<snapdata remixID="13373289"><project name="March Madness Simulator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tnQd4VVX29ld6D713Qg+EpghIVQQEuyJ2ERRRENv4t4ziiKg4OOPM2ECkd1CKgtJBegdpUkIPhCQkpPeQ7/ntuE/Ovbk3uWk3hI/1PHkCN+ee3d699tprr/Vul+zs7Gy5KTd7oIx6wOUmAMuo528Wq3rgJgBvAqFMe8AmAPfv3y8NGjQQNzc3p1YuNTVVYmNjpXnz5k4t92ZhZdcDeQC4adMmBb6yEkzSS5cuSdeuXcuqCjfLdWIPWABw3759UrlyZVX8f//7X6ldu7akp6dLZGSk+t23b1/1+WuvvSY7d+6Uw4cPy6RJk9TfSlLQgk2aNBF/f/+SfK1T3nX8+HGpWLGieHt7O6U8XUhWVpacO3dO2rdvn2+5hw4dkqSkpCLVzdZ+1cXFRfic3/bE3d1dWrRoYXM8LQB45coViY+PV+/ZsGGDuLq6yty5c2XMmDHqd58+fWTz5s2SkpIib775pnrmrrvuKlJjCvoSdenUqVNBj11Xf9+2bZuatPkNRmlXGBD26NEjTzEXLlwQfurWrVvaVbD5fpRKYmJinpXNAoBXr16VmJgY9YJr164JswW7rHXr1jJlyhTp1auXAh+dXKdOHTl79qw0bty4VBp0+fJluf3220vl3aXxUjo3NDRUaT/kmWeekfr168v999+vVpBGjRpJQkKC0hasHrfddptaTX799VcZO3as9OvXT2kJJjmTm/bfcsstsn79etXnDzzwgLLJDx48KBUqVBBfX19VzsKFC+U///mPRZMYww4dOlh8tnXrVjVmyHPPPafG8tlnn7XbFbzznXfekc8//1yN/5133ilTp06VzMxMGT58uMX3tmzZolZDVkbwYk9oe1pammqnFgsAUvHo6Gg1g1lCdCNLY8Cs3xkRfkk8vLwNdR4REVGuALhr1y6pWrWq0awhQ4bIY489JoGBgfLHH39Iw4YN1RJJvzIQgPP06dPy1ltvyZ9//qmAdc8998jEiRPFy8tLWFLRGl26dFF/x9SpUqWKAjaD3K5dOzl16pTSaADVLJRprgvl85mWp59+Wpo2bareQRnVqlVTddPlVqpUSX3+xhtvqFWOCfPSSy/JmjVr1PINCOPi4lR9GCe+B2b8/PwUqPNb4ml/rVq1bAMQ8PGDhO7ZKFXXfSgBni4S6tNS4t1yZnZJS4fE7eqVNe95Q6Ka3me8Hq3RrVu3ki6u1N6HhqlZs6bxfjwJ2MatWrVSQGPQwsLC1AaP1YWV46effpKRI0cq8AGqkJAQ9W8EkPKDKQJAABCg5Hs8w7+xrSjj1ltvtWgXdjwg0mJdtxMnTihTi+8DIjQz2tXDw0NpKD7H/ALYaDdWvOrVq8ucOXNUeW3atFH2HHXge7QHQTMDbMBpT6zrlscG1ADcv3SyDIxZKDubjZCmfZ60eJ+Hu5vs2rxRsjIzHR9QFxdpf9vt4ubhob5DQ/iJunxJ6m14X+r1HCxn6g+0AGD37t0df38ZP8lAAUBtkOvNnDOqlZiQIGnp6UoLUT6gMpcPAGvUqOGMqhRYBvUy1y0PAKOiotRL/vj5B6mbelrqPPPvPC89PPUzabhvkbja3/jYrEiVR9+UsFb91ezCvsTVsn37dmnmGSsdqmTK6XoDVAcizPzyBkC0BAIANo3uIC0CMyTao7qc8woqcGCK8kCDtFNSJSNS/KvUFpcRSyU5OdkonzpoYXJoAAYEBMieKe/LtYgTRSmy0N+pVaeuVBv8qWRkZKjvAj5z3SwACPhyAThFutVxk/SuL6ovHjhwQNkCL774ohz/+m3pPugZyU5Pk9hff5DUY7sdqljlx/5PzjS9U6lofjBGd+zYoTqnr9cJCa3T33gPALS1m3OooDJ4CO+AGYBRH4SIa4OOktL3Q6lUpZqy/U4fPyqXzp8rkdrVaxQknj4+4rN6rNS5ekBS39pnmE/Yf+ZBtq5bxPsh4lGtoUR3GiWVg9qIj3+FEqmTfklKYpzEnD4kVXZ+LbXTwyTt//YrhYJY180CgNhdZgD2buwniR2eUaodrcUuCCPz5LfvSq9hr0v6hROSFrpfAnoPlpRDW8StQlXJvBohviE9JOXQZvHvcq+k/LkTg0YiJ/2fAMDTTe5QQMZu4L0YsBil/X1C5WTtfhYA7NmzZ4l2TGm+DAc+tpru5IgxHSX5uR+NzyIvXpCED++VWj6uJVINn6AQcXltutott1r6hGS8tdsYO+ph3oRQNz05+JzJEXnfd9KgZVtVl2uZGbLxlQHiFne5WHVreef9Un3YOLWBYWwvnToq3Xe+rSaHGYDmuuUBILsa5NDyqdKrUQ4AEZZGnKxordDv3pP2tQIlMzZKPGo0kIzI8zkVxxh1dVWAcwusIu6Vqkvm1Uhx9fSW+I0LFQBPBfVWRu+ZM2fUkgEAsZ0G+J2W4zVzfYrsyMsTAH///XcDbABg/afPyi2jvpKhQ4cq4337+tXSYf8cqTV0rETPGy8ph7fmO9jVnv9MkvevE4/aQeLqleNyweap0OcpOTM8x8Xi9mXOynN55mvSbNRUCwDqycDf9eRgDPl897iHpMWrM5T5Qx/v2LBWWix4XWo9+Y4kH9piUTf/zgMlcccKVU5AtwckYctS8WnVWVKO7rBZf8//7VPLLQqLjVf67Bel5uhFCoC6fHPdLAAI+HIBOE16NfKVhPZP5ykofvdqqbjoH4WaLS6e3hL4xhQ5515F7QbZ9rPb4ocl+J6As3KsRh/jnQAQX1V5EQCoZzYdvHL8cOn68hfyzTffKH/a7yuXS/Civ0nNJ99RTfJp003i180Tr4bB4l6llqRfOC7eTTtI6sl9Ej3vc6n/5QZJP3dUriUniGfdZpIRcU5cfQPE79b+EvpojjPZ9d+71O8Ls9+W4Je/MwCItjMPsr26ffHFF/LRRx+punXLPCvpe1apMqoNGyeZ0eFqhfOo2VCyM9LEvWptyc5Il7TTh8SvUz9J2LpMXD19VPnezW+Ri/8YpP7t/p89yh8K4PBFhs//u7QeOVH5QhHrulkAEHXOD3J4xXQFwPh2T+XBQFrEeXE9vV8cWUyyqjcQz6B2xtYcWyg8PFxpQC0A8L4K5+VotTuMz3CK9+7du7zgTzZu3GjYXXQyAOzy0gRlbnBaxCC3/vEtCQxhZ89Gix1ctnjWaizp4act2pkZdUHcKtUQ9wrVxK1CFcnOyhIXVze5lpqonkvYvCTn+S92qKUOADLIWnnQn3rJ5THqpicHn//22Quqbl9//bW89957qm63/DFPqj/4sqSePiguHl7iFlBZgd47qK1kX8sSr/rNJSPqoqSdPSJufhXFvUpNtcppTcik0ZNC78QB3aV57+UBoLlueQAIOJAjv+YAMDYkxwVz8eJFARR4xS/M+ESCjq9yGBwu/9qp1LGnp6dSz8wQTlHMALy/4gU5UjUXcNgR5QmAOGy14Q8AGOTOI/5ptDHyUpjUW/6ZZITud7jf8nuwQr8hcvXO4ao/IxeNyQNAs9sFAGrXh626nTi0X5rMeFnc7bg1Kg4YpjQxZlR+4lmvhaSNnqYeYWLgJ9QANE8Oc90sAAj4rAF4tc0TxgvxyAPAs5PHqF1wysHNyka5lhQnyYe3KtsgZsEXUuXxt8XVr4JE/fCeMVOpDADE92cNQGbEg5UvyuEquUsuALzjjlyNWCKjVoovAYDa+YtNCwBvezFHK5S26EHWqxflm53i1C0/AGrbrLj1ZGx1LIF+18W570mbURONlZV62QUgYVD8IEd/mym9GvlITOvHFZrRgKhxQHRpxjjp8eizknJsj3gHhUjsymniUaOhshMAYMNvtsu19FQ5/3qORsuesF3ZAFSOM9GTJ08qDagdpwDw4arhcrBS7iE6bhrOH8uLcGZrDcBOw8c7pfrYWW1GTTKUB14FMwBt1c15k4O6TbRbNwsNCMg0AP9cOVN6NvSR6ODHjHM+7Dc008XpY6VVZoQypGN/mSQV+g+R5P3rJbD3YLXTSTmyXbIz0+VawlVJvxgqmeO3qHcAXo6cNAD16GAwD6oeIX9UzD35AIAczJcXWbduXR4A3vrCZ06p/uUFH+QZZPN5q7lufP7rp8+L8ybH+/nWLQ8AASFiBqB1L3pfOiY1E8Mc6tz0usFyybeWcUDNeSPLPLtgLWjWwTWj5ECF3LNfAFhaoV4OVbyQDzHInIUinJ0yyABQH82V5u+IhWPUIGvlQfn8aKFuOkpHA7CsJgf1shuMgHuEH+TYqtnSs6G3XGk1OM9QJBzcIhemjCnkEOU+XvvhV+SP7MrKBYOwdD1eO1r2BeRGQeMrLE8AXLt2bR4A3vL8p04BYOSiDy0ASNiVNQB1NIyeHNTNGcIGCfNAKzbrulloQAIWNQCPr54tPRp4S1TLR1U9iXfDVsN5jJ3X2jtVfFmCf5smWbE5Ph5Hxf/el2SNZzM1OGxqiCV7ok6M7PXvYrwCABKBXV4EAJoH+bdPn5cOwz5xSvUBYMgrloOsY/+ogLlufP7rJ8OcV7cfP5QQKwCa65YHgOfP55xqnFgzxwAgHWt2bObXqzvnT5ZUFzdJ2PST+HXqL2mnDopPcBeJXzdXvILaScLmxdLjmVckOuRuFaGLYBc+VS9WdvveZrwawBOkWV6EWDkO+hFi9Bjk9kPHOaX6UT/+QwFQKw/KN0c+Uzc9ORQAmRxOqlukDQCa62YBQMCXC8C5fwFwkDpWsRZUKnYFQYjWEn76hDqe86hSS5IO/C5eDVtJ2rk/xat+C7ky+xNp89hIyeo4QEXo8o4lS5bIMw3iZZdPbgg+QY3lCYCrV6/OA8B2z33sFABeWfyR0jIagPXq1bMAYJ66ffq8tHdS3aJ++oe0feV7Q9lY180CgGwM+GHHemJNDgAjWzyiwsaJqi1ICE4cElxNItYtMB71atBS/RsAaun9/N/ksW+XqgibmTNnqpDzIY0SZaf3rYbNBAD798+Njimo7LL++6pVq4ykGzoZDdh2yFgVsInrqTjCJkKvFtjLwcHBFq+LXjJWDbJWHkRbUwctAFAnePH5ik+GSbshY1Vfs/oUd4OEX5fxatmypWEH67KZHNYANNctDwD1CUXounnSvb63XG72kAqZslbrxelQ/V0AyGE4h+JDg5Jlu2dH47XYmnfffXdJFOOUdwBAvRoAgBXjhkrrpz9Urqf8BI8A3zOHzNt6nvNcLda5MleXfiwhVgCkDlry1O2TYdL6qTEqEKSg3G+Uz4ABA/JtA6dcBDwAZOso9pglY/OtmwUAAV8uAOdL9/pesklaqx0V7hM0Fa4GHx8f9W9rYRYQRMBMwIZDOAHRuQt8z5wxxvJLeDgH1883TZVtHrmJNACwoIY7BVkOFrJy5UoFJAaBsHsA2OaZf6jw+d9++83Bt+R9DPOH3BKt3egzjt9Gjx6tcjr+97//SeyyccYg6/LNud26brxdTY5Phknwkx+o+EHturFVQcYcF5k+HbPXCMLwUSaM7/Tp04V0BBzhX331lXjt+EHajv7ecLtRL/PksAAgAQI6SODU+gXSrZ6nxLR+TMaNGycjRoxQxykUxrEOIUZoRZ1HglrFd0ciE53A/wEiu1lmIPYJ2V78H2EpAXzk/6JhX2iWJlvd2xsR0SwN5QmAgEwncSkAfjJM2jz9oVo6OQe1ThwqMiL/+iIDTg4woA+b8460HT3ZUB4kQFkDUNdNA5C6cTKVX/5GYesI6ADtZ599pjLv+H/ssk/yANBctzwAJIEGOb1hgTTKviRpXV9S0bx8ichagMWh+/z584XsKuwTghRoGBqQZ8jcQi1ru4PB4fyPDC+SXgAfpyFBQUFKO8ZfCZchzbNls2tOgCQCAAcOzM0RKWxnOPt52ogGQADA8nFDpWqf4SrwFk3FUqZByGQkWcn63JTvMsmxGc0rDM9b5/OykrB8shn03omWsQQgddBiq25NB72tJj7P4Y/l/SgOXZY54VzbiKxumAqUq/+u/2b9PM7mI0eOiNuWiQqAemWlPHPdLABIsIF2GALAezI2ypyqL4ivn58qEG1lS3TFmZE68tUeANCeGK1kdwF2frssHCVt+z0mm1xCjK9hn5SnnBAAptkQANCKcc9JYtP+aoIRxEtsnM53YeCZsDBRwIPDoDJAaDOWVwCBxmKzwRk62XLm6CGWZZ5hrBiTi7PfljajJxurF+WbNz7UzXpyJDXtZ5hGZLmhFKgfdcP21vnh+H53796tvo9SoTydiom2o80EIZgBCPhQROAhbM67FgCkXnYBSEEUzMvObf1ZHkv9WS5lBcrZSh0l1K+NpGc7RlbkaK5SM/crUv3Mb9LC44p49nlNNma3VgCkY1Hh5UlWrFhhAcDzn98tOxo9p0LK6PTly5cbtg+D/MgjjygHMZswzJIFCxYoAx6gcQaOUc9gMxHxwepUCcDHwNNHuLGYzD2OfiGuLy9XExphUlsDUE8OBn/fZ4/IycaDlEbu2LGjkDWnl2ido8MK989//lOtWPgReSfmFvVlQ8QBAoKNaFY67BeoO/k8HDDU3zFBqo9aYHdy5CEnItMeaVC/vgSeXCHZSVedgoO0doMlMi5ZdSwD0axZM6eUW1KFMOMZLA2AtAndZEeNBySlemulOTBb8nPm61XBls/VXEeApJdJftdKD5Nb//xaIl/caAAQYGJ/a8ENo98LkKjbusYjxT2gijrdQumY7TI+Q+NhIrCJ3LNnj7Rt21bt6NGSOicZ+5FNEQEqCOVq8Kk0AD8P6Xf4I4u6UQ77CC026dkIYGTnQ0HOFGY7y015pWebNm2aGoRKFQIlYPrDUjfQTbZ7dJDz1TpL/DUvh7rS0dUjwDVN6kftkC4Z+9R7w55brXbKAAQzx5ysDkD0WTUATP+iu6T7VpfD9R+RgHotxMsv5wSnpCQtKUESwo5J63M/SpB7jEQM32BMDiaCOczuJj1bSfU6x5cnTigmAUDY0D1Osk5uKsG323+Ve/OeciY90NjRPvpozvm9WVjZsDUJeu6YcUgCvHICQUpb2ITt9u2kYgjYYFnz0eRLz4ZGIiIFColBgwbJDz/8oDQUKhQfD9ttc+BjSTWmPNOz0QcsPyXp3nCkX1keITzSYVe2voONj63HuDpTWEnRzraim+zSs+HgxN7AIMYPiLGKWoc1afHixTJ58mTlhiktKY/0bKXVFzfye+3Ss5HNxQ/y9ttvK5ow1m9AyUyDDQptWNKCGwL7s6RJLx2tJyc9JXXsiC+TkxD8pGUhJdmW0qr/dUfPRjCE9jfOmzdP7c7Y6he0K2YXac9PiWuhc+fOysfF74IElwcgLK55gXtDO5BZOfDr5Rdka64n3oCHH35Y1ZkJiW/Nuu6OtEe3hd/XEzOqHgMLAJY1PduJqt2NfFa0Bwb9Qw89pI79GBBOUrAlNNEjdg//xoHLSQvMDZww4Lzlbzz7xBNPKHuVnTW25bFjx1SUTUGhXpRvdmUUBFrrv3PGqt0y/A2GBBy8ABJiJlwytAmfnjY3li1bJrNnz5Zvv/1W7RRp0y+//KKILOERxC2CU5vViPeNHz9ePvmk4KBXJnVpEYkW1C/2mFFtApCOKC16tsCKFaVZm1z+Ylv0bCtTmhgOTirI2TE7OsBw9OhRNQAY2Wg6/FSAbNGiReqoi2M9omo4YWC3x/LDQPFvAIqDFFCQosiGqqBIG04GzBx7BXW09d/RfubcB1w0TAw0OcsyfjVsaVJP8RPyLM5fAMfZOTvqYcOGyccffyyvv/66zJo1SwV4MHlgM4A1AmA5AkAOFvgpKjPqBx98oPr8hRdesDCN8lt1zP1hixnVLgBLi54N/1bt2WeUlmLW26Jn+y05yCLWjecAmqb20pl1DJj2UdIJLG1oG85PAZsmTOQ37zD7MykXwOpoHXvAsuaxKwoAzfmvnItrzhTsaOxCHYLF5wySTtynHdrBy2ecvXL0hiuD7+r2USdbUUnWdcV2p++KyowKRzibUBQBk4jIb/qPFYKJ7Ii9bs2MahOAhaFn6/nUCEVCFP6vF+VaUo4nXAuJ6Zqqwfx5tRmnVBCCjsKwpmdbkdjI0IAA7/DmlRIfdrywY1+k52u26Ci1WuTGI1qTPBb2pWZOvrJui9aAxWVGRfviXgL0mBL85mjPbGrkN6FtrShFpmcDgKkn9lqUl3Jsl/i26S7ulWtKethJFYrv06qLxCz+n8Qu/16qTg9VZ5dwkuhQIma+pmdbntDQACAACH2rtbSq5iGhtftKQtMBkuLqC+eDAr4h+VwPUBBofLKSJODkr9Lk0mrF1JL85h7jWInyzRx7Bb3L+u8czWkNWNZt0QAsbBtK8nl7K0qx6NkUVVdrzWTvIulhJ8Svwx2SEXlBUbPBpgRFR/r5Y4r1qcq0kznhV/Hxyg7SB+Canu3nuPoWh9zw2F3sOEqa9MmhB/H28pKTy6ZKRQ9HaJHy777MjHSpfu/zaod5adtSuePizHx57Ao7GADQzBdYmm0x1y0lIVxahS+1aAsAxCa+nphRbS7BpUnP5t3yNpGROYkzHMmgCXUWmaZnWxZbzwKAJz/qLZVH/ah2sxjBR/buknrTXhJfd0dPTPOHjTYJqIf/rMfF+/U1RmSHNcljYQFoTVhZ2m3R9cu8Y4gERK63aAsAxJV1PTGj2gRgadCz2Rq4cxFX5OzlKHGp3kAy/KsoewJ6tiUxdRQDO0KHrRr/gnQd+W91XQAnLxt/+0U6HpirSB5TDm2Sa2mpkhq6X3xb366IFclT5rdn3aZK+0Iv5tOikyjToHVXSdq7Vvxu6StXf56oCJW0ScASeWHWWxI8cpJdksfCAtBMWGmvLZ3Dt0rVu5+V6PkTxDeku6SdOSzwKHrWaSKuPv6KFi3l6E6p/OAo9f+4NbMUJVryoa3i27qLxG9YIP5d71d94F6xmqJtc+k/XC5GnrBoCwBUIV2lxIxK31QLaikdJvysduax4Wfl9u1vObSiOIWezXrwziRmyZmkaxLQ42G5VD1YGbLQsy2Orm1oQM1jB8kjfry///3vCoBw7GmSR1ugcPULlGtJ8Yoq2LtxiGREX1I2o2/bnpJ6fI+yS2N+/I/itdMmATF4VY8skNYjv7MgUjTz2BUWgLY4+azbcuvRxVKhXU9x9a8oWQnR4tWwtbh4ekry3nXi06a7pB7bJenhZ6Tmq1+Ji7uHXJn9qZpkADV+/Typ/+/1curJJgKLqU9wV4ma8neRfi9IWGSoRVsAoAostcGM2m7fLKnUqW8eZtTCtleB8K9NJhM6efqwfJlRbWrAwtCz9XnjU0nau1rcAqsqTaM1EHYgTFkZl89IdmaGZCXm7JBh3YSqN2LiWwIAj+7YpAB4sVorddoBPdtPV2rlASBEiggH6Ds3rjVIHikHTWe9Kcm6GqHIHS02KVmZioUUDVH5kdcl5scv1Z8rTz2hwoTYnZ2fBcljLgCtSR4LOyDWhJWaFNK6LUwmPAaVHnpFMqPCRFxcJSP8jNKE7pVrKEZSEvuzszIlKz5GsZElH94u2WnJAm/f5f+ONOxwaH+z+z5vF4CatdXMjKpZW9k0qv6krxu1ViCH+TRx28/iXqW2eNZvIbG/TpGAbg8qzRt4x2BJPb5X/DrcKVd/maiI6vWKgnlV68RP+TKj2gRgYejZej//hng3u0WRFmaEn1asmiwZbr6B4lG7serI7PRU8ajVSOJWzRDvoHbiGlBR3CvVkD+Wz5MDP05RAAyr2lI5j6FnWxRZwwCgLSLFa1mZUnnvMvH0zLlrpDiSIa6SeOuDasnFRxW9eGy+PHaFLasgTr6SbIu5bkk1m8uJ9TMs2oIG1JyF1syo5hVFMbFaXdHL0q94vn38lJaFqDIj4rx4NQqWhI2LxO/WuyTqh/cVEYFeURi7U1Nfz5cZ1SYAC0PP1r5eNcUdDA8gyxq2inKPuLhIxX7PSuyqGeIOa37cFfU5s5mGyLUsOZPiYmhAAIgNCD3bwojqBgB1hzmPRiyHy9geyWNhAcgpjCaFLOu2mAFoZm0tiBm1sG1mRcHLgROdTD1r2mBbl+WUOj2brUaEhkdJaPgVSazcQBI8ApS/DHq2BZer5QGg82jE3s8DQPNRWmEHwxYpZFm1xR4AS4oZVfeNOTekIGZUmxrQWfRs8RnZcjrxmjTqO0gy6oeoHS/0bPPDqxpHcQw+dpMzBw0aMTPHXnEAaM3JV5ZtAYC6P68XZlSbACwMPVu7mgHqnhCMV0fp2So9+IpyGbB0H9i1Q+Ka3C7VHhmtlj3o2eZerGxoQGfz2EUshGXUEoBmjr3CakBbhJXO4uSzbgsA1P3pPJMmf2ZUuwAsDj0bAD467TPJSoyTrPgr4tPiNnELqCRJ+9YqcqJK940QF3dP6T7wQUn65FHxaNdbwroNVQEK0LPNCaukAMjSoGnEOjqNYy+HSBENqMs389gVFoA6Ceh6aAvBCGbW1sK2pSjPW9MGWzOj2gSgo/RsBDYS52VrgKL2bJDs+sESv+kn8W7aXh3DuflXkpglX0mVJ96Ra4mx0qxpUwlYMl482vaSC92Gqhg96Nlmna9gaMCy5rFjY1QcAF5PnHxoQN2fztLCBTGj2gRgcenZ+rVpLB7rc+6JyE/aV3KX0XsSZVd0psoxIVoEeraZ5wINAAIA+FWcxWN35aePLEgemWD0B+FGZjKdgtqm/25NWFmWbQGAmjTTaaytBTCj2gVgWdKzzTgbYGxCzDx2+nZNRwe/oOcwyIkTNAt+QFhGNQ8fh/cEfhKrh6/w8ccfVzF5pBVqloH8yrHHyVcWbQGAirPwOmJGtQnAsqZnm3baz9CAmuQx+KkxKmghv1RCgkwRfY5sCxjErBGlTFAnGpcAy/wAiNbjlISIZB00oZ9XhJpDhihbEWDaEluElQW1hXYQkW7vjjwCUSEK1fw9lOtIW8wAdNaKUhAzqk0AljU929RTOYQ8CACAZbTVkx+oaN78In+1w1cT6tgCBKFfBGTqlAM0kXY6k18Rs+S2r/ZCAAAX3ElEQVTjPDRi9IctAAJmGMAw7m0lgVM+ADRTojnSFsAE2PXFftbtQPNSZ/MVFzxTUFuop6ZlKylmVMrE6cyqUBRmVLsALEt6timhPgYAzSSPaAaSqosjaFQAwdJLghKa8NVXX5V3331XBcdqkkc9uJwPAz69BJPcRGeTV2G9fNuqF6SQFnyBfxFWFqctRLSYr7t3tC1MYM1Z6AgzKvk3CAle9gRtrDV2UZhRbQKwrOnZJp/wMpZgDUBobnHTIJyY5Jf5XxSA8j40Z8LyzxTLqAYgOQ845ou6CclDWPkXZW9ZtMUMQEeYUTWvY355M7hVMAW0SVNYZlSbACxrerbvj3saGpAQLWhus9s9pDQUGoydJdlvCDmx2HEsAyxbdATuIc5dsZNwO2gKMRKA6FRrzaVZWgkfSlwxXpE8aoZYax67woIbAJop0cqyLQBQ9edfrK3XAzOqTQDyYVnSs23etd8ADQBYO+5pudJkoNJELJtsMnRGGAB86qmnFJ8e2WUsdzh/6WicyfDTcR4LnQj2CjaQdrLTTjNLK3/PWP6xNB89zS6PXWEBaE1YWZZtAYCKo3DcULlemFHtApA/lBU9G0DTtGJ0WNI/e8qaZq8rUPIDUwL5tAjPsnwCJLQeGhDXB4Y8SzWbGeLSOGcmnVDnBVuDDw1Kmuc9B9+XmBHrLQBYnGRua8LKsmyLGYDXCzOqXQCSy2AmKyzszC/O82gubXdoHrukys1kjW8fuSYuFpx3tsoBkOTR2ttFmr+DJmV3GB0VKb3jV4v/2Y2KSBFAImhU6+sQCtM2NnP6XWXdFnbOtOV6Yka1CUA4i/UuCzoIBggqWehjMdTRLKNGjVIuBjL9X3vtNbUkkjjdqVPuLUeFGSjrZ9G+aKsKFQKl9i8jpVJGlIRlBcqR9OrFea3d7wZ7Rkpdt3hxqVhbjvb5SiWM43hmwMxcxkUpHI2NfVnWbcH2hY73emJGtQlA4rk0czvMWPjNWOpwjLKkwAsIuQ4aBk0JXwmuDAi4ucuiJITlcu/evSo7jeXV7HYoiffbewcTDPDh6sAMKAmWVjZFTFZ21mXVFsaTcbvemFFtApABMDtz4Qh87733FNgYGAz5KVOmyMiRI5WdiJbQV3sVJ3TJFij0slGaoPv/4d3XKzOqTQACPk4KMFpxIWhHqjMGKiL8knh4eRv3lpGjXBwbzBl1Li9lXI/MqDYBWNb0bFFN7zPGlGXe+t6x8jLgN+vpeA/koegtLXo2o0ouLhJyS2cRV1fFqhR1+ZLU2/C+1Os5WM7Uz70ZCQCWp4tqHO/ym0+aeyAPAEuLns1cqNfAEbLVt4V07dpVRai08I6XDlUy5XS9AcZtQmxCbgLwxgerBQALQ8/W2vWqVOj7jEpgTrtwXFIObRF7tGzW3Xil4wMS3nqgYvvUN/P09TohoXVy7wcGgJxm3JQbuweKTM/WpXcflUGfuHWZ+HUeIC5uHkJmvs4N9uvUXzIunVI5ILBliWSLZ4OWcnHMwwIAt/sHK2Yq3CyccvT3CZWTtfsZvQ0AuRbqptzYPVB0erY6lVS+h3ezDkJGPfQcOeIibn4B4laxmmTFRSu2BLLp4QyEPSF+3VwFwG1+rYzbtXHxDPA7Lcdr3mX0NjvymwAsO/ChHKzjDgtTG30xo0KEi0ueW9lt7oJLk57NKNDdQ6If/lC2RaQat3UT6XJPwFk5VqOPBQDtRQYXpiNuPlu4HtAHAeSQAJzSljzsWDpK+PCK6dKrka/Et3sqTx3SIs6L6+n9UliayKzqDcQzqJ0KZCQyhSMifjjig57taLU7jLJwinPT5E1xbg9gk+vrKb7//ns1TrDxE7BhS/ic0x6CV3n+yy+/lM8//1y50LjgCMZ/cnAI0OUCcjO/tdKO2SZdCfj09exHfs0BYGzIk6pcgg8BBfbahRmfSNDxVUXqmczxW1TiDw3DDUPxABB6tiNVcwFHVtr/DwAk+IK0VHsDXFAnm5c66+Uuv+9C5m4rh4YwMn09BYAiwuill15Sp2CACOZ+rp4l8IPIaYCGuUQwM9iBeetf//qXsu2J04QWjpA52gd2OFVjaQdLXMFhAcDC0LN1bFpfvJt1lLjVM8W7aQdl53lUr6foxLwat5Hkg5sV6WLS/vXi1/4Og7Q847PN6nxZA5AZQSWhZztcpZfRZwCQKwxuZNm2bZsKlC3pKG9H+4xxwPzhRwvg0gAEJMQDEATMOJGSANgIUiFcjnA3PgPMBKQQAdS3b1+BFYJ2aYpifVcI7yC5DA2LsiMO0wKAhaFn6/HoEEWsmH7uqMStni3+XQYqZs/0i6GK367ifSMkfu0ctRnxrB0k4V+8oNqY/ukmNVu4zJgKcoUCAISe7WClXLcLlTNf6+lop5aX59B6DAZ2FpFHgBC3FNeg2RMCbrm7b9KkSTJ48GB1XDp27FiVIMV3taBtOH7jYp+ChJXNfOTJPSXFuaCnoPKs/56HHUuT8/y5cqb0bOgj0cGPqU4C5TQYNF+cPlZa+6QrbVfx7uckbu1cCej+oLj5V5TEHSsUYSJ/gx+Q3a8nrKQLvlBlp3y8QaEfDYjBCwABIvRsf1TsbtQPANLZN6qw2tB+hKCPAwcOyDvvvKMc82gPImmYmPQT/aMvh2bZIouPqKQHH3xQJU4BQFhkAeGRI0fk5ZdfVslURCk5IkTM6EBfbmvSyUixJ3bL5TWTlSejtMSp9GxpdYMl3LeWsnmwA1HfqG6ilqFnO1ChmwUA87tXrbQ6xFnvNUceEfrG1WEsyUx2gkBI/SS6G5BiSwFANmyEVZHYRL8Rr0jMIbGYLIukrhJ6xYECcYgoDUcE7wenUsjSpUsNDXjiuxHS2+uU7Gn6gvi0ukNq1a33l5+XJ62uy3CkIPMzLi5K+VgAsLTo2eq2uVVqjv5K2Q90KloW+0ELnQU9276AnE5AuAPuRgYgfZFfHnNhx7M4z5sjj5YsWZILwG+HS43gzuLT5SlVVwC/+bnb5IGPvpXYldMVGWlWTIT4BHdWTGkurm6SlRQnAV3vk7Qzh8SjdpCk/rlLmWpQCrt4+0rGpdOKn9vt37tk565dlgAsDD1b+wY11KbD+kYkll91ImIlvt8eVMADbPrSQE47sDf4HHq2vf65NgsAxKC9UYWgDw3AxOgIubh0vFxLjndKc1sMfF5cGuf2NQDUkUdcTs4SzO46dOIIcev3thojsgXZeGwd1kUemjBLUk/uV3XNio+WKk+8K2lnjyiOa3VBUVCIOpr17dhHMiPOScblc+Lbvrck7V4lrgGVlDnm/90huRwRkReAxaFnM/fe7l8WSPzF06oiULN5jfifijVkVwWbgHl5YFMCPdtu31wDHPdEQTdaOmW0SqkQ+kIzih5YNlkGRC+UsIBgudz5NWnQuKkyT0pSwsMuSMrR9XLLycni2ec1i8gjlmwNwB9//NHQgKcmvSQud72l/s/yj12586VecqtPss2quVWsLjVGfimX//OyugYjP2m8OEKOHv3TEoCO0rPpF7ODYvdmz9Y4s2q+xK74QT0OALF72ILTGHMENQCEnm2XT25eCUb4jQxAwJcLwB+kfcJWSXvkGwmsWFn1V8ShXXLs8+GKU7u40n7Yu+Lf+zFl1qTtmCPtGtdUkUdaAKCOPCKCWm9CTn//smTf+abFrtjz/CHJPFE8lgpuMah093Nqg2VhAxaXnk03CAN5SHA1iVi3wGiky9AvVMYbYMWQ5hZ2dn7sAHFHQM+20/tW48wQAHI53o0qOvKITceBZT9Iu8BE8er/tnJP4bCNWztHqp7l7r1ukrRnjbrqrKji3WmApA3+UG1U2ADe5XlcTtW92+hr6qIjj0hA026Ysz+Mkqzer5eKW4YcGZb+PADU9GynNi2Vpg1qS3KNkKK2u1jfKw/XzRengQy6Th89+MsU6dXIT07X7a9cL4Aycd088V3xpQpxQzJjI5VDP+PyWfGo0UBdxJMVd0VdmRDYe7BETvybVB/xhUQvmCAV7x4qCZsXi1ejNhI9b7x4d7pbUgaNUcle7Kj7eZ+0G3nEncUagOemvCIZPV/NlyOmqH3ASQkrnwUAzfRsyclJEhzcWnnAcQ9gkzCD+M1xyr333qt8VaCYRjGz2Fxwrbz56nn+b33VvKOV1tfN67NJR79XHp4DfLkAnCq9G/tKQvtn1PEkuc3JGxYYAMTBz64TbeheuZZkXAkTr4bB4urlIzGLv1IgTT2xT10UyS4Uu1uyr6lu4BowAJj8yAfK9EHD3u17Sk7Uyt3gYY/qyKO5c+caALww7VVJ6/5KqQCQzSg4sQCgpmcDWJpXBa86USncXo7DkiX0lVdeUVeusoazqRg+fLjgwITDBZByfoi3niOZgQMHGqmeRQEGfjBneuaLUseifMc68ggAxrd72njV1V+nSpWNOfZzcSWg3xC52vt5pTxwVA/0P2M38mjOnDlGf4dNf01Sbh9ZKgDE94uCyQNAzvPw0mvHJADkxmxUJssDAGTGsCVny473nqtJ9fXtzDIYAbjmHSDCLqVvPC9KR2Ir2LrouCjvup6+AwBzI4+m/RV5lAtATp00S1Vx6w1tCT8IAQT3Bp6TP6vfabwWd5AO/Jg1a5YBuIszXpekLi+VCgA53WETZgFATc8GAM3niCyxLMU6lAZnsiaM5DM6i6WDz2konnztdOZzPN5FFXsXHRf1fdfL92xFHsW1zRv6VtL1BYD5RR7NnDnT0IDhs96UxM4jSmUFQpmpFGBzOJamZ6NztAYs6+vmsRWcxY5Q0oOd3/ssI49mSK9GPkboW2nWAyXzQKUwu5FHM2bMMAB3efbfJL7T8FIBIO47TD0LANJw/EB0DksnUtbXzVM+PzeacPqTG3uZA8CrbXJuhi9NAYAPVbkkhyrn5tuwedSRR3D+aD9gxJy3JPaW50tlCcblhzmXB4A0vqDr5nUHZaanSdSGn8S/iDeY+7TtKdkVcmwBJPaP1dL9zBSHLjouzUFyxrsBoCYbz4k88pWY1iXDr5Nf/QHgI9Uu2408mjp1qqHxoua9LTEdhpYKAAE9kfE2AWjvunncAwhrN1pp5y8LpN3aCeJWxNSBSoPfkmP1u8miRYsUGRCBj8Gb3rG4bh5jlR3TjSaALxeAs/4KfRtc6s0EgI/WiLSIPMK7oUPf4P7RXocr89+RK+2GKK5FbHk2pJwR20oycuRzTWyOW61JkyaqrTYBaO+6ed07RM3ec889smPZPOlb3VWuLvxC+aKupSUrfxTi6hsg3kFtJfPKJfHvdr/y5pNDjC+Ly60JWACAKzJqqcqgBdlB++2eYnHdPADUkbWlPjpOLIDIo7IAIJuQx2pdkf2BtxutBYA68mjy5MkGAGMWvieRIc+o0P2CzqahJNZmm71uNBObN2vWTI2rTQDau25evxiHNaE5O3+eL/1quImr6ZJjHRXtXrW2Ap++SZ3vkhecfu5P5UyN+OY1BcBZEV7KIQunM64d393TLG4uZ7fEz40mAFBfinN89Wzp0cBHrrR6tNSbCQDzizwiD8QIyV/0d4lo87RanQ4ePJhv3Ug8Qonk53IzE5vzMlx4dgGoDX8G33zdvAKSp6dSybtXLJIekTsk9eg249r4rKsR4t2ik2QlxKho6OT96yWg+8OScmyXuieO2DC0Y9KulVLx0b8pAMLxjJCc5LdnugUA+exGBCDgywXgHOnRwFvON7xHubDU7tBGLq0jyxzfwyerI6gxa/BkaAGARB7t8etsfMYZvQ59mzhxYm5E9I/vS3jwk2qF0j7LkpghHLMy5sQC2ARgQdfNG5XIviaV9y0Td6tr3h2pJJ0Z17ynLN+yS4EZYeZ575xicd089oKtm7YdKeN6fsZe5JE+8rRXd0eWOmw17Hj6mGw281132IBP14+zG3n03XffGRowfvEYudjycRWdzWEA0TSckOnJgRbX+cPmycG/WdUYO/05px4sudaTyCYAHb1uPu7yRTn20ZPilpmT25Cf+FerLZ2+XqvsHmw9jtjwBbHca2FZ99oxOc/N5TfiWTAA1MwDJ9fOVRrwUpMH1dGmzhWx1Z+OLHWE5aNdEPp6woQJSoO1a9dO5Ys82zBBRR5pMUcekcerl+CEJR/KheaDVYITZ/1PP/20+psGIEet9913n+zZs0cpCcoCrNABA3RWLn6TdccRH0uuCsH6S7sDarsA1MdfDL75tm9Qj60Gknf9PF96x+4Tv5DcjUV+IKww+U9VARzL7KRZGtjwFATA4txcXtDEKKu/69A3ytcADG/6kEpZtc71LWod9S2ZgA//HrdCAYjnGifJDq9bLACoNxCc8Ws/YOLSf8i5poPUSReKAwVhTuEkYZ3/o3EJnSPohOSoN954Q4GSsDvtYiOjj2QqHfCsr8mwCcCCrpvHdmE2rZk1STpv/Vpqv/6tCg+6lhQvHnWC1I3oyfvWq4gNQvTD3r9fNTbw+6PK7pk9e7Y8+eSTqmFmAMLO773zhzw3l9+IALS+GLJHAy/Z7tFBaRGSjsiJ1ssVA8zSbL18YfAzoAy02WakjwGG+XmCRPjB9zasSYps88jNmONYVQMQAGkNmPzzWHGp1lhO+oWo8UarmpPZUSAoEzQoZhS2JDYm9iRl6+NafH4Ith+2KeDDTlX1Nh/F6SmR33Xzu3btUo5qyMkPrlkmXbd9owCoXDAn94lv8O1yLSVR/Dr1k/h18xQAk/aukauLv5KASUfUDMduYFbSadYA9NmFDZhzcznCzqmk+aeLqlFK8ntEHhmxl+vnS/f6XnK+4b2KWYArYRlMjH/6CD8oNxgwyAw49hW2GNl0CKsUIGDpRbMy8IBIA5B3AGC0GBrphWZpstW9vdEcnoc2AyHLTvtdU375WO7wOStLffpLVoPbpGbtuiXZBXmz4vTbHb1uPnTvNmn78xiSoxySgEmH5fz5C2oGEJ7PbMdY1oIGNANQX3dfnJvLHapYGTxkeTPpfGnjGydZPUercCmSzgECgEIw3qHEIGYPzcgy+emnn6qboNBCaBXyhfWuGi2kl1HARz8DPvoRLfZiiwzZ4tbOAoCEzSHYoNh8gLBW6llp4Ws7/6OkusymBnT0unlUamzEJYm7GuNQfbJd3aVSjVoWz6JNtbBb89k9VUJGTTKctGjLGxGAJ0+eNDYhpzcslNtSd8vKqoOkectWyuDXsZV66WL5BEhoRhy6AJU4Tf6P9sOtwW+0GWes2pVDuoNedfjtH7pK+nUOkU0uuZHuvM+cgcjkALDO2PzZBaC+pBkA2Ltu/uTuLRL088cSYHn5uF0wurq6ieuErWo7T4fReSwjOlaNyweTf5ugbi6nsxDK5+dGE8wcHd52ZuNCeTxzlRyVerK/3mCp37iJQV1XUu2+fClM3M7tlAdSVqqsuN+ljXq1ZqAoK34amwDM77p5dq90HrQQ+9f+Ir08rypCSnJak3avNvrLp023nNBwK3F77ycFQABOwCV2DfYg2pSf6MVjFQD1cmJNnlNSA3I9vIfQJ+UrS0uUO3zOO61KcZWay75oN2Ujcgxn79JtZ1TIJgCLct08uQSkUdoKnWKmH5vxuUT9vkRch/1LARCAYSiHhFgmPVkDkGXZvPV3Rqc4swzMHdpIJqEzBX8dK4++HNKZZZvLsgvAwl43zwbCHqUr7parGxbK5d9mCumZZjsFD7k+5sFPFLPkY2k7OvfiaN5r9uSXVUfdLLd0esAmAB29bh5guZ7YWWAWPLu42pFHxLtJW4np+JA6sAbg+IEwlnHp4CTF8I5dNs7i5nIAWFa3d5ZOl998a4Ea8Hq6bh7v+00A3rigtakBHb1unhAdbAiOXYjvwrWA4L8itB9/Hw5OXAgkJumrwNh8YP/pu4F5Dv8T9mPiivHSdvRki4uji3tt6o07fOW/ZTYB6Oh18wAQgLGhYDkl6Zns+8cff1ydPcL2SfLxoEGDjJxinNwIRz8c0egzQcKGcAlkLP9Ymo+eZgFAzp5vyo3ZAzYB6Oh18+S2auZUwrb379+vcoI1ARGuFp5hF4sG5Fm0JF527EI0I/8HfHyPM897Dr4vMSPWWwAQcN+UG7MHbAKwONfNo9E0CaUjXYaLBiBGR0VK7/jV4n92o0S+uNG47p7Nys1rWx3pyfL5jE0A0pTr5bp5wHfTBiyf4HKk1nYBeD1cN88Gh3yEm3Lj9sD/A9KYtbF6f+mGAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="March Madness Simulator"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="One vs Sixteen seed %&apos;Region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of Sixteen seed winning</l></list></block><block s="doSetVar"><l>Odds of 16 seed winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of 16 seed winning"/><l>15</l></list></block><script><block s="doReport"><block s="reportListItem"><l><option>last</option></l><block var="Region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="Region"/></block></block></script></block></script></block-definition><block-definition s="Two vs Fifteen seed %&apos;Region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of Fifteen Seed winning</l></list></block><block s="doSetVar"><l>Odds of Fifteen seed winning</l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="Odds of Fifteen seed winning"/><l>7</l></list></block><script><block s="doReport"><block s="reportListItem"><l>15</l><block var="Region"/></block></block></script><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="Region"/></block></block></script></block></script></block-definition><block-definition s="Three vs Fourteen Seed %&apos;Region&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>Odds of Fourteen Seed 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color="243,118,29" extX="80" extY="70"/></sprites></stage><variables><variable name="WEST"><list struct="atomic" id="1208">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s ,TCU,Northwestern,Arkansas,Illinois,Boise St,Arizona St./Nevada,VCU,Iona,Grand Canyon,UNC-Asheville,Howard</list></variable><variable name="EAST"><list struct="atomic" id="1209">Purdue,Marquette,Kansas St,Tennessee,Duke,Kentucky,Michigan St,Memphis,Florida Atlantic,USC,Providence,Oral Roberts,Louisiana,Montana St.,Vermont,Texas Southern/FDU</list></variable><variable name="SOUTH"><list struct="atomic" id="1210">Alabama,Arizona,Baylor,Virginia,San Diego St,Creighton,Missouri,Maryland,West Virginia,Utah St,NC State,Charleston,Furman,UCSB,Princeton,Texas A&amp;M-CC</list></variable><variable name="MIDWEST"><list struct="atomic" id="1211">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa,Auburn,Penn St,Pittsburgh,Drake,Kent St,Kennesaw St,Colgate,Northern Ky</list></variable><variable name="Odds of 16 seed winning"><l>0</l></variable><variable name="Region"><list struct="atomic" id="1212"></list></variable><variable name="Round 2 SOUTH"><list struct="atomic" id="1213">Alabama,Arizona,Baylor,Virginia,San Diego St,Creighton,Missouri,Maryland</list></variable><variable name="Odds of Fifteen seed winning"><l>87</l></variable><variable name="Odds of Fourteen seed winning"><l>75</l></variable><variable name="Odds of Thirteen seed winning"><l>0</l></variable><variable name="Odds of Twelve seed winning"><l>0</l></variable><variable name="Odds of Eleven seed winning"><l>0</l></variable><variable name="Odds of Ten seed winning"><l>0</l></variable><variable name="Odds of Nine seed winning"><l>0</l></variable><variable name="Round 2 WEST"><list struct="atomic" id="1214">Kansas,UCLA,Gonzaga,UConn,Saint Mary&apos;s ,TCU,Northwestern,Illinois</list></variable><variable name="ROUND 2 MIDWEST"><list struct="atomic" id="1215">Houston,Texas,Xavier,Indiana,Miami (FL),Iowa St,Texas A&amp;M,Iowa</list></variable><variable name="ROUND 2 EAST"><list struct="atomic" id="1216">Purdue,Marquette,Kansas St,Tennessee,Duke,Kentucky,Michigan St,Memphis</list></variable><variable name="Round 3 East"><list struct="atomic" id="1217">Purdue,Michigan St,Kentucky,Tennessee</list></variable><variable name="Round 3 West"><list struct="atomic" id="1218">Kansas,UCLA,TCU,Saint Mary&apos;s </list></variable><variable name="Round 4 West"><list struct="atomic" id="1219">Saint Mary&apos;s ,TCU</list></variable><variable name="Round 5 West"><list struct="atomic" id="1220">Saint Mary&apos;s </list></variable><variable name="15th seed"><l>0</l></variable><variable name="Round 3 South"><list struct="atomic" id="1221">Maryland,Missouri,Creighton,San Diego St</list></variable><variable name="Round 3 Midwest"><list struct="atomic" id="1222">Houston,Texas A&amp;M,Iowa St,Miami (FL)</list></variable><variable name="Odds of Eight seed winning"><l>0</l></variable><variable name="winner"><l>0</l></variable><variable name="Round 4 East"><list struct="atomic" id="1223">Tennessee,Michigan St</list></variable><variable name="Round 4 South"><list struct="atomic" id="1224">Maryland,Creighton</list></variable><variable name="Round 4 Midwest"><list struct="atomic" id="1225">Miami (FL),Texas A&amp;M</list></variable><variable name="Round 5 East"><list struct="atomic" id="1226">Tennessee</list></variable><variable name="Round 5 South"><list struct="atomic" id="1227">Creighton</list></variable><variable name="Round 5 Midwest"><list struct="atomic" id="1228">Texas A&amp;M</list></variable><variable name="Round 6 East"><list struct="atomic" id="1229">Tennessee</list></variable><variable name="Round 6 West"><list struct="atomic" id="1230"></list></variable><variable name="Round 6 Midwest"><list struct="atomic" id="1231">Creighton</list></variable><variable name="Round 6 South"><list struct="atomic" id="1232"></list></variable><variable name="Championship"><list struct="atomic" id="1233">Tennessee</list></variable><variable name="Championship: Midwest"><list struct="atomic" id="1234"></list></variable><variable name="Championship: East"><list struct="atomic" id="1235">Tennessee,Tennessee</list></variable><variable name="Tennessee"><ref id="1233"></ref></variable></variables></scene></scenes></project><media name="March Madness Simulator" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>