<snapdata remixID="9563051"><project name="Lab 1-3 : Squares, Triangles, and Stars" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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7THGa4qi+POGSlKmBgECuAZUjuyuwLp16x6z33773f/QQw89fvv27fd1V4LJ6xJYv379fnvttde37rvvvn137NjxvbrqcG79AgRw/cZU6JiA9346xrg9hHB1x0Zn3AYERORka+36PM8HDZSjRI0CBHCNuBzdTQEReZUxph9C8N0UYOo6BUSkuut5GEJ4f511OLt+AQK4fmMqdEzguOOO23fvvffe9cADDzz2xhtv/L8dG59xaxQ45phj/tM+++zz3QcffHDNDTfccH+NpTi6AQECuAFkSnRPQERmYowfLori2u5Nz8R1CTjnTrTWviyE0KurBuc2J0AAN2dNpQ4JiMhrjTHHhBBe2qGxGbVmARGp7nq+MYTw3ppLcXwDAgRwA8iU6J7A1NTU41atWvX1tWvX7rt169a57gkw8UoLbNy4cXLnzp3379mz50mzs7PfXunzOa95AQK4eXMqdkRARP4ixnhVURQf6cjIjFmjgHPuJdbaU0IIv1ZjGY5uUIAAbhCbUt0SEJFTjTFHhhCqu6L5QWBZAiJS3fV8SwjhymUdxMVqBAhgNaugkdQEer3eE7IsuzOEsDq12ZineQER2V2W5SEzMzPfbL46FesQIIDrUOVMBEYC3vu/np+ff9fMzMwMKAgsVaDX6/UmJibemOf5Ly/1DK7TJ0AA69sJHSUkICK/bYw5NIRwSkJjMUrDAiJylTHmjhDCHzZcmnI1ChDANeJyNAIi8tPGmFtDCGvRQGCpAiKy0xhzRAjhn5Z6BtfpEyCA9e2EjhITcM590hhzYVEUH01sNMZpQMA5d6wx5pyiKF7QQDlKNChAADeITaluCnjvz4gxHhxC2NRNAaZejoCIXGGtvSvP80uXcw7X6hMggPXthI4SE/De/1yM8aYQwhMTG41xGhAQkW9Ya4/O8/zvGyhHiQYFCOAGsSnVXQER+WxZlmfNzMzc1F0FJl+sQK/XOzrLsotDCM9Z7LW8Xr8AAax/R3SYgID3/i0xxrUhhDcmMA4jNCQgIu+y1u7M8/ztDZWkTIMCBHCD2JTqroBz7lBr7UwI4eDuKjD5YgVE5K4YY68oijsWey2v1y9AAOvfER0mIiAit2VZtnk4HN6cyEiMUaNAv98/qizLy0MIh9dYhqNbFCCAW8SndLcEvPfnl2X5E0VRnNmtyZl2KQLOuUuyLPvXPM/PW8r1XKNfgADWvyM6TERARH7RGHNtCOFpiYzEGDUKiMiXjTEnhhA+X2MZjm5RgABuEZ/S3RMQkS9mWfbq4XB4a/emZ+KFCvT7/SPKsnxfCOEZC72G142fAAE8fjuj4zEW8N5fVJblnqIo3jrGY9B6zQLOubdlWbYqz/Ozay7F8S0KEMAt4lO6ewLe++fHGLeGEA7t3vRMvFABEbnDWrsxz/NPLfQaXjd+AgTw+O2MjsdcQES+Yq3t53l++5iPQvs1CHjvD4sxDkMIT63heI5UJEAAK1oGrXRDwDl3mTFmV1EUF3RjYqZcjIBz7lxjzJqiKE5fzHW8dvwECODx2xkdj7mA9/5FMcbLQgjVXdH8IPADAiLyeWvt6XmefxyatAUI4LT3y3RKBUTk69baY/I8v1Npi7TVgoD3/pAY440hhCe1UJ6SDQsQwA2DUw6BSsA59+4sy+7O8/wiRBD4voD3/uyyLA8qiuL1qKQvQACnv2MmVCjgvf/VGOP5IYQjFbZHSy0JiMgt1trz8jz/y5ZaoGyDAgRwg9iUQuDhAiLyLWPMkSGEryCDgIhUdz3fEkJ4PBrdECCAu7FnplQo4JzbmmXZnXmev1Nhe7TUsID3/rSyLA8pimJjw6Up15IAAdwSPGUR6Pf768uyPCOEsA4NBERkR5Zllw6Hw+1odEOAAO7GnplSqYCI3Jdl2aHD4fBupS3SVgMC/X7/oLIs7wgh7NdAOUooESCAlSyCNropICJXW2tvzfP88m4KMHUl4L3fHGM8IoRwMiLdESCAu7NrJlUo0O/3fVmWp4YQjlHYHi01JCAiN2ZZduVwOMwbKkkZBQIEsIIl0EJ3BQaDwcTc3Nz91tqD8zy/t7sS3Z3ce39AjPGuycnJfaenp+e7K9G9yQng7u2ciZUJiMi11tqb8jx/j7LWaKcBAe/962KMR4cQTmygHCUUCRDAipZBK90UcM691BjzqqIoTuimQLends5dZ4x5f1EUf95tie5NTwB3b+dMrExgMBj8RPUxtDFmbQhhl7L2aKdGARFZY4zZOfr4+V9rLMXRCgUIYIVLoaXuCYjIR6y1s3mev69703d3Yu/9q2OMUyGEl3RXobuTE8Dd3T2TKxJwzp2UZZnked5X1Bat1CzgvR+WZRmKorim5lIcr1CAAFa4FFrqnsBgMFg9Nzf3nfn5+cfOzs4+0D2B7k08NTW1z8TExHcnJyf3n56e3t09ASYmgHkPIKBEQERmjTHXhhA+pKQl2qhRQERebow5MYQwVWMZjlYsQAArXg6tdUvAOXeKtfbFIYSXdWvybk4rIh+OMX6sKIqruinA1AQw7wEElAgMBoO1c3Nz/7xr1659d+zYsUdJW7RRg8C6detWrVmz5v7Jycmfmp6e3llDCY4cAwECeAyWRIvdERCRjxpjtoYQtnVn6u5NKiIbjDEbQwjHdm96Jv6+AAHMewEBRQLOuU3W2ueFEE5S1BatrLCAiFwTY/x0URRXrPDRHDdGAgTwGC2LVtMXOOGEE564atWqvwshVF/QwE+iAiKya8+ePc+87rrrvpHoiIy1AAECeAFIvASBJgVE5KYY42VFUVR3RfOTmIBzbspae3oI4ejERmOcRQoQwIsE4+UI1C0gIm+01j4zz/PX1V2L85sX8N6/J8ZYfcrxruarU1GTAAGsaRv0goAxZmpq6uCJiYnPhBAOACQ9ARG5d35+/rmzs7N3pTcdEy1GgABejBavRaAhARG5OcZ4QVEU1V3R/CQi4Jw71lp7bgjhqERGYoxlCBDAy8DjUgTqEhCRM40xPxVC2FxXDc5tXkBELjfG/HMI4ZLmq1NRmwABrG0j9IOAMabX6z1tYmLir/I8PwiQdAS893fPz8//yszMzJfTmYpJlipAAC9VjusQqFlARG41xpwRQthRcymOb0BARNYZYy4NIRzRQDlKjIEAATwGS6LFbgqIyFuNMT8ZQjitmwJpTS0i7zTG/EsI4W1pTcY0SxUggJcqx3UI1CzgnDvUWluEEJ5ScymOb0BARL4aY3RFUdzRQDlKjIEAATwGS6LF7gp4728vy/LUoihu6a7C+E/unDsyy7Ir8zw/bPynYYKVEiCAV0qScxCoQUBELjDG7B1COKuG4zmyIQERudgY82AI4dyGSlJmDAQI4DFYEi12V6DX6z07y7IPhBCe3l2F8Z9cRL5UluUrZ2ZmPjf+0zDBSgkQwCslyTkI1CTgvb9zfn7+VfzPuybgmo+t/hA1MTHx/jzPD6m5FMePmQABPGYLo93uCYw+vnwohHBO96Yf/4lF5EJjzF78M8L473KlJyCAV1qU8xBYYYHqBh5r7R+HEH5+hY/muAYERORvY4y/xY10DWCPWQkCeMwWRrvdFKh+haUsS5mZmfnbbgqM59S9Xu/nsywL/CrZeO6v7q4J4LqFOR+BFRAYfYnDd0II1ceZ/IyJgIhU/2ywP1+mMiYLa7hNArhhcMohsBSB0dcYviOE8OylXM817QiISHXX85v4OtF2/LVXJYC1b4j+EBgJOOfuXrVq1Yu3bdv2JVD0C2zYsOHpe/bs+VhRFDxQQ/+6WumQAG6FnaIILF6gepRdjPFrRVFUX+rAj3IB59xZ1ton80hJ5YtqsT0CuEV8SiOwGAEROcYYcx4Pc1+MWnuvFZGbjTHnhxBubK8LKmsWIIA1b4feEPghARG5d2Ji4nnbtm37Kjh6BTZs2PCU+fn5T4cQDtDbJZ21LUAAt70B6iOwCAHv/XvKsvxiURTVo+34USrgnDsty7Jn5Hn+OqUt0pYCAQJYwRJoAYGFCnjvT4gx/k4I4eiFXsPrmhcQkZustX+Q5/l1zVen4rgIEMDjsin6RGAkICK7six71nA4vBsUfQL9fv+gsiy/EEJYo687OtIkQABr2ga9ILAAAe/9+8qy/ExRFFcs4OW8pGEB59ymLMuem+f5qxsuTbkxEyCAx2xhtIuA974fY/zNEMKxaOgTEJGPWmv/JM/zob7u6EiTAAGsaRv0gsACBAaDwcTc3Nx3rbU/nef5vQu4hJc0JOC9PyDG+E+Tk5OPnZ6enm+oLGXGVIAAHtPF0Xa3BZxzHzLG/FVRFFd1W0LX9M65U4wxv1IUxct1dUY3GgUIYI1boScEfoyA9/5lMcZXhBCmwNIjICKz1toP5nn+YT1d0YlWAQJY62boC4FHEZiamtpnYmLi/snJyZ+cnp7eDVb7AoPBYPXc3Ny/zM/P7zs7O/tA+x3RgXYBAlj7hugPgUcQGH3VYfVvwLeDpELgMGPMAXxVqIpdjEUTBPBYrIkmEfiPAs65zdbatdjoEYgx7iyK4nI9HdGJZgECWPN26A0BBBBAIFkBAjjZ1TIYAggggIBmAQJY83boDQEEEEAgWQECONnVMhgCCCCAgGYBAljzdugNAQQQQCBZAQI42dUyGAIIIICAZgECWPN26A0BBBBAIFkBAjjZ1TIYAggggIBmAQJY83boDQEEEEAgWQECONnVMhgCCCCAgGYBAljzdugNAQQQQCBZAQI42dUyGAIIIICAZgECWPN26A0BBBBAIFkBAjjZ1TIYAggggIBmAQJY83boDQEEEEAgWQECONnVMhgCCCCAgGYBAljzdugNAQQQQCBZAQI42dUyGAIIIICAZgECWPN26A0BBBBAIFkBAjjZ1TIYAggggIBmAQJY83boDQEEEEAgWQECONnVMhgCCCCAgGYBAljzdugNAQQQQCBZAQI42dUyGAIIIICAZgECWPN26A0BBBBAIFkBAjjZ1TIYAggggIBmAQJY83boDQEEEEAgWQECONnVMhgCCCCA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