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oPuSCiiggAIKGGD3gAIKKKCAAusgYIDXAd2XVEABBRRQwAC7BxRQQAEFFFgHAQO8Dui+pAIKKKCAAgbYPaCAAgoooMA6CBjgdUD3JRVQQAEFFDDA7gEFFFBAAQXWQcAArwO6L6mAAgoooIABdg8ooIACCiiwDgIGeB3QfUkFFFBAAQUMsHtAAQUUUECBdRAwwAD9J1uj1ejEb3Qa8WMwTWVDG534N51GfPmeiIuVvQiZuBO/G52IuCf+kkxT2ViPj9Hqt6H9GhF72v8Ybw3fjj9jb7S+ow0wWPufbIk/a0QM71npPAymqWzo9fsai+2IL/3XU+d2VvYiYOLHjk4srnai0Vzp7AHTVDa06+fxpfMOit/F0+eK3H9r50epx3dwcuKH7U783ddvxh+l75J6jzTAYP27d8DDNzozYIpKh3588kR8//4i29t73yNvXIp95+cqNSCTd/22TRe7vOHxkdWNnl/p58fCtx9lb7Li0d85OnGiuRKtil9mw05vgMHSGmCAZ4AZXtwJiD8gpDMa4HS7tZEGmBkaYOBngAGeAWZ4BjiLn3fAjNEAMz8DDPwMMMAzwAzPAGfxM8CM0QAzPwMM/AwwwDPADM8AZ/EzwIzRADM/Awz8DDDAM8AMzwBn8TPAjNEAMz8DDPwMMMAzwAzPAGfxM8CM0QAzPwMM/AwwwDPADM8AZ/EzwIzRADM/Awz8DDDAM8AMzwBn8TPAjNEAMz8DDPwMMMAzwAzPAGfxM8CM0QAzPwMM/AwwwDPADM8AZ/EzwIzRADM/Awz8DDDAM8AMzwBn8TPAjNEAMz8DDPwMMMAzwAzPAGfxM8CM0QAzPwMM/AwwwDPADM8AZ/EzwIzRADM/Awz8DDDAM8AMzwBn8TPAjNEAMz8DDPwMMMAzwAzPAGfxM8CM0QAzPwMM/HIG+Gc/W43/9hcf9I5m/OBXYvuOe8GR3Rk6CF+3luv7gN9++3bM/sfl+Pk/rMZvjGyOrVvvwX633/pRbHroW3ie7gSffNKOa1dvRfeE+8bIl2PLVn7q1fH4vnb/vXH02V3x69/YhNdlEM4Pvw8YL3PRE/CrQNFvr9qDyxXgn/10Nf7Vb16L95f/sXfAD+z6Uvz133wTR3gQLjA5Avz2j2/Hb40sRKd9Z707d5e91M3dPb5GL8VrR1rtPv2nzl768TXuifg/V0dwhAfh/DDA/9TdO1j//1KvUQOhmCvA/+l7P40/+Q8/6XvPL/3pcPzxd3cgh0G4wOQI8B/+wd/Hn//g531WdyJS7n8eH1ubRw9+JX5w/kE0ySCcHwYYLXHxg0u+RhWPlyvAJ1vL8fKJ5b73+8zMrphu7UIGg3CByRHgJ8bfjflLHxpgtFv6B5f+A8L+A0Nx4fJe9I4H4fwwwGiJix9sgMESGWCAl/FDWNOTS/H6mfcHKsBMztGHDm+PU2ebCMIAI77eYD+ExQwNMPAzwAAvY4B/0ROE3/7Wtnjo4fvQAeb8kNMHH6zGO2/f7j0Wf/DXNsVXv8o/ZFeX43vrhx/HX/3oRm8t135zPlWTJ0TeAaNTuPjBBhgskQEGeBUHONcj/G3TM+xNVji6ewdXh+Or869oDHCFJ1ABUxtgsAgGGOAZYIZXo78DNsB4q1Q2gY+gGa0BBn4GGOAZYIZngGvxIUXvgPFpUvQEBhgsjwEGeAaY4RlgA4x3EJ/AO2BmaICBnwEGeAaY4RlgA4x3EJ/AADNDAwz8DDDAM8AMzwAbYLyD+AQGmBkaYOBngAGeAWZ4BtgA4x3EJzDAzNAAAz8DDPAMMMMzwAYY7yA+gQFmhgYY+BlggGeAGZ4BNsB4B/EJDDAzNMDAzwADPAPM8AywAcY7iE9ggJmhAQZ+BhjgGWCGZ4ANMN5BfAIDzAwNMPAzwADPADM8A2yA8Q7iExhgZmiAgZ8BBngGmOEZYAOMdxCfwAAzQwMM/AwwwDPADM8AG2C8g/gEBpgZGmDgZ4ABngFmeAbYAOMdxCcwwMzQAAM/AwzwDDDDM8AGGO8gPoEBZoYGGPgtbon/3mjEr257tjUMpolTV0bjzJsjfVM8uX8hjo5dJdPGxy+2bnY6cc+1R8Y3oYkqGjw6P3ez3YnG0HOtzeQlqvK78WIry/GR9/bLxtbl+Kpe32uPjKP9V9X6rp0fpR7fyPzcYns1Fpq3Yqwqg40+rwEGK7y0Nf53O+JfDN/o7ATTRFXfd7q0tXE7IhoXTp/7FXJ8VY09ODlxqx3RaK500A8IFfr1ju/i6XPo+Kr2K/34XN+0HbB2fpS6vo9NTiy2O7HQvGmA01Y4wgCnykXE0taY2X2j0wJT9IZWFZCPT56I79+Pfjagb+2Xjh9541LsOz+HX6POfiV/X6zry7Z216/k9e2+Ox9BszU2wMDPAAO8AfkdcOk/wJR8gTbA/PwoeX0NMFvf7mgDDAwNMMAzwAzvrl/JF2gDzJbYO2DmNwijDTBYJQMM8AwwwzPAfgoa7yA+gY+gmaEBBn4GGOAZYIZngA0w3kF8AgPMDA0w8DPAAM8AMzwDbIDxDuITGGBmaICBnwEGeAaY4RlgA4x3EJ/AADNDAwz8DDDAM8AMzwAbYLyD+AQGmBkaYOBngAGeAWZ4BtgA4x3EJzDAzNAAAz8DDPAMMMMzwAYY7yA+gQFmhgYY+BlggGeAGZ4BNsB4B/EJDDAzNMDAzwADPAPM8AywAcY7iE9ggJmhAQZ+BhjgGWCGZ4ANMN5BfAIDzAwNMPAzwADPADM8A2yA8Q7iExhgZmiAgZ8BBngGmOEZYAOMdxCfwAAzQwMM/AwwwDPADM8AG2C8g/gEBpgZGmDgZ4ABXuYAv3Riue9gpmZ2eYFmy4NH+21IjNBvQ2J+gzDaAINVyhXg409fj9dm3+s7kiPHdsbzs7vB0UV8fPJElP59tvvOz6H32B18/KmlePWV9z/9bs1ORBw59kC8MLsHzT0IfnX4OsI6nx8lr2/35PIOGF1i/D5gwpcrwE+Mvxvzlz7sO5SxA0Nx/vJecni1CfDj4+/EG5c+6rPaf2AoLtTAr+QLdK474DqfHyWvrwFGl+feYO+AgWGuANc5IDnugL1Ag01c4dBcAa7z+WGAK9ygBUxtgMEi5Arw1ORSvH6m/xHqocPb4/TZJji6+jyCnr7r91msQ4d3xKmzwxver+QLdK4A1/n8KHl9vQNGlxfvgClfrgCfbC1H/4eIOjE1s7sWHyLKcQfc9Xv5cx/CesYPYdHtjcfnCnCdzw8DjLdh0RN4BwyWJ2eA6xoQA5y+AUv/lGzOANf1/DDA6efHIIw0wGCVDDDAy/xnSF6g2VpUMdoAM9XSf8DyETRbXz+EBf0MMAP0As39Sr5Dcn039voaYLa+Bhj6GWAG6AWa+xngdEP/zjvdbm2kfwfMDH0EDfwMMMDzETTD85+irMWHFEv+Acs7YHwK+3fAhNAAE70I74C5X8kXaNd3Y6+vAWbr6yNo6GeAGaAXaO5ngNMNfQSdbucjaG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoYGmAEaYO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoYGmAEaYO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoZLW+JKNGJk27OtYTLVqSujcebNkb4pnty/EEfHrpJp48aLrZvtTjSuPTK+GU1U0eDR+bne8Q0910LHV3c/1zdtgw7K+VHq+o7Mzy22V2OheSvG0lbAUX4ZA9gD3QCvRow2Vzp7wDRxsrUcVXyf7dLWxq12ROPi6XObyPFVNfbg5ETv+JorHXR8dfdzfdN26KCcH6Wu72OTE4vtTiw0bxrgtB0YfhlDKlx3nI+giZ5fxsD07vj5CDpd0UfQ6XY+guZ2PoKGhgaYAfo7YO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoYGmAEaYO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoYGmAEaYO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoYGmAEaYO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaAOQP80onlvoOZmtkV061d6AC9QCO+3vcV7zs/xyaJiJOt5Xj5c+v7jOuLXXNM8J2jEyeaK9HKMVcd52jU8U3nes+5Anz86evx2ux7fYd15NjOeH52NzrUQQhIjgv08aeW4tVX3o+1zdyJiCPHHogXZvdseL863AHX+fwoeX27J5cBRpeYT69ZbJaajs4V4CfG3435Sx/2KY4dGIrzl/ci2boE+PHxd+KNSx/1We0/MBQXauBX8gU61x1wnc+PktfXAKPLc2+wd8DAMFeA6xyQHHfAXqDBJq5waK4A1/n8MMAVbtACpjbAYBFyBXhqcileP9P/CPXQ4e1x+mwTHF1EXe6Ap+/6fRbr0OEdcers8Ib3K/kCnSvAdT4/Sl5f74DR5cU7YMqXK8DdD5n0f4ioE1Mzu2vxIaIcd8B+SIfu5GrG5wpwnc8PA1zN3ixlVu+AwUrkDHBdP+VpgNM3YDdwJV+gcwa4rudHyevrHXD6ubs20gADQwMM8CL8MxXG1/Mr+QJtgNkCl76+Bpitrx/Cgn4GmAF6geZ+BjjdcBA+I1Hy+hrg9L3nHTC3CwPMEA0w9yv5Au36buz1NcBsfb0Dhn4GmAF6geZ+Bjjd0DvgdLu1kf5DHMzQ3wEDPwMM8PwdMMO762eA0xkNcLqdAeZ23gFDQwPMAL0D5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoaYAZogLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoaYAZogLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGS1viSjRiZNuzrWEy1akro3HmzZG+KZ7cvxBHx66SaePGi62b7U40rj0yvhlNVNHg0fm53vENPddCx1d3P9c3bYMOyvlR6vqOzM8ttldjoXkrxtJWwFH+W9BgD3QDvBox2lzp7AHTxMnWclTxheNLWxu32hGNi6fPbSLHV9XYg5MTveNrrnTQ8dXdz/VN26GDcn6Uur6PTU4stjux0LxpgNN2YIQBTpWL8OsIgV13qI+gGWDpX9ju+m7s9e2+O78Nia2xAQZ+/g4Y4Blghue3IcV0axcy9HfAiK832AAzQwMM/AwwwDPADM8AG2C8g/gEBpgZGmDgZ4ABngFmeAbYAOMdxCcwwMzQAAM/AwzwDDDDM8AGGO8gPoEBZoYGGPgZYIBngBmeATbAeAfxCQwwMzTAwM8AAzwDzPAMsAHGO4hPYICZoQEGfgYY4BlghmeADTDeQXwCA8wMDTDwM8AAzwAzPANsgPEO4hMYYGZogIGfAQZ4BpjhGWADjHcQn8AAM0MDDPwMMMAzwAzPABtgvIP4BAaYGRpg4GeAAZ4BZngG2ADjHcQnMMDM0AADPwMM8AwwwzPABhjvID6BAWaGBhj4GWCAZ4AZngE2wHgH8QkMMDM0wMDPAAM8A8zwDLABxjuIT2CAmaEBBn4GGOAZYIZngA0w3kF8AgPMDA0w8DPAAC9zgF86sdx3MFMzu7xAs+XBo/0+YEZY+vc9d9+dAWZrbICBX64AH3/6erw2+17fkRw5tjOen90Nji5iEL7vdN/5OfQeu4OPP7UUr77yfqxt5k5EHDn2QLwwuwfNPQh+C99+FL3HKgfnCnCdz4+S19cA87PHAAPDXAF+YvzdmL/0Yd+RjB0YivOX94Kjq0+AHx9/J9649FGf1f4DQ3GhBn4lX6BzBbjO50fJ62uA0eW5N9gAA8NcAa5zQHLcAXuBBpu4wqG5Alzn88MAV7hBC5jaAINFyBXgqcmleP1M/yPUQ4e3x+mzTXB09bkDnr7r91msQ4d3xKmzwxver+QLdK4A1/n8KHl9vQNGlxfvgClfrgCfbC1H/4eIOjE1s7sWHyLKcQfc9Xv5cx/CesYPYdHtjcfnCnCdzw8DjLdh0RN4BwyWJ2eA6xoQA5y+AUv/lGzOANf1/DDA6efHIIw0wGCVDDDAy/xnSF6g2VpUMdoAM9XSf8DyETRbXz+EBf0MMAP0As39Sr5Dcn039voaYLa+Bhj6GWAG6AWa+xngdEP/zjvdbm2k/xAHM/QRNPAzwADPR9AMz3+KshYfUiz5ByzvgPEp7N8BE0IDTPQivAPmfiVfoF3fjb2+Bpitr4+goZ8BZoBeoLmfAU439BF0up2PoLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoaYAZogLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoaYAZogLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoubYkr0YiRbc+2hslUp66Mxpk3R/qmeHL/Qhwdu0qmjRsvtm62O9G49sj4ZjRRRYNH5+d6xzf0XAsdX939XN+0DToo50ep6zsyP7fYXo2F5q0YS1sBR/llDGAPdAO8GjHaXOnsAdPEydZyVPF9tktbG7faEY2Lp89tIsdX1diDkxO942uudNDx1d3P9U3boYNyfpS6vo9NTiy2O7HQvGmA03Zg+GUMqXDdcT6CJnp+GQPTu+PnI+h0RR9Bp9v5CJrb+QgaGhpgBujvgLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoaYAZogLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoaYAZogLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgBGmDuZ4DTDQ1wup0B5nYGGBoaYAZogLmfAU43NMDpdgaY2xlgaGiAGaAB5n4GON3QAKfbGWBuZ4ChoQFmgAaY+xngdEMDnG5ngLmdAYaGBpgB5gzwSyeW+w5mamZXTLd2oQP0Ao34et9XvO/8HJskIk62luPlz63vM64vds0xwXeOTpxorkQrx1x1nKNRxzed6z3nCvDxp6/Ha7Pv9R3WkWM74/nZ3ehQByEgOS7Qx59aildfeT/WNnMnIo4ceyBemN2z4f3qcAdc5/Oj5PXtnlwGGF1iPr1msVlqOjpXgJ8YfzfmL33Ypzh2YCjOX96LZOsS4MfH34k3Ln3UZ7X/wFBcqIFfyRfoXHfAdT4/Sl5fA4wuz73B3gEDw1wBrnNActwBe4EGm7jCobkCXOfzwwBXuEELmNoAg0XIFeCpyaV4/Uz/I9RDh7fH6bNNcHQRdbkDnr7r91msQ4d3xKmzwxver+QLdK4A1/n8KHl9vQNGlxfvgClfrgB3P2TS/yGiTkzN7K7Fh4hy3AH7IR26k6sZnyvAdT4/DHA1e7OUWb0DBiuRM8B1/ZSnAU7fgN3AlXyBzhngup4fJa+vd8Dp5+7aSAMMDA0wwIvwz1QYX8+v5Au0AWYLXPr6GmC2vn4IC/oZYAboBZr7GeB0w0H4jETJ62uA0/eed8DcLgwwQzTA3K/kC7Tru7HX1wCz9fUOGPoZYAboBZr7GeB0Q++A0+3WRvoPcTBDfwcM/AwwwPN3wAzvrp8BTmc0wOl2BpjbeQcMDQ0wA/QOmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGaIC5nwFONzTA6XYGmNsZYGhogBmgAeZ+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGaIC5nwFONzTA6XYGmNsZYGhogBmgAeZ+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaLm2JK9GIkW3PtobJVKeujMaZN0f6pnhy/0IcHbtKpo0bL7ZutjvRuPbI+GY0UUWDR+fnesc39FwLHV/d/VzftA06KOdHqes7Mj+32F6NheatGEtbAUf5b0GDPdAN8GrEaHOlswdMEydby1HFF44vbW3cakc0Lp4+t4kcX1VjD05O9I6vudJBx1d3P9c3bYcOyvlR6vo+Njmx2O7EQvOmAU7bgREGOFUuwq8jBHbdoT6CZoClf2G767ux17f77vw2JLbGBhj4+TtggGeAGZ7fhhTTrV3I0N8BI77eYAPMDA0w8DPAAM8AMzwDbIDxDuITGGBmaICBnwEGeAaY4RlgA4x3EJ/AADNDAwz8DDDAM8AMzwAbYLyD+AQGmBkaYOBngAGeAWZ4BtgA4x3EJzDAzNAAAz8DDPAMMMMzwAYY7yA+gQFmhgYY+BlggGeAGZ4BNsB4B/EJDDAzNMDAzwADPAPM8AywAcY7iE9ggJmhAQZ+BhjgGWCGZ4ANMN5BfAIDzAwNMPAzwADPADM8A2yA8Q7iExhgZmiAgZ8BBngGmOEZYAOMdxCfwAAzQwMM/AwwwDPADM8AG2C8g/gEBpgZGmDgZ4ABngFmeAbYAOMdxCcwwMzQAAM/AwzwDDDDM8AGGO8gPoEBZoYGGPgZYIBngBmeATbAeAfxCQwwMzTAwM8AA7zMAX7pxHLfwUzN7PICzZYHj/b7gBlh6d/33H13BpitsQEGfrkCfPzp6/Ha7Ht9R3Lk2M54fnY3OLqIQfi+033n59B77A4+/tRSvPrK+7G2mTsRceTYA/HC7B409yD4LXz7UfQeqxycK8B1Pj9KXl8DzM8eAwwMcwX4ifF3Y/7Sh31HMnZgKM5f3guOrj4Bfnz8nXjj0kd9VvsPDMWFGviVfIHOFeA6nx8lr68BRpfn3mADDAxzBbjOAclxB+wFGmziCofmCnCdzw8DXOEGLWBqAwwWIVeApyaX4vUz/Y9QDx3eHqfPNsHR1ecOePqu32exDh3eEafODm94v5Iv0LkCXOfzo+T19Q4YXV68A6Z8uQJ8srUc/R8i6sTUzO5afIgoxx1w1+/lz30I6xk/hEW3Nx6fK8B1Pj8MMN6GRU/gHTBYnpwBrmtADHD6Biz9U7I5A1zX88MAp58fgzDSAINVMsAAL/OfIXmBZmtRxWgDzFRL/wHLR9Bsff0QFvQzwAzQCzT3K/kOyfXd2OtrgNn6GmDoZ4AZoBdo7meA0w39O+90u7WR/kMczNBH0MDPAAM8H0EzPP8pylp8SLHkH7C8A8ansH8HTAgNMNGL8A6Y+5V8gXZ9N/b6GmC2vj6Chn4GmAF6geZ+Bjjd0EfQ6XY+guZ2BhgaGmAGaIC5nwFONzTA6XYGmNsZYGhogBmgAeZ+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGaIC5nwFONzTA6XYGmNsZYGhogBmgAeZ+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGaIC5nwFONzTA6XYGmNsZYGi4tCWuRCNGtj3bGiZTnboyGmfeHOmb4sn9C3F07CqZNm682LrZ7kTj2iPjm9FEFQ0enZ/rHd/Qcy10fHX3c33TNuignB+lru/I/NxiezUWmrdiLG0FHOWXMYA90A3wasRoc6WzB0wTJ1vLUcX32S5tbdxqRzQunj63iRxfVWMPTk70jq+50kHHV3c/1zdthw7K+VHq+j42ObHY7sRC86YBTtuB4ZcxpMJ1x/kImuj5ZQxM746fj6DTFX0EnW7nI2hu5yNoaGiAGaC/A+Z+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGaIC5nwFONzTA6XYGmNsZYGhogBmgAeZ+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGaIC5nwFONzTA6XYGmOupojsAAAqrSURBVNsZYGhogBmgAeZ+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGaIC5nwFONzTA6XYGmNsZYGhogBmgAeZ+Bjjd0ACn2xlgbmeAoaEBZoAGmPsZ4HRDA5xuZ4C5nQGGhgaYARpg7meA0w0NcLqdAeZ2BhgaGmAGmDPAL51Y7juYqZldMd3ahQ7QCzTi631f8b7zc2ySiDjZWo6XP7e+z7i+2DXHBN85OnGiuRKtHHPVcY5GHd90rvecK8DHn74er82+13dYR47tjOdnd6NDHYSA5LhAH39qKV595f1Y28ydiDhy7IF4YXbPhverwx1wnc+Pkte3e3IZYHSJ+fSaxWap6ehcAX5i/N2Yv/Rhn+LYgaE4f3kvkq1LgB8ffyfeuPRRn9X+A0NxoQZ+JV+gc90B1/n8KHl9DTC6PPcGewcMDHMFuM4ByXEH7AUabOIKh+YKcJ3PDwNc4QYtYGoDDBYhV4CnJpfi9TP9j1APHd4ep882wdFF1OUOePqu32exDh3eEafODm94v5Iv0LkCXOfzo+T19Q4YXV68A6Z8uQLc/ZBJ/4eIOjE1s7sWHyLKcQfsh3ToTq5mfK4A1/n8MMDV7M1SZvUOGKxEzgDX9VOeBjh9A3YDV/IFOmeA63p+lLy+3gGnn7trIw0wMDTAAC/CP1NhfD2/ki/QBpgtcOnra4DZ+vohLOhngBmgF2juZ4DTDQfhMxIlr68BTt973gFzuzDADNEAc7+SL9Cu78ZeXwPM1tc7YOhngBmgF2juZ4DTDb0DTrdbG+k/xMEM/R0w8DPAAM/fATO8u34GOJ3RAKfbGWBu5x0wNDTADNA7YO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoYGmAEaYO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBoaIAZoAHmfgY43dAAp9sZYG5ngKGhAWaABpj7GeB0QwOcbmeAuZ0BhoYGmAEaYO5ngNMNDXC6nQHmdgYYGhpgBmiAuZ8BTjc0wOl2BpjbGWBouLQlrkQjRrY92xomU526Mhpn3hzpm+LJ/QtxdOwqmTZuvNi62e5E49oj45vRRBUNHp2f6x3f0HMtdHx193N90zbooJwfpa7vyPzcYns1Fpq3YixtBRzlvwUN9kA3wKsRo82Vzh4wTZxsLUcVXzi+tLVxqx3RaK50NpHjq2psruOr2u/i6XNF+h2cnOitb+nHR/df1etLj6/086Oq47u+tbHY7sRC86YBTjU2wKlyEQPxdYTbpmfAO6x2aPcRYI7jq+oC7SNKtv6D8CuGHPuPKX3x6FznR1XH15138b7GieZKtKp8jY08twEGqzsIvwOuwwXGAINNXOFQA8xwDTDzG4TRBhiskgEGeBGR6wJjgNk6VDXaADPZXOcHO4pfPto7YKZrgIGfAQZ4Bpjh+X3AMd3ahQxLD1zpx+cjaLT9eoMNMDA0wADPADM8A2yA8Q7iE3gHzAwNMPAzwADPADM8A2yA8Q7iExhgZmiAgZ8BBngGmOEZYAOMdxCfwAAzQwMM/AwwwDPADM8AG2C8g/gEBpgZGmDgZ4ABngFmeAbYAOMdxCcwwMzQAAM/AwzwDDDDM8AGGO8gPoEBZoYGGPgZYIBngBmeATbAeAfxCQwwMzTAwM8AAzwDzPAMsAHGO4hPYICZoQEGfgYY4BlghmeADTDeQXwCA8wMDTDwM8AAzwAzPANsgPEO4hMYYGZogIGfAQZ4BpjhGWADjHcQn8AAM0MDDPwMMMAzwAzPABtgvIP4BAaYGRpg4FdlgH/7W9vioYfvA0cXcfutH8Wmh76F5lgb/Mkn7bh29VbvHw//xsiXY8tWvnVyHd9bP/w4/upHN3qHeueoGvHMzM4sF+jv378zi18Vk3S/bWjh249WMXWWOav8NiTPj7Qlan79V2L84Fdi+4570yb43CgDzBj5VZS9/kCPzhXg409fj9dm3+uz6BT8TRl3jq27dbr/q7z/ukf13WM74/nZ3ejgut9GY4DTCXMF2PMjfQ1+0cgHdn0p/vpvvpklwgaYrY0BBn65AvzE+Lsxf+nDgQlw90BL/gGhe3z7DwzFhct7were+b5iA5xOmCvAnh/pa/BFI1/60+H44+/uwBMbYEZogIFfrgD/4R/8ffz5D35ugMFafH7oowe/Ej84/yCa0QAjvsgVYM8Ptg6/aLQBzm+aMqMBTlG7OyZXgP/f//0kHvqXP/70y5nvPNjt3H3MCw6wxkP/4vLe+L0DQ0jAACO+bAH2/GDr8PnR994b8b/+9pvx69/YjCf2DpgRGmDglyvA3UP4n/9jJf7z934aP/+H1Xjw1zbFV7/KPySR60NO3eP74IPVeOft270fEko+vq/df2/8u3//tfjXv8M+wNZ9zwYYnBx3P6W97/wcm+TuaM+PLIzR/RDWw7+3LR781U1ZJjTAjNEAA7+cAQaH8YVDuwHZNj1TxdRZ5hyE4/N3wOlLnesRdPoR/PKRg7D/Sj5/u7oGmO1OAwz8DDDAy/h3wOwovni0d8BM1gAzv9J/QDDAbH27ow0wMDTAAM8AM7wa/UMcGOoLJig9cKUfnwHmO9MAA0MDDPAMMMMzwNiv9MCVfnwGGG9B74AJoQEmenc+5FTy77h8BM3W10fQzK/088MAs/X1ETT0M8AMsPQLjAFm62uAmV/p54cBZutrgKGfAWaApV9gDDBbXwPM/Eo/PwwwW18DDP0MMAMs/QJjgNn6GmDmV/r5YYDZ+hpg6GeAGWDpFxgDzNbXADO/0s8PA8zW1wBDPwPMAEu/wBhgtr4GmPmVfn4YYLa+Bhj6GWAGWPoFxgCz9TXAzK/088MAs/U1wNDPADPA0i8wBpitrwFmfqWfHwaYra8Bhn4GmAGWfoExwGx9DTDzK/38MMBsfQ0w9DPADLD0C4wBZutrgJlf6eeHAWbra4ChnwFmgKVfYAwwW18DzPxKPz8MMFtfAwz9DDADLP0CY4DZ+hpg5lf6+WGA2foaYOh3fWt8r92Jb+5Z6TwMp6pk+PJ9jcV2RGPPjc6eSl4ATjoox3fh1Lki/X7/6ERvfUs/Pvdf2olS+vlxfVvjh6ur8Xdfvxl/lPYOHeW3IYE9sLgp/m37nvjdxj2xBKapbOg9q/E7qxGNxr3xVmUvAib2+ABeROinHxNgoxvt2B3t+Mvh2/Ff2Ez1HW2A67v2vnMFFFBAgXUUMMDriO9LK6CAAgrUV8AA13ftfecKKKCAAusoYIDXEd+XVkABBRSor4ABru/a+84VUEABBdZRwACvI74vrYACCihQXwEDXN+1950roIACCqyjgAFeR3xfWgEFFFCgvgIGuL5r7ztXQAEFFFhHAQO8jvi+tAIKKKBAfQUMcH3X3neugAIKKLCOAgZ4HfF9aQUUUECB+goY4Pquve9cAQUUUGAdBQzwOuL70goooIAC9RUwwPVde9+5AgoooMA6ChjgdcT3pRVQQAEF6itggOu79r5zBRRQQIF1FDDA64jvSyuggAIK1FfAANd37X3nCiiggALrKPD/AYLKorEZtawPAAAAAElFTkSuQmCCThese 5 mazes are already created for you.Replace the "Draw Maze 1" block with these blocks to display the other mazes.Click on the Board sprite to access the maze drawing blocks.Edit these remaining blocks to solve other mazes. Be sure to swap with "Escape Maze 1" block. forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction

013510-1090

1datamapmany1data lists

1

1

110i

344

3737Congrats you made it !2

233

73727

40140,-1401,0,1,1,1,1,0,01,0,1,0,0,1,0,01,0,1,0,0,1,0,01,0,1,0,0,1,0,01,0,1,0,0,1,0,01,0,1,0,0,1,0,01,0,1,0,0,1,0,01,1,1,0,0,1,1,1