<snapdata remixID="9234417"><project name="project MasterMind" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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id="268"/></item><item><costume name="alonzo" center-x="45" center-y="60" 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" id="269"/></item><item><costume name="alonzo(2)" center-x="45" center-y="60" 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" id="270"/></item><item><costume name="Untitled" center-x="109" center-y="136.5" 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rbheSiQPQ7NeIfG5UIDwD7jekMi9CVW0bQBbQF0tuPAXlU8DOCE+hzEEJcNG/fRqiPlaA3VJ2XogiT5RFOGpIM5XlWCJpXgacLVYuQX92w0cVRXcHihqBZZKiPxJV5jTKBvv3ugiG77clKDflalfTD4lK5trJNIXwbhTnqUxnSTTnZiXe+0AL/g+V47eOddzyfVcnYshBgpwvWHkr5gHj04y5L9+dUQBavivVxn4JJlyskXnYNpH+xeFvSHHyzOaGi3jy4/ERoN/C6RjUaAwsH40/Esid1E+uaZNzujelBBwL/B9EEsMk2QWRhCoihacXsFcU/2cxlGApIXcj3EmKdykjw9zobNYWkFlCyk4ksI39lcigE0XGR8CyP4vzNGCZmrgB4QWUXFiaxxNjHcoQhK80qpQbpa49g9HFzQL+ifIPFkf/v5kPWaMfLRGrAr6UA5pcRzr7z6aqgSa41+gkvg+cLLBakcsynHhDvtuiALR8V6pN/R5NJqizogpfVKhz6OUp9A4Yt6R5oP24lFj5AThngcdGTzAb3B25yPyyOXBuug3SDLpSSbGlf0RAMxVoGSGnUM7zzIpUL6FvVCvNLJtfjQCgVAN3EDCNhVGftoHMHrgXu0S05MKXG4Fu4DGQrECYjEb5eAa2lSgzSEQfF8tvsE+NI+QIBDNM9EEa1Vvjq7SqOBKB9jWUPxHwCAstvG3bLdIY7ByowRXAZ1HeQPx1pOueEi5bu62rkty/q8fbOe1rglurcEWGE3+f77YoAC3flWpDvwR3joSEGS5GADMEfpqi5InmMnVzKRyXdiOuxyL+h9G5xYwP6FWk/Yw2WBjfn/kQKmmIpOt4oEy08sFgwwlXuPWHrYWYOuJ1DeW3Jyh/5ARIn4HQK1fLmqcQ3orUR2E5jhUsjKRd61o/PolyLmDVN9ejPA1MiliDQ2YjLCZFmjJS2xjf1N5+wJ4oO71nKZVIjfxsoySuiYw1af7Gcpr8mEVhbLHYfrjojNoP9Em8XEN25SThqm0+VwForXvV27V3gnstdOcyoDfo40r48wwnv96C2hgjmRyEZk2ifBNB8XIZmeztUGWBrW33l70HNBkvYY8yV3fI313tMe+KL+5igwp+mbpl88Iud3T3iTeOwDXs0WhgsDOZ/ZmEeQPhcRZFpv68rW6Rmtg3UkfPh+iM9mpkjMnyJEnW5iktzS2RYAXFkRKca8NQvopwXKN0/BNp7mBFozTcxmIrVSXE5cvgLkEiY89dEehS4ZymHP+bA01M6l6fxv8mn/xBm0JBonUi9JLcd46iPwOtVNztjvCqFONmNA+0a5PE148kl319AiILCN3PCcseE85tM2dFdM8IaLFvS7bbeFd/YJnUHbTYhSa0xKjsDGjrwc/XxLvvhuUP4BNvD0IaGpmhIuOIJZe+DZF6dn9z6tlWz9iNChKcgIskmlnxHkG4ikVRRnjb1dH+DMNblRxObTxTNgu096rrJFLjwZ0NughxfyDl7hJ+trypd1PEfUM83mJULfbRzoePpJHz4cSF+WyhAtDyWaU29nkfaFQocosjvDbFODuoN9lyBc5jnwS+g6jRek9B+SXZ8Jl2qY0bgVZb+e2g/pDxru7QMsn23ta3No1k5mr83efDinun+cSbBrDhKKMQBucKFvJn0tzcnNTY6gF3pi9hdO4zUNj58B6UG1nMtDYub+6yNgHtyq7Ea69E9ESQmahcTSb796YMIbkbVfeMExwvqBlEhubOzfwizZi78pl/AWj5rFIb+ySY8DNFvi9QqujNAe66Bk60F9QKoMlbaPhLsv99XpjQGlVt63uYRFvf99ux1T8a77IDIinWRGsA/1QYzL8u7PnjaQSMRKNz1VGNquStpLmRFVFQc36tDwORCGQGNtNUb49qASyNHNBtb60GmtXxjvUhrrcifDoyhDi5nFR2YvNERkaoZJbg8CyJnkFC0IfS+G/k47guAK3tr7jFK+Pce6uY+pdrl6XJ/AVOaXZzKj8sJtZ1b5x8F+QLKG+i/pdk37Z8sw4A2oBvx1f8erxosbkMmmsvCK4qxQn/YicGEXAaHquxZpyRtxHjBha0EWgaOZZvBf7K4sgn1fbWeqDFiCf2QUKTRD3A+C/1N2T85JY1hn+WJlhvH5vfNvoaZyju1AwnTG7pAQpAa2mF2vx79FKeMXJUhVWCOy9N9iEY10LY1Y9LSZbvj8r3QT4Das7iX5JZ+Lpwc7tCj6Iz2vo2AC1n8jfDjpn9KyMraIwrmR+pT/m1TSVaHkBLUP0JCCyz+bMKA+wmAvPVqOEI704zzs6KbVAdrywmXvsVBFMd6/DyVzJyDYxf2DJlukqcCXsK7pegR4CsB70hTellLSWDFoCW3zZpda841fsIwQOgZpKe6ol9J8uxz7eUEqNUdSHhvojKjxCj9pb7EXcpqaHvtps6rq1Aq6QrJRwNfBeJ1EjzV/0Wx0RqyC+KvRVAi3PvNUJkNGmy5aLox3y/NWe0nCHkggriZT9HyBlCVK4lE/5VqGrS77b5JOys5izA2DIx7KMzU4j9JEX60eYskAWgtRpC+V0Qp9pCpy6XKJCYfwAXphkzpfnNMzaAkX1IunGo+24UniR6I8nwWtZXrWyXad9uvBFoKy8eL76yOdXRC/Kc4H7RwPFW6inGTuyFs80ZndXMSvgIcA01kRWy5RjDPIGW4N57jQwnv1XmvnT/MT/N1+oYcWEmhw/BJ2+IijMi76D8hkz2IaEqT8KdibE4y/cwtRqij4+p8/9O48+EsUubil8tAC3PN9rabknuOVcJ7KtXIXCLIFfkYQhJkHBWEeYMVMaBrsPxOxr8nR3Cn29Aq+397djqb4936RFl78cOb/V0pt4+qgS/y3D8K9GvfaPzjGWGG/vWKGA+nivJRj6rlitm5gG0BPedCmqRNHk3n5z1o2z3n1jo2KmRTyx39ruVRWxldld+XEq84jSQKoTKxvjIS8iGz7Vuff9ekiBzmKB/ULS3wGLFfTfNW49A1TY/OgWg5f1KW9dxc6DJjYK7soHj5zYv0apKKGI0PmamfSu28F/wl5PiqZYP6nnML/KjlX7b1Y8aH6w7rUzCbiHENjp+bQCzBlrM4RRF/5SJVN8TNlaiCejN7gRRCJelsIQINxLjWubTModGHkBLcu9zmgvazb9JalK675ctxtHCuqwoyEMo17MYqwf33qZvlGaD8EmzNhqrc03ULx3eDSMXtVItlyL+NsCT+DXIqYKs9OhFGVb+qakChgWg5f9KW9HTaOXuPU+Rn+YkWr5Au6ycZMNBeHcewp6g/4TgUtLDprRyI2x7rhsjQ7RovEvtURasP3kumQHlglhtMHNZ16rFC+LuSaNPwQmmCr3vTM6BxcpCfasxEPhmYlzdaqAZoJU7cPyVRVEAcHSPBPe2KeolvdOY7+I4E2UkwttRxEkt97Hu/XhH5YpSEvXHg7sBNG78H6RlPPSaLW2o7llK9U5p5GeCfM9oAxWqMqy8qQC0VsCk/V0f6JLA/xn0i7YhBW4QMlc3cEqTEi13UL+kG/HsUYj8by5tRG4nlbgUzl/a7vPZxjPaxlhHjZXhu1+dXPF/T/qwj3muLdZrbpbUDMisgK+ltjpv9GVABDSNgGbgbC3QLEvcwqUsVvEthDuAB6mJ3ARhgnst8iWX/pJ/S6f7jtkPiYBmrhRLk/kjWf7KMpZuHCZnZDLOFjNiWAiVu4R0/HrhfzdNxcn7rgWg5b1Undcxwf1fFvxvNYpxJK3wgwype+DLTapYUeGFotn90MxY1MKvXJALDQpuFn6yzYjyVj/BFkHFCJdSN+QyVl9QB7sq/MdDlUmVbUuW9gAtZ7k8EcE2u53xLJxrGcKjOG6mgjfiUydcJsgPWvNcil6d6Tf2D41cKuaCsKBgA9rtmwPt0q4kshakbVrGelQuJFPyF+G81gdHAwWgteYtdVLfJPd+D/RiY7uy0raCVqUY925zJVojXpD4+t3Bm1PYvszLUL2WjL+/w0ovbQtoaS7JO1u6aaCt4Z13ElSm48TTMYKSGKn1cTLEcfGAdeuE+roN/PD8ONMnfwE4AxjdmM1tZ8KpeG6Jrxz/qmT2erU1r0Vg11S/MRZ6vWm84zaAdkl34uH4RqCvR/VCMmUFoLVmsT9ofZNMOAfcRYp2N7XREbusnuOsXGuTLQJaSe0IMlkr9G6VOxegcg3p7COts4g1c5PWAS13fq+udowcGZDNxrnsx8OYMvmrrF55Ksmicg46eCZnf2cVXbv1wblKVK3EkURasEZRyu/HUoqG+LCO2vo1vPVWyGP/6M6bb/RhzZpivDejhRldHo+vvOgtSY2yyAtLBm2uZQnWn5au/PqjlHAAPnI9WHaApcrcHKmOS6Mxo5bjw+R+0E9GqT7400mphV21KdpmS4km8MsU/g9NhWMVjCGdgNItgHa9I3N5Pae0EmgyH3XXkE4/2mlAU67CcSVBI2WA8XCUlQsDBgcM6Jdg2K6lDB25M927jSIR7MP0aSN4+KEBvPlmJWWljuNOSDP2ZE9FeWwjrPB22rRCbfZnKmguAQe0MSNaQzJZZdlyxysvxXnq38KM6UJdnUdkPcnkPEkPXhtbfsJAafhkFBGyZdPkG/OyZfdM18Ss9UjEcWI0CINRSnJVdbiWLE9slNRRWFuy24Go3GGZFMCbpMPDocoKV7TJAPM+0JxpL3UgDzrchQ0cN39bQQkFoH28gWY5ZfaXQZwQiCOIxSgtKaG0rIySkjKKS8ooSpYhroy1a4qoWRSwYYPSt28dX/36Gg4+uJbi4gZE6lEyZlHBkc2Z/6PAW7MoCiolqC9HxPhAEqiPs3ZtkpkzkvxnYhEvv5hg+YoAr+Y2yKLe44vUpYcHZHvk9mlshfrEjBDZrLqVAdikn1EgGHnQbTgeZGGUj+ZzibS/7ktcf4hEPkCjPriGdPiLtkozm8omEs3OnCHIbI+ek8VP3JZUKwDt4wQ0ozIo4Rt4LkYin5OpTfbX+FUXU/eEwAW4IMBFBpncv6lCNgthNk1R0UJG7fUip331VXb7xEKSkSq2liCZze3tuEbDqub+v8mckDihlEK6KxJ0w9MN0W5sqO3BzBl9eerfA3n+uT7UN5QRiycJJMCJQwL3vrT0nkymgVSqgUw6RTbM5u4RcWLZGfhBQh5hKaY9RD60KO0oFlg29eWApR/NReWrZCa/2ibelcb9sgXQ7F5Tjac/Q/dJcPBWTusC0DoFaPd+X3O8HN2sAskHRnXsSwmJxGG44CISiYEUF5cTC+KImMRRNPRkfZZsJkU6nSKTbiCTyeD9Rl+aWQoXk0w8zt57P8FZ31nIwCH1DC9qgNHZKBu8qaYqPP10wNBknHQigXcJihoS+HiSJQvKefnl/kydMRJ0KBWVfSgp6UayuAtFyV7EglIkiKM+S13dItaseZfly+eyuGYRixatZO2adaSzC5HsTBZG57Io+DriBinS/viYZaqfjVKMutvIrL6gvbUKNj+j6XrLN8xQ9Es4as22wrAKQOsEoCW479egpqbYeeB3afzVMM54CZveh1sZQzr4jFZdHdB3fQmvz96dZUuOIxY/mIrKYcRjFXj1+LCeVGo5GzbUsGrlQlasXMKSmuUsXbKW9RtyUi8XdW8beTqLI99X+7IJNq5GVZVjnz5FrKmrpG5tJRVdKulW2Ydk5QCKkyNIBLvigv7krLg2hzV4P5d0+k3Wr3uDpcums2HtQqhZy1nvZzjkUo667EcQjEf106Dz8bGzJfuz/7T3tW/DvP/LDCtvKDis27uyeV9fXZwgMDKdQ0Diip6bIXV3cz603Nd3S6tjBwFN1bF4UhH19T1Q2YVYbG8y4QHU1ZoaVY5KAz6swYdzSKWnsn7tNJYuncvSRauZPbuOV2emWD4zxDx5Dk8lqXZRzuWzjjbn5U+XsCpeQdx1x8VGIH4kyO74iKyoF2IWTlkJMg3hVbL6BiXBLJbHVzJqVD0iXqnqRtwdhxjlQETs8xjp+Lc6wi9Z8KPl8yI7rY+VZpLPFtgAACAASURBVNpjD9B7QYaALvXoSVlWv9zUl27jVDocaKaqzXosQaasGyVFZpHbE8JPgYwC1ycnjfxsPFMJmIq46bhgHtl1Kxh00PqcIeMD0MxNMP+tLmTrexLXQWTFgq6NfNV4Ic0qGUN1KSL/BXmtkbZuNoNKV2nZg13JqpHFfh98F5CbSA8f3wHhbFLEfQM8WF6acVQWQrC271aJUii+4nCXqdGFwuOO4DstBRN3uEQzqv+pB5ZQkuwPwV6NKfufBB2ASICyENXX8foqyNuEfgklO6+if3+zHrbJ3N3p62wfjqVPlJCt7Eom1g+vIxHdB/yeiBiBkLkUFqB+MrHgRbK88fDZb6aP+M+SE2Jq0ShabtVVSQ+/pP1A+0tRjIpPO9RqF3xSYLnH/W+GrnduyxBia1M4o3XoDqlOJAguJiLalAqQ36Tt5b4fAd+KM1obHdY6McaikkoyOgzE6L0/h+rIiClZnIU8TUX0Fbx/hdDPYZf0KmRrK1mHLktHD6ZTEsyr744PhyKyF6IWZbI7ah83sZCqaXj/zLjHl7x79SUz99tpReqrolrScUD7e48kDacrWE2FBMhkhe9lONE+XNtk9CoArUM3wV+K4pT/MccTIsUKZ2SI3QfHtpivpZyTJN5zN5DTc+xMLEfd78msu1+4vMXro8d459EkrldvYuEovDHwmgFABkYp+3aWQV7B+UlkYzPwy5Yy7Mj20dd16Nq1cjAzoBz/6WKKu/UmrrsiujcahXXtBloSzzD/wFdXzrriilk9PzFj/f5B1twA7jKymd+1t2hjMff19/CjHEW4blC4LUPJeDjS3tM2NYIC0Fr5fpvvXl0cR/4pyL72pfMEB2fJvJAPS5JyZhz6DiYWnITDkhMF728jG9wC45e0GMEwZ2IRvmQATvaPctk8pjJWgi7GR9ESz0ZqYiazmOGfqTVjQYc++o4abOLEGAPKSwkyffFuD0QPMEleVhv2PeSllf5nN82J7TV1fdeGuCwvrdPzg/TP7mmZG6T5hymieoDifqJEYV8WXfKrFGOs3HGTrQC0DtsgFoEwoUcC9zTIcNA0+NFpxpokafHc01hBpgcJ9wVUzsbJUJQnUH8Vmd3eavZc8eijSXbvNRjJHooX46c3f5TxfM5Ew//geZqMm86SurUcdLBFXrQ4nw5blu0xkJ3fJk2K0SXVFRcbbtV3umzIHnjQyytHfOPeRd0HLax37w4onlHTs/iH377tq09KO8+hSaqHKnIJiEUzr/S4n2Q48ZYC0LbHy2ZiDFaNSkQWRwZaBIJDDmngxLzp1KJU+1jl/yARP/5BpvujcgXZHk83mZw4ZUqCkvohEB7RSDWwK7AhR6CjT+Hdy5Qn59J7VN0H1tDRUe/HjEAzPl9KcdmA8nV1++7xzrrPf+rt9fvFsr7P6yMqlry1e+VNK3uU3sGfHqihqqqNEr06iONGi7E1wwiBRSH+tCzjmvXNFSRaR71krE41hwW4m4xhQ+HZDP7UlhzVm96+kaV4FOiZiByJ6ky8u4Iw869txuXZmYyKocQSx4B+CdVdcG4Z6ERUHkXcZGqLVzJiROYjD7KNC2nSberUeInUd+++rvYTpbX+mLpiOWJ510TvhqSbreLupiG8iyUNCzm4LUagOyriJI4FuU6QIpBJaeq/CF9pltynALSOA1pxHGc+lV8J9FT8nzNRkuG4Jvnct7x1Lietdg/w30Ii4MzGyxWE2ce2AppZF+eXDkf9Sag7BvUDEalB5THUPwSxtxmyj/nD2vjlbvvCKBrQd3GSRHGCTJeA4g25yP2GspCiVVmy69LMHZSRiO23k5o5vWc8X1rsghEZJ2OzjjEgOyFG2Kr3kQ1vYeiiuci4Vs2hmAd3DgmtfJMlkTYo3BrR3rXQCkBraYXy/t0MIe4M0CpBuityXQb5OZyQd63nqABhIr4rGiV/nhKxYCm/I+PvEKreD1m3r3bNq/3JyhmoH4eP/GMLLFUDH7ufDcunsefhxre43c5iZtKjN8WUbSglQ08kPggJ+0OsK/iixkD6Dagsj3LtsrIIkiuJU2uRJtKEWTzv5d9WR3N2z52YJCwbShCeivL1iJ3YySK83o6L/YGB+5izO9+PkSR5aBfI/K+iXwdZJ7hfpzihWUOITa0AtHa9yU0v7gigNfI6xtw4XJTyb9EM15BO/A4u2PCe5XHBlG6E688Ad3qkLgqLQO4im6lGe73DsGHbzWwfpaH0pwhPT+LpzyIcgvJJRCsxjiLReK5oYJSaZukkFjdpPB0LUH0N5Dni/m0oXs6sCHAd/3Ew6T/D7Uwi9mUI/hcnJXjmgtyIz/yVO/61Ir8zm5XYjR3gCC8FGS3Iqhz71Rirs9ZsKwCtpRXK+/f2A81upVxQSaL0CFTOj5iKlXvJhJfAiBxTsZnxKfp6ruSQDEfVUlRuJx27nbfmzGJc61ShvB9vGx0VjTGwrie4oxD9FjgzxBQ1Euw0v7dEsnizzKo50Z9BfTVh9iUW/nNt+yM3tjVZFRZP6k4qNGJaK8RoyT9WQus6GpjAbp9a1dI51sz6nuAsUGO+soo48xROzjDGSk8VgNbSInTM7x0FNON2DPbDy7mgB6FMRf3Pye4+URiXZu4rJ+D1QkSMWm09yG0EsRvZea93OuY58htF+2oJ8ex+EH4P4fONGy+/i7fuZeekeajcTai3sjA5u1POb6ZKrniujA2xX6Fill1zV75BGF6JbHicXazyadMtyQO7eMJzBb6pUCtwTZoxv87noQsSLZ9VyqtPhwEtBsFAYpyOi4pKlJjlcX1x5qbuLx8+IFMklyGyP0T1pKvx4fUMWTi1tYf6vB5p21LMMai2FwSHR8xTIvs0SrH27iXTLVdF1UTRaykuflOmRmpmxzaLKDl9bC9Y/2tUxkb+Ruf+FXHwJ+UV+o5uspbApkCzytpWAznFmGvzmWB7Fyefe3xM+nQM0HLq4/nlBBUH4fihBc56x+MPHtr9j6deufdxqYQ7MRcgy78RuZzMiknbK5RKzVc4eL9+qByB8pUozhBvMYQd9Y7tfLYWvDnZr2D+nFeFkR0PNsvNGz3Qygb/urH+9Sqc3IWGf2VFfBajR28zz84c1R5n9e6MxWudIJek8iwY32Er1FEr/eEdpyOBVmVSbWdijCGQzy/ulXj7hKtH8cqeXY7xgVgJpZmIXEG9Pp7P2aIj1jQ6j/Vp6EecL+AwC95oxKgJOg5ljfO0KPy1kS8wdJewIP6mIC0X0WjtQ06fXk7R2mNAfgQ6BNUZCH+lvv4RlrAtH5skuN9KHl8AOsZSYxz68wbG3ZzPrQtAy2eV8urTcUDLSbVzkhT13ml+v0T/c362+4gnPtP99IaE2xuRpSh/IszezdD0vO0ReR+Z7iN10R0I7hSQz4JalZzO2j8m2dag8iBh4hIWYme2fE3web0tTKqN6j2ARNJqpVn9625RLTo788b8s/T/9OrNjSPVxQHBFwP0F7ka3Dpd0W9mGJcrAtJC66yFaum+H8HfOxZotonPOefaxMNj9hyyqF/y7GxghSWkiIA7Sfs/EmuYyuCDN6OD6qxF1RHLyqgvt+j4UxCORqP8r0b6uM66a8THvwLkd6xL3Mgq1ne46V/fSbJg9ShCNVXwyBzLsT6ABNVoj2kMHvze+jY6qs9Q/PcaaxU8kCb5XTgmr/pwBaB12D7pYKDZof2bR3QlI1Yq6RyE3VC1Mru/QePPMGSfdS2Zozvi0aIoj4EN5hC3MK8vg+zZyDDcEcO3NIa3ECc0/D49pr4mk7Z9dmppkCZ/N8f/mjcrWZ0+DBGrJ2DJpFa8/i6y8gSvz63Z6C5Jcu8wb4UY4WtWDAT8tWnGXpbvvQtAy3elWuzXwUCzr+2cNXsilkTKsaiux5mDNXsHg/dfuL2oBnSEllHb8CnEnZYrJ4vVItte+8YM8rWo/h5fdAXzWdPxUm1ijDlluyDeKA+sNkBJVNc6kDtZX/s6Iw+OSiEnuX9XHyX06tcEt1bhikyehhC7fnstWIvb9MPfoQOBZnF6c1/tBXociNVKG4rqPxF3BUGfN9h5Z1NpOj6CYouXEJ3Ndq3vQ9odZRsMZO/tKM02zsaDvoYEZ9LtramdItVmvVxOXD+Duq8BlpU+lyC4kxiP0mf2InOdFID2gUFoBwJtwQvFkBhF1lsUwrFmSga5ijBzN7vsv6IVsXntWh0dMSVB/cDd0ZgZC8Y1pv/sgI+zRb9wAbVFE2S5RBKmQ5tWB8wfPBDvxwInRTQUwhM4vYtE0evstGdtAWgduuLtGayDgBZRrb3aizo9OircIAwDniTLFQwtm4R0gl+picfW/lpMIvUZvH4T5PBc7OWOaMYDoreTSF4oM2VFp8xg+XPl1AYHoHI6yH6IzEG4k8A/xp/ql8SrVptp/wdClAWwuqA6dspbyGfQDgKa5ZjFu45EnUWFnICwAcf1ZPVObn98eX7Br/nMt+U+ufNZ+nAkIoM9oA1FAlu+SX49LETrebL+VFlY0iwRbX7DbaOXUSIMLR5MKGNRAxOlII+RcXfx9ZrF8eczhwgWzxnxkixS/C8yjLN62Xm1HaAG5DWvD2GnDgCaWcHmv90F6oySIFewzxnXh15Ouvur2zMq316ADtUKMumjczXF1HhQdtR+MZbkKQR6lMwunt9pm2PVa5Ws958j9KcjMpqQabyZ/kf8/FWhzM4eAcZHElUkfcbjf5VlnHGx5NV21MLlNbkPV6ctgcaNGZIXwTH5qzqWzrGwYhCZzCmIWE5aAtU/I7EbGfiPpUhb0+/btpKNQDsGwQKcP9W2UTrkKjP8TMfpFzsVaBuTaTN6Kuv88TI3E7iH6+a4h+vKZJU3wtaEwCQfJXsGD8HxVsY3r1YAWl7LlE+niUVxVp4EauVhzWL49zTuu3CiqTr5WQhrXiuhIdwnxxkiFhE/C/G/I/CPsvP+bSoBm8/Mm+rzsQOaLcTi13vyTurY4M2Gr8lzqZHycspJTTZORrM5kOntGTKPwqnv1cfOZ40LQMtnlfLqc1M8RtfRDvfHRm7BpZa3lCb9JHylSb6/94Y2tXHRK93Icjhev49zu4A+itff8tr8Kdszz2zjnD6WQFvwQnHwt4ZD5D/1Z8vk9IGywpco5r/jNQ31rkwYfxzeWA6t0y4KQMsLRHl1EqiuiOMuFTDukBKBl0AuTeGeh8nrmn05G9XGMHsSKl/HIjJEbmFt5mZG7b98e0SBbPmUH0ugWUQO+48KXk5/QxbqceK0TCvkOQe3pZfyNDMnrWotyGxdC0DLC0P5dqoOYgT7WUKgoJ9ovOo1cDc49MUGwsUwtmGbPI+WOa1lo3LEPHIk6DxCvZaSAQ9H1TV3QHsfaP5ckB17RlOmEegRnXpG27jGL73Um/mpYyXL6ZS6nbVL8C+S7o+Ul7/OyLa5VwpA6/ANfFM8Qa8vgf856HAbXpGVAv+2Q3SW2MtwrDldNz+3LZtYRm3pAaDfRxiNyrNk9QrWBq81lR/V4VPfYkAdurKCbNkRIN8Fb8mmQWffs4nxfVSUI6MnSE1Js7XAO2R+kyeXkqz9LIH7BsL+ODeJmLsOST/b1rNyAWgd8ma2UrqCBPca998vG6Mpio25WHAvK3JVmtJ/w+FGUJNrG89noTsSr+chDEB1AvXxS9l9r/ktqI2O/iSJkYwKzNaRpRcppkZFAvMzwjSxBtq3poRY10/nMr3lizvOYU09qreSKbpIatrtsBZ6UEaAZynbZgoz9fHLX9iTWOxboMejVqpXrkXi/2DQJ9e2RY0vAK1TgJYbtISH+mbJWlCwBeRaIbyMwMuKXplGn4BxOUuiOUuHlA3Ah+NALKYwRhjeimZuYtjnmuOFFHrSmxgWpvWF6JZWSUV5kpBJJKPygVEFMSNEaC34rAA1u6SHE3qL2j8ZoiKAO6KtRuV7NCQekqUWOd+q5hhKnIaojKIQRiAbj2MVCa5mduMabTnkO6/tQtyfiqq5Wqzw/V/Jyt0M+cfCtrhZCkBr1TtrS+fqICB2bIC/iOjcJhmFFz1ybUjin3B0PVOmxqlYvxuhOw3VE1BW4vRGyrvfS/dhTTPgWvH3UsahnItiqfmNEtJiI6OC6asa/8WiS57D8zfECru30EoImUVGrUL84NpeaMyyB74FViJpu6uPJpVnkeXIRtKefBJALVcuTt9orjujUTGKvRpz6BII5ny34h/n4niUmkiybd7mPtMHjR8HlrVAD0QeQt0tzF0/qy0MxwWgtbTpOuT3v5ckSB8D/rzcC5d0zifjb8/AI/yl5xo+X7zre0CzLGrxfyDNQwzbrzmq6YA+VsmTnyIc2HiGSqIkc1yKm6iOGnEpWhna5iWC0oDwGjGqmc807VtTRLLnaFRPR/zRuRpk29WI1rBMl1/3s3TVdbe4W/ILKBZ2QTkOj5UP7pEr+kFyk1dpkSYm+b/BEt7cZi3u2S/1xskxeE5HrJSvPFwAWoeAoVMHEXigMoE/UtGzJBcvZx+5KYr+zQ2RR1IP9CunMjglkmgGNO//QNgi0HKK4UB6kmUgITsj7I3wuehLnruH/VnYkBH65GPMsE1ofIe/x3G/LtI19DWuEPkSIqYCb7fET0XDpbp0wXHZcc+85if1CAnzmb+tSVcMbPbMxt6oeJTVSFTs3qrpzEG5Oso725Y0sxEMaIhFxXwV6F0AWqfioyMHtzJKD3RLoAfnzmwY74adqWZTzCPhNyomh2eVf4oyIyNtFdBskgamGH2Jk6WcODuh9hW2EK4IXP0BS9rcFSHW7FMZm7DyFsr1LOE5+9pHHI6J+lF4dxJOvoQyANHmx2n/0vks2SUXhhc9cVV43bFp0sWtGNLWw4xBFiJlEvwdhGpCjM4uS5x3yLKEGqMuaMJgVABaK5b7A9fVnKGjK5PU7au4UwU+r0Zy42Sx3z0+NfxepdMDi0ZQ4mpaIdG2fErbZAGDiJFu5PVwFJHFCsQPQCPp1nRzEV/kPDzzWZpTMyPa777ru5NIHoDql3EYsWu3TuQNMQm0KpTw/lOyX7vlXn/v7xS1++WOOkIcpStK5SYfDqOlW53L3YvmbaxWT0fU38JcGqiJVsFFFbxbTpwtAO0Dh55WTsgk28NlMVJ7Cm6M5Ehh+mm5S+m+yZQ/qSzh90nMpIvckKfqmO/9A/qSjBSn5locz0Js025WZUX30TgrGvojwWGIH4sacapWdgLY7L5WGOQ/WdHfn5/52WtXpa8aRozBjdLZZt8d4TDAtIMejY9jxp9/A8+h1BCwKPqvOTwWRh+PfIwo769MAWj57qsPer/bS+OUjhD8l0COxjGcSpfweyYz/vNF0/y+Rb9nUHBfC8aQjnzInH/JMQQrSyHMZ2EkISJfXK6YxcIigl6DUP08jqOBT0aSrSV1NL9Z2n0MEEtQfTEiNE0kn2YGG2wy9MZsoTnmrQRdUA5H+JLVomsc3ijRH0IioK2iJhqrVSWZNptmAWj5vbUPQS+LjSxK4Ibh9AgV84XJJ6RESvygWA1D47dnk7Hrufuwxc2U5hW6UU4RffBUtNoaaOeVCt6xzRxZ5fpGRpRTonGUh6jjadZGYItaToVcXEyi+wDUW27WoTjZB5X+oEWrYxJJy4ps7mCYuwYs7D3lIFBIaO6/WzQDxDpU3wWxHK9/Upx8iemsaoKMx06h/XDsirc63VFbTox3WIhF1W9OuDqUJHUMblyjXG/B41nJUhY2aXUsGEM+BDDKe4qPJhPdG4b4EneUpPRU1vs9xJPVUnlVU/FfZGvrn22y2PwgikhHVsYjUYa0AWh2ivsTSV5hOSUUR7R2X2+01N1Jlr+wnM2KZ0RgG2Sm8jU74Ys/YZTa6th/TSC7PVPhjFTVfWqDp1dGcZoD2IKEsCgplIUwqEHpGqqBzf5njuDaqKIMTEX884TxFyipn8708tUtkKYG9KCEGN0jZi6hKDJ0GIC2bDkwmgS0c+rGZkr0NLLcxVIsmXRzcBYkWt47+MPTservJaxN/k+wzJ8p09JHuRnZCup1sXp+niG8E8Zt23/UjQqKMQf3mVZPuQ0PbLES40lxR3RtHIv+OD4Cmvn3TBWriRzfmzXj7I6yC/pTQaJul5US3/fZSjn1793caIXYl5eHtfuvU+fQ5LvFBM9WBMwsEgakVA9a5zO71Wt90kdGC0uKnYfoVEJ9k8C9xYZ1i1jes24LkAXszCDS9CDYzEVR0viBsaTMns2osEZdbgxeZZs8iMnV/5LlfHowianRufT9VgBaG7bTB/0SK/heu2YEi/3X3Fvpse7phjKZlpkqq9OXp+t7PgZNMBL3ppQYB+MZ2+g3am0Agpnyr44quNSQpmdkqxxFEIUqTSXJnMhe10Qz6fb88BVl/+rRY8+p5Vw4O6mHCNSftTh84YRVYbA0xrB/dw36PlsZxJbFpHZEvV8yZqVfvN86v6zEW8VPPw9kNpKZS73W0G3+Wpm6VXS8ow/DEU5CsaKLm7oVDEAW2rZTY/hZU+zJti4GrJnwHqBMok0hxVWsYHZBon3QQdIR8zOgWQhWPaex0o+RqemUvNbwoH87ezPPvTa3mfwnkyrmMxtOSA9LE2jVdBwZYrzEguhcY+ekgKFGSgNUUs+kyBfVbBv1BS3NlnCUCD/NCJ9w6OunLPO//+Ian/hnFznl1TK378IiF4bw1m51/rmvLNdpB67OLq8IkysIWIFfu5bE8jpmDW2q2qdZSw8FroxApZtQkedAZwAyK6WFlm270qlGZv15wFNkI9+ZEZpnIsd1gmnb/JgUJFpLr/5D+PtGoFmso9cTaPArqNWbWFN7H4c1Xxwv2jKDSLCBeKufvLkI9vcHc/SjK56B0b3MJ1UTbWyrZya7n8BOWeGHkqsPbeelK/dYyw0+zoCFSb24zsleXnhX4J7+DTwxZikLj59PQ89KMlEEI/gW2IetNvYIAi5qtDBuGh1iHweriT0liocMmwgvc6SjCPw4c6LsBmstPXsBaK3eTh/8CzYFWkshWH2sXFLkrG1dkQlTBh3raGABKyIJlp9fqQtdKImskWZKtzyAh2jgKVazdsRYTYSeUV65SMyvpWTwfLWunmdKSzBLqoGjq8A/HNzcJWDyixNMFW1lnWoz+qQYgUQBwu+rjp4MASsJWUyS1dQ3IYHNN1gTqcD5PbPtmALQPvi4afUM8wVav8hv9dNtnFVavqWBQCJT9gvAG4TMZqkVTG9h8/VkaFR9FE6Nzkeee1D+wFLmjDpNS1MNHKoh4wX2UnjTYgN9ETVBfRQx/wM7E3m4JQy4bfYEaYkqTuiLhVoNiB6oJrJ4bvSF5X7b1OEeRC5pU29NSrUr926rBSwAreU99aHrMaU6QVH/4bjAuEbG4GQF3t+Ij93PLqPfr6vcj5+hfL8xGqJ157HcRrTI/LX4yNpnURQP0pcXmz2L9aM/Gkmz4xol2sNkuIcVLB7+JS3XgKMium6JJE51oJzvs2zwMX4gyncbswVuCODOaffL4mbfjfm7GtiTMKqoacb/37KMd1v9Pk0C1kaSWJgXnd1aX8hw7mt90PDYKJBatQfOPUDIXxg8elZbCoy09mW1+pkLF+SxAq+9FqdbwxAkcRKqVhgvi+gtxORW+u9r56FcG8hepPkVwidajFnc9La5HDIzbVuqyEYLnJnXbeN/ky68upV5+/3rLVi5D8KuOAJCplNDjW1eA5qPc7T4CGi7iVE1KBfFQup9gh9IGAFtA8INgXJXi0DrGxl07GPzk8aY+5+yhObZgA2ca+lKknLCRrXS7JSKcZxkUSawOPKTtU7izXlxELiTIkluCbDi7oLkHQwcNa8ttQ8KQMsDB53eRasc8w7pjU8cgxg/Bz1R7iIeXsnO+79PgX0QMabQAxcle26M8Wt5eo7SqL6aRFH8Zg43Dn0Dn51Z/kXAGSyIwNNUs/PgRiOEqXLRWWcroAl/yXoubjPQzC+Y4Is4zo8mEnIBS3lyG5Ny9KSEOF1x7ILncyifRBr9ZEoXzK0uWHXUmyLpnd3k/GZxLwEZSljGrMjcvzkIjVpiwWsjCf0ZECXirgC9iTD5IEP3siIjrQNtqyMJWn6lhR5tXYHpz5UTBAcTcB4ixqD1BLjLGDT3bSsbtMmwwj7EqG+FKT8dhdYGuMiIcjYapcxYAmc5ym04fsWiyJLYqjb0CK2QYo4WOB9lN3H8OeupajPQTNrmzmFDohyDBVhRwK3jFXtSRpLPRhVIlX3RSOJaytHGtjEPz8z9C9FIcm9qCDGgLMBxJTsxZSvVeeLEIgaV7YfoN1EOQf0U1F/D6sRTjB7dJkaygkRr1dbqxM5Wqskn9kH92ageCjoN1auQhn91QgldM9l/As9RZLmW5VGsY6vbyLHaLQwZ63NGj0GRkaSIS6SWVJtUx3xn0Nfy4TgLjfL6TEq3pdmH5Rc0cBuroiiV99uCF7qRdV/I8bfobqj8B+9vRle/xrAjt+2ra2EGBaC15RV1xjVmECkbNAzPV1A1C189yB/w7tbNDCKdce/8x3xvv4wYOyWezQ7bHRcfj2Llf9dpwA/XFfFQ94aIGOWHrT6j5TuPneiJi8LFzBpqAN92a3p3W5ylxVf+X2NUzOZSavbzA3GJcdF7gCJU78fF7mDguneQg1tvWCmojvm+2e3Qz85pcw/shZYcDXIuov3wejcSXs7g/VuinOvsCTr6UhSFOaVzjvFuu/y0a9fe5x0RxLp/AxEzxz9CivNm/oOaEWMp7VSg2QR6RJnk/aOI/Nb7FC2GZh1LopCszYFjjGT9i0YRyDcgom+oQfSPFBU9TO9RbWaMLki0zt6irRl/yeRS6ur3x8m5qO6P8jpwBfXlT7eVIbc1t2+yr1kDhaPQiD9jd1QkSPRp6N7vf2sre35jkATlS53wiw01VC98UepHjNWyTgfa+3wobd3DJge3dmDPeaMLmvp8Tm2Myma9jNM/Eos9R9+2nc9sXds6yQ55f4VBtlgBc1yX1+2KnDkxiAAAIABJREFU19MjPkELgFW9niDzZwYcsKYt1q4OWeMBjCTLWY3lda1YPC4o96VdvpTpOfCKVDzR5x9e+fU7DzDdoj62E9A65NE2G8S0ilmHDSYWGL+mqaZFeP8gIn9j8L7TEGkx9rOpSRWA1vGvq+0jWlndOS/3xAVHof57UQSI4++E4WXMT01rC59g2yezyZV9GIhjjBAfK650qAvKymOJneKlXY/Ndul95swg1uvqbMCE2RMkcq5/aIG2YEEx2YX7ghUZkYMjdzfcSl3qUXb/7NK2+M82rmIBaB2yEztwEKuRlmHvyPqIfhHVGpTLKc8+RI/PbNhBUi2eHDx4iCve9bCikpFHxRMD9o7F+5QlS/dZEU/2f0JjyevfWc5/eVqi884WQKtV4UYX528z7pbmfHUduIhtGCrynb3RhzB7LERBA31QeRrkdooTr1rB+DaM+t4lBaC1Z/U641rVgMWT+pENxxBaQqeaqjYB/FUMWvjOFj61zpjB1mNWqdv5+Rk7xeLBoS4oPRVJ7CUEK8SVPu9c/JFEEc++fae8R3mwz5lasm453xHhR8apKI47nee2kp7MmHRz29WvTn1YfSfJonV7kckYJbsFSK/EcTcu+xDvpue1V5soAK1T316bBhemTCylKLkvLrAokUNB5hGGvyYbPsrwzpRq6voeQ1GXIip8hiILPLInUE9SPUNFODw3n8id/KQX7g8zvDknyQomyHuO5aFHaNIVc6TAhZrj639ToVo9/07EWTB1gmyezZz3MqkMOohkWQWVYQxnMZUzjA1kk3vnPdSmHU2aLftvL+rrjmk0+FiWwPPEYn8loy8xZPS6KCSsHa0AtHYsXqddqtUBc/oZtdspiPsm6nuB3InTa9kwfxYjx7VxozYz44M0Nrgb/QLHcOcZqkpXbUxJcUbEahH1FmNJRAL0pgh3pzP8Z0uQRXeoUrfLFIYEIWcokY+tEmWyOB4OHROTML/1YFPpewzF5cIIDbAct7hzzEik+e/uSVZMaA/YLFggDCwz4vScNNPVOHcPoX+IIZ+ajeRU4va0AtDas3qdd60w+Z8ldOm6H16NMOfQKHFR/ZV4/zC7/GtF3hVNqtQNf53SdJZusSQl6radx+ahOIDPiLKfOYE1F54V5bxJLs6xrJG4dDqOe1R5rGIe/9/et4dJUZ15/97qnoHhIgPIRQIRdVADxEjwhroRXLonmqDQPcPj+l0Sd/OYzW7UuPncJF/yrZON2dx8niRmzSbZ1ZBkd806UyOKC+keDAjGG6BIuGhAGBVFRG4Cc+vuer/nrarp6e6Znumqru6umqnzD8xM1Tnvec/51TnnPe/7e9/atm3greDMRq4ZncLHCFhBQowD1DLhj2A8CcammjN4c8fV6EQTFRQjJqskarBAYdzMwCIRihhPM+Mx7saefevIlscGxAD1+pYPAakVCChyQS20CH8AKf8ODj5nN01T7tTwgVY6sBRX86OPBrDowulIdd0Cps8DNAPQYmD6EcaceAnT6juG3M40sTJvF2oTPZgHBZcxYzqLB/5AhTGaCB8n1iOpJXZNLIj6yskM0jNmCH898IwWwBPJ8djTvory8olI9HXdDRgfHIv5KQ03ExAC6c7MrwLYRBpeTGrYmzqJI+0bhYIgx1G3kQPnAx+q6katJBnWL6YVLAdhqQSTMnCAGOs0DU9MmIa9ts9+kgDydM3VgFxQ42oQ3jbow3kNjgfbnUoC6QOtODiU9u29e0ch+P6lgCIxaDfosV0a/xJV+DUODz0JFi/m4KEpmIUkljEhanruDxiZLXSL+r0RcJCAl4ixTxNXZLMQkJKk6akk/oQO7N2/XvwDh/JiN8AWqMFHNWMLKSCZSsBhZvwRwIuKgq3d47GvfTY+6F3dFt7OVScPYw4pOovzTMmMozDGsmTfFBpwCTAF2jTg+Z4evPrmf8tHobCVMWvAJG/43tFzEFT+J4gjev8JbQAeQQLbUHfVqSE/ZgXOAB9oBSqqIo/JIf3NZ2qB0Z8Ga3eBdUq5nVDwIBLJdfj3tvfR1JR/69XIgYu6MY2D+tZTMqNIiEw+CgSNgEOSuw0BvMApvMN9jFEIJKGdYn2F63hnjU5HUNCWD2Dl/EaMryLM15KoJ8ZiJpxLgMY61RxehGwBgVdSSSQCjLOpCpMVYKkGSJoo8Urp3b4KlcI2AloSCjafOYV3DlvYfmaDjAmHtk1GZ/ImBJS/BHMdGDv1y+kqrQ0fevOQkxZeH2gVQZCFRmULefmsWYDyBf1+h+WsRE9B4X9BZ/L5wa2QhpWuahJmkIaLoOBs1gbeOiri80d4B0kcOAUcvmY0uufN67O0NelGDvl5qFVsgL41sVK3F+PQhQtIAjIZi4hwiU58aiSleAXAViYkwDhPAaaykThQzopCv3CMSCfYaScN8R4Fm2sCOLS7WWLMbMgjIsrltPbuNeDUFwC6RqcRZ1IBbgF1vOZ0xIQPNAtzvmKPSgT22drlAP4OLGmfuAektIK0h7G/cxeW5OF97BV4MQenzcKoqi6MYoHTACXQA00bg66DsooVY8HLqyQD9NXjMJmr9USBV5KiB2yKJVMiv8WELjTdZ+msw0ZEOBPj/lQKe6gKXZTCW6kOtNcexfF8RpiCxkg+XgtmX4xq+iJYWwYQgXk9FEXS527B+Qs/cNoxwAdaQSPjgoe2bh2DaVSPZPJuMF+q84qktF8ByiM4v2N/YeEbkslmsGJzdbCkHlZmNmLU+BSmsoKFnMKnmPAJNpNVkJHTTHg+hN/kiAZ8NXkUb5+ZguQUoKeoVUy37DQp2HP9NNRIIvjA5wAaD9ZeBPHDd27seemH/939dYVpAlLB22j1EpHFkeIDzRE1lqkScc/qSUmE9Od0BhFJChGgf0WQVmPG5W8X44tXph70NdPEyke3YEJ3NeaJJZGAj2vGCrZbA15SGMcU4PXpJ3Bw40aJsnbgIyBn3hPbJ+B4VyNAXwORcIvsM/hZtObUl86sVMBC1Crlx6SGJaDVkeIDzRE1lrGSd185Dx1ddwO8AkSSnO8VgH6BmlFrMe2xwu/Xyihy/qaYFt6O4JkjOCuRwsTqJBLdY3FCOY2uCe9B27ZNYsUcAJi+kjHhyMax6Bgj7lXfASQpCMvK+SiSyr+hTvkTNx6/Bswb0vKmUufR6huEkq/o4gOtaBWWuQLxGmmf/VGQ9mVoJBlSJAL4BRAewuiepzD93WNOWsvK17veba1DwMoUXC6l2zeeBa65HAq+C9DHwCznsLUg/iF6Ju/EnDn6hTdH4htBuM58fSOpYUl2WHTxgVa0CitQwdafV6H2kisQVMTkfz2YqwF6EYTfIJhaj8PV7zl10VqB3jnbpNyVHZ40CR2dn4BCXwWLNZPOgPlpkHYfOs56OTOolpevm41A4EBaCKIl1BLaWKxQPtCK1WCF3u+8pe1br06hixf83TgFUCTxvFjutoP4v5BIxYCpB1FX1+O09axC3bXerGwV962rRmDCdCAYAoTGj+eDuBMKPQsKfhuz+HnQZf2COTka/xGgE9VKaSc1fJ51AbLf8IFWrAYr8D43xL8HNrgPX/hw8DdX3Tk2qAcqMo8FeDeIWqGl1uH0qf24JNwx4sAmIDu0rQaJ5GykxLuEPwMoF4KoE5zaDCXwHbzY/gJWZtH4pUeSl2+oRSAhZzMjmyjT3dQaEvDZLj7QbKuuMi9yJH6NnqfZLIdr+abp3zjrFDT6XyAKATwRUA6AeB2UwBpogZ2Y/fgHBTshV6ZbzrUqZ9gTc8bjg+750EjcvpbD8N88pV/0k/J9zL5MuFgGLRxp+5J+fjPKCaSqzivG3G8LaLxi/YUgTQ6JC0AkycMlparc+x0Hs3wJXgYrG+ixpcIy5BcHNcDRttUA32x+aX9NraHPQBxju8Z+HCktagYtCqHoUSi0GUxPopq24MyEw8N6KymrWPvGUSDlHNDoy6BJMnu+DqBJYBwGYT0o9Qucu2hHodz5HI3LXBaQivHzm9RSrzvI2CmWgMbR2F+mvZwLa+1ZgB8itf7hwh73nxpMAxxtE4rqh4xnWBx+F5Ja/6puut63bjxGT7kYCS0EoqUAX2SwPNFOMNYjkXga1WP2YsveU/m2TJ7UvvQdGwN4dcwEjAvUIcWfAGtLQTRfT/9L9BqY49DwJDrf2GMllo8b2hZnmPuLWtUKAhpHY7IE3weQ+KfZKLwDwDdIrV9j42X/FYHVsjVno7r6GYAEQFLuJTX8j2nl9J5LuiVAM3k1mCQG7DLTleltMMlH72n0KDvQfezgsDi76a5UHx6LauF3DFwC4mvB2iIwzTKTa2wF01ootAk9R962wzKcZe4vYlUbEmgcbfs+wPc4M9vpB6SGjAQGfrGkAY603Qvi3q3LLlLD8/tV0GtpU8ZPg1K1QDf9gyTGSlIvdQO8Fwq9AKZnoCm70bX/XStfeEsCl/LhtLGDpyPF8wC+EgTxBa0DeDSYxEvmWTCeQk/PNpwefcTudYdTq9qgQONI/BGQTr3sXGH8llrDwlnoFwsa4GhbG8ASzyXlC6SGf5b3dXFCntBRCwrOAQWuAukZO+eCSBx2Txi8/vQCNO0ZsPIGRiXfx8xFXa63TgrADj43GoHqKehJ1YH5CoCuAOEiMNUCLAaPXfqHpEp5Dkjuxd6Ok8US6zixquUFGkfjvwb0JAKlKL8hNSyst34pQAPc2DYBGr9rBmYCijKPmpfuHvRV2VbNmDEG51SdA9B8KHwFiBaCeQ5YUvTRuyBtO7TAH8HaHgR5PxTtXcxcdLJQY0EBojvziGHomIBR46ejJ3k+QPP0Ywyz+ElKiivx6ngd4JdA9CIC1TvxwYlDmLtYrjYKjJvLL6oTq9qAQONo29cBvs8ZLeWrhb5BaujbpW1jeNTOkbZPgfhJszevkhr+SEE9kwm6e3cVqo9OQHD0h6BgPhJ8JRQsBOECHVDM75kpd3eDaTeq+DWAhZ/kaIVXOcLetdVITJ2EUdpMkHYxKDAPzB8B8Yf1gFAFKWh4E8Qvg7EVSmAnEp0H0TP5JObOTTi5Qmetajbu1foBjSPrLwdpLxY0kMU+xMoV1Lp0S7HVDPf3czwVHiI1LN77hRfD168aFJgIrWYWtMQCKIFFUGTLpecWGweWLaWcbXgfNLwKwl5w6h0ogSPgjuNox+lit2BDCiyr8MLzxyHIk6ElpyClzAAp54JSsu29EEYojVwii8X1HWObyNtA2AGl6g1Q13HMXNTtxCqWKytH4p8F4ZfG7/lxUusl1XDBpT/Qom1rAP50wTUU9SA9SWpILJp+yaMBbvz9QmjJrek/k7KMWpb2rm7W9CaAO/ic3DVNRhefi6AiCSvEmDAXkFWCzgaxRDJLjutDAB9EICCZbA6C+B2kUu9BG3UURCfRUd1R1Kqhm+X3VWP3kbGo4fEgSZIYmApFN9zI3ZXIM8uMUJgGiNeLZPDkN0DKbhDvhIbXwD1vYGzHUWw62VXKawtujF8KDS+bCrfslpUFNI60SZbD56yNXpFPMy2i1tDzRdYybF/naGwNQOaHjx8mtV7YmooregTAlCp0BiZi9Ngp0JLC8T8XxPOFvArEMwCqAfSzj7BhnZAgTLAwRNHbYD285CRYOw1NOYNA4Aw0dCDIZ5DoSAA1QE9CQY1CIIWgJBUkAgoCHEQCNQgExkHh8frqpOnODhLuIzRvQsQzDaz/PAFEEmV9HETS3gEwvwLmXVACr6Or+zC6z5zEJSe7gJWaUyQ6gymWo/E+EtVU1UQrniI5QIs9AKI7ihtFi28z/4Ra6++0+NaIeJyjMSH0NJKlE70PClxLzde/5ljnm5oU3Huvgu0bx2HsuEmQJOsKzwUJCRBLDmiZ/JIruxYGmapEPZ+GRp0gFoIe8YI/BdBJKDrwhI6gE5J9TBjqSFjqWNG5EzUKQOFqsICHJ0KhWhCNR4rH6CZ5kKxYY0CcAtExMI5A0z069kOh1xEI7kJ319uoGncUpwNnMHdushRbxEGBlhlCY9GrPxto0bhsGSY7NpCFVXSU1HDhic8Lq9PzT/GK9ZOhaJv1fGRSGF+h1vD3S9Qx4cwQ75IqjJ06Hp2pSQjyVLCeYFA81yWrpqSwnSacinrua33ZYgFTEiwkOSzGhx6wphlEW/rUMuolPdbMBB+EyaoapANXA0tmUz6tgxWycvFbILyugyuB/Rg3+ihOnTqNQM8H2HIkgcZGzUkjhxV9Zp2VLV5e5wKtKH5xK0JnPktqeMiLc7t1e/U9jsYfBdBoyv8HUsPXlq0vwquxuzGIqYFROHViDKpwFpLaDKRIcofNgqZNA5EknhdS0zFgHmNeGdToAJJZpJvVmcHmv/J/SfzOOumqkL/Knddx3bpJ9B5SfAijggfAgYPo7jiJJHfiokQnsNjg9KcSBIRaVCg3xJrAdK8hjzXfRx9oFpVdjsc5EnsQRH+TbkvBzdQcfqIcbQ/YhmwxGxuDwHvVwKhqjOIgOFCNYHAcqpSJSCUmI4VJIGUSwDX6OiVbQDG/M2tg/RpBtoQ9AH0Ahd+Hxu+jK3US1ehE1fgETgcSmCu8kc1Jt0Ya+ECr2Ax0vmFuXDsFWmAXQFPML+ffUkv9T51vyYEaZeXbeJ2CqVMVnDwZwNixCs45RtAmGTujw2YbUxLGz6kexswpGrad1LB/v4aVK+UyuSK7KDu99zzQYNGCY0dJXnmHG2J/A6YHDXn5CJTUPGq+UaxufqmwBrwPNAnBT1UtsWIurbDOS9Y8R+PCwrTYwBn/lFrrJUeaX1yggeEANEfCxV0wFkWJwA3rFoMDfXRnlFpCLTcUTQxTlFD+y2kNZHuHYDupYaEtL6joxhCOxL8LEp67tJWroJedfYhWkxpa4Wyd3qotx9LoGNWZt7TgXmlNLpF0CmFY4H0kjsRuB9HP3dE9XkFq/Wp3yFJeKbih7Ydg7mPGJayklnBzeaXwWxtKAxyNrQaol0qiYNIe4sj6pSBNckJJEZcboS0rXxG/OtK9D6QUFS5ePqGdbYmjseUAPZau1QeZswp2sDa757TereNmEMp3IZrdcfmKf9NJai8H9VryqsztiJzLLtUbI/optYR8A0jJNW+vgeKA1tB2B5gfMAZav27Ml6zOnnR536JTGKOdg07cY/fG3WGByl5d9uU0v44q+gT9NvxO2QXxGyxIA8UBrXFDHbTE3oJacvIhonuoJXS/XeGdFKUSdXnqcroSCnJhm3bnatoFi6PxtXqeZKMcLYNz8fOkhhdJY3aFd+E4WBLJv5y2pC5XPGx3rvYBrSHeCIY4spqe1yzOnJJAvBSlC1rwKnrsekmpOnKB5l9Ol2JulbTOooFmTPhMsJVQXuJl1FKfjhK2K3wJJSx51f7ldMlVXJIG7M7V/lQG/cEm2TaqHJL6BIhvpZb6dZn12RXeIZkqUg1H4g+DcJvZuH85XZFRsN6o3bk6MAtWP7DRuwBLtG0xJQbgDlLD/YwudoUvRphKvssNsVvA9EhaBv/erJLDYaltu3M1P69jf7AJW5WkBZprSTLQbhDup5aQySDU/227wluTwx1Pc+PvJkFTngZgMA3792buGJgCpbA7VwdnKs4FG/PnASHeRATAn+tkKgOXgwCeAqOVWocOWMxy1mQ8Ta1hw3t9GBaOZPKy+PdmXhvikgBNlJDD+d5Manhlr3L4pvgMVPNsg45ZD+8+gR5qpyesXbjmpjMdztQGHI3tBajOXM3upJbQT7w22UayvKUDWuP6udC0XRnKzQKbU0rPzkXlTN5gp2Rzqh5uiN2gZzfpLUrVHGpess+p+v16Sq+BkgFNX9X6WyLXgpVWBI6touaB05Na7TJH40Kr9hlzZSwq6ZvVtsv1fPa2EetIDd9Yrrb9dpzRQEmBlgds4hd5GCz5krWf0mP1O4vpit0OFNNmud/1t43l1rjz7dmdp5Zo3oa40N4Iou3UErrbTvfsdsBOW5V4x982VkLrzrdpd55aApq+sumZTbRbAbo1TzduJTXcd0dUYF/tdqDA6iv+GDfEfwbG501B/G1jxUfEngB256lloPWKx3+xfhoS/EUwS54zYbQ1ClMTtYYkvsx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Correct, the sequence was</l><block var="colorSeq"/><l>.</l></list></block><l>4</l></block></script></custom-block></script></block-definition><block-definition s="solveMastermind" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>oldFeed2</l></list></block><block s="doDeclareVariables"><list><l>guessList</l></list></block><block s="doDeclareVariables"><list><l>ind1</l></list></block><block s="doUntil"><block s="reportEquals"><custom-block s="getFeed1"></custom-block><l>4</l></block><script><block s="doSetVar"><l>oldFeed2</l><custom-block s="getFeed2"></custom-block></block><block s="doUntil"><block s="reportEquals"><custom-block s="getFeed1"></custom-block><custom-block s="getFeed2"></custom-block></block><script><block s="doSetVar"><l>ind1</l><l>4</l></block><block s="doSetVar"><l>guessList</l><custom-block s="word $arrowRight list %txt"><block var="guess"/></custom-block></block><block s="doSetVar"><l>guess</l><l></l></block><block s="doUntil"><block s="reportEquals"><block var="ind1"/><l>0</l></block><script><block s="doSetVar"><l>guess</l><block s="reportJoinWords"><list><block var="guess"/><custom-block s="returnDelete ind %s list %l"><block s="reportRandom"><l>1</l><block var="ind1"/></block><block var="guessList"/></custom-block></list></block></block><block s="doChangeVar"><l>ind1</l><l>-1</l></block></script></block></script></block><block s="doUntil"><block s="reportGreaterThan"><custom-block s="getFeed2"></custom-block><block var="oldFeed2"/></block><script></script></block></script></block></script></block-definition><block-definition s="feed1Right" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>ind</l></list></block><block s="doSetVar"><l>ind</l><l>0</l></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>4</l><script><block s="doIf"><block s="reportEquals"><block s="reportLetter"><block var="i"/><block var="guess"/></block><block s="reportLetter"><block var="i"/><block var="colorSeq"/></block></block><script><block s="doChangeVar"><l>ind</l><l>1</l></block></script></block></script></custom-block><block s="doReport"><block s="reportEquals"><block var="ind"/><block var="feedback1"/></block></block></script></block-definition><block-definition s="feed2Right" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>ind</l></list></block><block s="doDeclareVariables"><list><l>temp</l></list></block><custom-block s="for %upvar = %n to %n %cs"><l>org</l><l>1</l><l>4</l><script><block s="doSetVar"><l>temp</l><block s="reportLetter"><block var="org"/><block var="colorSeq"/></block></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>4</l><script><block s="doIf"><block s="reportEquals"><block var="temp"/><block s="reportLetter"><block var="i"/><block var="guess"/></block></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportLetter"><block var="i"/><block var="colorSeq"/></block><block s="reportLetter"><block var="i"/><block var="guess"/></block></block></block><script><block s="doChangeVar"><l>ind</l><l>1</l></block></script></block></script></block></script></custom-block></script></custom-block><block s="doReport"><block s="reportEquals"><block var="ind"/><block var="feedback2"/></block></block></script></block-definition><block-definition s="getFeed2" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>ind</l></list></block><block s="doDeclareVariables"><list><l>temp</l></list></block><custom-block s="for %upvar = %n to %n %cs"><l>org</l><l>1</l><l>4</l><script><block s="doSetVar"><l>temp</l><block s="reportLetter"><block var="org"/><block var="colorSeq"/></block></block><custom-block s="for %upvar = %n to %n %cs"><l>i</l><l>1</l><l>4</l><script><block s="doIf"><block s="reportEquals"><block var="temp"/><block s="reportLetter"><block var="i"/><block var="guess"/></block></block><script><block s="doIf"><block s="reportNot"><block s="reportEquals"><block s="reportLetter"><block var="i"/><block var="colorSeq"/></block><block s="reportLetter"><block var="i"/><block var="guess"/></block></block></block><script><block s="doChangeVar"><l>ind</l><l>1</l></block></script></block></script></block></script></custom-block></script></custom-block><block s="doReport"><block var="ind"/></block></script></block-definition><block-definition s="returnDelete ind %&apos;ind&apos; 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