<snapdata remixID="10011780"><project name="U3 Assessment" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAOuElEQVR4Xu2caWxU1xXH/2+8Y5t9TTCLScDs+xIgECANoKJWCUqqkESlHyq1UpN8aKVUVSpV/VBVbdNGAoVAmgVC0tBQoEDZgtiMDTgYCCRmMwbMZhazeBvbM/Ne9b+ed72AZzzjwZfAuWI0w5v37nnv/35z7j3n3GfLcRwH0kQBQwpYAqAh5cWsUkAAFBCMKiAAGpVfjAuAwoBRBQRAo/KLcQFQGDCqgABoVP4YGndsOLXlgG3f3ek9E23BjU2/ay4pZ3lgpaQDnrgYnrREwTEVs80781XBPrMRdvFeONcL4NRWA+TPduAEHP2Z2xw7+H9u5z/1ff0+TvA4BI/T+wf3UfvHJcDzWBbih0xGwpT5sDr1aPUlN/KAhYWFuHLlClJTU2FZVqs7f5g6qKmpgcfjwZAhQ5CWlmb80pySPATy3oFdfgW214JdTciC94xv7ksl24Kna9W5N3Vv+ZnbCSM3EzT17r6CoLrbuFOtDafCB9yugZXYDok//hUSZywAPJ6o9dAAFhUVobq6Gu3atcPhw4cRCAQwbtw41XFpaakSv1OnTncZqq2tVdsSExPVO2/U5cuX0b9/f/X/I0eOqH78fn/UJ/kgHXjx4kVMnTrV6Ck557fCn/cX2JV+1Fz1wK7xAGQgDrDirOB73f8RZ8Hiu/o++LnBfupCCFnwpWAM9SKgXj+c4jKg1IuEGQuQvOCtqIdmDeC+ffvQs2dPdT4JCQlYuXKlgontzp07eP7557Fnzx5UVVUp2Hbu3InJkyejd+/eKCsrU/t07doVt27dwqBBg9ChQwe1D7c988wzWLRoEbp164Zhw4Zh3bp1eP311zF48GCjNzIa45WVleoaTDXnZgH8u95E4FYtqovjFCsW4Yq3FGQKtiYQWh4LiCeEjeFU24NeUHvCe8HnTis5lPPC+X9+KC6Dc7EcyS/9GolzfxaVJBrAjRs3quGFbf/+/cjPz1dCc7jJzc3FCy+8gN27d4MeLz09He3bt1ewPfvss8jOzsb169fRr18/nD9/XgHYsWNH7NixA126dEFcXBzoYefNm4ft27cr70iP+OKLL0Z10qYPyszMNHMKtg+BXb9E4HIhqk566oZO15u1pQckf+6c8dRNoMKD1D+uhqdHn4h10QBu2LChkUdKTk5WkHAopkfkmgUOp9OmTcPt27cRHx+vh1UOz/yeL8LGd5/Pp46zbVsN33yxLx7H77ifO3xHfNaGD3jiiSeMnIFz7Wv4c95C9WkHvltNh9sQHjDoEe/ygNzeYAhudvhtzgPyB1Dth3P4KhJnLkDya7+LWBcN4Pr16zWAKUkJKNrxL8QHautc7iPcAn4/+k35EWqSOmoVnnzySSOK2N+8i8CJdag4Eoww1HAbBNGEB3SH6xOlsOK6I/XP62DF18UCLW0aQM7LOATTe5Xk/gc92ycjpeeAlvbzUO/Xo+oMzvX5oYoeqQ+nGCZaYPcv4Dt7AlUF7lwu+G5qDugCeKkCuOhF2qKdsFI7RCSNBnDt2rXaA5bmrELG4FHw9TA32Y7oKu7zzhlF61GUMVdbycrKus8W7929f+tL8J2/Bm8ho9k6+B4ID3itCs7JUqQv3gOrY9eItNEArlmzRgN4M/ffGsDPP/8cAwYMwMSJE8N2nJeXp+Z3U6ZMCbtvuB0Y2Fy7dg3z588Pt2vY7zdt2qQi8LFjx6q5aKSNAJ7pPUcfZip6D2x/DbXnL8B7sokHdCPf5qLg+zkHpBcsqQSKypC2eDes9LtTdaH01gCuXr1aA3h732pkDKnzgAcOHFC5weHDh4e9bzk5OQoapmxa21wAGX23Nim+efNmlbtLSkrS+cpIzo8Ann7sOX3I0KFDIzk8ZvsGDvwegcJsVB5j+uQB8oCFt2DVpCH1r/+DlZQS0fVqAL/88ksN4J39BHA0KjsNVKkU5vEYFYdrJ0+eRK9evVSkS2hb05hDJHi03drmVniefvrpqLoigKd6/UAfayoPaJ/biMChv6HqWwsBb4Mo2OQc0O/AOVSChOEzkfLmuxHrqwFctWqVBrAsbw36DBktc8CgnATwRI9ZWtwRI0ZELHQsDnBq7iCwfSH8JbfgPdOk+mEqCr5QDlysQLvffoy4QWMjvkwN4BdffKEBLCeAQ8c0ApDVD86jYtFYYeFwGIvWFn15spfgePeZ+nRHjhwZi1OPqg/77EYE8t+Br8RRZbhG1Y+2ngPerFbBR8LEeUj5+Z+iqglrABlsuJWQ8q/Xom8QwHPnzqkKBxPKLLsdO3ZM1YQb5sJOnTqFgQMH3iUoh9Hu3buj6ZzJ6/UiJaX5uQKHTJa8CD3THu553euOheuLFRg3cc7EeKgAorm+ar/6Bwq6zdDmR40aFRU8MTnIsRE49HfYZzbAV2qh9jpdX10Sus1qwVxtc7UKOH8Hnt6D0e43/4SV2j6qy9MAfvbZZ/rmVOb/VwFY230oFi9erOq2nAOyPMd5GUtRZ8+eVWByocLNmzcVZCzHERjCxVId4SNIrCFPmjRJAcWghtFonz7Nl20OHTqEgoICFX3TU44ZM6bZiwsH4NatW9UKH/cHwvp1cy0UgN92ma4PC3U+Ud2FSA+y/bALViDw3UrYNX74yzxwai3YXA3DHDWT026dl5+D2xSk9JL8LvhZmdYrXviZq2CsulKb+tzg+9pA3WqYG16gwof4UTOR/NM/wEqLLPJteLkaQC4+cL1DFQEcNlYNwVu2bMGcOXMUgJ9++ilmzpyJ8vJyVRemJyguLlbA8UUPw8UHjJgJDkt3LLm5deKKigpwNQkhffXVV5uVnQAePXpUAci0Sai0TjgAd+3ahatXr6q++GOZPXt2VAAe6zxNH8cf0IPQnBvfwT6xGnZxNhxfTeP1ffdjPaCC0YIncxQSp/0E8WNnRzXs3hPAFStW6EpI9eENGkB3ZwL4+OOPh9WdCxdCeRl2EA6asEYa7NAWfXEI/qbjVF0JGT9+fCSneP/39VXCvnECqLwOx/YHvRZr80Hv5Xq5hh5Nr3oJermgw2vk9RoeBwtWWmd4emfB07F7zK5Je8Dly5drD1h9ZCP6BT2ga4mpFa6CiUXjIgf2F4vWFn2l5S/HkQ71yfUJEybE4tSlj4YPpn/yyScawBoCOHxcoyi4pR6wJaq2hddqyXk03SfUHPBw+/q5Y0uqQtHYfxSP0R7wo48+0gD6jm5SAN5O649Lly4hIyNDRb43btxQC1Kfeuqpe2p14cIFdO7cWS3p52cex8aAgkEJ1wZyrhgOQM7/CLy7DCzU+rtwfXGhLO0zgud58fyaa6EAzE+bpA9r7vofRYBae80awA8//LAewGOb0T/oAXnzuFKaLy42ZTqGw97x48cxevRoMGXC/CC3M93BaJjBCeeCjBbfe+89Bd6sWbNUNMroecaMGSFzigwcaNfNt7UmCGHAw0iYUTcj8lDzt1AAHkytr4WHm+O29qY8SsdrAD/44AMNYODbLeg/YjxOe9NU5Ms0DAFkfZaNnxlZ9u3bFyy/McXCGjBhJJQE8O233wYXbnJpPr3hG2+8AUa3p0+fVpF0qKQ2c43sl96SUTSj8Ei9lrs/+yF8Bw8eBKPwuXPrV7VEMgTnpdQHHqafCXmYANUALlu2TANof7dVAdhwOdajPgc8kFz3gBZbtDXlhwmcWF2LBvD999/XFQe7YBsymwDIJDKH0lg0LsV3n6JrbX9t0Vd8zlLsT6rP/fGxBGmxUUADuGTJkvoy1fGvkDlygnhAQM0bE3KXITdhtFY8Fit0YnP7vv+9aAAZLLiVEOvEdgXgnfRMbNu2Tc3B+JSbm4hmyoZRMbfRK3J5Ekt5r7zyioqSGaywDMfAhPMu7sMn6DhnZAsXubKCwmdUpk+fruaBofJu4fpiMMQ5KCNgPuEXCp6mfRE+PiM9wfs1cuLr678MoqTFRgENIGu+7jMhnlM78NjAEajumqUBYg3YTR6zFMcb6j4jzKiYL6ZauI2fOcTyKThCyECCL3cFDCPT5haZcn8ubmCUzUCHaZNQ6+/CrYbhQ/IMQNgHn18OtZCAfXEdI6NcpoAIH4MqesBszwhdCWFELy02CmgAly5dquqlbHGnd6Jzn4EKwGga6728mW5/kfbBZf2s25aUlKhasPvA/L36CQcgz8X9AfAHwQWzzTW3L44EtE34XA+4x6pbEc4fyHPP1a+OjvTaZP/GCmgAOdRqr3R8G3oNHIkVO46q3F2kjZ6O4HBIi7Tx2Jdffll50pa0cAC2pA93H/bFFT5c3cPco+sB43OXYg/qAGRifuHChZF0K/uGUEADSFj4XAjnbl0SfMhq74PX/v4+PB7tXeePkHNbTjNY+y4vK0OFz0GhN1VtI6Du38yJ1oYcV69Ao7+Oxbnb3r171fyntQ8CPWwic1rAhLb7R5cetuszdT3yBypNKS92lQICoIBgVAEB0Kj8YlwAFAaMKiAAGpVfjAuAwoBRBQRAo/KLcQFQGDCqgABoVH4xLgAKA0YVEACNyi/GBUBhwKgCAqBR+cW4ACgMGFVAADQqvxgXAIUBowoIgEblF+MCoDBgVAEB0Kj8YlwAFAaMKiAAGpVfjAuAwoBRBQRAo/KLcQFQGDCqgABoVH4xLgAKA0YVEACNyi/GBUBhwKgCAqBR+cW4ACgMGFVAADQqvxgXAIUBowoIgEblF+MCoDBgVAEB0Kj8YlwAFAaMKiAAGpVfjAuAwoBRBQRAo/KLcQFQGDCqgABoVH4xLgAKA0YVEACNyi/GBUBhwKgCAqBR+cW4ACgMGFVAADQqvxgXAIUBowoIgEblF+MCoDBgVAEB0Kj8YlwAFAaMKiAAGpVfjAuAwoBRBQRAo/KLcQFQGDCqgABoVH4xLgAKA0YVEACNyi/GBUBhwKgCAqBR+cW4ACgMGFVAADQqvxgX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