhYRF6fjcB2x0De0jpVTx5aK+BLWIwfnB36J6LmjS0V8yamt65u9Uhfht7q1Gri/pa+P6y/txab058e+J+fXfQmrjlic66x5TUx7uBN9KwIsbP+gAJ86uiTMNJohpf8YQxvXN3OlHs1mCbMO+jGk0tfH8yN9o0t/fnQfyb6D82vOHwQ4fYdv35IAC2oEWEDrGVL6Cww/p+ztLz+n7PmV/vwgwN7+9o4mwIIlARbQCLCH1jOaE7BHWXrgSl8fAfauPwJs+hFgD7D0FxhOwN7+cgL2/Ep/fhBgb38JsOnHr6L0AEt/gSHA3v4SYM+v9OcHAfb2lwCbfgTYAyz9BYYAe/tLgD2/0p8fBNjbXwJs+hFgD7D0FxgC7O0vAfb8Sn9+EGBvfwmw6UeAPcDSX2AIsLe/BNjzK/35QYC9/SXAph8B9gBLf4EhwN7+EmDPr/TnBwH29pcAm34E2AMs/QWGAHv7S4A9v9KfHwTY218CbPoRYA+w9BcYAuztLwH2/Ep/fhBgb38JsOlHgD3A0l9gCLC3vwTY8yv9+UGAvf0lwKYfAfYAS3+BIcDe/hJgz6/05wcB9vaXAJt+BNgDLP0FhgB7+0uAPb/Snx8E2NtfAmz6EWAPsPQXmFEE+P/934j/tBzx645n1x197Yfn4trz5/om2nao/69jNr2XN65GvPLziHe9O+KzT0Tc+76mM9y+PQHW7bojS39+EGBvfwmw6UeAPcDSX2ByB7gb3y/8s4hXL3puGzX6rrsinv6OHmEC7O1U6c8PAuztLwE2/QiwB1j6C0zuAP+Hfx9x8t96Zhs9+iMfi/ji17R7JcCa261RpT8/CLC3vwTY9CPAHmDpLzAEOOLDH4348je0fSbAmhsB9tzaOJq/ByzsGgEW0HqGTFqA2/YWdHerPvGZiP2f1/aZAGtuBNhza+NoAizsGgEW0CY4wN2Hnv9LWD/o24Rthw7Lm/KTFyNeerF/+KMHIh47oE1JgDU3Auy5tXE0ARZ2jQALaBMeYE+sf/SgwM1cqeW7eOZ4xLPHCbAMmHlg6e8QdR/uvoPzfY+6jlic64T3VfzMjm2YjgALu0SABTQC7KH1jCbAHmXpgSt9fQTYu/56RxNgwZIAC2gE2EMjwNn8Sg9c6esjwNkuxSDAgiUBFtAIsIdGgLP5lR640tdHgLNdigRYoSTAitrtMaW/wOT+MSRPa/1o3oL2RNt4/Z06uuQ96Myj+Qw4DygnYMGRAAtonIA9NE7A2fwIsE9JgH3D7gwEWHAkwAIaAfbQCHA2PwLsUxJg35AAi4YEWIS7OayNL4DOj/l4WrwFnduvjdcfb0HnvgrKmI8TsLAPBFhA4wTsoXECzuZHgH1KTsC+ISdg0ZAAi3CcgD24m6P5EpbHSIA9v+5oAuwbEmDRkACLcATYgyPAWfwIsM+4NsBVxMJMJxb9mSdrBt6CFvabAAtovAXtofEWdDY/AuxTEmDfkBOwaEiARThOwB4cJ+AsfgTYZyTAviEBFg0JsAhHgD04ApzFjwD7jATYNyTAouGgAEcdKy8/tHeXOGXWYfedXb5cRWzvnbSOuHx+z96+f5f1ThtM1tb13fPUQhF+rx1ZGLi/6vq++/LH43s/e7BvBz/5gXPxqd39f/IwdYuHrY/rL02w9OfH7jPLK1FF32sdnwGn7e3aW/EZsOB2YUucqKZivzCUIQgUJ3D6PQtxekf/3xN++NJiPPxL/rpccZtV6IKqG3Fy5mo8Xujyil0WARa2ZnU6Xo2IHcJQhiBQnAABLm5L2rigS7Od2NnGhW/mmgmwoE+ABTSGFCtAgIvdmjYtjAALu0WABbQL03GiCt6CFugYUqAAAS5wU1q2pDri5FyHt6CbbhsBbioWERen43Ad0f8BWR0rp44tFfElrEcOzg/8ks5zR5eK+BIR6xMuup4hw/xmr9TS/j5zPOLZ4/1revRAxGMHtHWubq0GXn/q+rRVDB81bH08P9Kk9z05v+5LWHXE4lxnzWti2nQTfSsCLGz/oACX9MvS+TELYVN7hrTRz/ljEbkDnPtXZXq7uX70oPXx/G2mzK+ibOY17NYEWHAkwAJaywNX+gs0AU6/JglwutWwWxJg37A7AwEWHAmwgEaAPbQ7+BHgdF4CnG5FgH2rd5qBAAu+BFhAI8AeGgHO5keAfUpOwL4hJ2DRkF9FKcLdHNbGz1h5Czp9z/kMON1q0C1Lf35010yAvT2+NZoTsOBIgAU0TsAeGifgbH6cgH1KAuwbcgIWDQmwCMcJ2IN7Bz8+A06nJcDpVsNuSYB9QwIsGhJgEY4Ae3AEOIsfAfYZCbBvSIBFQwIswhFgD44AZ/EjwD4jAfYNCbBoSIBFOALswRHgLH4E2GckwL4hARYNCbAIR4A9OAKcxY8A+4wE2DckwKIhARbhCLAHR4Cz+BFgn5EA+4YEWDQkwCIcAfbgCHAWPwLsMxJg35AAi4YEWIQjwB4cAc7iR4B9RgLsGxJg0ZAAi3AE2IPbwADf/0DEBx/Qlnvth+fi2vPn+gZvO9T/1zubzvzG1YhXfh7xrndHfPaJiHvf13SG27cnwLrdrZEE2DckwKIhARbhCLAHN6IAf/PrEd//dpalbcgkd90V8fR39AgTYH+bCLBvSIBFQwIswhFgD25EAf7S5yJ+/KMsS9uwST7ysYgvfk27OwKsufWOIsC+IQEWDQmwCEeAPbgRBfgrX4h44fksS9uwST780Ygvf0O7OwKsuRFg323tDPwxBsGUAAtoPUNK/2svbVyf87ugf/FKxBOfjrh+3dvXjRz9ic9E7P+8do8EWHMjwL4bAc5gSIA9xDYGbpz/HGF3N7sR/tbTEW9ei9j1/ogtd+t7/PaXsH7QN8G2Q4flCX/yYsRLL/YPf/RAxGMHtCkJsOZGgH03ApzBkAB7iAQ4v59zAvZWs3507r8H/MzxiGePE+Dc++TMx2fAjt7tsbwFLTgSYAGNt6A9tDv4EeB0Xk7A6VbDbkmAfcPuDARYcCTAAhoB9tAIcJ8fb0Fnu5ykiQiwxLZuEAEWHAmwgEaAPTQCTICzXUH+RATYN+QELBoSYBHu5jA+A87vx1vQ6aa8BZ1uxVvQvtU7zcAJWPAlwAIaJ2APjRMwJ+BsV5A/ESdg35ATsGhIgEU4TsAe3Dv4cQJOp+UEnG7FCdi34gSc2ZAAe6C8BZ3fjwCnmxLgdCsC7FsR4MyGBNgDJcD5/QhwuikBTrciwL4VAc5sSIA9UAKc348Ap5sS4HQrAuxbEeDMhgTYAyXA+f0IcLopAU63Sg1wFbEw04lFf+bJmoFvQQv7TYAFtJ4hBDi/HwFONyXA6VYE2LfiBJzZkAB7oAQ4vx8BTjclwOlWBNi3IsCZDQmwB0qA8/sR4HRTApxuRYB9KwKc2XBQgKOOlZcf2rsr811J0913dvlyFbG9d3Adcfn8nr19/06aPMMg1uchDvO756mFIvb3tSMLA68/dX3fffnj8b2fPdiH9skPnItP7e7/k4epqsPWx/MjTXD3meWVqKLvtY7PgNPs1t6Kz4AFtwtb4kQ1FfuFoQxBAIGGAqffsxCnd/T/PeGHLy3Gw79caDgTNx+VQHUjTs5cjcdHNf+4zkuAhZ1dnY5XI2KHMJQhCCDQUIAANwTbnJtfmu3Ezs256/beKwEW9o4AC2gMQUAUIMAi3MYOI8CCNwEW0C5Mx4kqeAtaoGMIAo0FCHBjsg0fUEecnOvwFnRTeALcVCwiLk7H4Tqi/wOoOlZOHVsq4ktYjxycH/glmOeOLhXxJR3WJ1x0PUPa6jd7pZauv2eORzx7vN/s0QMRjx3QHFe3VgOfH+r6tFUMHzVsfaU8f/c9Ob/uS1h1xOJcZ81rYm6YMZyPAAubOijAp44uCTONZgg/5uO54pffz/kxqdwBHvRjSM76PK31o0v/ManuivlzhHl2nQALjgRYQOsZQuAmz88JHAGOKOk/8Amw9/ztHU2ABUsCLKARYA+t5X4EON7a2tkAAAsgSURBVH37OQGnW7X9lgRY2EECLKC1PCAlnUDa+A4CAU5/zhDgdKu235IACzvIr6IU0Aiwh9ZyPwKcvv0EON2q7bckwMIOEmABreUB4QScvueDTugEON2PAKdbtf2WBFjYQQIsoBFgD63lfgQ4ffsJcLpV229JgIUdJMACWssDwgk4fc85AadbDbolAfb82jSaAAu7RYAFNALsobXcjxNw+vYT4HSrtt+SAAs7SIAFtJYHhBNw+p5zAk634gTsWbV9NAEWdpAAC2gE2ENruR8n4PTt5wScbtX2WxJgYQcJsIDW8oBwAk7fc07A6VacgD2rto8mwMIOEmABjQB7aC334wScvv2cgNOt2n5LAizsIAEW0FoeEE7A6XvOCTjdihOwZ9X20QRY2EECLKARYA+t5X65T8D3PxDxwQc00ms/PBfXnj/XN3jbof6/Ltp05jeuRrzy84h3vTvis09E3Pu+pjPcvj0nYN2ubSMJsLBjBFhAa3lAOAGn73nuE/A3vx7x/W+n3/9m3/KuuyKe/o4eYQK82Tu4cfdPgAVrAiygEWAPreV+zgn4S5+L+PGPsvFtyEQf+VjEF7+m3RUB1tzaOIoAC7tGgAW0lgeEE3D6nuc+AX/lCxEvPJ9+/yXc8sMfjfjyN7SVEGDNrY2jCLCwawRYQCPAHlrL/ZwT8C9eiXji0xHXr2cjHPlEn/hMxP7Pa3dDgDW3No4iwMKuEWABreUB4QScvue5T8Dde+5G+FtPR7x5LWLX+yO23J2+nrW3fPtLWD/o+9fbDh2WJ/zJixEvvdg//NEDEY8d0KYkwJpbG0cRYGHXCLCARoA9tJb7OSfgbHA3JxoUOGd9zxyPePY4AZ7rhPdV8twb3YL5CLCwSQRYQGt5QDgBp+/5KE7A6fd+51sS4Dsb3ekW+w7O992kjlgkwHdSW///J8DNzYIAC2gE2ENruZ9zwswGxwk4GyUBzkNJgAVHAiygtTwgnIDT95wTcASfAadfL5N8SwIs7D4BFtAIsIfWcj9OwOnbz5ew0q3afksCLOwgARbQWh4QTsDpe84JmBNw+tUy2bckwML+E2ABjQB7aC334wScvv2cgNOt2n5LAizsIAEW0FoeEE7A6XvOCZgTcPrVMtm3JMDC/hNgAY0Ae2gt9+MEnL79nIDTrdp+SwIs7CABFtBaHhBOwOl7zgmYE3D61TLZtyTAwv4TYAGNAHtoLffjBJy+/W08AVcRCzOdWEx/lNyyK0CAheuAAAtoLQ8IJ+D0PecEPHknYAKc/vzovSUBFtwIsIBGgD20lvtxAk7ffk7A6VZtvyUBFnaQAAtoLQ8IJ+D0PecEzAk4/WqZ7FsSYGH/BwU46lh5+aG9u4Tpsg+57+zy5Spie+/EdcTl83v29v277HecOCHrS4QacrO2+t3z1EIR199rRxYGPj/U9X335Y/H9372YN9uffID5+JTu/v/5GHqrg9bXynP391nlleiir7XOt6CTt3d/tsRYMHtwpY4UU3FfmEoQxBAYMwETr9nIU7v6P97wg9fWoyHfzk5f52vuhEnZ67G42O2tSN/OARYIF6djlcjYocwlCEIIDBmAgT4rQ29NNuJnWO2tSN/OARYICbAAhpDEBhTAQJMgNVLmwALchem40QVvAUt0DEEgbETIMARdcTJuQ5vQTe9uAlwU7GIuDgdh+uI/g946lg5dWypiC9hPXJwfuCXTJ47ulTEl2BYn3DR9QzBbzR+s1dq6fnxzPGIZ4/3r8n5e8CrW6uBz191fZ7W+tEXp6t1X8KqIxbnOmteE3Pf8RjOR4CFTR0UYH5MJR1y0I+p4IdfuoB3y9w/JpU7wIN+Drikn6Pu6l/c2p8OAqxdkwRYcCPAAlrPEAKMnyfgjSbAnh8B9v1uzUCABUsCLKARYA8Nv5H6OSdMTsBvfQbMW9DCFUqABTQCLKAREA8Nv5H6EeBmvLwF3cxr2K0JsODIr6IU0AiIh4bfSP0IcDNeAtzMiwDn8XprFgLsYfIZMH6egDeaz4A9v+5oAuwbdmfgBCw4EmABjROch4bfSP04ATfjJcDNvDgB5/HiBJzBkROwh4hffj8C3MyUADfzIsB5vAhwBkcC4iHil9+PADczJcDNvAhwHi8CnMGRgHiI+OX3I8DNTAlwMy8CnMeLAGdwJCAeIn75/QhwM1MC3MyLAOfxIsAZHAmIh4hffj8C3MyUADfzIsB5vAhwBkcC4iHil9+PADczJcDNvAhwHi8CnMGRgHiI+OX3I8DNTAlwMy8CnMeLAGdwJCAeIn75/XIH+P4HIj74gLbOaz88F9eeP9c3eNuh/r9+qs0ccfd0xD/dG/F7v6/O8PY4Auz53RrNL+IQHPlFHAJazxACgp8n4I3O/Zuwvvn1iO9/21vTRo7eORPxtW97ESbAeXaMAAuOBFhAI8AeGn4j9XNOwF/6XMSPf5RteRsy0f5/GfGJP9XvigDrdr0jCbDgSIAFNALioeE3Uj8nwF/5QsQLz2db3oZMRIA3hPmOd0KA70i0/gYEWEAjIB4afiP1cwL8i1cinvh0xPXr2ZY40ol4C3qkvI0mJ8CNuN6+MQEW0AiIh4bfSP2cAHcX1o3wt56OePNaxK73R2y5W1/u21/C+kHfBNsOHdYn7BnJl7CyMGabhAALlARYQCMgHhp+I/VzA5xtcRHx+lcX41dH+r/1XNL6uo+Vz4Dz7DgBFhwJsIBGQDw0/EbqV1LgCHC2rS5+IgIsbBEBFtAIiIeG30j9CHAzXk7AzbyG3ZoAC44EWEAjIB4afiP1I8DNeAlwMy8CnMfrrVkIsIfJL+LAzxPwRuf+RRzeataP5i3o3KLlzscJWNgbAiygcYLz0PAbqR8n4Ga8nICbeXECzuPFCTiDIydgDxG//H4EuJkpAW7mRYDzeBHgDI4ExEPEL78fAW5mSoCbeRHgPF4EOIMjAfEQ8cvvR4CbmRLgZl4EOI8XAc7gSEA8RPzy+xHgZqYEuJkXAc7jRYAzOBIQDxG//H4EuJnp2gBXEQsznVhsNgu35lvQwjXAt6AFtJ4hBAQ/T8AbzY8heX7d0QTYN+zOQIAFRwIsoBFgDw2/kfpxAm7GS4CbefEWdB4v3oLO4MgJ2EPEL78fAW5mSoCbeRHgPF5DAxx1nDt1bOnBjHcjT7XvyfmVqGJX3wR1rJw6ttT/7+R78AayPvw8AW/0sOtvplMX8fy4OF0NfP4WtL5zUUXfax2fAWvXJG9BC24X7o5/U1Xxr4ShDEEAAQTGTqCq4y9mfh1/NnYPbMQPiAALwKvTcSYi9ghDGYIAAgiMo8DZ2U48NI4PbJSPiQALuhen4y/riIeFoQxBAAEExk6gijg904k/GbsHNuIHRIAF4P+1Lf7g3Tfiv9URvyMMZwgCCCAwNgJVxG+uTcWH3vt6/HRsHtQGPRACLELfjPC/riP+Tl3Hf48qrohTjWbYjbi3mnr7lF5HnI6IX4zmjsRZWZ8Id3MYfvh5At7oOqarKj5URbxxbSr+nPhqnARYc2MUAggggAAClgABtvgYjAACCCCAgCZAgDU3RiGAAAIIIGAJEGCLj8EIIIAAAghoAgRYc2MUAggggAAClgABtvgYjAACCCCAgCZAgDU3RiGAAAIIIGAJEGCLj8EIIIAAAghoAgRYc2MUAggggAAClgABtvgYjAACCCCAgCZAgDU3RiGAAAIIIGAJEGCLj8EIIIAAAghoAgRYc2MUAggggAAClgABtvgYjAACCCCAgCZAgDU3RiGAAAIIIGAJEGCLj8EIIIAAAghoAgRYc2MUAggggAAClsD/BwN9P5PoZovJAAAAAElFTkSuQmCCThese 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes.Updated by Firstname Lastname on 09/17/2019
1920 U2L4p1 Robot in a Maze (starter)
Unit 2 Lab 4: Dealing with Complexity > Robot in a MazeIn this project, you will program a robot to get through several mazes.
Five mazes have been created for you. The code you write to escape each maze should be as simple, concise, and elegant as possible.These 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes.1.0 Examine both the Robot and the Board sprites. For each of the given mazes, write the shortest and most elegant code to help the robot escape. Use only these four custom Motion blocks (along with whatever Control blocks you need): [Go To Start], [Move Forwardt], [Rotate Right], [Rotate Left] forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction013510-109034437377233LABEL 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,-1401,0,0,0,0,0,0,01,1,0,0,0,0,0,00,1,1,0,0,0,0,00,0,1,1,0,0,0,00,0,0,1,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,1,00,0,0,0,0,0,1,1