data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAC1FJREFUeF7tXWlsVNcV/mY1xmB7PHjFS6iBxGwhTajUiEICYbMhQCqlaRaCoqZqBEVNfrSpyo9KqIpUVarUH1WlRmoa0hSlqAKCbbBoRCAJEEiDTQJpwZgZGxvb4AV7ZuzZXvU803icGbv33hk/O9Nv/lk+590z3/ve2e6be0yapmnghwhMEQImEnCKkOeyIwiQgCTClCJAAk4p/FycBCQHphQBEnBK4efihhHQ98l53L51C2GLWRh1a3c3nMXFsBQUCutoPh+0290wl5UL6+iCw83X0GOzQbNahfVsvb0IW6wIZc8W1jH7A7AO3IXf6RTW0QUzurvhdzgm3T5TKIz88nJkLr1fyj5VYcMI2Fr7LmpdrdBMJmFbHa1ufG/vXphmZgnrhHt7oHk8sJSWCevogu4jh1DXehOaWfwB0e0bKCxC0G4XXsvm9cIWDMCbnSOsows63TfQU1o+6faZNA3VFWUor9kiZZ+qsGEEdB2rRV2LW8rOnPY2PL3vV1I64f6+EXlzTq6UnutYHepaXFI6un39JaVSOjafb0Q+kJkppaeyloqOblT1vHJUbKyRsk9VmASMIkcCjlKIBIxiQQ84SgoVb6aiQw8Y48tJQBJQNbTH6TEHjEDCHHAsNZgDMgeMcxbMAZkDxpFCJZ9T0WEOyBwwYdqjQiYVHRKQBCQBU1Z5xFyIRQiLkES8YhHCIuT/owhpf3s/Tn1+WWovM6fjJh7bsROmXIewU9b6+xDu64WlYp6wji7YdeI4Tt/ugWaxCOvp9nlz86S21axDPmT4fPA48oTX0QUdbW70Fc+ddPtM4TBWLVmMku8/K2WfqrBhHrDtwNuo7+yW2rjPb74KX64Dg845wt8vY3AANUuXoHBjtbCOLjhUdxT21Y/AnDVLWM9/6iQOnDoNj6R9WXduo0fyASm6/Bm6KxcglJEhbJ+OnzfXIWWf1e/HpuJClD75lPA6yQgaRkDVHFBls3/r1seRXzlfCpdAUyNsy+ReQdJ1Xv/wI6l12IgeCxcJGMWDBBwlBhvRUSxU+li6h6EHjACogp+uRwKSgHFhXYVMKjokYAz0KgDSA44CqIIfCUgCJixqVMikokMCkoAkoFRfQVCYbZgIUGzDsA2T8JFhG4ZtmJRUfixCWIQk9DAMwQzBiYhh2E5I65FDOH61GZD4Ybpexek//NZPHxD92Ia8qF63Ds6F94qqjMgFGy/CunQZIPHD9GBTI946e07aPksojCGJPWfdvlz9N8j6ywiTjB80DRsWVKLs8W1S+KkKG0bAjr+8iYa2dgRs4qcIFFy/Ct+s2RgoKBL+fjM8gyjyDGJw0WJhHV2wsqUZi174AUzZ2cJ6gdPv49AHH0rbl9XZgTvfWCC8ji5YcvkSuioXIJgxQ1hPBT9bwI91pSUoeWaH8DrJCBpGQCNDsA6I7MkDVQjjkZd2SWHJlxGk4EooTAJGYSEBWQWnrAqmB4xAyZ2QGEoxBLMKntIqmAQkAUnACXJm5oDMAZkDTvCAqORzKjq6CXwhNXojVABU3eynB6QHpAekB0y+sTjeFViEsAhhEcIiRMjDMAdkDpiSdEQlh07bIuTW/jdw6soVhCTebNGPoxianQ2fxIn3dp8Pmf296C8qEXra/yu0oK8Hy57dAVPmTGG94KcX8E93K4L5+cI61sFBeJqv4c6cAmEdXXBOy7WRMQ1hiZc5VPCzhIL4TlUVip/bKWWfqrBhe8Huo4dR52qTOhvG4XbhbmGR1HEUdq8XFv/wyJEeMp9Fwz6s2r0HJolBNYEL52GpqpI6zkOfY1L7zt/QFg7LmIe8G9fRW37PpOOnnw1TXVGK8s1bpexTFTaMgOlahMge56HPMTly+DA6PF6pe6YSTlV00jYEk4ARvpGAY587esAoHqqNaHpAKUceJ0wCkoBxpGAb5mvUhqEHpAccg4DRe8EkIAlIAo7DAVbBMcCwCmYVnOg5YRHCIoRFyHhZhEoIYQ44iqYKfmxEx7BRBUASkARM6NA6/voW3v/sc6m9TCPncMz3ebD8qWcAu/jJDcFLjbCUlUvPMTlzrB7tZvF5JDqgnBOSXLWNtncOoL6jU3pOiOycC31OiJFzOLbt2gXrvEphdMLdXQi2NMP+rW8L6+iCrX/+E+p7+6VezOCckK9RFawS7tNxojtzwCnKAUnAUeC5FTcFW3EkIAkYlxOpkEK1ClZZiyFYKo1NKMxGdBLelgQkAeMQoAdkHzDhYzHd94IZgpkDMgecIKK5jtWhrsUlFfNUHiq2YdiGGSeCkIBST99XhRmCI4joP0rSP2aJ3zrr8vSASdFPB7AWdS1uqauohBAWISxCEpLMyDkhRs7h+O7PXpV6gUHr6wOCAZjmiJ+moAN68/gxNLTe5JwQKRcWI2zknBAj53DMKKuAt7hYGBb7wABWOB1wbqoR1tEF2998AycGvZwTIoVajHC6huD+klIpSFRn2TEHlII5XpgEjGBCAo7lBrfionioFDwqOiQgCZjQl6uQSUWHBCQBScD/kU7xfcAkwqLRfUAWIckVB8wBkyA7Q3By5NO1SUASMI5FDMFJkIIhmFtxCf0y+4DsAyYiBkNwEt6WOSBzwDgEGIIZghM+FtN9TohRczj0OSYr51ci7+GVUu6j6+hhfHB3gHNCpFCLEZ7uc0KMmsOhzzHZsnYNCpY/IAWl69DfUX+zQ+psHZU5K5wTEnNbVHMs/RKBzEypG6yylooOt+K4FcetOG7FiTknVQ9DDxjBVwU/XY+N6CRaI6yCWQWzET2Bg2cOyByQOSBzQOaA+ZXzxUCISvE3IVJwxQtzLziCCUMwQzBDMEOwmDtVaSOwCmYVzCqYVbCYhzHyjejpPifEqDkc1iEfVi9fDsfS+4Vvki7YdeI4Tt/ugWYRny+y/+BBvFBTk3BbMmC1wRYMxNmg7wUX5GRjzU9/LmWfqrBh7wOm65wQlTkmNUuXoHBjtdQ9G6o7CvvqR2DOmiWs5z91EuaysoRzTNavX4+Ghoa4a2keD/wfn0XGo2uF10lG0DACsgpOrgoONDVCdjbxeDqdncNYt9mCV3a3Y+fz5XH8CTRdhG3Z8mR4JaxLAkahUil4VHRU2zCpJOC/rwFbngBWrQT++Pt4rpCASZAiXavgVBLwpT138N5JJ2bPGsKFj2bQA47nr1U9jH69dHsfMFUE1DQNm7druHbdPAJ70/lhZGRkjLkF9ID0gAm8UmpywK6uMB7doCEYilTTP3rRi5d/PJMETOQF6QFHUUmVB7zyRR+2PZn75YWf2OrBa/uySEAScOLCMVUEfP5F4Oy5sWv9q2ns3wzBDMGTEoIDAWDzduDGV86KP3wQuG9hrLdlG2YEDYbg1IbggUHgoYfjPe3eV4HnniYB45AhAVNLwN/+rh9/eD1n5KJZWYDHE7l+2dy7OFGf/eViDMEMwZMSgve8EkLDP8zYsOY9/ObXa3HoSCv2vZaPYf8MXPwYyIy2BNOSgO7ad1HnapWac+FodWOgsAhBu33iDD3mvzavd2ST3ZsdedJFP073DfSUlsv98FvRvq3rHkP+MrmXEQLnz8H6wIMwWa2iXwmBTy7AWlUF08xIlbtt+8vYvOUn2LljLqzR6zQ2ufDD3RX45S8GsWnDLCAUQqDxU9i++ZDwOskIGrYV57vUiG63G5ol0gAV+dh6exG2WBHKni0iPiJj9gdgGbiLgNMprKML2ru7EXA4oEncYFX78swm2MsrpOwLuV2wFBVLDcVpOnMGS+5dCHNeBIvzV77Aiqr74tb1+My40dmCxfdUAMEgBjUNjgdXSNmnKmwYAVUNpF56I0ACpvf9nfbfjgSc9rcovQ0kAdP7/k77b0cCTvtblN4GkoDpfX+n/bf7D0ItO3oAi8p/AAAAAElFTkSuQmCC forward turn turnLeft setHeading doFaceTowards gotoXY doGotoObject doGlide changeXPosition setXPosition changeYPosition setYPosition bounceOffEdge xPosition yPosition direction reportJSFunction reportPipe receiveUserEdit getPosition reportMousePosition doDefineBlock doSetBlockAttribute doDeleteBlock reportBlockAttribute reportEnvironment reportAtan2 reportVariadicMin reportVariadicMax

013510-1090

1datamapmany1data lists

1

1

110i

data:image/png;base64,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 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.Replace the "Draw Maze 1" block with these blocks to display the other mazes.These 5 mazes are already created for you.40140,-1400,1,1,0,0,0,0,00,0,1,1,0,0,0,00,0,0,1,0,0,0,00,0,0,1,1,0,0,00,0,0,0,1,1,0,00,0,0,0,0,1,0,00,0,0,0,0,1,0,00,0,0,0,0,1,1,1