<snapdata remixID="10410317"><project name="4Circles" 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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hq0NtPpv/PmzZhvDKmt501oWOGCNk/u+LYPhqVUreGy7F/h31RxRJSIBCUhglAI9Lo/5LwkFdWOhK9rG7vrOd5TIjfQW9NJO9m6y7GMNOxjLwcCWFppGT5h7lbzPwkILv8GyxI7j/mnz+Ec5+lYfEpCABCopkHb5f8B1gcXXssYY4vW4mlEljdfHqtsr4J7Z7OI5vC9XbA3vAJorCWwtqw3cZyyPOeO5bUodrHtZST/FkoAEKi+wLM6WWXjWGCYGRXcsH5qa5M7KZ1afEeuqAC+dRbzJ4WhrOBHYoooOmf+d3DwDP50wkZsmP8myKspNqUhAAhLICaRc7jRwVJ5bz3fEEhwjqvIJ1HwBXrYDk71JnAq52yY7lI9mzHqyltxMKDfFEvxkzKKoYwlIQAJFCAwsL/j7PLssyVp2mJ7k9SK6VNMRBGq2AC+ZzVsdh3Mc+ISFcSMd6dzLVCM1AgptV0BXIzax0OPAN/st39GJPSKXGkhAAmMokIrzN2OYG3j1azk0luTXYxi+IbsupCZVFUzPrrTbfr6E4YMF1tTh87esweFla3nKgfnW0u8ZrPHwnCas54FjMBYcz+IYwxT/JQQsHcDUESYmL9Rujb9c1bh+vt6yiOWF7qR2EpCABMohkHI52hB8R85/uTSW4N3liKM+NhaomQK8JM52TQ5fwY7qGUTKWO7E8JLnkIiu4iHzHGtGc1L0zmTKmmYONrCTP12b9TjEmLzfzo0Uys/la5E2LtUr/iNR6ecSkEC5BNJxujG0B/Tnec3spK86yiVdYwXY7k9zT4bLsbklrpxiGAysxXB71uMvE7P8pFJXl8tcZmbhPRgOdfxPn4rMG1hhLWfHkvywmPGqrQQkIIFiBYa7+jWG6yJdnFZsn2pfmEBVXwEv6eTIJssNQLSw4eRa9fu3UjyHH8Xm86si9huTpkviTGo2nITlKGvYr8ggf3IcPjl1Pt1F7qfmEpCABAoSSHWSMJZ4QOM1K5uZtr0+oSzIsZRGVVmA/du6fc3cYOEDBQ/K8rQxfHfq69ww2tvKBccssmF6DlsYj09Zw6exTC5w96wHl0xLcEmB7dVMAhKQQEEC6Tnsh8cjgY0tV0STnFdQR2pUkkDVFeAlcQ5qMvwUmFLIiAz8pt/hG9Pn82Ah7aulzVKX/9cEn7OwbYE5/WUNHL9lgmcKbK9mEpCABIYV6HG5zcLHAhpls5YtpidJiXDsBKqqAPd0co21BT5vMDzoGS6aNp8nxo5n7HtOuZxoLRc7hq0LiOa/LX1MJMHdBbRVEwlIQAJ5Bfw5FOxmLLd26JS81nJLLMnHxTe2AlVRgAfeJL7XwD4jDtey2DOcNS3Bb0dsW0MNUi5nGvgasMlIaRu4JpLgjJHa6ecSkIAE8gmkXT4LfGPwz/25EBzDHpEu/iq9sRUIvQC/4jJnHPzCwJYjDLXPWD4TSQZPEj62TJXp3f9DZG0z3yb4ltDgJB5a3cvhWompMsdGUSRQbwL5Xr4y0B1JMLPexluN4wm1AL/mckCT5Zf5Jv5eD2bg92uaOekt8/hXNSKWO6f0bPbD4UfAW4bt25DsN7xzxnzS5c5B/UlAAvUr8MosthrflPf36WejCb5Vv6OvnpGFVoBTsznMONw/wmxWWQtnxxJ8p3rIKpPJS3uxyYQ3+IGBD48Q8WXgIC0PVpnjoigSqAeBdJxzMVwRcPvZNjfTptXbKnOUQynAS+Mc7xhuHrb4Wv5pDR+MJZhfGYrqjJKOc4w1uUI8IV+G/pzSnseB0xewoDpHoawkIIFqEki7PAQcMDgn/25jJME7qynXes6l4gV4uFlX/gNt+NXqDB/Q8811Ikt3Je543IVl+2FOxuXWcFCsi656PmE1NglIYPQCaZd+2Pjt59xCNIazo11cNfoI6qEQgYoW4HSc92K4Z7grXwvfiSX4dCHJN1Kb3Ata47gbyzuGGfcS28++sUU810g2GqsEJFC4QKqTw4zlgaA9+pqJbjGPnsJ7U8vRCFSsAKdm8w5jeBiTfz5n63FGbAHXjGZA9bxvbl7s5dyF4T3DjPOZ8f3sVal5r+vZW2OTQD0KpF0uhKEz61l4IZZgu3occ7WOqSIFOB1nZwzzgEl5IGzW8P7pXdxbrVDVlFePy10W3p8vJwOPT21jP62oVE1HTblIoDoE0i5/AvYenI2Fr8YSfL46smyMLMa8AC+fS0u2n78AO+crvji8LzqfXzQGeXlGmXa5g2HekLZwVyzBUeWJpl4kIIF6EUi7uSVYxweM51PRBN+rl3HWwjjGvACn4zyI4aC8GJaPRpPcXgtY1ZZjyuUuM8yVMB7nRBdwZbXlrXwkIIFwBJbEiTUZlgZFdyxbTU3if9aorUICY1qAUy5fMHBpvrFYwxmxLj3zHc2xTrv8Hjgw390F67F/bAF/GE0M7SsBCdSHwFKX4xy4ZfBorGVNLMnE+hhl7YxizArw0k72dix/zPvGs+G6qBZ6HvWZ4r+YlV7Bkwbm5OnsVdvHzrFuVo86mDqQgARqWqAnzgXW8JXBg/DfG4kkhj4XrunB1kDyY1KAc2/rruBp4K15DB6OJvJetdUAW3WlODCtnP/9b+ASjsZyZyTJh6ora2UjAQlUWqDH5XIL5w+Ja7kqmuTsSufT6PHGpACnXW4ETg7CtfB8czNzNNVZeU+93GdeTm5h7cBjmoX3TE/kpv7UJgEJNKhAT5wH/Ql7Aq6AL4wk+HKDsoQ27LIX4IFC8GjgiCy23/C2GQmeDG3EdRx4qcslDrlv/IK21OpettHsYnV8AmhoEhhBIO3mXrIassiLMZwR0fs4FT9/yl6A027u1vNOeUZyUTSR/6Wsio++DgOm4zyCYb88fwBdF01yWh0OW0OSgAQKEEjFeTNo9TljeH+kKzdLobYKCpS1AOdb4HlgPH+NJtijgmNryFCpTnZ0LIssjAsAsF6WzmkLSTYkjgYtgQYXCJoD2icxWToiC1nc4DwVH37ZCvA/5tIyuT93e2OzIaOweFlwpydZWPERNmDAtMsnIfiDegu/jSU4pAFZNGQJNLxA2sVfc2HItrqXTfR4qrKnh//ybNkKcCrOlcZwVtAQrOHyWBcXVHZ4jR0t7fJnYM9ABcMR0a7gydgbW02jl0D9ClhwelyyQSOMJHAMwcW5fkXCG1lqV3YwWR4pSwEemF3lFaA5YEivru5le/11VdmD3RNnT2tyRXjIZuDPkQR7VTYjRZOABMIUWNjB+GnjctNQDt5sNJF/kZwwc67H2Ck3N2fDr7HcUJYCnI5zBYZzA7E8PhZdwI/rEbLax7Q0zo8dwzFBeXrw7mkJflPtY1B+EpBA+QTSLsuBtg17NPBKJMGW5YuinvIJLHOZ6cHj1vK1WJLLRl2Al8SZ1GRYBkwICNodTTBThyMcgVdns8s4h0Uw9K9bC4/EEhwQTmaKKgEJhCHQ4/I5f9WjDWNb+HQswXfCyKeRYi6bQ0fW40EDt0YTfM4f+6gLcCrO543hssCrLMsHpyX5eSMhV9tY053cgOWUoLws7BpLML/aclY+EpDA2Aksi3Ny1vA/jsXDcHkkwa1jF009+wIvzWTKxGb+bC2/jCX/+67U6AuwS9pAZDCzgQWRBHHxhyuwvIOts+N4IeiPLQs/iCU4KdwMFV0CEqi0QNrlQmOZGtmgGFQ6h0aJ9/y2TJw0mYeAV2KDpgQeVQFe6vJ+B+4KgnTg5KkJbmoU5GoeZ8rlDhO8dnBfpI1NzSP0V3P+yk0CEiivQNrlbAv7aM3w8roG9ZZyc8vtviXaxoGDf9eOqgD3dPIza/lgQNDeaILWsR+aIhQi0OOyh4W/BLXVFHSFCKqNBOpLoKeTEzzLJ2P6GmJMD2y6k1OxfLHZMKuti0zAneLS4vuX1Zu18HrQCz7Gf66g735Lgx2jvVIuCwzMGty9hT/rP8IxQle3EqhSgXQn+1ubewS1XZWmWPNppXdlLln+6HgcNHUBTwReAJU6ylScTxvD1UH7j/PYvnUB/yy1b+1XfoFhjpcd30+kZVHu8wRtEpBAAwj0uLzFwrPRBJs2wHArPkS7AxN6NuMZLDdHE3wxXwIl34JOx3kAw2G6oqr4sS0poH/HYvMWXvdnwxnSgeF/ol18o6SOtZMEJFCTAmmXtU6W7acu5KWaHEAVJ93j8n0Pdool2He4NEsqwHZ/mntW8G+gKaDzz0YTfKuKbRo2tXx/NGF5MJrk4IaF0cAl0IAC6TgvWodPxbr4ZQMOf8yGnJ7Nfjg84GRpH+mPm5IKcMrlwwbuCBiBzVqmT0+SGrPRqeOSBZZ2cppjuSagg2ykjYl6G7pkWu0ogZoT6HG5ycKiaIJv1lzyVZrwwMWpv+jQt6IJrh8pzVIL8OUGzg+4lbk42kXHSEH183AEBlasWhH0TbAxvC/Sxb3hZKaoEpBApQV64lyAYcdIghMrHbte46VdzgE+EE2wTyFjLLUA/9MQ+PbcRdEElxYSWG3CEUi7uTU/dwmIfslwLwuEk62iSkACYyWwtJODHcv/RRO8daxiFNqvBVPrqzG9vAtTJ4znZQP7R5LBn30O9ii6AA9cYq8NnMbS4cjofH5RKLraVV6gp5PLrOXzASeCVkiq/OFQRAmEJjDwYuYqr4+2WDery52I3Z+J6QwHYpltLJvgsCOWXYEZBiZZaHpzPOarx8Ld74A3x/+nqlhryRqHN7C8bC1dBp61hjfI0tXbw0McUH2TB6XjXG8dJsS6+HihlkUX4HQnh2O5f0gAixdNBr6UVWgualcBgZTL0QZ+EhAqG00ELidZgawUQgISCEMg5TLfM1wxvWv0K9YNLLN3iGOYay0HG5jsX9kON64LT4Y73lnSyJcb+K0HXY7Dr1bsQrKkXsq009K5bN/Uz2Kvj61j3SwptNuiC3DK5QuGwNvMXdFEbp1DbVUsMLB6VeBfuyZLR2Rh7ha1NglIoAEEelwutTApmsg9uyxq8++GLl/BcVnDfsbyISj+m+L4zfBm0Dp6fia2iOWCLG9gci8GP5JZyu2VvkL2PzuyBi/axanFIBZdgNMuNwInDw5i4KuRxNBbm8Uko7aVEUi79AKTB0ezhrNiXcGTq1QmM0WRgAQqKdAT50BruCVaxHrA6U4+ZixHWXhvnk9Rc0MopH4OW4BLh8gC93qGO1e25+ZhHtMt1cmOxrIo67HL9CInoCq6AKdcnjewbcCIztXr7GN6nMvWedrNPUI4PKDDL0YTXFK2QOpIAhKoeoG0yyrPYZ9p80nkS3bZLLbymjgDOA3YrFyD+tKJcNu7ytVbYD+rLFzblOWa5bPHZsKRdCdXYpkRTfCRYkdSdAHucVlrYdzgQFmHd06fz++LTUDtKy+wNM7Fjhk6PZqFO2IJjql8RoooAQmEJZBy+Y4DmUiCCwfn4C/kApxn4QNF3BAueCj/Hg9f/RjcvS+8sUnBuxXf0OQuyH9uLZf3dvD34jsI3mPgpeSerOWQ6QW++bxhT0UVYDuXcT39+G9AD9lW97LJdi/kZsfSVuUC6TjnYrgiIM2Xogm2rvL0lZ4EJFBGgSWzObLJ4bpogi3Wd5uew25kuQTDoaMM5Re+16zhQePxTxze8CxL8Hgu28yr4zZleeQxVuc+QbKYyNNs1tdEzFnDDNvEDtYSNZZNLexkDPtjmI4NmE63iCSt5Vd4XNQ7m78VsVtg0544x2M4PZJgz1L6KqoAL5tDh+exaHAga/FiegO6FP9Q9knHeQ8m8HOxN6IJJoWSlIJKQAKhCaRdlnlZPmIsz9PEZcbkXqoqZes18HMMT/dZHpmR4MlSOhlun8kL2d00cZCBdmzuynyzgh44D+rUWn7c1M/nlru8XGqO6Th/NQ43R7oCZxgcsduiCnCPy3EWbgnoVev/jkhdPQ2WzGZ2kxP42r6NJkb312X1jFKZSEAChQr0dPIVazlyYJKeoDn+83Zl4TnHclO2iV8O9xy50FyKbde2mNl4vMcaTiF4gqjhuuzHcFlmCZcW++a0//KVY1k09d9MNU+zqti8/fbFFuAzLXw7INCL0a5Q5JMAACAASURBVETgi1ml5KR9KiCQdnN/Mw7ZoonizokKpKoQEpDAGAoMvAl9E7BNoWEspJsM1/Z5/HB6kucL3W+s201eyA6O4TgMZwJtRcR7EY8TM7N4uNB9elzOt9BZystX62MUVYBTcT5vDJcFJPhANMERhSauduEL9MTJWjP0atfLMn3aQpaGn6EykIAExlLgb3MZt00/3weOKzSOhT9ZuHJagrsK3Sesdi2LOcp4nI1h7yJyuCXTzkkY/E+Zht1SLk/h8dXYAm4eqW2+nxdXgPNMwmEMd0a6Sn5mUGru2m8UAmmXPhg681XWMnt6En81D20SkECdCvhvN1v4aSFXvblbZZafNXt8ecrCcGecKuVwtCxmLh7nG8MHC9z/Bc/j6JWz+Gu+9kvixJoMr/x7UyZv9QRvFtjvkGZFFeC0m3tNPeg70Z9GE3y41CS0X+UF8hVgz7D3tC4er3xGiigBCVRCoGcOn7JZvkvAHbDB8a3l1x78Tz38Ud6ygN1o4isGRv7y2JC18Knedm4IOiZpl08CH44mOHA0x6zYAnwR8KXBAQ18N5LI3XPXViMC+WbDMv3sEVmU/y+/Ghme0pSABAYJDHyzeisUMGGE5alsE2dOn8+D9QY5uZvDHLgK2HGksVm4vbeDjw5ul+7kR0BXtCvwc86Ruv3Pz8tSgIHboonCnyMUnJ0ajplA2s3dZp45OECzw7Zt83lxzAKrYwlIoOICK3dh6poJPADDf69qyF35PWXhtliCr1Y80QoGbF2Mf0F5EXaERYQsj5k3OXzFbrkpfHNbj8tyD94bS/Cn0aRcVAHOtxCDsdwZSeoZ8GgORKX3TXdyMXbIbFhaUKPSB0LxJDDGAj270u5l+WWeKYQ3jD4v63Gi49CC5Xemie2j83l1jNMLtfvWp3HJ8gMYfiEha3nKGt67soNnV7SzTf94no0m8BdQHNVWVAHuiXOBNXxlSETDL6JduW/ItNWIgN2BCelJXGfghIHP0bpsPx+KLeK5GhmC0pSABEYQSMfZ1V+2zxqmDtPUWvhabIPFdNKd/NhYvEiCYxsBuW0RV1jDuSOM9TU8Dn3mo+xmDGeUY/W/ogpwupOzsFw5OElrSMa6cBvhQNXbGNMuX7LQGkvwmXobm8YjgUYWyE0n6eW+a82/eIJllWniA5FBz3rTc9gCj2fwODy6gEcbwbFlAQebptznVcMtNrHi9i/x4NzFvBZLjv53ZrEF+BRs4FthS6MJpjfCQaq3MaZcrnYsSyPJwO+76224Go8EGkJg6SziThN/AFqGGfDTWY/D8i2hl3b5BHBOpI1Z5hH6GwGuZQHb43C/MeySb7w3fRVmP8vnd3xi9M/IiyrAPXH2tIY/ByTWV4774Y1wgKttjGmXuy08FEvwnWrLTflIQALFC6RddoLcVetwF0UP9zVzxBbzeGO4CKk4jxj4azTJ/xSfSY3u8TATW2P8DsM+QSP44+lw0cm8/PBc9s2088JoRllUAU51sJkZFzznpaYwHM1hCG/ftMtTHlxQCzPbhKekyBKoDYFlezLZ+3duAYSd82VsDPdGunhfISPy5zvGksjC4TMShU/TWEjf1d6mtZt7YOi7TU99DHa/AVZtQveEfvZY6vJ6qWMpqgD7QdJxsoEfcFvmRpPlW2ex1AFpv+IE0i6rrWFOrItni9tTrSUggWoTSLn8wcC+efOy/Cya5Ohi8k538jEsVzU77NZonyi2LuJODEet95r8Ojx2Gsz+4cC/GB7OtJc+GUfxBdglBUQHH0ALZ8YSfLeYA6u24Qr0zmTK2mZS0cTQKSnDzUzRJSCBYgV6XG6ycOIw+5U8Y2GPy/f9NXkjbRzQKM+D1zu2LuIezLor4Vn/hBu+Dnt9bwNlj+9nZuVWYip6K6UA3weBCy98MZoInKay6KS0Q2UElrkc4sG10QTbVyaiokhAAmMhkHI52sBPhun7vmiC95Ya20JTj8sTxvLXSJLTS+2nVvdrXcy9WN572BNw2j1wxNc2Holn+OjKdm4vdnylFODA6SiBh0c7L2axyav96ATScc7FsNtoltMaXQbaWwISGK3Asjl0eB6JoMVVBvp+KJrgoNHGWd7B1tlxzMfju9EFQybxGW331b3/wzQfmuaJ0+5htx1egc9/Ah6Zs1HKfXjskZlFVzEDKboAp+KcbAw3Dg5iYG0kwYRigqttuAI9LrdYy4JocnTzmYY7CkWXQOMK+PM7p1fwN0OeeRgsTzWN421T5v13GsXRaC2dg+t4/MmD46cluHs0fdXSvktd3uWQm8qzeX3elx0HPzhsg1EYEpl2OosZV9EF+OVdmDphAj1BQZqacKf8vfaWqyoGrJ7apl3+aSynRJI8VE/j0lgk0CgCqThXGsNZQeO18KaxzIkmebqcHunZ7IfDAw4cNTXBb8rZd7X21ePyZztoHu2Vk2CP6yHrbJC1x9WZWcHHI2hsRRdgv5O0y0pg84Cr4PMjCQbdHa9W0sbOy1/P0jH8K9rGZo32UkVjH3mNvl4EBtb09edlCPw97sAhUxP8dizGu9zliKzlZ47De6d28buxiFFNfabd3PfSmwzO6e3XQbp1o3/1l3aYk9k590hg2M2/e1FSAR54I+6kgN7vjyZ4z0iB9fPwBVKdnGAsJ0cTw3yyEH6aykACEsgjkHZzzxsDpwA2hmsjXWP7slSPy/st3DJwJTwmhb5aDn6+z28P/QY895YhWXZlOkZY3GHdowN/gYzit1QnnzE2t57i4C2rT1qK9wxjj3ScHxlDUncswtBXTAmMTiDtcjbwrTy9LIq00VmJO1upOO82hl9AbnGC60c3qurdO+2vmQQb3mzOJfuBL8OCgG9IDJy+ooNrg0aU6mC6GcdPgb6SCvDyubRk+8kEchmOjXblFivWVqUCFpxlLmkP3hlLML9K01RaEpBAgMBLM5kysZl/AZOG/Nhi+zz22GIhf6sUXnoWu5kmfpc1XD2ti4srFbeScdIufUFvmZ94AfZPswMfAaxiDVtn5mxcJ3tc3mItD1rDomiCD5dUgP2Bp1wWGJg1GMEabol18fFK4ihWcQLpTg43lmsiCbYtbk+1loAEwhZIxbnGGE7LcwF0VbQrd3Vc0W2Zy0wP7sOSXL2Sj2z3Av+uaAJjHCzt5qZgHrJK0oWn8sIdB+b9PXpNpoMz1qeWnsN+xstNb3lrJMGn/X8vvQDHucAErQ0MfZE2Nq3E7Y8xNq/b7lMu3/ffpYslOL9uB6mBSaAOBfwrKOBFf2KMgOEtXd3LtmEVv4G1An5mYYesw5Ez5tNdL4cg7fIy5Ow32lZtynm7fp/zgEjAWD3grZkOXvSXfcVytjWcEkvkbj/ntpIL8PK5bJ3t58UgYGs5K5bk6nrBr6dx/G0u47bpZ4WFfXX7uZ6OrMbSCALDvADr/zavisd/KZfLDZxpLKdFktxSD8cl7eYWoth/8Fis5Qs73ZF7HBA4zhk93PGHM4jgsJ21fGjw79ySC7CfSMqlK+gDcAsLYwlm1wN8vY0h5XKSA2dHdHzq7dBqPHUusGwWW9kmXvDf4RhSCODPsQR7VQvBcpd9suSu9Oat7eP0t3TnilTNbulOrsByrj8Au/GV66XRBBe1drMI6NhwgIc/AV/8AYzLcg+vcUzQnYlRFeC0yznAN4NU+w0HzOjikZoVr9PE0y5/NIbbI13Bb+jV6bA1LAnUvEA6zrUYPpVnIAdGq2y5wCVxJjlwtTF8FDg7muD/avUgpF0Cp2C2cHcswQdau3kflrv9e8pvScMl34edXoILT4FHXa5YMSt3m3rINqoC/OwOTGibxCoL4wL6viea4P21Cl6Peb86h93GeTy6upepYT0nqkdXjUkCYy3g/65tnZR7ESjod+2T0QR7jnUOpfa/dBbvcpr4DvBGv8dZMxbwaKl9hbVfKs6njQl8rLo8mmCqn1dkAfPP+hmdJ90Pdx4A3/ww9G6Wu2Je07uUzTiA/sH5j6oA+52l41yP4dSAju1aj44tFvBUWGiKu7FAKs7NBlLRZPBfY/KSgASqU2BZnM94JnDuBRzLB6cm+Xl1Zr4uK7sDE5ZtyjnWcJ6FhzFcEusqbuGCMMe3JM6BTYbfB+RgI22M71nBKZ7h0sQORC45ARa+deOW+b4LHnUBXjqX7Z1+nsuDc0c0wTFhwin2OoEVc9im3+M528dWsW6WyEUCEqgdgbTLYmCXIRc6hn9FutimVkaSnssM+jnXwqcM3Nfk8eUpC1hQC/mnXfy3moNq5lIMS7NwUfuPudbCFkPGY0hm2ofOWjbqAjxwFfwAhg3XhfhP/L4su1fyo/BaOJBh5Jh2ucX4n4glODmM+IopAQmUJjCwAlHwMneGs6NdwVfGpUWrzF4Di/r4z0XPBB63cEMsMex6xpVJbJgoKZe0gYj/Epa/rS+eBr4dSfAZ/99aF3MONvi9KAOzV3SwcMMQZSnAPXH2tAZ/UvAhm4VHYgkOCF2vgRNIddJpPP7Q18TsLeYHfzrWwDwaugSqWiAd5+sY/mdwkv4f1Ev62GxWN2uregDDJPf8tkzcrJUzsbn/jcNwQz/8ZEYi91Zx1Wy5ZR+X8wdjAt80vzWa4Phcsg8zsXVa7ln9f5YtXD8Ia7i8t50Lyl6A/Q7TLr8C3h1YhP3vn5LcWTWaDZZI2uU+Y/hHpKvwZbIajEjDlUDVCqRd0kETPRi4qZ7uaPnPWZsNx1r4MPAvA3caywNTk8EXd2N9wPyJRZrG8aGsX9csRxqTm92rJSDu69HEf2fJal3ELRiOG9zOWpb0zmTGmBTg5bsSz2ZzD9WHXFVb6Hm9l6305u1YnzJD+0+7HAHcNmEC209+kmWVz0ARJSCBUgWWxHlbk+GJoP09OGpagrtK7bta93t1LpuO8zjS2Fzhy62u58HDxr9VbXkymuRPZt3nuGXdXp1LpKmfd+emWLYc6hg6PFjUBD/H4eeel3uLOXBt5SaP+Ppn2S1PcbTxgm+nGwd3xS4k1ydellvQ6zvriXOzNXnngb4+muCTZRVTZ8MK5G6brOBZx/L1SJLrxCUBCdSWQMrlCwYuDcj6jWgiYDGG2hpeQdn2dLK7texr4UADe2KZguGfFpJN0GUNy63HS/2Gf4yfyEtT/5Jbr37I5s8CuGUfW45rYjr9bOk5bGkg5sHeGDqMpc3Cc/7qTp4lafq4O9bN6g07yjcntD8jVizJV9a3benmTQMTBydhDf/b285lY1KAe2cyZW2+VTrWRay6j8ULOgNqtFE6zhUY9o0meFuNDkFpS6ChBdKd/BXLbgEI34sm8k7KUddm6TlsYfrZwxp2NIatgZ0sbGktWxvDeMj9z/r/Z01uyT//eez6ubPfBFZbeMVYujE87Rl6mjzmRZL8ZSS4tJubTOQTfruNZsSyJKPJ/77l3LqIH2A4IaC/xzMd7D0mBdjvNOVypv9WWNBALCz1LPHpSVIjDVQ/H51AejZzcXjUcdhjah1Nij46Fe0tgdoR8O9g9azIvWA15E6lMZwY6eLm2hlN5TN9dScizc00R2P0lGtxoLSbK76BM3q96fCWrefzqj/Slm5ONnBjwKi9TMd/F9Io6y3o9cFSLk8Ygq+6jOXBSJKDK384Gifiwg7GTxvHfOtxe2wBX26ckWukEqgfgaWdvM/xpzccuuUmfyhXUakfsbEfid2LTXreyN2WHjoft+WCWJLLc1k8z8TWN/GvtodsnsOhK3fh1/4PxqQAp112MtCdZ8ks/9L9wlhChWGsTpfceqEwK5pkv7GKoX4lIIGxFcg3/zCWxdHkxhP/j20m6n1DAf+rEsi93Dp4ezWa+O+Sha3duQmqtg9od1GmY91z/TEpwH7Hyzo5y7Ncme/QGfhAJBH4152O9igEetzca/zXOpaOqcncGpbaJCCBGhRIx/kdhncOTt3AlyMJLqzBIdVFyss6OcWz3BA0GONwcGQ+D/o/a1nM5cYOXXPdWn7ZO5PDx7QA+52nXH5j4F2BicJaLO8o5MF3XRy1Cgzi1VnsNr6Jx6zDu6Lza2/C8woQKYQEakYg7fI6sOnghC2cGUvw3ZoZSB0mmo7zJibgLWfLnbEkH/KH3LqIMzGB70OtzHSs+554zK6A/c6Xz6Ul25+bemvLPMcgg+Vt0WTwt1V1eNzGbEjL4mzpGR4Hrowm8t95GLME1LEEJFA2gYEXsPqCOrRN7Bj7e97598uWgzrKL5COcyUmcGIj62XZcdpC/jHlWWZ6fRtPPbm+x0zHuto7pgXYD/BaJ7s329yH5OtfAx88Kv+tsQOiCZ7RAS9NwP9Dp7+fRwws+M+UaKV1pb0kIIEqEOiJc6ANXn3Hiyby/i6tgswbI4XlcWZlTfAiEsZwXaSL03JXwd1kg17YwrB/pp1Hx7wA+0ksm82HPIefDnNolqyB/bZUES767M39pbw890bdmmhy3XMFbRKQQG0LLOvkM54dusiCgZciidy3r9pCFkh38gB26CJE1uKZcWwZncdrLd0sMTBtSKqWT2dm8p2KFGA/+NJOznMsX8tnZmGJdXj3tPkkQnatmfAWnLTLrw2Mi7RxsD5LqJlDp0QlMKxA2s29ZHVJQKP7o4l10zNqC1cgFefdxuTWQAjafhRNcGxLN780cGhAgwszHXy5YgXYT2DDWUTyJP2msRwRSfJQuLTVH93uz8SeFdyPZXxkcw43j+VW4NAmAQnUgUCPy6UWvjB4KJ7lS9OSXFwHQ6yLIQwz54X/LLhz55/mXsgachyxfCkzk4srWoB98ZTLXQben1ffv3x3OFmzvOQ/P/1VOhjHrxxYu6SPQ2t5ObK6+K9Qg5BAmQXSnfzSXxAgoNsvRhOBV8ZlzkDdFSKw1OVdDvwmqK2FP+50Bw/6xXbIzy0/z8zkgxUvwAUV4XVvh906tY2TdFt140OX2pUdjMfPsbz0cIIjjyb3kF+bBCRQRwJpN7eynPtKBFZOgh1fhuZsbv7h82OJ/I/y6oigZoaScvmDgX2DEr7kBBbcegizAwrwk5mZ7BlKAfaTSbvcDnxkBOVFxuODkQU8VTNHYwwTTXXSaSy/MZbbI0mt7TuG1OpaAqEKvLQ7r53/SaY/8PZ1acxYBjd8HXZ6kbNiSa4ONTkF30jAXzKy2fC4DfiqaNWmeAdfibNs8iA0y0uZmWwdWgHOFeFOrsBy7nDH08BaC5+JJvheIx/3nk5Ox/ItYzlvqv4DbORTQWNvAIHPX8aK695H64ZD3aIHfnM2p241L3CS/wZQqd4hpl1uAz4WlOHvdofTzhnyk2WZDiKhFmA/pZTLiQa+P9I3ydbyh2bLGesXPa7eQ1HezP4xl5aWPm60hrfj8d7oAuaVN4J6k4AEqk1g1wdZ9c8t2GxwXmfezXGX/m/ul722KhJYuQdT/72GlwxsEpTWuafDvfts9JPeTAetoRdgP6We2bzTOtwbNO3aRilbPMfhmyszXLTdC/y7ivzHJJV0J/tjuRXoylpO1jKOY8KsTiVQdQLTu1j97/FMGpzYFmmO7d6PH1Vdwkpo/cXkTUEUa5vhyMvhuf/OCZmbjrIqCrCf8NK5bG/6+bnhv4saD3NMew18IVKn86E+vy0TN2/hGx6chOVTsSQ/1PktAQk0jkBrNyuBzYeM2HBCpl2/D6r1TEi7uU9oDwjK7+mt4cjLILtuTsgVmQ6mVE0B9jMamP/Uf9Z7coHAaQuXRtu4rl7elk538jEsXwf+TjOf8GdTKdBCzSQggToRaO2mB5g6eDjW8P9624MXhK+Todf0MJZ3sHX/OBabgEU0/IE9MgdOPS/3NvuS3g5mVFUBXi+fms2hxuFmIFbg0fD/WvyegW9HErxS4D5V1awnzp7W8B1/+lAsn40mc2tOapOABBpQoKWbZwzsOGToHudkZmmxlWo+JZa6vN+Bu/LleMu74dLj6c7MZGZVFmA/8SVxJjUZrgOOKwLbWvidA7dFErlnp1W/pVz2MeQ+1N7VwoXR17nBPMeaqk9cCUpAAmMm0NrNw8D+Q66A4Qu9HXxlzAKr47IIpFxuNMPcyf3RITx+1tfZu2oL8HqF9Bz2sx5XGegsUqbfGH5kLY+vbOYn28+jt8j9x7R5yuXDwBl+4QUuf72XbzTCi2VjiqrOJVAnAq3duS9DThoyHMMXM+2aCasWDnMqzuPGsFe+XLMen6z6Arw++WUuJ3nwDaCtBHwLPGfJveT1fNZyTxhvFL86h22aPY4x8Gksff5izat7uUaFt4Qjql0kUMcCrYu4GMMXA4Z4ZaaDoV+V1rFFrQ5tSZxY33iemdhHS9AY/KJUMwXYH4D/dvCkyZztGD5nCR5UEQfLX+x6kYE/WnIvPLxuLRmaeNZCr82y0uknHetmdRF9DmnqH4Rmw9EW3m9hbyz3OZbbIgtyn11pk4AEJDBEoKWb/zXw5cE/MPDnFR35r6pEWV0CB9/FX27+CnuM7w/Oq6YK8PohDBTiTxrD5wlaa7GMx8Bf5N4zHB/rys3NOuLmv8m9YhkHZ5vY01o+YGAXY3jUWu4c38/PWhaxfMRO1EACEmhogdbFfBybexF18LY60xHweVJDa1Xv4Fu7eeNti9jk5sugyRuaZ00W4A2H0eNynF33rGS/MbyiX/qGR/s2C1ixYexX5xKZkGWOZ5mFZWsMh2LZ0RhesvBrLI+sHMevqu35c/WerspMAhLwBTZ/ip2bvOA58DPtOBj/SxZtVS3wSya0brtuwqj958P1Xx96y7nmC/D6A7BsFltlHY7FcKqB7cp9YPylpYA3sUw3hhnAFAtr/TlEHEPS8/gz8OyELA/pKrfc+upPAo0n0NqdW+nMGTxyD45Y2cEDjSdSWyNufYoj8bhnfdaHPQFXfXvjIlw3BXjDQ7NkNm9tdnLPXd8H7FGOK2MD38OywIOU4/DiuD7+oUJbW/9BKFsJ1JJA62JewvLfyQsHkreW/+2dyWW1NJZGzLW1my8Al2449kP+At++GpyB+xd1WYA3HHBudq3lfBDDTsBh/hqbwMQiT4gXs5aZ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s="turn"><l>1</l></block><block s="forward"><l>1</l></block></script></block><block s="changeSize"><l>-5</l></block><block s="setColor"><color>235,47,0,1</color></block><block s="doRepeat"><l>90</l><script><block s="turn"><l>1</l></block><block s="forward"><l>1</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="4Circles" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>