<snapdata remixID="9336163"><project name="U1L3-Pinwheel" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAgAElEQVR4Xu1dB1STSdd+6KAUURQVVEDFAkqVZsPeG2JXFFfE3nfVf92+9t5FUbGAhWbDhr0AAaSpgCAISEBRkN7B/8ybTSAJJQlJAL/MOR4huXPnzn0fZuaWua/U9+/fv0PSJBpoJA1ISQDYSJqXDEtpQAJACRAaVQM1AjAkJAR6enqQkZFpVOGqD15eXo7ExERYWFg0GZkkgjRcA1wAvHXrFnr06AEpKSmQ46Go/m/RogUCvVyQHfMSFeVldc6km9lgdBkxn5InKSkJI0aMaPjMf2AOh7T3YnnCGsgoNJ0FpDZ1swEwICAAampqFG1oaCjMzc25+kVGRsLIyIjrc9JXXl6erU9NPMgqRlbX8pJC0HePw6DOiixeMnpWqPhAg/yw1Sh9cID1OTGTUubfYf2el5cHKyurHxhCgk/tya8PkZeWhwlnJwvORIw92QCYmpqKr1+/UiuNi4sL8vPzYWlpiaCgIJiZmVGrj6KiIgoLC9GqVStUVFQgISGB+oz83Lp1awpcaWlpeP36NUxNTdG+fXu8f/8eX758ocD98eNHHDx4EPSkBEhfmA+T9vKAfAtAShpKC06jPPoBpGTlUZEchorEQEoVxExPmHWDtSKTz4yNjcWopuYx1OfIT7gy1h3OMSugoKrQLIRmA2B8fDyysrIowV1dXZGRkUGB6unTp5g9ezYFyLKyMgqIBHAaGhqg0+nQ1dWlAEH6HjlyBNOnT4empiYIoAktOb/Z2tpSwCT9nJycUJCdCTmPhRQApbWNICWvBBk9a1RmxEPOYhaKfTbhe9ZHFgCj7TxZCiU8bGxsmoWChSkkbW8ATJzNIa8sXyNbb/ur6NS/EyzWWgtzWJHy4tqCCVjIuY+0zp07IzMzE+rq6iDbHlnBcnJyqO/IGU5OTg6BgYGwtrZGSkoKOnToQK2OTDrCS0VFhdqai4uLUVJSgsrKSkhLS+MzPRlKV5xgrFmzMtlmLd8C4SNPUR8R/l27dkW3bt1EqpimyPzx5gco+JyP8We4t9fUwI+443wTTlHLmqLotcrEZYRcunQJsrKy1MonSiOEgLxdUTJk6eH/bbIE9GSz5f5ftvcIpJS2pLbxTp06oX///s1KycIUlhgYUz2nQ8u6ExtbNytXDNszEp0GdBbmcCLnVaMbxs/PjzoLEpCIygquzpesauRfXasaOWcOGDAASkpKIldKUx4gwjUMCXffY6rXdJaYoYdpSH6azPqsvLgcsoqyTXkaLNm4APjw4UNq620I8MqkZHH4+hPQUr7VqQQyxppJg2CppUJtzeQMSbZzSatbA1fGucPEyQz6k3tShIe09vKtslX09Xz3EUUHNgDSaDQoKys3eJzj1x7ARdEWUFSGZgsZLOilisBPxRjYURFbQ75hkJYSntGLqHF+66eOqS3TqZ/JeXPQoEENHv9HZ0DOezfm+mBZwmo82ugPaVlp2G4dxpo2+f7uMj8sCl/S5FVRqxvm3LlzlMFRVFSEUaNG4fbt25SLhRgeOjo6iImJoQyMgoICykI+e/YsFBQUMGfOHLhcfwBX9fFQUVTAgI6KWGvcCgGfilFa8R3lld+hICOFf0IYqyMB4AS5ZNaKa2Ji0uSV1hQE9J3hCVklOXzwT0BNq9lNx2toZ9gOluubtreADYDEp0fOfqQRN4y2tjb1MzFGnjx5AgKOiIgIrF69Gvb29li2bBmSk5OxZ88e7Nq1C71796bcI6f9nuCsxiTYaKtgsYEqtJVlcTgqB04GqnicWoRRnVtg5PU0FgBHfY9nPVPid5S0+jXwLSELFwadxcA/bantmLMVZBTgtMkJzHvmCPWuretnWAtFHj0PKloqAvevryMbAMPCwihfH9MNw4yKECbkZ+LH69ixI7Uykt+Jn7Bdu3aUC4ZESCZMmED9fOVJCFzUxgIycvWNj1/N1DCsLIaiI05qsppKGm8aIH7BrzFfMM51EleHlKdJuDbbG50GdsGUy/a8MeSgivV9hxdbX2JR6EKB+vPSicsI8fb2pvqRSIegbhjS92JCCb5VEgDW7l4h3wxXyoBmS3nKaU3cK927d+dFbgnNfxo41fcYxrhMgDaXW+YUhu8fjeuzvTHJYyrX95wKjPGKRS97hlHDbLE+sXixNQCLXrEDMDUwFWEu4ZjoNqHBz6FGN0x2djYVfistLRXIGuZXKgLYgQMH8tvtf4Y+891XZL3LrHG+Kc+SkJ2Yjf5bqoy3WK9oZCd9w2QPe8R4ReOtexTsfWfWqa8DWodg70WAqlUvAF3Nz2D04ZHQtmYc0RrSJPmADdGemPremO+LjMhPtY5WUVoJdT116vuyojJkxn6Fw4uFaKXL+IyE6LqP10ffBbXHz8NPhSPhXiIFwrpWwOCDIUh5nsJG1xA1SADYEO01wb435vmgdfc2GPD7YJZ0xC3jO80TK1PX1Smxx5jLMF9qCv2J+hQd5xZcWVaJQzpHMOPGNHQw6yCU2UsAKBQ1Ng0mFNCme2LlR26g3ZzvCzWdVhj015BahSVnu2vzbmDFe0Y8mROAtxbfhoKKPEbsHc7GIy0kDQE7A2G13pLvbVkCwKaBHaFIQbZa/Yk90MeBO1+z+FsRThoew+K3y1FeUgH/tf6wXGuBjv06so3tPd0HWpZaFJiqA5AeRIfnVG+soa9io7+78h5ifd6h/2Yb9FvBnT9a38QkAKxPQ83k++grbxDjGc0WI+YU/dv7LKh3Y/gEQ46E4uX2APS064HRh0exSLPis3De9iIcAxcgPTSNZQV72XtDd4QuzJxNKdrQo6/wYttL9JisjzFHRwusJQkABVZd0+p4RGc/Jl+yr9fdwin1neV38e5aHAb8X3+YL2c4tIP20pAWmo7e03pSALT9dzCC9gRh7sM5INv0w18eoaVmS1j/Yg0tC/YVlF+tSADIr8aaIH3Q7pf4FJ5OuV0EafTgNATuCkTB5wIM2zWUOscRY6P3tF5IepSM0vxSaktOvJ+IL9FfMebIKOgM1RFkKK4+EgAKRY2Ny+TBunuwXGcNFW3VBgmS9CgJd1bcQ9veGtDorYFY73cozi5mxRIICK3WCTdUKgFggx7Zj9k5aB+N2oYFbZyGSl18JAAUVMvNtF/y0xT4r3tQr/SV5ZUo/FrIRtdpQCcM3WYL9a4MB7cwmgSAwtBiM+NB3Cv1tTeX3iI1kM64JUGaFGC11hJkdSTbMNmOhdEkABSGFn8gHsTKZW6/qp1UkZOSC+ID1BulB2XNljBbYoqHGx+BTkvD8N3DuBIY+FWFBID8auwHpc//lI8HGx4i+VkKhm4fgj5zDClL2O7SZHjZ+2DZuyU41uMEZvrNQHtjTcodE7ArCNIyUgJFQJhqlADwBwUUP9NiGh3ED0j8gaQxfYEEgCRThhgWtP3B+PjyI1siQqRbFJ5seQqdYToYeWAElNSrKl3wIoPYAUjb54bOg/qhg7kBJV/w/nOIPOMNp9c3eJFXQiNEDZDsl3ur7qNd33aw/XsQNHppUNyrR0PUOquyAEi+O2nkirEnRnPFfJ/8/gwRpyO4QnX1iSt2AHrbrwY9MAJ2XgehbW2MkMMXEbjjFFbRn9Ynq+R7IWqArHDxfvEYstWWC0zV48FkSOYKSH5ODUjF/bX+WEhzFIo0YgcgkZoJwlFHfkPnweY41WcSZvufhkbvbkgNjICUtBS0LLkD6kKZsYRJnRrgzIjhBCD5ncSFOw/uDIuV/RqsTbEAMMLVCyW5+WzChh6+iIrSMugMtULSoyBYrlsAy/WOOKQ1mPVzg2cnYcC3BjhzAmsCIIkTX53kiTWpqxhRkgY0sQCQgKq+RgBY8DkTb9xvSrbj+pQlou9ryoquCYDks/tr/EEqMIw9MaZB0ogFgEwJi7JycHvx72xnQLLl+i38P6h27ogvb+Ix4LelMF1S9/2FBs24iXZmXgBrTPFquhdSGwDJ50yndENkFhsAieFxc8FmlOYXcm2xtL1nQazjNj10MeeRW0Pm02z70k7sheWSplEug1OJ1Y0QYStYLAAkq5yP/WpoWRtTqx/zvMecTOhRdwRsO4lhu39GfvoXvDp+Ca10tDH7wRlhz7dJ8sv7REf0tctNFoDEYhZW6I3zAYgcgEkPA3HDYRO0+5ti+L5NcLOcDrkWSlgadwf4rw7hxSHzkRWXxJKNAJTyFfYzbJKAIULRw2jQMhVOPDTs/AmUFRY0WQCK8iGIHIBkxfsakwijhXYIPnAOQburVjX1bp3x7X0KNb+uYweh+4Qh0J84VJTzFRpvsmWmhgbC0G42eoy1axBfwktRTR1Gs0RXgaBBAoqws8gBWF12ctYLOXQBVhsWImDHKSioqaAkJ48i6T1zLHpOHQltm+ZVnCj45AG88XGH4ZTZsHBeK9CjIgDsO2MBlNTbCNS/OXcSKwBvO/0OpTZqGLJjPdysZkJFWxN2V/dT4bgYz3vI/ZhOgdI5+laz02ncvRt47Xke2ubWMJw6Fy3bavI8h6ZsgPA8CQEJxQrA6k5mpmHCDMkR+TNexyEzJhG9pgt+y0pAPQitGz0sCOHnXSh+Jg7O0DKt/3US15fPxaSjF4UmQ3NiJFYAFn/LhaJ61b0FEpIjzmeH5/wpPyYwFb2EUJdElA+q4GsG3nhdoM6JpvOcoTu49pfrHDHvghWhyaIUp8nyFisAObWQk5yGvLQMKimBlxYfmg7PHQGIDaRj9p8DMdqpaZ8XfZymwcJ5HT6/icCHZ/7Qsx0FUwdnrqmem9Af82++5EUFPxxNowKQH22eWuuP51djoNOnHWb9MaDJr4AP/liHnuOmQtuiqqJ/4uN7CHc/RZ0TTR2WQK5FS0oFgUd3wXr5L/yo44ehbfIAfOL+Bmc2Pqq6mwBg4PRe0NBWxYiFRlDmMwFSHE/u3R1flJeUwGByzSHFT6/DEXX5DKRl5dB3piM+PL3/P+kDJM+iyQKQnPMu//MCHyIzMHqxCWb/MRA5GYV4dOE1Pn3IRqDvOwpL8oqy1PfqHZQxzKGPOPBV5xipIQF46+OOUduP1itLSW4OnuzYgladdSQArFdbYiL4mpqHsxsf4fWTZPS01oLjzqHoUMs1wA+RnxHxIAlh9xOR/OYLJaGmjhps7Hqii2FbmI7SE5PUjGGIwRF8Yh/sXKteK1afAKFnjkBaRham85t+Rfv65iLI9422ApLVzWi4DttZzmtnIG4cCoFWjzZw2DqY73NegE8sPn/IwcPzr5H7353WnlZa6GWjDaNhOtAz5t03x68yifsl6NgeTHX14qsr8QF2Gz4Obbqxl8fli0kzJm40ADpoHcL8bbYYNr8vgq7HUateUV4p5v49CCN/4s0qrkvvFeWVuHsyHGH3EkGsZ2azmqSPZceE62f8/DYCPk4zsDSAcSzgp/0vO6Eb7Qx480goPLcHYLOXHXz30ii3yuDZBli4cyiVji/MRs6S2+19KLdNUW4pxX/yWuG9db20IB++S2ZCs1dfdBs5gbJw+WkBh3fAZuUmfrr8ULSNsgJe+vsF7riEUYok57yZWwaIdHvc73gTafHfsPuFg9Afns+iabBZvRnt+5ji2tLZmHzcg68xrs4bj+kXml/oka9J1kHcKAAk22+bjipw3DUUfYd0EdZcauWTnVGAVSanKaCPXcoosCiM5r3InrJemaseiQeXFxWidy3ul5rGdB1mhEUPI4UhTrPkIXYA5mUVYXmfU/j77kzKqSyuRrZ63300nE5YBjkhvEmSE3zMefg6z8AUlys8T+vRvxsxdMvOGumzEuMRf59xXzrsvAuG/rYLPcZwvyuY58GaIKHYAcgEwnmOWsPi0M3yvqeoFdf54MgGDXdz1QKYzFsM7X7c72EjrpjEx3cx6Oe/eBqDaYRUlpdRIKsoLUHc3etQ09aBpqERlFproO/0+Tzxao5EYgfgyTX+qKyoxJJqdYnFpbjQOwk4tMgPW3ztoS9gadkId1dUlJXBbMHSWsW+88sSamturVf7W58Sn97Hl5jXiPA4DTmlFjCYMgtSMjLoO30BFNVaiUsljT6O2AFIzn9T1lliipDKe/GrwW32jFeR/V+1F7LwyoNEOUj6/MTD5+vsUpKXg1trf2L5BHM+JiHWzxsVpaWI978F/VETIS0ri14TpkFVS/xvOA9JDUQ/bf6sdV51xC+dWAH4Mforfh3hgcMRi6DWtgW/sgqF/l0QHVvJ6wbOjOcrUkK2VrJd8upoJrRx926io7E5lDU7QNPQBDoDxHPdoD6A+b/3w4hu44Siz4YyESsAyfmPRDrOJq9oqNwN6n9i5T28ff6R+kPgtREA8uvjuzBlMOb5Nk7Nm2O0vVhmWfM1zxPBB7DEYk2NUw+hB6KflvhWR7EC8J9JntTZa8avVSlKvAJAmHQlhWVw6n5c5EeBhEd3kJUQh35Oq4UpPs+8jtP2Yakl91uTojNeQ0FWAV1bM17JVb1dinLDrL4LeB6joYRiBSA5/839ZzBGLmz8wkN+R1/hyraXOBK5CKoaojsOEHfN5GPukJFXaOiz4rt/5fdKHA/ej+U1rITHaPuwjAOcd+KuY4w+97uH+R6Yjw5iAyDtRhyOLr2LxnC/1KaPFUau6NSzDTZemcKHyvgjpb8KQqTHaYzde4q/jkKiLiwrgFvYCa7t+HHifQzRY3dH1bVtC0kcLjYiByBxuUjLSFMx3+dXo7FPSHXlhKEQsiKTRmLSorxjcnvDYurOr5ZZ/ReU+JlXWFowMgu/QkVBFVadBtTaNaPgE/zjb2OOcdW9Y/fIM5hjxH4POSDlKWw6119Iih8Z66MVKQAJ6G4dDcXpxOVYbXYGtrMNGs39wqmIrPR8rDE/Q8Wiy0sr8fuNafXpSuDvK8vLqYQFXi1ofgfKK8nFhYhT6N6mF1QV1GDZifuM/T7zHd5kRGJyr+ks9hcjXDHXuMoQq2lb5lcWfulFCsD8b8VYZniSOuyTMNjKk2PRb1w3fmUUCT0zIkOc0v9O8cK8fwZTKf6iaiGuB6Gu043K/RNlyy3OwcVIVwqMaoqtYKFdFa2JSA9FdnEWbHUZW++TD/6w1a26recbfQVTes9gE+9bURYeJtyBveEckYgtUgASia/to8Hnv7fuNKXz39Gld6DYUh4/7RmGJx5voamrJtJtmOhC3G6ZnOJskK1WX6Mn1BTVKfdKKD0Ild8rYKHdH9VXPO+3HphqMJsLZKJeFUUOQDKjpQYukJKSwrE3i0XyVyQI08aIyBBfIj00oFHuf9yK9cam+6uwfsAWlFaUwrSDBTRatkVhaQEMNI0oa3mpBXtpkbr8hYLovKY+YgEgcfrunOkr8sM+r0qJC0nDv5O9cCLWGS1UxOseIXeF7U7xfmeE1zkx6S5GnEZuSTZMO1ogOfsD7sbdwCCd4XA0q7pzUlRWiLNhx9FPywZh6cFw7rcaASnPYNN5EGs4sh2TFVNbTbShQrEAkMyKxGArK75TiQCN3cj5jyTEnoyrPaGgsWWsa3yytXq9dUdJeQkG6gxFGJ2GgrJ8DOwyFH3aV13WvxDhip4aBrXGfUnI7m78Dfw2ZDuqu2DI56SJI14sNgCmvP2CLSMvwfnQSPSf2rgXcH4d7gGz0Xqw2yBct4g4QEvOcG1atIWuetc6hyOAUlFQw7xqVm5NHZhxYf/3tzGi21i8zYhCRv4nLh+hqOYmNgCSCZzb/JiqbuCasExU8+GJLzn/kWzsIXOabgFMniZSAxFZvaI+h0FdsTXsDGbxxGbChcG4OY8Rsz4StAcrrDbw1E8YRGIFIBGYPPyxS80wc0vjxINfeMaA5CQ2JYtcGA+S8LgSdQ56rfWprXPjvRXYOeoIT6x/vrsMu0cfY9uGOTt6vXGHulJrDOvasKr4nHzFDkByZ5eshLtfOkBTR/yJl+T8R66B7nw2j6eH01yIyJbrYLIYyvIquBnrjYrvFWxO57rmkZAVh9tx17DSirs+jWvoEVRUVsDZQjQJFWIHIFHEbyMvoWUrBWy62rDStoKAgzjGRzgaNZmIjCBzqN6HbLmRn15hkXlVitu1mKv4UvAZTuYreWLv6G2PFdY/w6wjo+b1KzoN77PeoaW8Msb3EO0zahQAMu/qijoGy6n9suJy/NT1GDZcnCSW23g8Pf0GEF15fR566t3ZrNXg1JfQUu2E6zGe6KNpQlnJdTUSTyYrHNm2PSLPUIaLjnpX9NFseHEAXqbWKAAkghG/YG5mEbb6c3vfeRFcEJpds67hzbOUH+L8R7bcOUY/UeG26s0j8ixmGzlS57mOqp3q3IbLK8twJ+4GldBQVFZQY+6gIHrmp0+jATAjOQcbbM7BYasthi/oy4/MfNOS4kVnf3mEnC+FVJ2YzZ6i3Vb4FpDPDidDDmFxv1Vcvch2rCSnBENNY5ZBsePZHximN5rLpxeeHgrax+fo3qan0A0LfqbTKAD8nJRNGSAkIZQkhorKIo0PSYfnTkZFVespPaiSbqK4EHUl2g8zerMnGQTSw2GtJd4KrqdCDsOpH+Pcx3QsP0i4AxkpGeqcON/EGS9TnsI94jT0WndHJ7Uu1P+2usMhLyPeiBATpI0CQGYeXrsuaiAroe0cQyzcJbwLO2UlFVSxI+JyIelWduutoKgsh99HXxbJhfjzr6/BoU/VhfHA1HBKv9ba4gNgeFoIZfmaazGc6y4hB6kQG2nEkiVGComMpKXIYeNE9nvGWYVf8fjDfXzO/wRSCVQKUuigqg1L7f4gGTTJ2Ykw62glkshIowCQKMXv2CsU5pbg1tFX+F75nVIUqVxFagHazjGAentlflZyFu2dE2G49M8LqnIqAbX5WEb6l7AuxO+lncF6y6pEzn20M1hX7ffGAB+Z39lXx+FoVhVavBzlhpn/3e0g0RPyMkRiaPTePBMbhwyHtWl/6Gv0EkjHwuzUaACsPgkCxHunIpCZlodnl6MZX0mBKkLeuoMyVQG1vhYTkEqtep8Ss0WyzTLH5wTg5Wg/zPxv+60NfPS8zyB0i4ynQU1Bpb6p8P19fGYssou+sa1Qz5IeYpDOMHz48AG6urogxkm3EgNMCTqGNT1GwtZAF28zIrHAlJGkkFGQg4TsdFhriTdM2iQAyKlxelwWgm/GI5ZGR8zLVOprUoLXdpYBOnZXh+XEqttcH2MzcWHLE+qcZzxClyrx1kqTUfxbFO1AsBvWWDBujdHokVCWbwGDtt1xL/E5VOWVWdtuaPobhH16Q52/+rTrAYuOojO0rkVfwWSORFKynWoqt0dgaizsvbbjexQdemaG+FCRDZNCNdzadJCaw/mIU+ilYYhdwU+RkvMFNMe9olBbrTybJAA5pQ3xe4/U2EzqTgkp4Utad/MOVHEj/7OR6GbWHtM224g8oZSMey3OH5P1GVnE1+MeYpL+MOynncXgLhZIzqFDSVYR0V/fY2rPUeiipiXyh5lbkgNy/husO5xrrLTcVHRU1WaA0GcH6/vK4lKk/1JVRu4Q7Sx20p7Cy24TrLUlK2C9D43c5SB3Okhz2j+CqpovynY2yhuOfadSQ+SW5ENaSppa+Y6/8kAAPRxj9AYhozAT5Bpka6VW6KjcDrGZiSivLIdtFyuYtu8tMvFI5ko75fY18q+ecs8JwoNdJsF+EuM24OALm9G2hRom6Kmjd9u+IjE2alNAs1gBmcLHBtHhtukx0uKzMHSeIRbsEJ7lXBdCnqeEQEulPfTUO1FkN+IfIjmbjkp8xypzByrbm7P5vX+C1opq1JZ87rUvvhZ+g7aKJtortwXZnm20TERuJTOd0kzZqoNwncUkrLeagmOvbmPry6vwm/EHjDV1EZ0RhcKyQpY1LbK/nP8YNysAkrouD9yiMNrZBF1Nav6rF5XCDgafw2oLhvuCnANzS/Px+4C6S4wQo+Tcax+cGPOPqMSqk69L8AE4c5TgYIJQPbkAb/Z6QuvQAjj0GYrtQ4RfPZaXSTcrAPIyIVHRhKRFobyyglq1lt/9CyvM56KXRt1JoUSWk+FXiEEPw7b6Il/xOOde20VzJghXmozFkfDbSF3lJiq11ctXAsB6VVRF4BbpjQVGUzH68kLcnVn14u26WHwq+Ir4zA9ULZbwz9HQ2BoKemAU7Lx2Q9tadNdAiUykKkILuZo9AgSE284cwaSJE7HIuGEFO/lQIRepBIB1aO/Fx1AkZn+EQ5+q0h2nI7wgJyPD9ll9D+Anv804PW47Yq7eh//aPRT56KOboT95SH1dRfa9vfcOrLOcDHreV0zrVXtVBZEJ0BzPgKJWRk3880sL4BJ+BdN7jUEn1Q449soDI/X6o5s6e3F1b/sNta5sR0MvAlJS+D7VHZVl5dCy7ou0TUZYaS66pNi9tGu1qotERfYHX6e+V1NogWjnY42hWmpMyQrIo+qvvfOHrLQsxncfguoGCbP7IS3GNma5bh4s11cBKzYzAX7vn2LACznQ9l2gaKZ67aFAmF2ci1aKVe9PZvJKDYwEbe8FyMjLYbLHdh4lZCf785kHckuLau1bWl6GNi1U4RpxX2KECKThRuiUlJ0K73f3Kb+ejpoWdFsx3DKk1QZA/w8v8fTlA7TbyHgfsN4oa4w/U3MB88Iv3/Bg3V4kPQpm8V1Fvy/SmXK6YUQ6WA3MJSugABp3i/LB/cQX8Ji8r04Ahn16ixcfXyF1zUVoJzFIjR7+gcE9uS9kkdWRrHrMJqukgAln/0KngcJ7r0ltU2U6or2miv+NTRIA1gPAo6/c0V/bFE9TGKnro/QGUrHf0PTXiPgcg0XGjGpTnCsg8QEeC/PA9rZz4WP/M0VjtWE+wgZLY4lp1XXJDw9ouL9yB0pyC1iScG7jAvyN8NWF6ZaRhOL4UlvjEJNwm1uUL74V51DbMFnhtFXbQ87uMiVQ5QxDVMwwgI2WKTIKs1C02gcZUfFoodEKiyKvUv2eJNNgmd0BgbvPUYYLs3UeZIqhO9dAtbN4nexk/Gk+OyTJCI0DKd5HJVukwezRUO7QltUpPT8DHm9vsbD0HdIAAATkSURBVAGQrGCqCsp4fuwiSk8yylzYee6Gtg3D73d36TbE3XjC4qFl1QeWGxxE7hesa6Zvv6Rg5KXfscnaHiv7jeddKQ2klGzBPCqQgI+c04j12uXwArz69AZy0rJUhIOkWnFuwST/L2MEI+UppXMF9gQ+ROjhywjYUeXAlpKWxuB/l6Pv/Ak8SiFasr9fXIZL2F3QxRgZkQCQx2dKViyycpHWb9tiWM9nL7LECcCF44bCOEKWwX2uMVSffkLuR5LyzmjGTnYY9GfTe0v6rfgQjO/ej0etNJxMAkA+dMh0NkvLyWJF0m1Wz60vj0Nlui/1O9l+8/qoIdqRt7IYfAzPRqozzAITz/8raPcm008CQD4eBTEYCAhJs1g7F1YbHEDuhCw3nwuXzoxzEwEgcSRXNy74GIJnUgkAeVbVj0V4a+GfSLwXQE1K7+IyjB/CuA3H3ILJGZETfEO2r0IfB/aDfeiRKwjYfpqlHPLuuJEHf27U+HBjPCnJCsin1ssKinFcfyLVS7u/Meyu7mIDYHV2xLiw3VZ7fZaygiI82ngQ73wfsboRAFutd6CMnf+FJgGgAE85+IA7gnafo3oy06qYKyCTHT/pVon3A3HL8Q82SUjIbuShjZBXFt1bnASYutC7SAAooEpdjWeAxG7bGnbDrHvHWFswYdfF1hyT3BkWM6+NaeBw0pPoicVa0bwigVfZREknAaCA2iWGBjPENvAPZzz/y4XFyZF2ASramnxxTg99C89JjCr1nOdIEkUZffxXliObL8ZNnFgCwDoe0McX4Yhw9YGJs32NUYqaVi3zlbNgs8lRoMfuv2Y3Yjz9qb7jTv2OSLcbSH0ZwXY+tNm0EB3MRXfLTiDBG9BJAsA6lHdIexTwnVE2hBgctltXoHX3qtcWpIdGw3MS+3t3G5JIwIy2MMcjBg5ZaV/8fZKKJzNbr2kjMOIAI8GhuTcJAOt4guTh312yDYVfv7GoOAFGUuxJqj2zCQuAhF91Qyb8lA+e/3mCTdr+W5xgtlR077gTB7glAORBy8H7LyJoz3kWpYycLIbuWoNe0xlZ0NUtYGECsF3f7ph55yibhI82HcSbC36sz+pKcOVhao1OIgEgj4+gNL8Q91ftROI9RnYLacRYIOn3GZFxePEP433AwgQg4TfwzyUwcWIvqPkpPBYvt7pSDm/dkdZU4mpzbRIA8vnkyEMP2nueLdpBwmJf3iSg4HMmWut3wdzHgr2c+kTPKSjNYySmVreERZ2Wz6cKhEouAaCA6oy79hgP1u9DeXEJF4dBfy2F8SL+3sIeuMsNIQerCgZNu36AZeAYzhuHoTtE85oEAacvtG4SADZQldUt1+qsVqbchZSMNE/c8+gZOGsxl42WrHrV3TLTbx1CexPxVq7iSfgGEkkA2EAFku45yelUTPfj8zC28yHJ9yORkroa8womZwIDc9utnuRArnP+aE0CQCE+UQKmoF1uSAt+y+LaZ954DNnBXdG+NK8QjzYeQNz1qtR8cnmd6XdkAvDVcU+8/JdxpuQnvizEaYmUlQSAPKiX3NN9vPkwD5QMEmKMkAoI1RtndgvniqfcQQMGs8awLq9XNzwuDnFCVlwyVDq2hWOIO89yNAdCCQB5eEqcmS48dOGbhKxu9ICoGgFYPe5svdER/Vbx9hZMvoVohA7/D9QjkYlXlUYbAAAAAElFTkSuQmCC</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="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="142" y="-93.0000000000004" heading="150.0000000000033" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,95.02,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="35" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doAsk"><l>Give a number of branches</l></block><block s="doSetVar"><l>branchNum</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Give a size of each branch</l></block><block s="doSetVar"><l>branchSize</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Give a backup length</l></block><block s="doSetVar"><l>backupLength</l><block s="getLastAnswer"></block></block><custom-block s="custom pinwheel"></custom-block></script><script x="30" y="298.9999999999999"><block s="clear"></block><block s="doRepeat"><block s="reportRandom"><l>5</l><l>10</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-180</l><l>180</l></block><block s="reportRandom"><l>-180</l><l>175</l></block></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>300</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doSetVar"><l>branchNum</l><block s="reportRandom"><l>3</l><l>15</l></block></block><block s="doSetVar"><l>branchSize</l><block s="reportRandom"><l>10</l><l>70</l></block></block><block s="doSetVar"><l>backupLength</l><block s="reportRandom"><l>-10</l><l>-80</l></block></block><block s="down"></block><block s="doRepeat"><block var="branchNum"/><script><block s="doWarp"><script><block s="forward"><block var="branchSize"/></block><block s="doWait"><l>.05</l></block><block s="forward"><block var="backupLength"/></block><block s="doWait"><l>.05</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branchNum"/></block></block></script></block></script></block></script></block></script><script x="20.999998000000005" y="717.1666646666673"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doForever"><script><block s="doWarp"><script><block s="doFor"><l>i</l><l>3</l><l>12</l><script><custom-block s="pinwheel %s %s"><block var="i"/><l>50</l></custom-block><block s="doWait"><l>.75</l></block><block s="clear"></block></script></block><block s="doFor"><l>i</l><l>12</l><l>3</l><script><custom-block s="pinwheel %s %s"><block var="i"/><l>50</l></custom-block><block s="doWait"><l>.75</l></block><block s="clear"></block></script></block></script></block></script></block></script><script x="366" y="44"><block s="clear"></block></script><script x="358" y="691.1666646666674"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doForever"><script><block s="doWarp"><script><block s="doFor"><l>i</l><l>0</l><l>-70</l><script><custom-block s="polygon to asterisk %s"><block var="i"/></custom-block><block s="doWait"><l>.25</l></block><block s="doChangeVar"><l>i</l><l>-2</l></block><block s="clear"></block></script></block><block s="doFor"><l>i</l><l>-70</l><l>0</l><script><custom-block s="polygon to asterisk %s"><block var="i"/></custom-block><block s="doWait"><l>0.25</l></block><block s="doChangeVar"><l>i</l><l>2</l></block><block s="clear"></block></script></block></script></block></script></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseX" style="normal" x="10.000000000000227" y="10" color="4,148,220"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10.000000000000227" y="31.000001999999995" color="4,148,220"/><watcher var="backupVariant" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="custom pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block var="branchNum"/><script><block s="forward"><block var="branchSize"/></block><block s="doWait"><l>0.05</l></block><block s="forward"><block var="backupLength"/></block><block s="doWait"><l>0.05</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branchNum"/></block></block></script></block></script></block-definition><block-definition s="pinwheel %&apos;numBranch&apos; %&apos;sizeOfBranch&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numBranch"/><script><block s="forward"><block var="sizeOfBranch"/></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numBranch"/></block></block></script></block></script></block-definition><block-definition s="polygon to asterisk %&apos;backupVariant&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>6</l><script><block s="forward"><l>70</l></block><block s="forward"><block var="backupVariant"/></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script></block-definition></blocks><variables><variable name="branchNum"><l>3</l></variable><variable name="branchSize"><l>30</l></variable><variable name="backupLength"><l>-23</l></variable><variable name="backupVariant"><l>-10</l></variable></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>