<snapdata remixID="8990163"><project name="U2L4-brickwall" app="Snap! 5.1, http://snap.berkeley.edu" 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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="thickness" style="normal" x="10.229166666666515" y="10.229166666666657" color="243,118,29"/><sprite name="Sprite" idx="1" x="0" y="75" heading="90" scale="0.2" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="145,26,68,1" pen="tip" id="9"><costumes><list id="10"><item><costume name="egg(2)" center-x="96" center-y="131" 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YZhZtGQCMbotZ5CzEm90ev850hdH9RVGKE2DIsUXLTlMlAIjqoSMkScQbFblA7sY1iPUdxKIOQ5/LjpSkYsxtsiaLwKRYfAAQI1N66BPz1gHq0Ije+hHuvfQPaET7cPITWErcHGpfrALAaQPYPDDsa84SAGUdX9SMf6JSnAXEdD8BgIJjfk4GHALTOGt0cvc/tqgr1KkrAUAmiDlUiREJkHWkzVXUiDzX2YRyDJeKF3umEG+80uODRc5rm118AMR9wK1BZZJt4ug97P30a1Bvfh9bzgDd3A5WVvCqKnTlt8gHcYGqqBLHClkGQXytuXEl2wmzW6OWx6ILZAHwYC6QtSTHf46sWo4s9yAWQHgKlA2ylA1FlWJRYwYpA2DjxqguQLJLlEVlES5W0qZ+1RnZtjMiZ/EBwD5kVgUd9nD7R99A8s6PsIU9BOoQ3fRklod3nMwaVHV0Wd5N0c0pc4PKLMVZAWBSz+8sFsC4QOM0bqmlqxTuqpB29LKCI+lJUJCculCKmu8DIGhCP/PPIByTGk1IK4D4WmSt0gRIQuCchbcWHwC8XRJTcQDcfBVvffurcIZ3sbPiIR4eIuQmR3OUWYAqE36/FqD4flWFstNYAPOeJsi1MUA+CJ7NAtghfJMswPQ6R9X5S6VimUU69x7FA5ml1gn1EadInvwwvPYa4DeRUJFMm8CdBMYQ9YGgPeMePtvLFx4AxEYktWXcehnhq99B//ZrCKSCUw9Yk4eoDNPYnlWnh1N72TEtFijz/xl0FVSJKgDITDdobkFwwcU54eZVKtedjsqQUmaHtFBJMY8CehVDxxEGnU20tq8BK5eQyjoiCwBygei6VvRbVF2/WR9feAB0AbQGhzj6wQuIXvkmNgIN1HwcRRqR34AfHlRYgAp974x6fBoQlFIFzhAA9xME57NAk4JgdoFKGmKOuXczAoCpFq4DpVPEsdFZDzyXVSSIQnGgFNZ2ngIuPQU4LURaZnHAMgbgNTeAyexA9c1UFa/JBXSNBOw5xvvovvQd9N/4KeppD8IJESpqU/HgCw9JSBCZfkza2Q2n5ngluPjcvHJbWZBMfP4iePLvQTECUxfy7E2bs6fMPZHFTqQxbR5fGO6NTYeWpEk5nBzxhLI6QfZ87icocHGK34H5RVOOKhdI2Oh3QiqaLLRyG5BrO3DXrwG1tuESKaooUwvm+WqPnrsFYBfHShOyH1wDnRqqIjIA3vgu9l5/Feru22jKENpNkJDbo11IUmYm4JzimAQCAsA01ycvX14aBC8AAMZFLwMAk2kyqdA8AMo+/zwAkI/HPCRIZA2qscGapA7xhrJGemo7pf7r8zzOHQBULHc500NJYolIU5eRQI1qrHEPu1//UyS791ALu6j7KRKHbIOAVg50SEqWFZXe3Nkt3cFzFqDscVpQ0wDCHPhCDPEwLUA+5z/uKDMAMBKJJ4PfY9+nwgJUifOSBZgWg7kgAp2DkIR529uobV4FGh22iDSBpna+6//8K8FMm1VDs1MJH6ENkqIBDm6+isF3PwU3CrHiCFBT0gAKCQWuSkINNWQmd3haM15czJNcoPHCGV+hssW0SAAY1QkWyAVyiYoiBMLUhw7a8DeuwtncgRIBlzCnEzHmbxvO3QKkSKCpITtzf3ggIlGUd9/Em9/9BzR2v48AAi3HRSo0ujSOyDH6++nQDrc63YmaZgEmxwmTLYD17c/TAkhpqsCmW+y4C3TeFoAHh8chuzlknRLhQzdX4W88AbGyzRNtzjcCWAAuEAFAKRpQISC8wIwkio+gXv46br3092jXE7hKoy5dJFqjSyNGJakyuxCRYr7haXf/Y9mPjGw2qwWoqiPMOwi2ADDNMnlCnAHGpCDYnot5xAB5lyiMFA8ekZKusUZM1IjOFXhbT0DXOhUO2Ok2tlmede4WQCNmDR7SFXAdF4JO0hsvYfjTr8C5+wrCzgZkmMCnoM5J0YtJ61OhRrKviUJ0yizCtCA4D4xi1qMqCF4EACxyENxNPAROghqpc2sSHXYQ1dfhbj7FQfF5K8udOwBi2sNZiNZlHR7qOrr3zS9Av/oVbHld3Ak2gUHCs7YoZdhTfegkRD3VDIDYPz3ffB4u0HkDwHEMWW5eLlBVGpTKINNEB47Qga/7aKBnJmySiIG3Arn5JLzNG5z1O8/j3AEAEl5STWZI7Yp7aN37Kfqf+wxWpYODwIFMTJ7fTlwhPi1XHFm79ngGouxEWtLZpF3eTkEsAwe9RtlheYVMz+j9MreDXk/uhHkf26YooYQ+wdXP05lHdQZudSRfOacPxHUCWmHT+P4202MUGagybVonzQf26LXW3cu0grjgZhuFKloWHZZJnHykFaICiElD1HzG/P+ResQHfi2bYZwi0TGLGNBmyEOaHsKIpnMHQKpplHTALCkd38Htf/obrL/3FvTRAdBqQiVUKjMA4KAqK7iMRhAVVB6Kl6oMAMfAkC2ASS4SDYyelgY1hapswWfDKsap0/kDwBbKbDNMHgD0uZ3sBHDAzmNtcjIrZj7k1AU+KwBENiZ2IgCe+VWAQC5pMmXCswgc6T20GWXnDgAKQrs6RocuzOs/xFtf/TTWVxMMu4dou3UMs46iogW4HwBMLXTl6LhlzyMA2KPUStjMC+exjAWwuzr9nLcFyFeKaVfloHsUEIMBQJ/J9AtkhDtLf2BrNR0AUlbMR6iwAJIkuHPWs3gO1eWPwmm2AN+Md0o0AYCsGPUZzF968dwBQFmcLkKsqiMMP/tZyLuv4aB+BBkItPsag8yUW5en6AJV+Y/zcoFGYKlwgTQVigrtimfpAhEArNtV5gKZaV9m8XPHmS2Ojdok5wsAmppZPPIbTdjcQW19E2i1ufHJCNJn0+u5X2C+lbJzBwCxAyF7iF/7FtSLL6LT8vCevge34aHdjdDNVBtmAcDkHD/57dPZoNYCTHyP3CS5MgswbwBwjGC5Qhk7NW8BRNZLTM/JL34bI0ieFDz5EGK6dGRVDEADuO1R1n0bOU3USFeI/nt15oFlLfgst2jkJ+Z3nDsAdEKakrt4+3OfxPrubTR8HwNXYBAO0Uyp8kul9HHQW7QAVVmK01iAaS7SpCD4tBYg5Rj2eMP6WVoAAkDRAtiMkAFGJqabd3vyFIm0qh9gNgCQRh+DL9euejxrBDiddYiNHaC9xQww8nwcTVV+bpmb3+pfiKZ4anb56ddx53ufQaMRIYoFWnIFYXdIzUVQwpDdbBBsu6ptDPAgALAuAf88RRB87Pk5hQW+vyIInjcAHJYrpONkFsicm5z/nxPNtVkgR88ZANaFyTJ2NnNnQUBcIRW0ka4RReI6lAyy/mEFlwdwnE6Y7EFRcu4WgDq9bv/572ELN3HP3UUoalg5aqKZBrib9uF7w5ktwHm6QA8LALaP2GaBbLZHZ+nHzE/K6BLZMD0mIlb15E6vtVe5QN4UAHAXmYiQyDri1R3UrzyFyGmY0Xv6EQEAMf5kEsFzIj75ShLf3zRGc4r5x38E9fbbuPvubeaM1AIPPKkxSdj6ycgAoMyPZHXnCjptPotdBoR8T29ZlqeqTpDSYOxM33/MxckmtvM8Xc/43rRDj7g648dHVIRM85NaIkesTisblOsXEPy8se6P6UjLmJ9Z9idPj7BUDGvFbDrSns8qC4qRrk/5HlvVLyZo+syUI6Kqvkx4NhnWbwA7H8WQLnxCTFHDEJ7nMXcLQEGuww0s1P5G6sEBKDUc0JkL+8DXfwfd/V0Muj2OdzyqbCYx0x24nTAmAXRzlAGhiq5ri0BlF9ykB0/Sme/HRVoCYPryrAJAImhsecR9xaqzA/faRxFRQ32a9YlcdACQEgB7cUkP8HyO8pM4QuCkiN99C90Xf9dUdFlXmFuFkJL4lTaNKoKUAwoAOCZuW6E+bC3AJDcov0PmF779m7KiTrAEwGwAIBefFCKSMEFSX0Nw5f0Qne1sEN+jUAewK1CFSFne0IWjhiAKxP4PvoHBS1/g4QvEA7I7v1FE1swenNb0vgguEFewly7QRBRUWQCe8ac1hlGMxKkj2LwOj0S13AZr785bXX3uLpBtuKIyN43TocMh/s/eG7j5tc+jfvQOXNdlv5/GkhJzheb00hFFQxMnnJMFYAtUUSdYAmA2CyA9za3gpPBBPoDfon6B69w9pmiznG8I8BA6wuyQNwH0VIK6QxZgH+lP/h43v/cVrNU9HjdLi58mtdOsWt/3eVRpGNLvRm6jLA6g+04TA0zy/+n+0wTB07lA4yF3yyD4JBgqLYATIyKNLBLLpUZJKeETTXrjCSReiya2zvWYvwXQJCMfI3U8DDRQp46vwS3c+rs/RrD7KnzKAacpuz8ksEoLnoUS0pTn9I40BBc0CBbOEgDTVmglADBAN5aQQROBTKGjPrzWGnDpOSTN9bmP13gIANAYhgN49SaPMaUWOGf3Nfzkr38LT9X66CekJmYqvVZznmkP1BRPwwfz4sJl4rdzDIJP4wItATCjC6R7OIwlvEYHdU9AdXchgw4EZYPaW3NvmZw7AKiO20hDqEih7zfQ1gMMP/t/Qd19DVHnBpzBAQ9aIEundZIbvsCIQJpjEz6ILbRUlFImJ6d9jnNNiu6OdZHy+fP8bWqKn5bnn1YH4OCZZMIz/X9DbDOtjcfErkx6ytAaKI7KMVCtBIodoUSP5esAVrlu4vevcLJzsj/lp7+yTjC9nyAkoSwd8WQfKmOkicYAAatLy62rOEoaqAUuewUjnVfyGFL6nrMHCHMHAGXxa3SSlOb8rn9wC90Xfxvi4Bai+jacqMcAMBwfdQwANI8qLy9/FgAopjqtYFVZnED3lS2gJQByV2JGAPCwjCRCTRIABKBSDLQPb2Ub7uYVDP0tBC5tCPYwLgF5BhcCAOz2kBIwHxJHP/kakp98Dn64j6HThpuEUy3AWQGguPDtjnhaWRP7+qIlWFqA6fMXjk2PL9nBKPOjY5rtlhheFREgSfAsWEHQWYe8/P7x0qe0+LFdn6nED7Ivjl4zdwtgaQ8gEKg+3nnxL+Dd/SkPtAsTAZpBNc0FOisA3K8LZJ9f5QKRC7V0gSavwSoAUI9fGscQSODyvCcjmJWIANKrof7sL2VEPwdKpZCOlRs+mwEbcwcAnRoGAQHg3s/w5gufQi0+gu9opBHZB1P0si4Q62fzADYTAzCffYYj//KydKa1AKepFNvd/xiYlgCYenWqAMBuJk0B0mOZxEQJxLQxConm+/8F4AXMqUq0A0o60IoxAzaIKzQbW3T+AEgTRMKFnwyhfvx5vPfSC/DcAFprBEkPCbMR5wuAaXn8SUHwaS2ADWInkd2WQfD0IJjGqRbFDWht0H86/KsfgljdYvUIlbrQlAdgMuXZqEvPHwBJH0O3AXdwhIMXfwe13dcQ+x0MQ4W2PsBQU2J0DIDxCE5yjTRsS9+DGoFiFqgsCM7fV2RHTgqCRzFBlsVZAqD8ClVZAFYBJJUKyuxkC5+k1Xn2mRDot66icekqEKxysYy4ZTRhxgAgBiqG/FWtm/kDIDpE3+9AHu3hzn/833FV7qPvb+CgF2ET++gpGqQ82QKcFQCqguAHdYGWFmC2IJhdYxrjlErEpBCYyaa7lBp2BPbTFlavPQ20tqGEh5jIlTQeljKHxJledAAcAWiHPeAHn8buj/+Bg5jUbWA46KFdkwjDTPaER2imPG2QWFCcGj1Vw8Z0jJOMoj1KA+GMblsVJOcfz99WoiSPnylKszShY/oBWDol4/Ln8/zSCabWAUbKdFkdgGxivg5A59P2A4zFscb9Ag5pBNl2yEJDPAfvxDib4ZBi8oQeJitW5OolxXy5I986yZuWjhB3biB48qNG6ygaGK9VugiFN/Mc+rlbAC6ExV0c/d3vw9l/A8MwhHbqSHWEutAIM7ozmb0iADgnUNmxdP8AOGYNCgAoc5GKi/+iAyAvlFVZ6KoAx7wBINMYYeMKak9+DCCwq9AEATw72pm5Ujx3ALD+f+8O3v6r/weX/SEOe33EkvQiHTh6wJ1fJghi0kn4TI0AACAASURBVNAoAySyTNBZAGAqmS2nOlCVJSrWAGhtaJnt8KmZ5mIGVJiOr0WxAHlNIF7PWZskf77ZDADmDQBHavTdFTR2nuMh3Ga0KlWC6dy7M3OF5g4AHv7y+jdw+2t/jjVngGGSmqyQI+CpIaIkK5JR1J/VBCgVarlAokK2o8p6z8sFGmWJFhwAciSrSOY0k1HMGvvJBVp4ALiSZwu4W0/A2bjKOz+1T42AXLUAKh6fPwDiAW595VNo7f4E8cG7cGotBoBMYtQkqUAY14dyuix9SFowFgj04StkO6q+PwFgkgXg+ytaIvN1gjILkDr+SR9+gSwAAWCaBbBlparzOOnxuVsAAgDFye1tuDtPA36Lh6j4dF25SrrglWD0buOVv/59PFU7wuG7b8NtrTEARDxEDUNESjLr07ZBkomjdJi0McGMk8RPYwFOUyeYFAcsOgCEHgvhllmAiwCAJFZQRJe+9hzS5gYGqekpd0htWsw2YmP+FuCdl/CzL30KV909boIfihrnc2tOCt3bRUo6MCR8RRBgN8gQ4mwWKJ0DAM4yCL4IAMhbAAJyPgg27acPfszbAhD3hzJBkfTgX3seamUHlFipU2wZU5/56eXxy77l/AHws6/hrW99EfXuG9hcbeK9o4QBsNoM0Lv7FhzfNMRQFojTn9QHkAGALAOlGWc5zsIFmpQC5c/llqQxF8gFIgswzQVadADQuZdpiDiV8K5/GMnqDdaLZQBEh4DfmWV5zN4SGcVHcLw24jib+EduWRIiJnkTz0H4h//diO5s+f6U67eZH6miE7J5x1QfZsxS5JtKy1wdyuIUU5/553Fzjt0lSbWY4wbTQ0AaPuRW2Kb40iwQjXLKXsM/KevEnH0D7NQOsqYJ65JmA2T9APZvUJEoy9yQ11t83BnNL5igDJfpJk2qc9DElvz3L1bCi7+fXG3ThbOqmFxVdQD+fpQRFBIDp43G+z4OOPXMTY4BhwqpD37MbAEi1YfjNEBTjnwW7yf2G30wgUgLDP/0v58KgKLsSZ4XwoWUHBP8Qb5mflBc2UK3AJgEgjIA2B4CKkrRor9IACh+zwsBAJ1w7/bAbaL5zMeROsbtERQDyHMGQKyGcB0z5oaFnHlDSDjBfHj3XaRf/D9GEifs1+fYnpT7twAoLnxrBc4CANN2ePLh80fRShAANLL0oa0ZWBfnAgFg0jlYfAA4PFuM1kPotVG78SGktRXupIOKZp40P7MFULSIibSW+erDoUItoA/dw72ffBfuD/5iJhforAAwcQHM6AItugVIMyrCJBfIToiZ9Pj5u0C0loa8ccZ+C+720xArlwHXY9qMsC7kg7gHZ6EOTRu+Qx+EhYhdHA012oEEwru4/bXPo/bOt05tAdgnzqkI0+9nBYBJqc5JFsA+v8oCkDz5IrtAFgCTNoBFB4B0XQg1AOIQym8j6ewguPQE4DdM8mTGARozWwCmOlDxSiRIRYCjGOhQXLn3C7zzwqfQ6N881vPLVd4sCOaGF26JNJFu0Q06SwDMywIsOgCOqUNnk2KO+3zHkwCLFgSTnI6rekA84CJY119H68YHgRplD+2AwAfc/s/KArhEadVDpA4Nw5Ro0ed55yXc/tJ/QE2QurOp7pZlgS5CEJyPAUwe3YwloiCY9PkX2QIQAKbFQNSwk398YQEQdXnX30MLa898DGiscWzGerIzHGdjAbjftwftNjCAhwYh641v4faXPomAz6/h+RAApgXBF9EFuigAmAiCBQeAdgN4yRHAAKhjN6lj/QOfMABIpR2D8MAQmBkALHvCnPI+IKnVXSIIB+h+48+hX3kRyvPHM30pnZXj+nDBq0L+vArf1n2a6ONnp2ZiEJhldiYVu2i3N4UkYnkabZ6RBaByvJMNmMgyQzbPP/JNSeqbV19WQ8jqAPbxNMvzm14BqgEcrxPkxynZKTD5+QA0PNwcpk+A6gRspWhaJBeRjuf5i0BQWa9A1fmbtMKqrk+VdEmlcpyjOMWeagHXE9A0d7hzCeL6RzGQLupVH6ACGjMDgMTLA3bhB9ydQ/K2ftjD3S9/Eo3b30MoJAPA0hxOA4B8Iazq+x17bm58kb2g9yOPbslueTAUAcBTnXOV3vMGgMFlNoOsAAATQ00fArj4ACDPIYVKUngEABou0d6EvP4xDB0ftaoFMm8AcBDMqyzmnZEXx3AXb/7Hf4cr0U10E0ttMFx/AgDJnlNcwEWmzAIUO4Hs5676fnkAlJn5006IKVv8due2FsBwaMx3ZHdNinO3ADYJYhXluDhnK84FAJSdn4UHgCRqvEASawYAmQOaI+Be/QjiWov7g2c5ZrYA41nGGgnPdRLA4U387M9/E882QuwOhxfSBRpbkOkukOtmhbRzcoHGWcAHc4F0Jo24sC4QD8pzEMcxPJf4YhqJ14G78xzSztaMITAVb4tb6P3CKaNkMwOCAEBFi5s/ws8+94d4dlVgdxDlJjxWWwAbCM9qAYou0KQgsCh8dSJWEFmen/R/chaAs0DUnH3OALAdLdYCMFeIQwLzM+8C5c+B/Z6LDgAIDen6iIchPIf6xDUiUYN3+YMQ69fZI53lmB0AzPvxmAFB1AYvOUT/By/g7ve/jJ2axkGUuTpZw/u0GCC/+EfBbcW3O00QPGl3M27MSTKYdYf48Uz89lgAatOgAvBItIlXVnmQS2zRaY/PGgTnAcCT4O8zCKapPZM2B/P9px9V62/WIJj5YEGAqN+HT/qhMkWoXHiX3g+5/cys/TBnYQGoSTmgEXg8+dFN7uLWl/4UtbuvoZZ00U+Jz038/nEMYFOi+RigbPHzhTklACZdxHkHwecNgFTomYLgRQcAUW28Wh1RrwffIR0ggUGUwt16Ft7VZ41a9gzHGViAAdNTKR1KCUEneQ+v/9Xv4LI+gDq6i1B6C+8CTUqB2p27LAi2LtAiAMCA36RP79cFulAAkMT+BIZDwNl6Bt61DxpNoRmO2QGge4hEE5EAWrTdHr2ON//it7AdaB55lCgz55fcI8r+QFEtwNAh6JCxmQKZD0XuJyypTIMWXJyipcjLo5dlgmjxH3Nh6IRbrX5+M1MHsK4HTXUjsz/KxmQXiBvQqTcg6w+weXpYNiopShDzicRfOY+f/WQ+/MlA3FSfSfXHxijUa2CoAfmOr1GaNkeDyLuESc7GltdKKirJlYtvuhPlFrRfT+gCCYFYKXieC0mSKFAgBmvf30Lr+geB5jk3xBDrcwQAOhn3XsZbf/N72PQ0VBxNBQD7dwkJ5I4BcD+Ln15HYJrk4/NiOIXsyTQLMBKVsj7+IwCA/Caw8ACQKWKuAbiQOjTNMXDR99bRvPo+rgnMcpyZBYgF0CSwv/1tvPPlP8WqQzO/NLQaZLqPJv9vLYBVgLYWwH6JSfWASV+yKggumsgiWIqqD3ZxjLIkXAUeF78YUJkFMPcvtgVgq1NSILTnU5WoYuSfb6Owae8xfQHOZgHIltKwdc/zIFTIMup0zvtOC41LTwPrV2dZ/2cQBKcDRKhzSrCmYuiXv4I73/k8mmnIUzwsAB4FF4hbFnMAYLBkfPRFdYFG0ooTXKBFB4CDBBFxfjwPThJDCHKdJUJhZgrj0vvOGwAhYhGwQksQD9D71mcwfO0bcNUAijNAi2kB8oWu4q5/LA1qdTWtT16wAIsOAAqOp7mICw+ANEIsPAhKN0chXMoESYk4ceGRbPp1GqDx4MfsLhBixPA4lHKjI9x58U/g3XkZadiDFj6kphlgJ4PgMhfoft2fYvBcdqGLef4HCYJNYJk1rRcsAInbLnIQnG8YKQtydUmMtEgukIMhkjRgJqiOBqYWQE1icQrZXAWe+ZcPvvrPoh+AOEAEAB5aEO3j7c/+v+h030Y8MABw0v7ELJANgqdlgKqCYtMVNK4WnPDxTxEE5y1AcZEUg2ACFDE3yTem515EAOQ3gYUHQDqEEjVorwYVhaiRBXAE0mEMUWsDH/wvFwgA4R7e+PRvYz1+D2Gvi0TW4KfGAlgS3GmD4OLuftZB8Fm5QIsOAJZln7JBLDwAdB9KNgoASIFhDPhN4EP/1fkCgPsB4h6U14TTv4ebf/yv0XET7GMFTd2FSExHP2l+2vy/bYwxFiCeWgOwo3KmfcupF3jKxec0aq5OkPf9x1mgTDltQgxA+v8MVju7t0BFSKkQyOnYTAtIOJn+T9ZVxhqXRsOfA1ayKiemzhTpzpaXRO9rPl9ZDYO/H/zp2qhZJXXSOazKsp328UnXT1So81bNLxDP/RrXP+g/Ddhwua5i2Ad82BhuwgeYOQbgfoCkD+U24BzdwTuf+jdoOzEDoKGOIFW2wHMFsFFrJEkixqYOYI+iO1TlAtnXTbqA03pi6TVFAOQXEy8gmyZ8xAFQjI1GFjLr154VIHMDALlAxGiVgtnIDqt8PHQA9JC6Tajdm3jv0/8rWhjiUKyipnsTLYDlB+UBUBYEnxYA+QuYv1hVPbEjMlqudzYfBzxOACgDwWl3+CqAzA0Az/4XgO+VA4DrNNM9pJktAA/CVn3AaWDwzqs4/OL/jVY6wL7soJ50uYGhygXK+/vFBX/eLtCokvyIWgDLHaoqdFUt8KrH5wWA9Kn/DLJRZwAQcc7oU2UW4KEBQPcA2cTB6y8h+upvoa57OBCrqCdHpvpLxylcoLJs0HlZgJELUFCDK1aCL3oMMCLPZSu0LFU6yT3Kb1znBYD4+r+A32kbIqBx+h8uAIwuUBcQddx5+buQ3/x91FWXXSA/7mbDLqYHwbNYgOM565PDMKwLNOkiUgyQv+gnFsBInDYjpxUKYRcdADx0r6AXVLaYqxZ41ePzsgDDnU+gvtIBXJMYsAAg9RFOV8/bBeIp8KrLihDv/PDrqH//j+AnRwYA0YGZYEiB1CksQBkQTmsB5hUEj7hEj6gLZAEwCQRlFiF/rk8bI8wLAL1LH0drbRXwaHTSeQJA1PHWD/4BrR/+MYKoiwNnBX50xOpdF9kFepwAUJZIWHQAHG19FJ31NQ6ELQCoiV6o9OFYAFKCHsJFTWnsf+m3gJs/gPaaiFOFWnQPUZLl0SdYADemeR/mmCUGmGgBMGZDluXKFevrm6ruiDdDHKZMakTTwI6MVs33FfL8BBCb589PiLR8fzszwL52XC8wf09nekD897P8PwdyXFeQ0Haw3THdH2vuqSg6bmksc+XiHBeo+P2N75P1EE9wg4oxwsSdfArjdNJrzN8/Pie4+NyqIX5q5TrcnSeQui1uy3WRmDlzxNJNKT069a+fARs0B4C9L/4mxDsvcU0ggUYQ3kWsshN8HwB40OaYMhDoEgDkdzrtjmkNtmrKjSlLAJhN6ZTis1VZpInL8FEFgLUApwXAJCJcVRq0MgjOhKHs7mcXv30dWQDW+snaCvl53N1s2gyXFmBsIabtpUsAKA2yAEUXqAoATtRbaBfINp0zCW7pAk3eyB97FyhR2M25QNYCJDprWp7gAlkATHJ7TpsFslemGLSRC1Tc9fPWwLpAkyzAEgBLCzA9irAxQAaAogWoAoAMu8fev+gKnRYA8wqCSYdmGQRXLIEpdYTKVz4KMcAALuqJwr0v/MaJIFilmXrypDpADgBnxQU6FuQWLMAJC1ERBC8BsLQAlRaAARAnuFfiAp0WAIvqAi0BsATAdACkCYbCRS2McO+Lv8UWgBphqEm+hUP0ScyL3kElI1UIoWiijFGLS1jrhfJthjQnaWB2dpvvzui4laZ0ghlWMOK1k7JAlOUztTqa0ZtlhPLqz1mN4ATfP+MISdbxyeoGpB866gvIOPw048rm4ksfN8E1Z6JG8uZGeYIO0vWxE2hMbcDhz0uZKrrfNr0XawCjLFfVhJjCkLmTha9xIr00zVxFNcgFx2XXsHoG3PQ6gVp54pzrACUAUE4dpN7STA8wSCiteHoAUBGDhg/ZhV+VBs27O2W3lwCoELZaAuA+ttgyCFsARDH2vvTbnAYlC3A/AGC6dLbouYpHM8UKQ/OqLMDEIFiYpvWlBSjvm8YSAGcEgDjB/pd+m10gkklJUo2G3sdQZWPMJrhAcUJNlfNzgfQSAKMNwG4ix4qHSwCcHQAOX/gdBkAEH7FWpwbAPC1AKrMp9uxnj92B0e1lDHDMuC5jgCpfo/i4dYEShaMcACKVoK72EOoszJlgASKa/zpHC7AEwDIGmLakZ26JhAWA0ujmABAmMWrJLqLUnRoEEwCKFuAsg+AlAJYAeGgA6H35d9kFClMPswDgLINgml2wDIJPdsqNFsUyBpgtBjBzgonO0MDdH/wj/O/+AY+23w/WkA734Kcut0WyLhANfFUJqA6QKpPqVGrAj3HaM8v/C5olQK+hnyYhNPVgqoJVceZc+njXy98mfrjNyVvJQJHN2R3NCaA5wCVaQWM+/5gUx54b6fpbNqnV88lmClNtwXFMbYA+oO0NyI9ZJWGtaY8bmQ8qU5haA9GTzXfNGKuZLlAxwB3VAdzjk+DtZjA6oaS7OU1ZL3fmy593sk5QZOhWXb+pOzSrzk4+epc/gRb1BNcCboihfCKdd2kbsarqFLMOyWNdoAwA9374T3C/8wfwVRd73jpEuAuXBjU/ZADQKRtdhJxw1BIAZiEdW6AXHAD9K7+MJgEg8M8ZAKKBvVe+B/2P/45VIfbddcjoAA6txjkDwOyQ2XQU3mzHGR/aOUcXfWkBHjkAhNd+BbVWc9QS+dAtgNEFoqb4Fo7e/BH6L/w6mrqPI28DznAXNOZ1FgDopGpOodnRJrlASwA82i6QevJfwq3XRk3x3A9MHX2j6YgV7vOsLhD3YcZdpF4Lw3d/jr2//besDNdzVuEN93k22LwBMM0C0MytpQWYEgRfcBdIvO9X2f0heUQbA4wAQHHlvLVBGQDREZTfhj64hVt/+T9jBSF6ch1BeACt45kAoOLpQZBd3JMswBIAj7YFEB/4Nd79aaFrEMFSsDocWwASZSPd0CnHzHUA1gUKu0iCFpzBXfzij/811kSMgbOB2nAPiY7mDoC8BTAnYrzjSXfcEbYMgh+9IFiQPHqmDk3SiJwBOi8AuPEeXvvk/4BNqdCX6+cCADMtfRwELwHwiFuA5/9rw7fPtEEfOgA4CE5DQA8B4eP1v/0jXL7zHUSDfew1LqER7zH3H5TTT2hSZMI/QbRnVowL+WdKNQClodMkN0mSagHjQkBZx9hIX95y7iUpOeQBsOgxgGfqACToyrl+0xdg+f6ONGzWUZaL6xx5n970O1hXsMh6HalbTxiSR7pE+dToiRx+NgUz/zemPr/oblT0A1TVDHjEFmpQQRMqihCICOTfqETD6WwAz/zq9Ci34tGZXaAxAEJABnjrC5/Cxjv/hGSwh936NgOA/LGUil0ZAEi3MaWC2H0AYFLH2BIAjzoABkjhQ3sNqDiGT9PiQeN3JeTqJvDUOc8I4yCYLQDNbgpw5+8/g/rPXgBCAsAmGvGB6f4inj/t8Crmn6cFALKJ8hbIRSCMRoAtLUDplJgLbwFSmjbqAV6D146XxlzvTVIP7uYV4No/O18LYAGgdALHqaP7va8g+c5fwFdH2PXXEcT7U12gNBlOdYHyAChzgZYAeMQtACIoLSHcBlIVguYGU74zknX4l24Al547XwBwFigNkWgN4dQhfv597L/we2igi11vBX58ONUCnAYA0xrmnYzLY/k1WMYAx/oeLrwFQIJECUg/gFARhE6gtEDkd1C/9j5g9cb5AoDSrSINEZOb49Tgv/cL3PnL/xNrXohdpw4nOjoGgGIQrOPBVAuQksuUHWUWYAmAR90CKMRJCtcLIBABKkasJaLaBppPPAc0txYDACGlJqSPoLeL23/4b7DplwOgGAOcFgCTrMASAI84AIRCHBMAPAjKEOoYkXIQ1rfRfuajQNA6XwAYUfYQQ2J9She1qIubv/8/4nItxD3pg6UPpwTBpwHANBfI9Y6PMV26QMdbPy++C5QijBMEvg9QAKwS7jOPmztoP/sxwDUtrw96zJwGpYxO4miEkDwv3o9C7L7wl8Dtb8FPbmIgOtmEGM0fnvL/lO/n/L6maL5vgmSqD1B2iH/GfJu04dPEjFGdpB5tdXEmsUGdbMQRE+ZI+ycnckvv6/J8AIqrrLbPw+0HIN0f+9mkJG2irA4w0iaarmuUZjOG+UvYWQIZ/4UKgpL6MbKjjM/Pf2+KtKGiKUPTZi0X6gQnywDTCflVdQBS56YeCFovriOhh12Eso76jY8C69cB2y/xgAiYHQBag04S9QX4kHDjGINvfhH7P/0iWriDIZrZlEgzJskCgLM7OQDQF9S2UEZ+v6YmmvQEAPJg4GueDXrOX/w8FWIJgEcNAH2EbsMAYOUaKYc94NI3L5sdANTd5UhE1P1EO2qSAK9/H6+/+ElsOvcwTOulAJhkAThGyKxBHgDFhW8tAgFgGh1a5rq7lhbgpDbQolsAZgiQFdc0BV5AR0NEXge1Gx8B2juVbM8qdMwMAJVEcFwXitwLnhipgcO38bO//HVsp/cQwz1XF2gJgIttAdI0hnBckEIgAYCqwSpYgX/j49DNzSq2c9X6n90CxHEIzzPzmOIU4Jg02cUbf/Ub6By9CZWKiS4QUSRimibP1NVk5AKdpQUYT39ZxgAXMQagwFe4HpRScInwRn3ljS04Nz6MpLaaaX9XrvOJT5jZAsQqgscDyQSoKEbJIFcfYvcrf4b09e8BIrkvC1B0gSjvO21mWFUQvATAxbYASCNIx0eiFShfwUTH9mXI6x9B5NYz6eNzBECoIwTE1UgNDz9yAT/ZQ/ryV7H3jRcgRDj3ILgYA+SD4CUALjYAJPWTeB4SygoS75myY6uXIa99FEPpYbYk6BkEwWEaI1AkfSJYrntI53v4Hhp3foR3v/TXcMXwXF0gOyp8mQYtT2cuehAs0yHgBiMAaOnAXdsBrn7EyPI/+OZ/NlmgXQArxAcaHgBBGwNI/lBi+C5e/7NfRz3d4/SoiBVH7IOkD6UitF2J9OgIkVWFTjV0vhaQ9Qg49LqCUjS5RKO6AOvylGh+ZvflleFsvjvPmZeu5ddTHwEtEkp8G+0fo7+ff3+6P9MFymYJH5sy+QC6QFV1ALrg+Ty9/ez2O2sxrhMU8/n8wqwOMinXn9dAKqsXqMJ8gWLens7PtKMqzy+Q6R5NeBNqcXR0CHh0MQIcylV0PvjLAL2O/naF7k8VPmaOAY4AtOmvDPeAYIUB4AvAiXbxzuf+EPruD9F0fMhEQ2kqmMVI0gQ1DciQmH5GGlETXVobmjQ3xWQDNGRsuED5QtixolgJAPKAKKpDF8VflwA4DrAiUM4bAFzroQqwSyx6D0n7GoKnPgStXdBwknMHgGmISYC4B3htDKkYJqge0MP+97+Cg29/Cmu1JhylMIwjxA7Nlic+a4JAC2hiiwpa+JqLZCMrQCG1TpEHQBkIbNNz0QqMd8jghIU49txMHdrMBF5agIUEAFGgJdCPXTSefJ4rwFpLYr0cm3RftduXPT6zBTDbM3E0IpAOJwGAjhoShLdfx53P/Ft0XA++TtEPe0h8D4mUCHshGtKHjO7x7p5SyTsHAmsBRGJGKFm3p0iJmLTw7f1VLpAdkbQEQPkAjfO2AEKk4K6/NMWh8tF5/lcAf4Up0Sz4cMpJ9pPAMTsAWPeH2mLIVrmIUkmfFYEE0qiL9/7yf4EY9EGcvWHYRUxFPcdDvxui4TUgwrtZkKzY9bEgMAteQcanB0CZj08u0CSQ8POXFuBYjLFoFkBIxdeP9sahv4rmBz4BLRosgeLSiNUKLlKVVZgdAOQ4cLRIhSby0+gDpwCTrCSir/wG7r3+c6yQ45P0EOoQwg/Q60aou3WkiWma55098/8tCPhiJGZ+wEQLkCmAFYPD01oAYtxZsdmlC2SWSz5wPXcLkAEg1ALexg3Iqx9AhBpouq0k16giiH4IAABYvTCzoEKHbJoUN6+5CF7+LF79x69igz62HKA7OIBb8xH2E7jSh05MEEwy0DwQjwdpJHybVOVcZdKok0DAWCtkge4nCF4CYMGDYBFzsDtQEvWnPgx0rmGoPXgO4IASJNOzSHMHAC1+Zd1HTQ3yPSboKbiIEaB2+5v48Wc/jW0RouMOcXj0HtxagDjUcLTDwlnHYoBCFkgk/akWwMlZgLwLZG9XuUBLAFwAAEiJrpJoPf8rUHIFoayxi+0wBzmTjala6RMePwMXqOIv6xiv/O3vY6f3c6R33wSNLU1rHShoRIMDeLR727kA1CuQ7f48LZIoQkShzj2enyHAj4txpTNvvkcukPURc1z5Y8pxGZ/cFMqI0pQ1lGScepJ3NzWB8Sxg/j0zedI1Wj7890rmANv5AIKSA6MZwvk6Q8ZmJUWzkn4AYeneEzj7SV77NLsUxzg/Vleo8NjoOSVc//zrbUNNGY+I3pJcpEmPFWsAZc/L01zKHhfYRz+qQ196Hq3rz5n5CFqbczV2PB5w+Z9BJbjyL6cxjr7/Ag6//3msp30kicJAS3hBgDg6goizAJoaZGj3Jzcot+AZAOz/KDNkI/c4nYI8AEpPcCb+WqYdSm8rcwCg4dQ8lJoWRQYAL6NblQGA4w7HDLleAuBk/HAmANAHGIhVyCvPI7j0NGt/8lqgouOFAAD5aYdv4+U//U3caGjoeIjDXh/1VhMJdXsNTQxg4wCOAeh3qweUGBeJMaCTY9Nk+L4s7TppFxrNwbUqwYUJMoJ0JO0uSFYg9zx6fwsA20lmO8dGFIIlAOZrAZIe4tYVuJc/CLFy+RgAWJGkcgee/oT5u0AUqScHeOMz/wH+/ttoyxC97iGCWg2JSJEOMq5QNhaJF34GAtb7TTI2aPa4tQQ8QomTYcdL8fkAmAEyZxdoaQHm6wLRtFF/6ymIyx8AvBZ7AJLS7sQQpf6TRQdASt6yHmDw8rfxi699BtvuEI7qI6H5YESRiCLTJmlngp2IAeLcrn/cParyH/ncZEPgJsqnZzGEXU82XwAAIABJREFUcWGmWwB+v4wLZC0A4W/pApUX0c7CBerLGppXPwCsXeOcv/UCtCRNVdOFOMsxdwtAtAeXKK3hPn761/8end5bWPcS9KIhYrcON8p2+My/58F4RIrL3CISQ2JwjAbpjUFA90uWxB4fRVeoaAFOqEdPCIItYMqCYGNZMsuzBMBcXaBB6woaV54GGhtGuIAkOFWChCy76y6+BSC2p4oT1KXC/jc/i+6PvoytWoRhohC6NYh+ZFwZWvBZEEwgsIEwuUD2cQsC0hnN32eX/3kEwSmV6pdB8GgHmhiLTchiVVnxaPs5BFvXALfJ1WBHkEsdI6apm35t8QEwJAAogaZUwFvfw5tf/P9wyRtAOQ6Gsgnd7R0bkUogGLlEx2KAzE2i9GghHmDPZIJ0x7xdoCUA5hsDqOufgLt2mWM5pVK4UiElUiVNggnqiw+ACAPEqoYmZVeO9nD37z4Jt/s6EjnEUaKxQmn+PBku6wtgRQjK/iQ5OnSWCjUZo2yWcMUcWZWpRliQWMqE/T3NTmHx/hGgsjy6dYl47nCWKTLp0oxByim5rFfAagzRT881tYUJdQDqByjGFpPmAJeCPItxJm0AOpsTXLSS9vn5JEKpBS30IxQ3m2mbD7+fndc7wVFXmuZ7aUhHmeCW6MXEEKh3ENcbCJ75T2Zx8StfO/cYQCNCDJ+XmRP2oH70Am6/9GU0nQQxBcgxBbnjNCjPEch4QfTpabg2+fnFNCkBgI+KSdpEvMtfpCoAFLNI1ITBR05saqRBxPefBMBoiDUx7VwzKHsJgPK1mOoA2iG6A8VzRKunnSRA2lxD2u5AXv945SKe5QlzBwCx/4kTRDnbgErXB7/AW5/9EzQGe2i7Do4yLhAXuWwjTAYCYoMKcvzonNj78rUABsD0IXr5CSj5xT3eAcd1AAuO/PPSrONqrDx3fEILpUFp7ze7nSmIjbrGCB1LAExdn0IQcT6CcBUcshZRCi3rECvbEFvbwOoTs6zvytfOHwCsHCeZtUHqvvX0CL1vvID9H3wDV3yJPfSY6213/VFfgN31SUbRtk2OMkGmKmxdoWnfMl+qL13gZ+ACWQCUuUBLAFRII7o1qDREKkhZikhkAlq24Wxehbi0w9z/eR4PAQCAShWIs0IKEh0Khg9u442/+gNc0j30pSmEsQIYzRjIWwJKczIrdOwijRd+NjvMUiUmnCWiNlgX6DwsAKnmLV2gyUtYOD60iKEsAHQA1DfgUOZnfYvdoXke8wcAdzYqCNdBN1bwpUCAPu5++VPA7Ve4SGaKZdQXzBGxqQRnLZEsnMsajhkQci4QWQbmBk052I2aQpeuCoLJBaLXTwuCp1mAJQAqLIBDMVKKiNKbqQPP6UCu7ACbV6HqKzMXuqrAM3cAcO6WfXXzURTxuMnXv/1d/OKf/gbto0O+n0HCMupUBMtuZwUwfnmuUmwLYyYEyMhyE74pvZe1AHlLMC0GyD9/1iBYE/doGQRPXIe8N3kCkdBIEolafQNy+2lg9QpC6c5Idq5a/g+BDRql1DSvTdeMJLQDiVLwnJt45Qv/Hht3cx1h7NePXSHD9+FU0BgAWfPMmC49niBT9nXzAHiYLpABkYMlACosAFl63x0BoNG+DFx5liu/fSHRqF7DMz1j7hYg/+mKDe302N7v/rfwW2sYxil8TyLs3kWr6WC/d4Ch1uiIunmLHAhGVeKChSDhPFaYYPZoZnJItS47plWKy6yDsVgn5+jmU6nESZnmYjFtd4IFML0HGZslxzG6nzpAnq9fTPHy58f48x2zbLZ4aNmvkyq1FWzbYr/ANP5P0RLT7926RovMwADQtWuQ134JaTOASgFXDgB7/Wda5pNffO4ASP/xD/DOaz9FWyi4aQwv8LF3dIig4eGou4+mNNpfvKhZO8hmf2wQTDGAiQN4t6dGab5t6wQVk9KzQlIZAOhiJrmiV9kCS52TwlTHALEEwLHVV6yzqJoEIuJ70djTZ4HLzyPxiPNDrvMAkNkG+KgCQPZv4bUv/BFW9l/FKilGBKu4czREu1VD0rsL2B2cJ8qYhhgbEB8Pgo+DwFobqau0MccAKXORCADTdniyAHnwnLi9BMBUABCtORr2gfYG/Ceeg2peZZpzwAoLEeCOZ6DNAwPnbgEiKdF/6bOIv/1pbHsJ9kIfurEJNeyiJQcIueM+swAZCEYBMVsF6oq3bs/4p7UEgqLuKS6QxuRC2Fm4QKM2yRIqxNIFAhD7nCJ3d54Adp7kiUJ0sN2PEo4P5nmcOwDuSYmt/tvY//s/QXLzZ1DaQa21haPDPazXJbNGzYLPuT7WDaIzk/UOn3SBjIskRx375YQ5AoDdtcvcoGkWgP9mzgUqsyBLABwPgk9QTaIasLYJPPF+JDVSFqRRWy582vdmVz2pxM65A+A9pXDJS6Df/BFe++rfYEuG0GGPhU+VkHBScnlMIYzniGU9waOFP6oDWEuRjwPUMQAUFzrv8FnTe5kbcxYWwIxlKucCLS0ApUDXgMtPA5s3kAiJOI5Q90ht3E7/rFzDMz3h3AGg4j0opwOSN7nz7S+h/tbX4R68gdrKOm4NHHSoQMI7febecLEsswaZBRhxyqnFckSOM893koxLVFA5tmfNWoCy3X+WIDjPtlwCYLxGT1iAq08Da09B+assMOhS8oLYAtJBJOTMAzCq0HHuAJDqXRzE61D1AOtHe3j70/8bdpK3kbbW8XrYwKY2AzZMFsiMVx0xQ5kMmssC5bNB2W0LgGIcYC8EWYB5ukBLC1DhAn3444C/g76qw6NZGHw5iBskEHr+zPr/5w6AfO6/7HaiBBJNjQ4SYnCE3ts/xuDVf0Lz6HWseTFuKg9BSjOISQrbQSwVlEq4ldKLE8SuDXzNV813GPHCruAKTctb02PaOaktmgeMzLgqeTUJQ53ILjx9bMuLZ0UKM2PAUitsV2sZUY8NnDPmwpTVMaw4bOlj5EY7tkfBnJ/i82jOcHFzOPa8rE4x6f2r6gChtwE37sLXJKRvipaR00LcvgK3cwkBFb3O8Zi7BSguerub2/upyyfJUvoiGULdewvxWy9BvvcyatE+jqg2oB0OjKiqGsuU5wzISPFIViXHVIj84h/dtsK9pzjJJ8wzvUZWyKtnRrooqGUBIEgrnpmwNASb+kMeLwDETgsB0Z01VboiQLhIautI167DW7kEtLdOcWXm95SHAoD8oqfblsDG9yuNMFGgQTCk9usPj5DeewODd36C/ntvoyHuwVOAR9MmSWyX5gsQqyJJ4SYkjEV5g5O7/xgA08lyxVN7AgR54axsBz1WEIMhy+UFtfh3u9vaQm+WBuVJV7SrZgW2R90C0ILnYjr3eigorwG5ugOxeQNobjAgzvN4qACghW//W1CQ6kOogGFCHUECPlWEB3s4fOc17N1+E9vhywgSDS8LgiOZIqbWQyXhadKG6x9ze05YgQoLwNmlCf3EfH9ONqWsEjyrCySybMej6gI5REkhefNUs5KDbG3Bu/QEsLKDlGgk57n6z2RSfMUXsLt9fvHTrNdRYKuGiLVAP0oRR6QYLeDpCIP9Ozi89y7Wd7+BWpwgSEJInSAWKQ/YEKkDV7nQIN/yuAXIg0Dm6gRlH5Ury1MBMD1IFlMsALs+OReIdv2iBXj0AaBAGh5h6kH5bfibVxBs3wD8NhKaJvQ4AMC6PbTYaPHTfyN/nkIlA+hUoh8pDIdGA4hUH9Wgh7B3hODON9GIh6hHPbjJAInkAUt86jztQaXdY6ewSLizrNFJ59kCtNT/zwWNk3boWS0A+05lrlUGyoseBJOGfyQCRF4TorWFYHMH3somUnjsytLsu/M85u4C2YWeX/wWAHRfnAwQJxrDKEEYxkiTTPIwjpBEIdS9n6IV9dEcHsBPDiEwIIsKJ3VBolVJauTTJ1mB01gA+9oHAQFZADruNwi2McCjDgAqxKd+E2htw1vfgexsAtJjUUu6/m4WY50XCB4aAOzOn7cAdAKG0QBxHCOKEsRRZhlIHjEKkSQJosNbaIVH6Az2ECS7kGkfjqDylQc/dRDRHNlC+vNYKpTml0056PNMcoHoZU7mpZbRHNgqzOgCPeoAiKUDWV+Bv3UD2LjOWTXu8lYhp75hRQfOCQFnCoDSPH9i0pTWDaJFTQueflow0O9hGPL9dF/+90Hagje4i9XwFjbTXbTiPeiwy5VCx29wCyW9Fy1Gz3NAO74KBxB6CE9KxBVepmslDidcgKo6QVzgAhWtSF7f37o6+Z92ju/EPLvVDco+3wkrlZuRVWbBKO1a+nez90tz71/2GdKMXk5OJ6VxKYbh29nrfaq21xqs20nZPNrU6jy8jiROhnit8Sx2rl9Hnfp7aahRoiGotkEz5M5A3HZW3JwbAOxi510+ikb/CQD53/sqgOzvwx/cwVp6gO0gQceNkUZ9DPtdtNttBg0BTNLOksT833UEap6LoZ0/MOFM2R3+NCeybIERAIrW4dhCqhhwsegAoAk65igHQOC4o/PP4Qylq2lTkS6k6yC6/ktorawBPhX0HGhqeyWRW+4MBGqzqtue5sJNec7cAUALvWgBaIFbANjFbi2ABQT9To/1hilL4SWDAwRJF9u1BFdbKdrJIXRvF/WgZtKggtKoGAXY0nMR0BCOoZkyOemgGWP3cxRBoLJJ7JNcpKpK7aIDYDyFtBwArusiiQcsakUbUEjTHEUNTnsb9bVt+NfePwIQD5ITZrAF1T6JxUKjjs7zeKgAsO5NHgDD4ZAXul3wJh4Y/97vRdDSZVr0sHuAenyIa7UhnmrF2PRj6OGQG2RIn0oSGQ7SjC+i/mPHhU9qwlMOwyWafkxLkyY56cCyOkGVC0SDN+hYVBeoCgDCdyFpMKKO2P3pawdxbZspDs0rT2WdqeQ7UYsXJT2N+2TP+jkbAGIaZ+NXqlbBKR4viwFoQducv/X/7a5PgLAAsD+t/0+/0+140Mcw9TBMXfSHEZKju1hTu3iqneDGWoANn/g+isepUp2AFlLq0IRKj+sLLWe6agRRrauOaQAgyrY9SlOlFVyaiw4A3sJVAhWFiHQKh1Kdl5+Gv/k0ErcBNzVpb9oI7Fwve8q5zlh18uf8+EMDAO0OFgB2t6ff7W1a8NYNop8WEGk0QDfU6CtKeQJJ2IczuIcO+lirAb/8xBb8NIGrBpBRj/XjheeBpkOSgnBTTneB3FNegkkpUguA4u4/en4uBijb6auG0Flt0zzIjr3PnINgzc4KHeUukBMIDCONXpIiDVawtvMUGlef4WzPMGGtPH61S4N9syMm3gu1Anj3E4HNBwkPFQBF9yYPCAsA6/7Y36k1MooTDGKNSAuTPQr70NEAqY7xsTUXm+0Al1sOGukAMhnyTqNcHxoO6lmadNLpczMX5DSntwwElM+eJQhedAAkIxeyHABEXY6dNpLGFg+ybm9fhxPUWLOVr1PQ4rqN3ekJBkSApMOh+WqnOfFzfM5DAwCZwXyAS7s8/W6tgF3wdL+1AHy7u8sLmnaNo24PvTCCEi4iDUSxQufOK3j/jW08f30d23XAUWboHk2PJPeiRizEKYeXBbHTnjOtTpBX/34QF2jRARAl1oKWAyAZHMJdv4HGjY/AvfwMq5tT5tSNQwhXI3HGqg602PMx73kvfrak844B+n1Tqc27QDYGyLtAg8FglP7Mu0D0evv8fOrUukuUZTncv4srK038q488jWfWPKS7r6Me7uHKah239HrWTGNCL+Pzj/3+GhVjsqNsh/dypjvvetjnEjepeH/eHbIdm5NARODOHyeeN45CSwPl8agms5zsCCh7283p6nAeP1t1FriBoIqsESsjF5OH83Aak3ZnEiYJ0Kr7CIRCPOzxhuX4dUSgFLPG7s4/x87ODlZWjIgtbXQ0G9le8+L3m+Nm/kBvPXcA0MK2RbBijp9+twu/GAPY++lnsVBmgcMulU5ND2l4BD/s4iM3NvCffugJbHgR9m+/Ca+xNiq60cXwfZO3T2KTZm2QuS4AIL+giZxXtvDta1Ru/ZZZAJ5rOyXLkwdL8Xm8oOz4pZLPSHdJyqnbrdTyh3irNXdSJ4UFAy/KwswKyoJJ4bCV5b/HA0qIIGgaaYaUu48iBK6DWt1nf3+/F8JtrmH98g6Sa7+ERqPBz7WFTc8zYlxFpu0DrdA5v+ihAMDuBkUA0EIuAsDu9kUA5FOnNpbgLBERqhyBYa+L+GgXm3UPH3n6Ct5/bRNrdQ/u4U3QBaF8NQ3bsFkpAgLVCYaDaCoVoqjKUbQSNOp1Yg2A1+FxXZsySzA1zZqJA08EURbDWJtGnKTRREwGQDACiE09GithVlaiXfbFKRyl+Qw0z41Eiimnzzu5a2RjYpWiH2oot47GxmWsXnkSzuo2UF8dLVFbkbcWYM5r90zefu4AoJ3dAqCYBj0NAGw6dBIASH+/2+3zBawFHgaHe0i6e3jf9R388489j+e89xAOjRvlOBL1Wg2+I0e1Bt8/aQHyC5IqytMshF14kwJhmWWBJmWRpi1++rtRTv269LmpO1rw7N7krQBlX7IsUdni5x1fNo0St6LpnPQz4XoKgYISBMMohPQDhNrlAldj8yq2nn4eaK4y/cFGsXQtaZO5aMfcAUC++jQA2DTopBigEgAyRRgr1pIUcBFHIdcO6m6KdqOB//xSiLXOCtbXOmgGLtI4RDzsQtFoJmj4Xn1qP4B1gSbtwKNOsBJKM7sgVVSI3IopW+DULz0dgMZ1sZ+DIx0eeWwsgUzHFii/81tAaFEz1HQoEC9KSgE38+EpZto76iJKHbQ2LmP7qQ9Bkm4/fESpD+kKULsDLX5yd8jS2uMiuD98TecdBNPOWwRAnvZg3ZmyNGg++M1njfIxQKpDzlRH2kFEVGoheKhG2O/x/9X4Dp554gaef//TuLzahEx60P0D7jyrew6Skh32mAWY1ixjUMHfb2IdICuUTcskTVvgSk8P0g05zRy8wEezzLLPpE1AWrb4OShOzIBwSZXzrFlfp4IDY44F2itorm5i7cqTwNo2D6xQqYuIJvcIgZpLzzVxA7k+tPDp+lBMcREswtwBYH1u2w9gA1pa3LYvgG5PsgDW9bEAyNMp6DGhe4aFSCrIXo0p1f3eEatBsEs0TJBGPTQdjacvr+IjT27j6lodMu5hcHAP9bqR4pu0wxvmymSqQj7L8SBBsK2eT3KR7BTHSY8rmpeb7fb5nT/70BA5dWxrHSwg+DnREJ4XAG7AMpQDlUIJB0GthaDWQPvJD6C+vWNozKnD9Zha4GZaEmRHsuBZ2YJZNstBZDHE6Owu5o2HAoCiBcinQfkaRBFXfq07lE+DWguRjwHyFsBJu0hUiph6A2i+FM/YpsmTZNKBA2eDmaNysIeG7uJSXeGpzTqe3dnA9lobg15/qgvk5NhyZbs4BYuT/H9eaIUxocWFXGSiFB/XuUJdGQhS6osepTbzk2wyUKfGL7eOVDEL5EV9uLU6hFNDPwF6CeA1OtjeuYFg+zKwcsXQmAU1sZhDDSMEUkF6xOcPRlk+tr65tO5FcIPOFAB5jNsLa/1Du3Pb4pe9v9vtjnoAbBU43xtAwMgX0fLgsffn06z5bjO6n15vLwz9bmOS1dVVbG5u4r+50uX76D/Fu2Q1iEbN7ZqUNQrGQSIlyYnKRaUBig3oYofEVmUqthnmR9efgkffNanFQYU6NaUdp1mgQGcxFAe4hotPtQ/r+ujUHeX2xQis4z7nvmMazwmoxJaVtDPTGAXuVRdQMuaNI3Zq8DpbXMltbuzAoSCXeh3c86arzddyzB0AdkHaxVoEALk+ebcmzwolt4ke59ZJSnlmTFECAb2PvX8aAOxjeUDajEW9Xof/7st44voVPPvkDaw3PKThEdLBIWqORqPuI8rK9rz0BeXJKb9NKUNj6n3qeKImfR6PSo+ZXmedifraukPZIqf7eFbylDiDlDLyrzVwMX/P7Ow28CSevX2mHgXCUsf8+XhnJj9fU77e+Ol8TdZ2UKs30VjZQGP9Euf3qYUxJjKh0mjVL15m534g81AAYHfT/OK3gZONBYp9APYC0Q5uq8jWDcp3lFlLUtZzzDsz0yhifg9rnvNs1GZrDYPuIbykhyc3mvjQE1u4uuoB/UN0D+6iUzcmnjqViYJBuy9NNhSuKfZIldURLNtRSGjWPsoAYrVNJ8QRNgifBIKYZuZSrYF8GEpPkss1ckZoRzcLlPI4/JMC4VyLaIcmMCJlZqyCA0Wf2wkgA+rKchFfeg6NVhvN9grcWgNKBqzWQMaGMDbf8RT3s1Tn89y5A6Aoh2IXtu3iosWYX+B5F4d7hnMAsFbAUiImWYC86oT9ezZLQZkKG0NwrOFvcHq04Wjo/i7Q3cOKr/DU1S1cu7zFahS80KnTgFahVplKNY+/RD3wjLtEVoGzLQQQF4J3XRdpMuYilS1yu3Dp8pamQUWQW/xGMIDdGfPXWHOO/XLuxKJ75LFqr6vMMxPpIfXrEI0O3HYbfrMDz68h6lw3hUKfvodArBWDKgh8dgnnO55iPov6ft517gCwLsikHZoWYZEnZHd4ut8+bt2k/O5/GgDQ620/Qn6RWWvkNjd4Qkk0HLBfX/cd9vHjaIh4OMRTG000fR8rTRerdRdtVxmpv2RI3Gy4Xp3fnxYOT3BidqhxUVgeMVccKt3l7RjYSW5Q5qubZZwjkwniugpE1GOb/S2SjuSgOZfS7CYrzM4M2ivw2h3IRhsImiCaNdEsqKOONgXXk/Ak0R/MYEJmcNKcLm/eY+ruZ7me/XMfCgCKILBWwQal+RSp3eXtLp4HQN6Fso8X06x51QlemLHxgS1YDM/F5K6ZuJVSE43pHqPdk6jqodLs/1J2yUsG8B2g7QNrNYGNOv2U6PgSgZsiiqliKg2dgOYZMPXXDvdW/397V7TbNg4EKcuSnV5xKHD30j71/7/vDsjFdnwYWpNOF0vRsUybifkQyJFEiqJmdmdXJBVeZGEuL4vz2+hIhwQD5jtHI39aWJcf0GN6FO2MC24B+OshfrCjW+Pt8IkIuz9/hn4Yo7Xvtk+hH56iDMJo2cPxGP7enN6dYPlCeIIBQS/0Dz5Xi4ks49fro66iGosTIAZq03qgKofi28fppQm3HCpBoFuCaCCtEsrzMqwfBICFUwLE+QLT5HvEeLB5sOAvu2NcowhT94ZxEwfO7bBEy/4lHP57Dq+75zAcd2GzXoUnWMyxD9+GP8Kw6sK47uK+Td+FYbWPa1FgqmZ4PS3clcrjx4zMTBAc55lPOaYDrHaA5cZQb6yKh4+odFFyrXpInE1YrbehG5C9GSMxvvz1480DghR9D5CPEezoF3g8jP2BtY+eYI26pswPRs7KVyQrwu3VmnIzAngkUHKk0qT0AJRJJIEG0XMEiOnN6Q0lyjIjAmJgqDWAwG8Toz3TSobxw90YKXlY49vGWOES2noVJ3Lv4SGwusHxGL4dXuNXbDApHEOGt6t92PbHsOlPa91///prSqZHAmYuUyQA4DHmBi+n9t0Y05XIyZ9IgK/PjJGwKwxDGJ/iUOUA/Q4iIDDv/o3SBqnZzTCE7XqMW8yDwNCHf8D3vp+sPz7qHVeaCXivhb8vv1ZnvxroaqqoGAHsTXrWn6lJZokoXzSXjyBYj9M7WAJYglH343zrhXiM9fI4txoz6G89L/UQLZCZIqUXsCQA+JhC5bmaVmU57KOFxpbncOgx9ulx1osRryQ9z+FWX1zxHG1vTUAt1ZabEkBBqsAimC0BqOFZ7i13Pb0DwH5kjVhXSmItJYAFPolrH4r7pnh6R6AE0POUAASkglBJoQAmYCFZooafCPAmY6bcP+sngXgey5N83rVLga6mem9GAIJYt2pxNUukQbKCWwnCGEBXnVACsJw9rtfn75Tlt56BD+69BPCsP0mg1t7zAB6AFbxRswvYFeDqbew5el3rgZSgNYG1RFtuSgCVHgQRg1WCUXP4KpFSBOGLsFSMoR7CkhAdinrPIUDOC6Q0PF++EWSWDBaISgKcS4mjEsUSgNab0kglEu5ZAa7HVAKpJ2gEKEA1BbOCyRKA/xOY+r8ncbzy6kEsQawH0HZ5vz2r/x4PoFbY+60E8WQJCWAlCstxDH6KIFbisB4lBe9RSVoAAlVWeVMP4PUALL6VQhofeBZepUuKAKyD9SuRPE+k+6y1P4cEc6nMOQlkLa+SgB5Ay9sAWQliScLYIFXeeqUqEVq4UcUJQGuZcqsEppUhLKcE0HjAWuuUBPLIpaSxOl/JR/lwDQIoCNUTeOD04gJbnnXQA6hl1yCa83M9iZOz+Pb+C2PxLtVXQYA5ECpYreW2JPCCYAJFCZKy9t5+S1yVPx657fkpsBPQOQJY2WTrUwJYWaOg97yQtsGiL2e47oLWAhctToBcm1N6muWYx7eyhOU4vt9abvUg1oLrNdUDedeghMrdR+q4XSHBAtiz0ArM3HG8rbZAVhLqPN1L7+Ezl6ueABojeFKEc45TwWyuvAW4DdaXPnwGq9bis96Uh+B+lTPWoqMOBbgXh3yEeblL+3hJ+eoJoGlKjwAW4FbGKMA9+cL6Ux5GAXxJR9vyFqS4fkrm4HqaJVIZowSxZPI8yCVtf4QydydArpNzAFVSeF7AK28lkLbBkiQVvOfazeOeB1CAqtZOZWUsQazkmZNASwl87n1+1POqJ0DKMlurl4oBPKt/7j577Use8jlBsVp2+9sGo5YkNobyZNAl7X6UMh+CAPZh6EPXB57K7njSySOBB3j1IJeCYg6UOY3P66e8QKovLm3ro5X7kARIPSRLgDniWMuZIsRSQKQ8AC09rjsXA2gM46U1l7bv0ct/agIAXLCw51p79QAsc62FXm22h8BTD+MBHIP55mKApTFKI0AuEf/Jeyh3+7njue5pQWiuh+57/FN5gEu6Mgfw3PHcNRsBcj103+ONAJmvRDYC3Begpa/+8ATIdfBSAjSNnuvh+x4KfEciAAAAZklEQVRvBMj0fyPAfQFa+uqNAKV7uNVfdQ80AlT9eFrjSvdAI0DpHm71V90DjQBVP57WuNI90AhQuodb/VX3QCNA1Y+nNa50DzQClO7hVn/VPdAIUPXjaY0r3QONAKV7uNVfdQ/8D8jT/yeUkOvwAAAAAElFTkSuQmCC" id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="96" y="209"><custom-block s="rowA"></custom-block></script><script x="274" y="208"><custom-block s="rowB"></custom-block></script><script x="144.6416025625" y="277.800003"><block s="reportModulus"><block var="# of rows"/><l>2</l></block></script><script x="228" y="393.8"><block s="forward"><l>10</l></block></script><script x="87" y="491"><custom-block s="draw brick wall with %n rows"><l></l></custom-block></script><script x="98.5859395" y="355.800002"><block var="big thic"/></script><script x="263.000003" y="671.8000030000001"><block var="big thic"/></script><script x="256" y="115"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="393" y="403"><custom-block s="draw brick wall with %n rows Gap thickness: %s"><l>4</l><l>2</l></custom-block></script><script x="160" y="36"><block s="clear"></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;        break;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;        break;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="draw brick, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="set flat line ends to %b"><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><block s="setSize"><block var="width"/></block><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block></script></block-definition><block-definition s="set flat line ends to %&apos;flag&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><custom-block s="set flag %s to %b"><l>Flat line ends</l><block var="flag"/></custom-block></script></block-definition><block-definition s="rowA" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>6</l><script><custom-block s="draw brick, length: %n width: %n"><l>30</l><l>10</l></custom-block><block s="forward"><block var="thickness"/></block></script></block><block s="setXPosition"><l>0</l></block><block s="changeYPosition"><l>15</l></block></script></block-definition><block-definition s="rowB" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="draw brick, length: %n width: %n"><l>14.25</l><l>10</l></custom-block><block s="forward"><block var="thickness"/></block><block s="doRepeat"><l>5</l><script><custom-block s="draw brick, length: %n width: %n"><l>30</l><l>10</l></custom-block><block s="forward"><block var="thickness"/></block></script></block><custom-block s="draw brick, length: %n width: %n"><l>14.25</l><l>10</l></custom-block><block s="changeYPosition"><l>15</l></block><block s="setXPosition"><l>0</l></block></script><scripts><script x="140.2392588125" y="262.00000099999994"><block var="thickness"/></script></scripts></block-definition><block-definition s="draw brick wall with %&apos;# of rows&apos; rows" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="# of rows"/><l>2</l></block><l>0</l></block><script><block s="doRepeat"><block s="reportQuotient"><block var="# of rows"/><l>2</l></block><script><custom-block s="rowA"></custom-block><custom-block s="rowB"></custom-block></script></block></script><script><block s="doRepeat"><block s="reportQuotient"><block var="# of rows"/><l>2</l></block><script><custom-block s="rowA"></custom-block><custom-block s="rowB"></custom-block></script></block><custom-block s="rowA"></custom-block></script></block></script></block-definition><block-definition s="draw brick wall with %&apos;# of rows&apos; rows Gap thickness: %&apos;big thic&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>thickness</l><block var="big thic"/></block><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="# of rows"/><l>2</l></block><l>0</l></block><script><block s="doRepeat"><block s="reportQuotient"><block var="# of rows"/><l>2</l></block><script><custom-block s="rowA"></custom-block><custom-block s="rowB"></custom-block></script></block></script><script><block s="doRepeat"><block s="reportQuotient"><block var="# of rows"/><l>2</l></block><script><custom-block s="rowA"></custom-block><custom-block s="rowB"></custom-block></script></block><custom-block s="rowA"></custom-block></script></block><block s="changeYPosition"><l>15</l></block></script></block-definition></blocks><variables><variable name="thickness"><l>2</l></variable></variables></project><media name="U2L4-brickwall" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>