<snapdata remixID="11802663"><project name="Crespo 2.1 Loops Example" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="Crespo 2.1 Loops Example"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><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" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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HjisdPb3Xl3/RWJ0e2mg7xumx4j2QcAWgVwK2IaE61U7+yhhX+SbBTnpkG8W4nzHar+l7TbGqGhSwqqr3kDCi1/96W/4XrYM8rWlBPRjk0BuBWxSwjKPGvkkYd/k67OcdMrX5zjjTjKytzHSnKBUJfxfr//Phuf2bL4FK9801LGvrwRyLWATEpaRb5hsHyRMvLCOGO9oYrxz3kDfZtMTcajamdH94T1fUX9p7wmL2lf53YR8IeF3Z0BGwos+MOvgQwrve2T2/h+dUn05WiWf2BYEfCeQewHrlLCKfH2Q8KKW9iWc0TFNjM/wUb4+ycmkfH2KU+aE5HolXN772t+H93y7mj/1P9Fnh2ViwDYgkAUCDSFgHRJOIl8fJPzNyW0TfJavCTkFq2qVZ0ZtyNdEnCZPMKYkLCrCCgquik3v+fYvd7747WOfX/IPQYzV+5iMGW2DgG0CDSPgNBJOI98kEu4utl9NRKdXGF2kIhLbkyfsT/Wyc61x6rgcrdqGTfk2uoRFl57DgqtjRk357z8Z9cG/x6VnV0c0+rVFoKEEnETCOuSrIuFAvpyokxf4wkKF3ZP0pRW2JpAu+eqUk6yEXchXZ5w2cqx7JVxPwtUFV3Hb2YgXfYCATQINJ2AVCeuUr4yEQ/nSHt45/499m2RFYnPCVPelW7465SRi51K+OuO0kXvTEq5VcAUJ28gu+nBJoCEFLCNhE/KtJ+GofH0/SZuSr864a0nYB/nqjNPGCcSUhEUFV5CwjeyiD1cEGlbA9SRsUr5xEi6wwknBZedw5RudDKLVnO3JY1q+OuUUZeeTfHXGaWMO6JBwdUFVrYKruC8m4XOENjKMPmwTaGgBx0nYhnyrJbyX+OlE/D215OvbSdqWfHXGHUqYM7qNcTpR5cMKtg5I3/7IqhV3GglXr2brFVxh1Wtr1qEf1wQaXsDVEg7+3+b3fGtddq41KVyfpG3LV6eEF05u/xbjdC4xdl5pYNVtrg+8uP5d51eWiQ4JiwquIGHZbGC7LBOAgPdlb+ilFUSsNNh7po2EqspXp4ySxOdKvrriDj44wAs0lXE6wtfK8ptbZv2f4azwE07sW/PLq25Kkidb+ySVsErBFSRsK5voxxUBCNgB+aTy1SUj1ZBdy1dX3EPSKBRaifNjfJPwkHwLhR7O2T2+yzfMh6qEA/mGH1aIe8OV6Dlh3AdWPXKxve8EIGDLGUorX10ykg3bF/nqittHCWdRvqoSDuUbvGSj+g1XcQVXKMKSPTqxXdYJQMAWM6hLvrpkJArdN/nqitsnCWdZvrISrpZv9A1XWPWKjkL8nmcCELCl7OqWry4Z1QrfV/nqitsHCedBviIJV192Dj4pKCtc3P+1dGJCN04JQMAW8JuSry4ZRRHcOnHmpD3DmvoZFf6ua3DVgxYQJeriG8VZJxWIfWsP7Z16SfmRl1UbcSnhPMm3loSj8g23g4RVZyq2zysBCNhwZk3L15SEg6phYnxcqdw31zCiRM1fTVcXxhd/toyIbyiV+4a+mpPkPxcSzqN8oxJmTfzCsOAqWPlGcwMJJ5mt2CdvBCBggxm1JV9TElatcjWI8h1Nh/JlRL/tKvdekLZfmxLOs3zDPOz7DnUnMX59VL6izxHWEjMqoNPOcuzvIwEI2FBWbMu3USSsW77vWLkZfkSpEeQb8gxuY5z/0iMbqw8vrHoNnWzQbGYJQMAGUudKvnmXsCn52pBwI8m33iEFCRs44aDJzBKAgDWnzrV88yph0/I1KWHI950HGSSs+aSD5jJLAALWmDpf5Js3CduSrwkJQ77xBxgkrPHEg6YySwAC1pQ63+Tri4S7WzoWlAZXXZUUs2356pQw5PvurKMIK+mRgP3ySAAC1pBVkXwXTZ45pWvgkQ0aukrUhO6v7MhWRwfyJcY7mhjvnDfQt1l18K7kq0PCLuR7y6TPHHjhxhW/V+Vsa3usem2RRj9ZIQABp8zU0Esrhg/7Nd/DD53/x75N0eYC+XLe1FPh/PMXDj60NmV3iXdfOKWtq1BhZ3SVe6clbqRqR5GEsy7fd0m4Urm6NNi3QoadC/l2t7R/jxg7vsL4WRcO9C6TGaeLbSBhF9TRp68EIGANmVnY0raEMWqu9dKKxcUTzq7wynUVqnS6kPAtLbOOKlChhzN+5fxy350aQh5qopaE8yLfd0iYUVHmpSRO5Fvs+HdGfPReRksKnHp8+9JTdL5BwrqOQLSTdQIQsKYMilaEriRsSr615JQ3+apI2KV8u8q9fxmMVfftBk2Hx7uagYRNkUW7WSIAAWvMlm8SNi3fqJyIF9Zl+Z6vaCrUy68P8g3H77OEkxZhRT9RKMoVfgeBLBCAgDVnyRcJ65DvFj51ToBnPFsnvKfYXex4nKhyUBOjD2ex4Ep2GsTl1yf5+izhNKtefB1JdoZiuywRgIANZMu1hHXJlxHrCfBw4p31JBxedmbEf8OJJsjcK63G7qLaeWGx7VrO2JokBUvV+fVRvpCwgYMaTYKAAQIQsAGoQZOuJKxTvoF4g1gCEdeScPSeryjuKG4X8l3U0n4dZ/RZIjo0acHSW3Gyg4nRJM7ZPfPLq24yNJXe0Wz3voKr8J6vqE8fL0djJSzKGn5vFAIQsMFMi2SkuzBLt3zDVW9wKTpOwrUKrkRxh8hdyZcYte0pNHUyvvfYNFXDwVd/Kow946t8sRI2eHCjaRDQQAAC1gCxXhMiGemSsCn5hrFFJSyqdhbF7Vq+F21YuSWIzccVYtx8Ul35RtvwJU5dRVi4J2z4xIXmrRCAgC1gFskorYRNyzcq4ceuHfPdX98+8kDRG65qxe2LfH1eIVZPy7Ty9SVO3ZeeIWELJy90YZQABGwU7/82bkrCtuQbRvLgNTPunXb19r96/fmmv/7gIY9/V4QvGrdv8vVFTrU46pKvL3FCwqIjBr83EgEI2GK2dUvYtnzDy86nrH6le/+D994rqo4O0YZxbynPOHl88WfLGNFvu8q9F9hAHxRchfd8w8vOtfr15TJtOD7d8oWEbcw49AEC8gQgYHlWWrbUJWFX8g0vO9cqzKoFaVFLx23E+ClEdJ+P8vVFTqbl60ucWAlrOZ2gkYwTgIAdJDCthF3LN0SmLOFJbR/r2tj3jA3kKivf6Hhcr4RNrXx9iNNkERbuCds4stCHTgIQsE6aCm0llbAL+XLGv8CoUCqVH3zXPV9VCSsgSrxpGvm6XiHakq+LOG2seiHhxIcNdnRAAAJ2AD3sUlXCLuTLGM3jrPI4cdZR66UVPklYh3xdyCno07Z8XcQJCTs84aBr7whAwI5TIithYnQJcbo5zScFVUQZFFwF8q1Q5Yfzy31niS7LqrRtCrlO+dqWkyv52o4z6A8SNnUEoN2sEYCAPciYSMLdLW0LiLEvVzi//sLBvquSDFlFkFH5yp6kVfpIEkO9fUzIVzbutLG4lq+tOKs5QcJpZw32zwMBCNiTLNaScHjZmRh/kDg7oUKVzgsHH1qrMmwVMdaSr+xJWqUvlRhcyVc27qSx+CJf03GG7dsuwsI94aQzE/vZIAAB26As2UdUwtF7vknemKUiRJF8ZU/SKn1Koqm5mcmVb7RT0WV41Vh8k69sflXjrJZv9Lu+WAknpYn98kAAAvYsi6GEK5xfU6BCT/Ser4qEVUXYXWz/MSf+cnDPV4RFJCPVvkX9xf1uU7665eSrfHXHGc2bK+FiJZzkCMM+pglAwKYJJ2g/+MoOZ2w2p8oV88t9d0abCCS8l1Va5g/0frVW86oCDORLnDaUBnvPkx2ySwm7kK8uOS2c9JlprLDnB6Vy72RZ1i62Wzi543rG+TGlcm+Hzv4hYZ000VaWCUDAnmbv1okzJ53/0iMbkwzPhnxlZaQ6Fpl4XcpXNm5RHKLCO9H+pn9f2NL+F4zRPQVWmHPBwIMP6e4PEtZNFO1lkQAEnMWs1RmzqvCSrHyj3dtcCfsg37xL2KR8fSjCwuXonJ30MhwOBJzh5EWH7kK+sjJSHVtcWnySr2zcounl20rYtHx9KcKChEUzE7/bIAAB26BsoQ9VwelY+dpcCfso37xJ2KR8Q1Y+XXqGhC2cmNBFXQIQcE4myGZ+5M0FYsc1s3XTRSGZkK+sjLbyqY8yKqwex9Z+UTTO8PdFLR3XE+Of3lNo6hR9UlC2Td3biS7Di/pzvRK2IV9IWDQL8HujEYCAc5TxLbz1NkZUbGb9c2uFZVK+Iglv5a0/4kTl8az/XBXs3S3tS4nxiaVy32yV/Wxuu3DKCdNZpfIgMd5VGuhbkqRvVxK2KV9IOMnMwD55JQAB5yyz9SRsQ761JJxUvmF7ruQkMz0C+VKl0sMYvySpfF3FaVu+vhZh4XK0zEzHNroJQMC6iXrQXpyEbco3KuG/WLN1zejJlX7VlW8UpY8S1ilf2xJ2IV+fi7AgYQ9OXg02BAg4pwmvlrAL+YZYN2w4+tGBh0Yc8/MrxnReONC7LC1unyRsQr62JGxbvlm59AwJpz1Csb8KAQhYhVbGtg0k/PKa4Sf/18nveUDlDVe6wgwvOy+ZMuHHBU49tb4nrNqfDxI2KV/TEnYl30xJmFeK7Omv3qE6N7E9CKgQgIBVaGVs22Dl23b3awdNnrX7+XqFWSbCit7zTVsl7NPlaBvyNSVh1/LNioRNHBNoEwSiBCDgnM6J6svOMtXROjHUKrjKg4Rtyle3hH2QL4qwdB5paCvrBCDgrGcwZvxx93xtSVhU7ZxlCbuQry4J+yJfFGHl8ISDkBITgIATo/Nzx+5i+2ri9HTcPV/TEhbJNyQmI+Hg28SlwVVXyVC2cU/YpXzTSti2fG+ZNPPAQmHYTRVGS6OFd76/CQtFWDJHHLbRRQAC1kXSk3b2vbRiXKncF/syDlMSlpVvgKm7pe0cYuwGxpraugZWPhlFF8iXGO9oYrxz3kDfZhm0JiXsg3yTStiFfFmhqYcRW0NEZ8UV3mVCwijCkjnssE1KAhBwSoA+7i6SkW4Jq8u3cCVjhU5d8k0qJ5nc+SRf1TjdyZeWlsp9/1TvSofvEpaZG9gGBNISgIDTEvR0f1sS9kW+qnKSSZuP8q2O8+DTdrV+qvv1BePZunc9X+1avrVuN6AIS2bmYZtGIQAB5zjTpiXsm3x1SnjRlBOPqVT2LtPxekkTUyz8+lXQNifeWS1hX+QblfDxYw+6duqIA64mYp1s/YKhPxqwEjYxO9BmVghAwFnJVMJxmpKwbflu5VOvZsROrxC/KG7FF8UjirseTtvyvY9Oa9o4eeu0roHeX8qkufrTk2suH3v+9Bu3zw4l7Jt8IWGZjGKbRiUAATdA5kUyUr0n7EK+waqJE1/IiN0TXfHVSqEo7rj9XMh3sLj1p5z4kZyx00Sv64z77vOKy2YsDyT8zO2jbnj82tEXFVhhzgUDDz5kemoH1c5vFVy9dc9X1F94TzgTK2EUYYnSid81EICANUDMQhMiGclK2JV8d9HuzgPY+k1xAqrHXxR39b4u5Fsubl3GiJ6tMFopel1nvdiXX3Jc37Ff3zbr+ftGfukTn/vF10zPSVX5Zm0lbJof2geBgAAE3EDzQCQjkYRdyzdMlQkJu5RvqdzbFcRWr2pYJubfPTXtb5s/vudu2SsESad+UvkG/QX3fBdu/TkFf2z4vhJOygf7gYAsAQhYllROtksqYV/ka0LCPsg3ukKsfn5WRr5JuahO67TyDd+EBQmrksf2eSQAAecxq4KYVCXsm3yTyiYubp/kGyfhv9vwMjFiPSqrWhVhq0z/NPIN+6mueoaEVehj2zwSgIDzmFWJmGQlPHTZkKg8nvWfK2r2rTdcpXvJRlDtHBRchfd8RX2qyqY6bh/lWy3hD87a1TNr6evvesxIxCT4XZWLqE0d8s2UhFGEJZoS+F0DAQhYA8SsNiGS8FbeuoQTsfGs/0xRjC7km2YlXGDsYxWiw2w95xs8ahQWXIX3fOsxDQX60Jn704sPjegUVUfHtaVLwjrlmxUJi+Y7fgcBHQQgYB0UM9yGSMIyobmUb1IJdxfb7yLGf1Ia6FsiE2OabZLKN7jsvGRBGxYMAAAgAElEQVTK+4YKluLeqSwzprQS1i3fWm/C8vFytAxfbAMCaQhAwGno5WTfNBK2Ld/ulhOOrhQqk+JWhGllYyKdaeQbvnBE5utRMqtplfvIQXsm5Fvvc4SQsIkZiDZ9JgAB+5wdi2NLImEX8iXGVxHx5lorQp8krEO+4RSwLWHd8o279Bz3OkpI2OJBj66cE4CAnafAnwGoSNiNfCvBW5e+vJfRpnqXZX2QsE752pawKflmSsIowvLnxJTjkUDAOU5uktBkJOxSvl3l3ruGLo9Obp/jq4RNyNeWhE3LNysSTnLsYB8QUCUAAasSa4Dt60nYB/nKysjFStikfGXjFk3RWlxsyFflc4SuL0eLOOJ3EEhLAAJOSzCn+8dJ2Cf5ysrIpoRtyFc2btG0jHKxJd96RVg+3hMWccTvIJCGAASchl7O962WsI/ylZWRDQnblK9s3KLpGXJ56bFhn19+8nsulv2qkajder8n+f4vVsJpiGNfnwlAwD5nx4OxvSVhduzQ+zhYobNrYOWT0WF1t3QsIMY7mhjvnDfQtzlu2CpvuAoeNSL2VsFVeM9XhMLlPWEX8tUl4fADDmu/Nurf2r7088+LOOv4PYWEf9A+9qCrPzbigOuDt6XFrZi1/RuKsHSkGm0ICEDAmCJCAgsntV1caBrWGyffcOdvTm6b4Eq+sjIysRJ2KV/ZuEUJDj9lqPqcsKhdnSvh/975+/vXvTF4KO0cPuOC4rTjVC9lq4o5TWzYFwRkCUDAsqSwXSICple+0UHZXAn7IF9dEl5x2Yzl02/cPtu0hFWKsEJprj74jPuOG3Xgaa9W3vjLcc98/f4g5iSraEg40SGMnQwSgIANwm30pm3LV1ZGOlbCPslXNm7RfDQt4STSXLTl5zOIaMbfjWtd9N7CyPuMX3om3lPdh4gZfgeBNAQg4DT0sG9NAq7kKyujNBJWlW8wps38yJsLxI5rZuumm5w2oisAor7/8MLRm156bPjrn/jLXx4i2jbJ76oSXrHt2Weee+21Y7u2/NdrqvvqknWSOLEPCMgQgIBlKGEbJQLb+LRJu2nPr3fR7kMPYOs31ds5ScGV7GBEMtrKW7sY0RnjWP802TaTyDdsewtvvY0RFZtZ/1zZ/pJsJ4q7Vpvhd5+XFscTY1QslfuMjFNGpN3F9q99ZMSEuZ8Z+5GP6RKpTL8Bm6HtUISVZOphH0UCELAiMGwuRyD4lCERNdeTjUn5ilbCr/Cjj+I0VGl95TjWf6dcVESLJrfP4ZwWl8q9B8nuU72dLQl3T27/F855y/xy3yky4wzlG373WeaNaDLt1tqmngyDgqv+nYMt7I3hc2wUXMWNJU1s2BcEZAlAwLKksJ0ygXqysSHfWhJOKt+wvbRyMi3h7mLb+UR0yd5KpfOijQ8/LUpcVL664ozrV1SE5argChIWzRL8boIABGyCKtp8m0CcbGzKNyrhw899o3T0ldsvV135RlPqq4R1ydeEhEWXgF0XXEHCOHHZJgAB2ybegP1VS9iFfEPkvQtmdH3sCzu7X1o7bNGRsx8tpU2FbxLWLV/bEvah4AoSTntUYH8VAhCwCi1sm5hAIOHdW9lh3/34+I+ovOEqcYeRHcPLzi+uGHH/I2fv31Xre8Kq/fkiYVPytSFh5wVXkUePUISlehRg+6QEIOCk5LCfEoFg5fvJW15bfcAxu5/74EFPTFXaOeXG0Xu+SauEaw3DtYRNy9ekhH0ouMKqN+UBht0TE4CAE6PDjrIEqi87/+3A5mNsPIoTjq1WwVVeJGxLvrokXF2E5VPBFSQsezRjO50EIGCdNNHWuwjE3fM1XQUskm/4e9YlbFu+aSVcLTkfC64gYZzAbBOAgG0Tb6D+6hVcmZaw7KNGWZWwK/nqkrDNgqtFk9s+e9yYgz8+dcQBVyd5qUcDHbII1TIBCNgy8EbqrrvYcSlR5fRSuS/2nq8pCcvK922ZFNtXME4vlAZ7z9ORH9P3hF3LN42EbRdcrXuj/LXVO/5wERHtd/zYg66VljDehKXjUEAbAgIQMKaIUQIiGemWsKp8FxXbbyeiiV3lXqk3RsnCEsUtaqcWF1/km0TCgXyDDyvYesNV/yFn3zB1ZPGKZ3b98UsPbn/+VwVOPbISFuUHv4OADgIQsA6KaKMuAZGMdEnYF/kmkVMcwCgX3+SrEmco3+CrRjY+Kbh4689Gcc6Wto89+LqPjXj/DcGl54Vbf06QME5WPhGAgH3KRo7HYlrCvslXRU710h5KeOnk8St1vF7S1BR77LvTH2s5fvdho1sqnxvP1i2r7qdavrY+Kfjjbb/Z9fzuzbMvHHjooeriKkjY1AxAu0kIQMBJqGGfRARMSdiFfLfwqf9KRD+KyiYOjChuEcxnH//Ef+/eXjhq5efGHJPm3c6ifpL+Hn56ct1NY16detn2Nk68M+RSfdnZxicFg4KrA4eP/38njT10RK2CK0g4aaaxn24CELBuomjP6uVoF/Ldyqf+mBErcKI/q5ZNvcCTSji87PzZJ15ZM3pSZZToU4a1PqxgalqG8h1Ge+fsz371xxWXzVg+/cbtswMud09+34zwnm8g33AMondCs/ULhlbQqtvtK7iaX2GVzvnNM0ZR3Buu9v2bUMIowjI1ZdBuFQEIGNPBOgGRjGTvCbuSLye2YTzrP28LnzqHEesxJeHoPV8RF9fyDSdSKOHV88Y+84d7xx5bLV9TEq4uuDr82X8Nir2EAq8nYesHBTpsSAIQcEOm3X3QaSXsWr4hQVMSrlVwVUvCvsg35PLTbx37tcPPfePy6B8nos8Rqq56g8vMcQVXsqtoSNj9uaCRRwABN3L2HceeVMK+yNeUhEXVzlEJu5LvLtrdeQBbv6nWNIr+cZJErjIirVVwJbOvqDra8SGC7nNOAALOeYJ9D09Vwr7JV7eERfL93/5abwveqT10qZWoPJ71n2sj1+E9X5F8a3HRKWGZgitI2MasQB9JCUDASclhP20EZCXMqHANp0oPI7pyHOu/UzQAHS/ZCAquwnu+ov7SXo6WlW84jq28dQknYuNZ/5misen4XVW+JiWsUnCVSMLD3z/Anv7qHTq4oQ0QqEUAAsbc8IKASMKBbBjRbCK6wkf5pl0JE5HSc762k5ZUviYknKTgSlXCur4XbTtP6C9bBCDgbOUr16MVSXgbnzZpLHtsowiC7ZVvdDyqK+FFLe1LOGPH763s6ZR5zlcUv+7f08q3WsIjVh/Qs+v4TUPPCSe5HJ2m4AoS1j0z0F5aAhBwWoLYXysBkYRFnbmWb9KV8K0TZ046/6VHhH9ciOLX/bsu+QbjCoW7/dY1lFTCaQuuIGHdMwTtpSEAAaehh32NEEgqYdvyXTS57QvE2Tl7GV114UDvO16/GIBRXQkbgZmiUZ3yDYeRVMI6C64g4RSTArtqJQABa8WJxnQRUJWwC/lyTl/hxG5iRItr3TPMqoRNyDephE0UXAklvO9NWLq/F63r+EA7+SAAAecjj7mMQlbCzuRboDnzN/T9SnSSzpqETcpXVcImC67qSbj6gBLlN5cHH4KyQgACtoIZnSQlIJKwa/mGcYlO0lmRsGn5xr0Jq9Y9YRsFV5Bw0iMT++kgAAHroIg2jBKoJWFf5JsXCduQb60PJMRJ2FbBFSRs9PBF43UIQMCYHpkgEJWwb/LNuoRNyzd66TnuU4GhhO+ZMmGU6JOCwnu4db6EpLovLkdn4hSRyUFCwJlMW2MOOpQwIxY8rjOxq9x7SlISKm+4Cqqdhwqu9t3zFfWZtcvRtuQrK+GVd+7c9WLfsNmiTwqqilTpueM6nyMU5Vc0P/A7CIQEIGDMhUwRGHppRYE+UBronZV04Cblm7WVsG35yko46XPCcSvrJP9Wb24tOmT2fnzH7l8S0YpSufeKpPMQ+4EABIw50FAEbMg3KxJ2IV/ZzxGmeVlHEuHGrY7jDox98u0hRk+VBnovaqiDB8FqJwABa0eKBn0lYFO+vkvYlXxrFWHVuyec9LWVOi5RV89lyNfXIzu744KAs5s7jFyBgAv5+irh4J3au2nPr3fR7kPrfc9XAa/0pkr3YYn3vPSlJ7a///TlY4MOVPfVuRKGfKVTjA0VCEDACrCwaTYJbOWtqznR0+NZ/3miCFQLrkTt+Srh4OtSRNTczPrnysagazsZkQbffR7W9/5VY+Z/YvyD23+75sQX7p1uVcJVRViQr67Mo50oAQgYcyL3BLbw1qWMaJxINqbkKyPhV/hR53DiNxBRWzPrf9JGUrbw1tsYUVHExcRY6kl4d9um0vaFj10efPf5vUectDG4bG1bwmHMkK+J7KPNkAAEjLnQEAREsjEt33oS3iffK4mo05Z8w/GIuOieHKIirF2lc7qG9x3QvfOc5xaN7vpuqXrVa1vCkK/u7KM9rIAxBxqWQC3Z2JJvnITP2rBlMifuRL62JSy69PzqU8sGOVV69lv80ftH3f7hrrh7uLYkvPiNx3r5jt2odm7Ys4WdwLECtsMZvXhCICph2/KtlvChf/NGz7RrdmxuGsWtXXaulQZbK+F6Et7e/fiWPbM2XjqO9d9ZbzsbEn5w22/X/Wb3Sw/jUSNPDtycDgMCzmliEVZtAqFs7p4yfpnKG650Mg0uO+/ZSTcsn/ueCZt/Pawz7nvCOvuTacuVhKsLrmQrl01JOLjs/NE94375vqZRLx/9/F0dMtywDQgkJQABJyWH/TJN4Lm1036y61V2zKoz9p8efFLQZjDV93z/fcqEKQVOPbW+J2xzXEFftiUcV3DlSsI72J5Tvr35sfPxkg3bs65x+4OAGzf3DRt5eNn5tCde+cWoSZWRNquA4wqufHu3sEkJVxdh1Su4si3hN4+44uQRfNgDP9nxwg9m/u6exO8Yb9iDCoEnIgABJ8KGnbJKIHrP16RsoozqVTs3goSr7+vKFFzZknBYcHXkqJZtfzrqwJOr+83qPMe4s0EAAs5GnjBKDQRqFVzZkLDMo0aNJGHZgisbEq4uuJJ9J3Sa6fhvB84cedbvH3kjTRvYNx8EIOB85BFRCAjcOnHmpD3Dhz3FC7wt7p6vSQnLyDccfvfkjjOI05dK5VWH+ZBU3VySFFyZknBYcHXC2EOmvquPOp8jTJOXRS1tN3PGTq0wusCHwrs0sWDf9AQg4PQM0UJGCHS3tC8lxseVyn2xr1/ULZsAi4p8F3+go1jZy4NnT79fGui93hesurgE8g2e861+w5WsXGW3k62Ori646mr+ZF/0IxEm2C8stt3IiH2ywgqLCrxyvy+FdyZiRZtyBCBgOU7YKicEFra03cYYFW1IOA/yDdOeVsKhfIOXbETfcCUrV9ntRBKOK7gyfek5lO/YXaPnnP3yj1737XZDTg7vzIUBAWcuZRhwWgI2JJwn+aaVcLV8a73hSlaustv94cwn//ieL774+einDN8uuBo5adufjv7QOwquTEk4Kt+QJySc9kjO/v4QcPZziAgSEDApYdvyfYUfdXSFKpMC2SRAobSL6kq4+rKz6A1XsnIVbbfjByc9OuorU4/Zfusa2nX8ps5qCYsKrnRLuJZ8IWGlaZfbjSHg3KYWgYkImJCwC/ly4quCTwty4kOyEcWd9ndZCUflG/Yreic0W79gKIYk273y1I/O5cQ2NB9xUk9wXzeU8D0fbukN3nAVW3BFvMdEEZZIvpBw2pmY/f0h4OznEBGkIKBTwi7kG0iGE32ZE9/EiPX4IuFa8jUt4R1XPrV8zOd+MKda4IGEH75/57rfPTDi4biCK92r3qBvWflCwikO3hzsCgHnIIkIIR0BHRJ2Kd9m1n9XQGALnzrHBwnXk6/oc4RJVr3Binkrn/rjEfcdWBh93RF/FneJOu5ytOhSdtJZpSpfSDgp6ezvBwFnP4eIQAOBNBL2Qb4hAtcSFsk3+rhPUuFWr3B3fHXdmjf/fMPa8az/vLpfW4q5J6xbwknlCwlrOIgz2AQEnMGkYchmCCSRsE/ydS1hRoVrwud8g4KruCzpEG61NMOCK5FIw35NroTTyhcSNnNc+9wqBOxzdjA26wRUJOyjfF1JeCtvXcKIZhPRFbXkG45Nl4SjBVdaJaz4Jixd8oWErR/yTjuEgJ3iR+c+EpCU8LFENJ6IOptZ/5P14tDxhqvgUaOw4Cq85ytiZ/ty9DY+bdJY9thG0biqLx/LSjNuu7iCK9n2RCthmRjCbXTLFxJWoZ/tbSHgbOcPozdEQCThrbz1YiLq9VW+rlbConToKMISFVzZlLAp+ULCopmUj98h4HzkEVEYICCSsKhLVyvf6Lhsr4RrcdFx6Vm24MqGhE3LFxIWHWHZ/x0Czn4OEYFBAkkl7EK+3S1t/1wpsIfivrKTBwmrFlyZlLAt+ULCBg9uD5qGgD1IAobgNwFVCTuRb7HtDk7scEZ0bK2v7GRZwkkLrhJLuE4Rlm35QsJ+nx/SjA4CTkMP+zYMAVkJu5IvUWFCqbzqVNEL/rMq4TQFV0kkXGtiu5IvJJzPUw0EnM+8IioDBEQSdi1f2ZO0SwmrFmHpKrjSIWHX8pXNr4GpjyYNEYCADYFFs/kkUEvCvshX9iTtQsKqRVi6C67SSNgX+crmN59HX/6igoDzl1NEZJhAVMK+yVf2JO2zhE0VXCWRsG/ylc2v4cMAzWsgAAFrgIgmGo9AKOFCU+Hcyl7eQ4y+XxrovT4JCdWXbHQX2+4I7/mK+vPxnrBoJWy64EpGwrtnDZ64vfvxC9ZcNeZ7v7lz5AFjd42ec/bLP3pdxNv276L82h4P+lMjAAGr8cLWIPA2gUUt7Us4o7nE6GYf5Su7UvJtJWyj4Eok4YDds2umnTVx2p673hhoOq1lyuPf83XqLyy2f5ERnVoq9wZvZ8N/GSIAAWcoWRiqfwRunThz0vkvPSL1+sXo6E2ufKN9iVZKtiRcrwjLdsGVjISXX/qpB4+9aUeHre8sq87wxcWOT1WI9xDR+aVy73dU98f2bglAwG75o/cGJWBTvr6shOtdenZVcCUj4RWXzVg+/cbts32TMOSb/ZMHBJz9HCKCjBFwIV+fJbytp3P9mMtbDxfJUHTvmK1fsCyIU/d2QZu+SRjyzdhBX2O4EHA+8ogoMkLApXx9lfAW3rp0vx9O+ejor0w9xhsJR96EFXx6ctcO6n74jLGPfu4/V890Od0gX5f09fYNAevlidZAoC6BLfyoSxnx05tZ/1QRKpVqZ1Fb6veEW1cUiF4Yx/rPU21bZvvoKnULb71tvx9OafVFwtUxVH/3eUlx/HmMUbFU7psrE6fubSBf3UTdtgcBu+WP3huQQCAbRlRsZv01T+Im5StaCb/Cj7qdE01sZmtP0Z2eekVYPkq4Wr7hpydFb0TTzSxsD/I1RdZduxCwO/bouYEJ1JOwDfnWkrBp+dJQxS7rrHW/1icJx8k35GZbwpBvPk8WEHA+84qoMkAgTsI25RuV8NxHXl057sN7d5pY+YZ9yRRI+SDhN7/w3Dd3zvufk4moM1z5RqeULQlDvhk4mBMOEQJOCA67gYAOAtUSdiHfMIYXnp224vXnCyf2/f3+nXHfE9YRa1Yk/Mbiv1pcmfDm37z517//dC352loJQ746Z55/bUHA/uUEI2owAoGEN68bNnv5nHFPBJ8UtB1+eNn536eM/3aBU0+t7wnrHJevK+FXn+qZzIlfWW/la2slDPnqnHF+tgUB+5kXjKqBCAQr35l3bmv74Gd2ra9XmGUCSfSer+iNWWnHoPo5QtuXo7cvfOLl3W2D7aKVr2kJQ75pZ1o29oeAs5EnjDKnBKovO8tUR+vEUKvgypSEZVa9QXwuHlEKCq6G9U26fsz8o99XXSSmwlvXPWHIV4V6treFgLOdP4w+wwTi7vnakrCo2rmRJFxdcDXuiJOmRCu1VaZYWglDviq0s78tBJz9HCKCDBJYWGz/DiM2Mu6er2kJi+Qb4mwECQcFV/v964fn7f70pgtGLL79m2+vwCNvwlKZYkklbFu+Vx84c2TzrmH/whl933ThnQq/RtoWAm6kbCNWbwh0t7QvJcbH1XqjkikJy8o3ALW42DG3Qvw/Oac58wd7V+qE58Pl6LDgakzXtJuGP3zA4qSXnuO4qErYhXzH7xrWw4leZ0Qn2yi80zl/8tIWBJyXTCKOzBEQnaR1SziBfL/POXXqlK9qEZbJe8LVBVdxfxCknVCi/Ibtu5IvcfZkaXDVxaaudKTl1wj7Q8CNkGXE6C0B0Ulal4R9ka/oTVhxwtUt4VoFV6YkXDxu92Ht//HaP41n64a+1lT9n2v5mr7d4O2B58nAIGBPEoFhNC4B0xL2Qb5hdpNeetYlYVHBlW4JB1+/2r2T/2zYKNov+j1hX+QLCbs790DA7tijZxB4m4ApCduW7yv8qC9w4udw4lfFrfhkV7iy26k8J1yz4Cru/dQpirDCpFZ/evLRy8d8dvqN22eHEvZNvpCwm5MRBOyGO3oFgXcR0C1hF/KtEP8KUeUmRoXF0RVfdcC2V8L1Cq50r3qDOOO++7zishnLAwn//oGRX1w9b8yXiej8Urn3O6YPhaDaOSi4Cu/5ivrDPWERIX2/Q8D6WKIlEEhNQJeE3cmXzRnP1v5qC586hxHriUpYRxFWksvRooIrnRKOk284MZZfclzfsV/fNuvpb438+ox//MWlqSeMoAFV+WIlbDoj72wfArbLG72BgJBAWgm7lm8YYFTCOle9shJWKbjSIeF68g25/O6paX/b/PE9d9e7QiCcJBIbJJUvJCwBV9MmELAmkGgGBHQSSCphX+Trg4STFFylkbCMfGtx0Tl3grbSyhcS1p2R+PYgYDuc0QsIKBNQlbBv8nUq4QeLJ4y++KgPvesNV3EFVxqKsFTka1rCuuQLCSsfsso7QMDKyLADCNgjICthRmwjJ5rYzNaeIhrdvjdcpXrJRlDt/FbB1Vv3fEV92r4cvZW3Xjyma9qb0TdcyV4GF8VT/XsS+ZqSsG75QsIqM0F9WwhYnRn2AAGrBEQS3spblxCxDzSztbNEA3Mh32rZjFh9QM+u4zd1Bo8oycrQ1XYilsHvaeSrW8Km5AsJy8yEZNtAwMm4YS8QsEpAJGGZwbiUbzC+UKTbb11DeZCwDvnqkrBp+ULCMkeY+jYQsDoz7AECTgikkbBr+YbA8iJhnfJNK2Fb8oWE9R/2ELB+pmgRBIwRSCJhX+SbKQnXeROWCfkmlbBt+ULCeg9tCFgvT7QGAsYJqEjYN/lmRcK1kmhSvqoSdiVfSFjfIQ4B62OJlkDAGgEZCeuQ7xZ+1BdIodpZBCDuTVi+3hOOxmJDvrISdi1fSFg00+V+h4DlOGErEPCOQD0J+yrfWp8j9F3CNuUrkrAv8oWE058SIOD0DNECCDgjECdhH+UbvfRMxDrZ+gVD38f1vTDLhXxrSdg3+ULC6Q59CDgdP+wNAs4JVEvYZ/lmSsL7irBcyjcq4V2vFE757uHN82S/amR7YuIrSurEIWB1ZtgDBLwjMCThAjuKOLVyTp3zB3tXJhmk7nu+tcZQ7+UaPlyODsbtg3xDfpu2Hn3yiHGVB9ZcNeaBE6/76alJcmtjH0hYjTIErMYLW4OAtwQWFdturHD2sO/yzcJK2Cf5hrzCTxma/opSmgne3dJRIsYvbWL80/MG+p5N01Yj7AsBN0KWESMICAjYWvlGh+HjSnh3x8b5O77x+OWc6MvNrP8unybPistmLJ9+4/bZPkp4n3zPb2K8E/KVmzUQsBwnbAUCuSXgSr4+roR3XfgPpeGrJi188x9+2z2ydO98H5Puo4Qh32QzBQJOxg17gUAuCLiWr28S3sKPunS/lS3njr649Wvs6a/e4WuSn18/7cVtfyjsPXLOox9yPUbIN3kGIODk7LAnCGSawDY+bdIe2vNUhVibzCcFTQdb73L0jn9+YsOYE5d/IBiD6a8jbeGttzGiYjPrn2s65iTth999XlJs3sQYFUvlPmfjhHyTZPB/94GA0/HD3iCQaQJbeOtSRjTOF9lE5foSby2OXllcPfqSow6Oe3bY1L/5KuFQvuF3n2XeiGZqgkK+6clCwOkZogUQyDQB32QTSnjvYa+e+fp9P72QE32/+YjOdbXeotUoEo7KN5x0LiQM+eo55CFgPRzRCghkmoBvEt5zWtcZTb9+79KdF/7m7tFn33+mjUvPcX34wqWWfF1IGPLVd6hDwPpYoiUQyDQBX2QTXHYeRqxnv7sOXj/qlkPPMLXCrSv1qs8RuuYikq9NCUO+eg9xCFgvT7QGApkm4Fo2oXyDy87j2drrTRdc1ZJwNImuuMjK14aEIV/9hzYErJ8pWgSBTBNwJZuofEOIjSphVfmalDDka+aQhoDNcEWrIJBpArYlXEu+jSrhpPI1IWHI19yhDAGbY4uWQSDTBGxJWCTfRpNwWvnqlDDka/YQhoDN8kXrIJBpAqYlLCtf6xKuKsKKS6ApLrrkq0PCkK/5QxcCNs8YPYBApgmYko2qfG1KWCZhurnolm8aCUO+MjMg/TYQcHqGaAEEck9At2ySyjevEjYl3yQShnztHc4QsD3W6AkEMk1Al4TTyjdvEjYtXxUJQ752D1EI2C5v9AYCmSaQVsK65JsXCduSr4yEIV/7hyYEbJ85egSBTBNIKmHd8pWR8M4vPf3AG3/9uzvHs3XLlJ4nFhRhxSVQlYtt+daTMOTr5pCEgN1wR68gkGkCqrIxJd96Et7+HyevGH3dESduv3UN7Tp+U6eKhJMmR5aLK/nGSRjyTZrt9PtBwOkZogUQaEgCsrIxLd84Cb/y1I9PJmITxh3ReWfwFSWfJOxavtUSJirMYIyPaGK8c95A37MNOZEdBg0BO4SPrkEg6wREErYl36iEd1z3q1+MOeWHnwz+Pbz07IOEfZFvyGtxse0fGaNeyNfNkQgBu+GOXkEgNwRqSdi2fAOgW3nrHSN+8MHDR1/5f4+N+4qSSwn7Jt/cTOJAjOMAAAOCSURBVMAMBwIBZzh5GDoI+EIgKmFX8g0uOzeztafWK7iSknCCIqy4XIRcGLGNnGhiM1t7ii85wzjcE4CA3ecAIwCBXBAIZbOH6Nzge77hJwVtBBesfEP5xt0TZusXLFO5HK1zzFt56xIi9oFmtnaWznbRVvYJQMDZzyEiAAFvCLwlG5rLid0cfM/XxsDi5OubhG1wQB/ZIwABZy9nGDEIeE1gG582aSx7bKONQdaTLyRsIwPoIw0BCDgNPewLAiDgjICMfCFhZ+lBxxIEIGAJSNgEBEDALwIq8k0kYU1FWH5Rw2h8IwAB+5YRjAcEQKAugSTyVZUwUgACNghAwDYoow8QAAEtBNLIFxLWkgI0opEABKwRJpoCARAwR0CHfCFhc/lBy+oEIGB1ZtgDBEDAMgGd8oWELScP3dUkAAFjcoAACHhNwIR8RRLePWvwxO3dj1/AiQ99RclrQBhcZglAwJlNHQYOAvknYFK+9SQc/LaFT53Dht7oBQnnf6a5iRACdsMdvYIACAgI2JAvJIxp6JIABOySPvoGARCIJWBTvpAwJqErAhCwK/LoFwRAwBv5QsKYjC4IQMAuqKNPEAAB7+T7DgnHvAkL94QxaXUTgIB1E0V7IAACiQi8wlu/w4mNDL7nm6gBCztBwhYgN1AXEHADJRuhgoDPBLbw1qWMaFwz65/r6zi38tZgbP9ZIDbnvWztSl/HiXFlgwAEnI08YZQg0BAEtvDW2xhR0UcJ75Pv9wvEOiHfhpiOxoOEgI0jRgcgAAIqBHyUMOSrkkFsK0sAApYlhe1AAASsEfBJwpCvtbQ3XEcQcMOlHAGDQDYI+CBhyDcbcyWro4SAs5o5jBsEGoCASwlDvg0wwRyHCAE7TgC6BwEQqE/AhYQhX8xKGwQgYBuU0QcIgEAqAjYlDPmmShV2ViAAASvAwqYgAALuCNiQMOTrLr+N2DME3IhZR8wgkFECJiUM+WZ0UmR42BBwhpOHoYNAIxIwIWHItxFnkvuYIWD3OcAIQAAEFAnolDDkqwgfm2sjAAFrQ4mGQAAEbBLQIWHI12bG0FeUAASMOQECIJBZAmkkbFu+L/MjJxeITR3P1i3LLHAMXCsBCFgrTjQGAiBgm0ASCbuQbxOx1UTsIE68ExK2PUv87A8C9jMvGBUIgIACARUJu5FvoYcRv79C9CQj1gMJKyQ3x5v+f2xao/rAhrArAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="4"><sprite name="Sprite(3)" idx="3" x="44" y="-125" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,44,125,1" pen="tip" id="12"><inherit exemplar="Sprite"><list struct="atomic" id="13">costumes,sounds</list></inherit><blocks></blocks><variables></variables><dispatches></dispatches><scripts><script x="68" y="17"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="doRepeat"><l>25</l><script><block s="down"></block><block s="forward"><l>60</l></block><block s="up"></block><block s="forward"><l>-60</l></block><block s="changeYPosition"><l>-5</l></block></script><comment w="90" collapsed="false">repeat example</comment></block></script></scripts></sprite><sprite name="Sprite(4)" idx="4" x="207.72528124136898" y="151.02222521132796" heading="180" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="34"><inherit exemplar="Sprite(3)"><list struct="atomic" id="35">costumes,sounds</list></inherit><blocks></blocks><variables></variables><dispatches></dispatches><scripts><script x="68" y="17"><block s="receiveKey"><l><option>4</option></l><list></list></block><block s="doForever"><script><block s="doFaceTowards"><l><option>mouse-pointer</option></l></block><block s="forward"><l>10</l></block><block s="bounceOffEdge"></block></script></block></script></scripts></sprite><sprite name="Sprite" idx="1" x="73.7514421272208" y="52.24855787277983" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" pen="tip" id="52"><costumes><list struct="atomic" id="53"></list></costumes><sounds><list struct="atomic" id="54"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="363.583984375" y="103.00000000000003" w="90" collapsed="false">simple redundancy example</comment><script x="183" y="111.00000000000003"><block s="receiveKey"><l><option>1</option></l><list></list></block><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block></script><script x="522" y="91.99999999999994"><block s="receiveGo"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="141.42135623730974" y="-141.4213562373095" heading="135" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="239,255,49,1" pen="tip" id="75"><inherit exemplar="Sprite"><list struct="atomic" id="76">costumes,sounds</list></inherit><blocks></blocks><variables></variables><dispatches></dispatches><scripts><script x="175" y="10"><block s="receiveKey"><l><option>2</option></l><list></list></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>4</l><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="forward"><l>50</l></block></script></block></script><script x="154" y="275"><block s="down"><comment w="90" collapsed="false">larger redundancy example</comment></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block><block s="down"></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="forward"><l>30</l></block><block s="turn"><l>90</l></block><block s="up"></block><block s="forward"><l>50</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Crespo 2.1 Loops Example" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>