<snapdata remixID="14198779"><project name="U1L3-Sphere" app="Snap! 10.4.5, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-Sphere"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tunnel, size: %&apos;steps&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l><comment w="145" collapsed="true">brightest possible</comment></block><block s="setPenColorDimension"><l><option>hue</option></l><l>0</l><comment w="115.83333333333333" collapsed="true">happens to be red</comment></block><block s="setSize"><l>300</l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><block var="steps"/><comment w="254.16666666666666" collapsed="true">does what your first experiments would predict</comment></block><block s="up"></block><block s="forward"><l>10</l><comment w="216.66666666666666" collapsed="true">move to a new location without drawing</comment></block><block s="changePenColorDimension"><l><option>brightness</option></l><l>-17</l><comment w="231.66666666666666" collapsed="false">change things: here, to make a tunnel, we get darker and smaller. For other purposes, we could change color and get larger, or....</comment></block><block s="changeSize"><l>-40</l></block></script></block></script></block-definition><block-definition s="sphere, steps: %&apos;steps&apos; color: %&apos;color&apos; size: %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>10</l><comment w="266" collapsed="true">This dark shade makes any color look almost black</comment></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><block var="size"/></block><block s="doRepeat"><block var="steps"/><script><block s="down"></block><block s="forward"><l>.5</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><l>65</l><block var="steps"/></block><comment w="151.33333333333334" collapsed="true">Try 20 or 200 instead of 65.</comment></block><block s="changePenColorDimension"><l><option>brightness</option></l><block s="reportQuotient"><l>100</l><block var="steps"/><comment w="176.66666666666666" collapsed="true">Lighter shade shows more color.</comment></block></block><block s="changeSize"><block s="reportQuotient"><l>-240</l><block var="steps"/></block></block></script></block></script><scripts><comment x="162" y="125.46666666666664" w="265.3333333333333" collapsed="false">Experiment: start with a /light/ shade and get /darker/.</comment></scripts></block-definition><block-definition s="sphere2, steps: %&apos;steps&apos; color: %&apos;color&apos; size: %&apos;size&apos; (2)" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>10</l><comment w="266" collapsed="true">This dark shade makes any color look almost black</comment></block><block s="setPenColorDimension"><l><option>hue</option></l><block var="color"/></block><block s="setSize"><block var="size"/></block><block s="doRepeat"><block var="steps"/><script><block s="down"></block><block s="forward"><l>.5</l></block><block s="up"></block><block s="forward"><block s="reportQuotient"><l>50</l><block var="steps"/></block><comment w="151.33333333333334" collapsed="true">Try 20 or 200 instead of 65.</comment></block><block s="changePenColorDimension"><l><option>brightness</option></l><block s="reportQuotient"><l>100</l><block var="steps"/><comment w="176.66666666666666" collapsed="true">Lighter shade shows more color.</comment></block></block><block s="changeSize"><block s="reportQuotient"><l>-240</l><block var="steps"/></block></block></script></block></script><scripts><comment x="162" y="125.46666666666664" w="265.3333333333333" collapsed="false">Experiment: start with a /light/ shade and get /darker/.</comment></scripts></block-definition></blocks><primitives></primitives><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="false" sublistIDs="false" 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wPYarKuFc5BMi8uTSTpcSMOUR2KF1AH/O/bhcISZ+6QhO8xwqZ8YeAm6ZGHsCp5QmJQF/civylNKy47lAIPahmAMqBM5FHhIRPDeK0pgRVr8QTfi/ogZkHkL1yEaMJXKk4yOA5TXk20rlnHrYD4s61nOtERb3jWxF7hwrN/4eCCQEgoBjLqgQOL+8T6H4dr4hP+ChSiFFNuOHVa2yPZxuarK9HW95IKC8cchcJSFR+ejS+DVr/YC5j2J7eWlWpECgCIEg4CKY4qGEwPml50pxtEXEAU0ACp6FtD++d1FqjXy6ZjBuN2qN9K3lc+Y/1bWFnP1zSwJBNTRW4DyLukeRvrK99CyLFAgUIRAEXARTPNQhYASD4nkzFGXoEKLp3Pj+/RV3U6BP2EhEF83HwhTtWlodkBrEy1HDFAlVzT37ipTnuTdU4so7rHfb048+OsWwRB17BIo30kAsEACB65GwOBorTv0bZkpe5AIHxAg264/tjbNK3vN4Zu7BOzz6eKwyWgbVyPWJI4Zn7D+qUNtwFaYmWW7uuh4JK/ZUDcgrfzYmy8ongLb7WgLWuHyktmAsk673wycUdXRr69guDkjBEPHarhjUzoXS5xm7P1Wqf0vLHnqOsUPtnM5KaEPp3b6pTItrXBBw7cit6/0g4HWNd3Vvzy+NVYs1tRbfWyQX3ksJEn5gYkmYujkfhohRT0fSI4CaGeJtbd3cbxnz52k9QwVCnuLmpkkGn+Svbcvie2iaEc8uGIEg4AUPbouunV8e3xXbLFlUukgtfT8n1NFIwmzoUyeImE09JOIy5CEuyG5q4qV1zDck3/4XIme52pjXBpX5l7fxvVY2SeKpGwgEAcdEUCFwLvJH+8iORe8hPaJS1iYMsfqTk8NnJGGkmWMkNnVImHzq9/x644dlHsRL1lgae7YDrQmSb27eaA2waBcqa6Wx2Je2l7dhRgoEihAIAi6CKR5KCJyLXLu0xSpLpUHv+6XhtzkkZhOKawo/4UM9hIT5uFi7zwmGSpDUlGf0uXFhvgyFoOIs1zJfDJeEbLciV8tWRjwVCIQEHHNAicC5yEdE5JmlryE1WkIDoUokcMJQ+qzysvTS9mqfQ10OEfOxUHwwrq1kZs8j4UJqEK9WrduiK/iN332gYIJ9WI4u8AFWSvMf3Yo8q0Ufo8xlIhAS8DLHtVmvzkT+y0bkxZoKtOEoKTt3Dtyvkw3yM5qGNH6WKF4QMb9LI2OIiChSEK8mmlRjyOUJBR94lvNfQxhK/PM+cCHyktZ9jvKXg0AQ8HLGcpKenIv8WxF5laYy/HqLQ2d1CkayGSMyzuk+qZdUNM03PYtqGiImW/puqtT5JaRbyJaMqnlOiXnBjSBj9gV8OBABS5vou9ZvWETesxX5Pm1d8fx6EQgCXu/Ym3p+VeSf7kT+iuZlbRD8VDZGNSU31yCVQcJaNxNNH2qexWALQk55roQM6UC0Kbe6n7kGS95lTkC+Jab4zAmL0Z7lUpCNyD+7JvJXa/sX768HgSDg9Yy1S0/PRd56PZrgGzWFWS89QHokklZp+rQ+dGBp0a7Psegg4ZRxcyJPtRhRr+IiRIZ0U1aFOHNFpLww3NOeWP64YEhlUZkbL4l421bkTYrmxaMrR2CqNb9ymJfT/asiP7UTeZumR1ZLaOrg/Fjj8oPaECI+BTLpY4hatZ/pe8os1m7uvk9/uxnpNWXUsP2sGb85PEu/IV6OM0oT/X+w9OHecwYLaMbmjddEfs5YZby2QgSCgFc46DVdviryl3ci79KUwSSDSC2pVA3dLRv1ISRssXy1tDHeaYsAFvGQrzYimVX9TG8gbu1H3EbkdddE/nlbNKL0JSEQBLyk0ZygL1dFvn0n8p+1VVkNsZCeNVJPt11bEbEEYND2LZ5vhwABWYqdznvNQBtiMR4zGmAhAb/0mshvt0MjSl4aAkHASxvRxv25U+SuRxk0e/j0lhhU5ZrPuZ/VcAkpGJ/huRpoNR6uky2euYJvL9KvJUGiyqsEv14Nc4UzYG36qsiVh2xG19qq4vmFIBAEvJCBnLIb2nCUtA2LVWuMvrGgHCV9ZzNGLR1p/gigbu7HAte22hp8g3qItYplvTJFGEolYPH4dIaXgfWCELAE48CQCL9eS+Jd6xlytz4MnCBhq2GOpe3xTjkCjDHkq4w+la2AMba6UeE3rH03gnCUj3M8eROBkIBjNqgROBf5xyLyI9oXrefA1NO9I1hbb/d52oA0fH8YadXA6PouGo579lKvIfjFbW2x3P2bCrGe/14PRf3OrciPugIThS0egSDgxQ+xfwfPRd58/VKgn9WW/JiKM72S0JQl7aGcZNTFzUpccTiHeMYlbV/aM4wFVwdygxEJ8vUYC0voyYQtNgNcQ2hIP70VeYvhvXhlxQgEAa948K1dPxO5byPyHu37Nf7A1HXohiRNW7jJCPcmEsEoIGHIWOt2oqkznr2JAJsOpAv5EoCERLQqjxuVrDcfpdZZ/H95dyfyqguR98Y4BwIaBIKANWjFszcQsFpC798dje88BHONS1K/zL5VNtGSIGGuOgwibjPR2Wy4MhDyJcpZSlar41wrra5HlMXZMxd8WFJYQFtQi3eCgGMOmBC4KvLATuSp2peRPJFArclLCqZ+rLL78YQhYuJKkz3UodZ+Luk9VM3EbiZ3iZc+IrFideyRaqVfJHBL3OiNyB9eu6lJ9+hKlLESBIKAVzLQ3t08F/llEXmdtlw2YEjUmjylYNpArGnK7CesYD+1zxFRyzZaGFc9aZ9z4UQJkoHK1yvVSL+04WFj3GgReddW5Ie9+hHlrAeBIOD1jLVrT89EfnIj8nZLoXcWXDN4qFwkV21YwqHyIAZIOJ1F5p7DLYV7h8N9qWy0cSfint5DbmecvUO+WnefoRYQfrRGkq5RP+9E3nAh8vNl6MRTgcBNBIKAYzaYELgi8qI7RD5gebkmKhb1QZaQuFfCPxip/BAJUxcqymv7HFLxregj7V7d57EjBsgXadPD3ze1grNbyrWmmnPoR0Re/KDIB611x3vrRSAIeL1jX91zS0QsKu26AlkbAYlbwxTm6oR8kazHSDi9C4EQZ5psiJpk7fas3uP8nFjN5NJjBUgSSbWGLPsg8DFkCR3ZLafCBSoiYM1qVp5WY4KAT2u8ZtXac5F3i8gPWho1dPaqKQsVJ9KrVyqVhPv1oUpFTY0UtnTJmI8etA9gr7mrGcxaSL5I0WBfkyrPon9tK/JDNfXHu+tFIAh4vWNf3fNzkZ+4Lvy8w1JQ1xfX8j7vcA5sjS89VCdnwpSZM8wqaScEjDRFhphP3ZIabQVES/ASslXrAMkh+Xqd+aaxoEzOf2tSpQ/y67civ1BTf7y7XgQ2ZyK/eMflR+3jdpd7TzqiY3/DaBWtXCJqPjjZU9C6cST2J9cNEP54I/LwRuQLO5HPbUS4BY4LaD79FZFPnMLtIC8UefSFyFN3l54ST9iIXN2JXAlcRnHB3uaZ1uWDFJWzjtWU52mQ1a0356KkaVd69kt74oEo+LdHsAlLO0rf4cOIsJ/0n8y/a5Onq1G3LbWGV5TFB0GlBP3s6xbQHzmEUewveXQCF5HNefu4A1/aidx//bLqD4vI7+9Efu9rIr97LGK+KnKviNy7E3nuTuQ5EMjmOD58q8elJjRlWtIQOF+PtUSe2yJqjcVyZeJnzHklmZCHSMwYAE0tKSPZcuUfEi3jQF/JfT/dWvKtMW46VDfEicq/VqKuCD1J8z68vdxDvp5if8mPWuCSx2UKAs7WjPP6TuSD10O4/fZO5D+1sCIkYtM3iLyMi7JF5CUi8m2Z2Au1e4zr+2vChTNXD2vmFqroNKgeqvKSCQIxIx0j1SExklHb8v8hZ85PyaigyETrShG7UE+RwZOMyooMyUKoqNMxmCKDFX3yJtpcHytVuwdh81A9UwEkXmGN/Ys7kf8l9pdbhyr23fzUzeFyNALONBEN3ftE5N+LyG+OqXVyXUSl8aDI94rIK3Yi342kW7L5zfyZReNSGxkrjR3lING1SBAZ5fMbaRwBPhgg31ZSPVK1JWJVv+XWyFfjCJzUE4veXypGYhJc5kTAfaxQWf/GIyL/+kGR9w8B+XiRK48S+YGNyKtF5PtWsE8uChcktdrL19PcoJyWJNlCJV2xQczy1VYq59RZSJ3bjjwS5Xi6Q3m0aQZlLGp/ccSzCS5zJuAudgQievdO5FcuRH7rbpHH7kT+0k7ktSLySkeQT62oReCCoY9HZCuvKwsPTQJUtxBxqb/wqU0oa3shMs61UZm3TDVXDXbbhaofESfSQQQWsb80GGM3XE6FgLsYss7ZAyPdisDJ4uIpBbc8D+7C7WFAtpQJXGnIVAyD17kvFYb0Wwx7evBk9xd1T3UvVOFyigSsgyeePgkEvM6C6SzkSG6dkLixIu7fqNS63rmUj6EY5NvqrLfbTyzGyR4pzn49UIwyPBAIAvZAMcqoRsDLIjo1BLX2WEzi6kbvC0AtDRFbg3d4tWOqcrDOhnhbq5tTfyBMT3VxpeXzVDBHPStAIAh4BYN8Kl1MPqle7SWC0xTuNqm9SMJYYi+ViCFejKymjH0NyXteWZh8r73mWJQTCNQgEARcg168645A7VWF3QbhG+sRc1rbSUgf6XspqukU9m4qiTfhnWI0J39n7Tj0n6+5crC27ng/EMghEAQc82JWCGBE5RH+MHUqXbDQ0j1pCECMy+gP2fPSiCkGDLLCUph8DFcdzpW9ryxEjV0bN3oK7KOO9SCweYHIrn8jQ4qyk34J95ZyisTT/T0VuOgnm2KKGET4Qv7NL5m/p1/6FLiM49LCoMUrDnOXhJGEj+k6hFScgqu3CJvpsQZZ40i5kNTU0m63/RA+aueKCFW3wdEqHnVf4xL7y+0zMfbd/Oq8EcHuhZWxoCHpFCaPr9aUvdRGHhtLKoPFgXXsFKrBteCCa4j3maCnW9IcJOH+HIaMUz7mRwHtYu1Ctil7rjdLWS0kX9oxhdtR7C/5EQ9chnGpJuChRcZC4gwn5dqg6ZbFPPQOBAwRH2PzWxouD3ZiEnuOEcZM3s7eaDtqrhr07F/3wwD1OIZb/JJb3RHKR2H6QGZd8m9PKbMWn3RloXebcNTEeGyqFPtLHunAJaMdqJWASyc1iz19ZbPQ5pDmEEzhlHFhPDmna5Ue28CKGXJrUa4nBt0LFbrHJd2jkqHjkdxxUfciB892epaV5pK35qz1HD2EQewveXQCl5u4NJOAD01MvnBZGKguj3nWRBuROJC05uA6cmq4tJYs0FBwCXwLiXBKP2FPolpiWd5+vgkjyPwLRzIiS22I/SU/YwOXS1yOQsDdIYF0IGIMP6aIqDO0gXn7oNZulKeAC5tb6zFreR3gVBGzaufCkt/3jHDVx6nldYjaMYn9JY/Y2nE5OgF3hwXVNETMF/ExElIwIRGPcTZ8qL9zxAVV5+cmGiTPMJX9Jk8VO3oiqE6qGs/Yzv2Ot7DOrwU39pc8gmvGZVYEnIaHzZ0FRPY2yChZRC03/JL6h56ZEy5TuHV0cUAV3cqXl3JRSbcqv2bMl/guWhN8cltpTygX7cxcU+wv+ZFZIy6bp4vs6PhcEySMBePUwQBaqj49sD42Lq3Pf/sYtTwPTnWxDrC+jtQOAdYyquFWaQ7nviV9i/0lj9LacLkRCWuuKoDuEKGaJgD8lEQcuAyrjJJLS8lm4/UMbgy4EbVMqKQh4rkGy2jZ95Zlo72BeFtHomrhl94Kl9hfhveXOR4FtuCjr4eiZMOh01MEqaiZ0Eh+EPFUqunApWa0Li2YcaXx+nCawmgjjTlkHKkeAUgX8m0dC8DzogU0Luwx3m5RfTRjf8nPr7XgclssaFxyTkEN57nYSraYwKUEpdufSXfmIpl4panOiiBgxv3U4jh74VxbDgTGUUVrqZd2ehtdoWmZ6q5j2h/7S362LR2X7GUMGKSQkVqmkjQti522QcRTLHDaF7joRympjb1Vg97xog/1jE0AyTtSOQKQF+Q7RfI2CGw1Z8ewiP0lj9CScRm8DYloQU/Zq2DzTFrlAAAgAElEQVSwKoSMUxjFVtaLYxN06O8sQIjYS815qB2Bi26UUkhJxoZ4vJ5pyqsGUzzbUEsfHkE+hqdai7QkXVnoOa8ev3dFnNrQkD7E/pIfyaXicvA6QlR9Txu4FYgIVkx+fudCyFMtmMClfLvrhp1DKmJz9kqcE7Ewp3QfwnAGaXjuthJeGJeWw0cw4ztlmNl0cYPn2XLL+VqKZewveaSWiMvofcBsNk8fOQdLUZvmEFqSDwKIuLU0HLiUbSeoj7pSo3f0rHTBwpQkTM+DiC/H/xjES72QL8cankdkzCH8zVNCmsdf+Rgp9pc86kvDZZSAgQE1IpJwySbH12i6yHvKr+HucGG5CAm3jqgVuIxvTf2LD1qoDI9FwvSeNcE8wH9xTSn5oR9D+9WCfBm7/pHGMS9yiH13eDUtad8tImCgYINBEi4h4QQdCyWFlvRUE5VudN6Wkbl6A5fDo5GLYNXCgv2YJAwCqMOZC0j7mjVSOpfn8Nyx13MryZdyc+5tc4ioFftLfuYvBZdiAk5fZM8wumUc64s5hb1rqZLmiyxwyS+UZNDS/+sXG5wXQoJzuO8X9TRETD71gB5z0GiluZPuC/b+mGe8kH77qYXhoOVDKvaXPGpLwEVFwOlL8Z6KK+KOcWaESpqzHOpulfiCDlxuR/euARJqublN6aI0Np++aW+whdHWqfgTz8mmI+Hr7WrUHbehj8QpLxwZm0exv+QROnVc1AQMDFijoY6uSccg4haqzy4GgcvtM+LKgY+1lkcEUwXr0KwBVNMQMhIXvy3uOda0Jz3LB+ocvRpS+441T8DlQQWgjGtLu5fYX/KDccq4mAgYGJJflmJ+Zh+d2m+w5WIOXHQEzNMt72ydImxlzfyHkNm0+cXPmN/WpJxieM/Zr7+LacuP5rHA/1oCpjzGsOVlE7Hv5lfcqeJiJmBgQL14d80O1Hn3lCPn9CEIXG4iclYwP1qcB6dqUf3iCtWa2Aq6WfQIamrImMy/OUNOv/ybfqTcLRCySBnVKRlVcvqFcOce2a7fn5bHRkPnvv1BuigatcuHUgStlury2HeHB+QU990qAgaKJ4jInYpJeujRKWPHtjLoSP0LXC6RKCFgiAES9jauSWMBmcV9v06LdIJiWhtO8iGD0RXzYixpCLhL6rG/5JENXG7FpZqAKQ4fYTY4rzTV7Smt/AkTDoFLGQGDV2upgTrmeC7stWaWUk7rIyJw0hjpaQi4H8gj9pf8rAxcbuLiQsCoyJ7lHJ5vqvtDW06GwKWcgJmSXNbeOoA/53RcrnAqKumlEOtYP6YKnqO9XUdDwKz3vjYw9pfpSfiU9l0XAgZifLIgYe/EptzSqIH2tlwka8flkBV0bq5MEf4P1SMbMZbIkY6PwFThY/thUcd6rjXCQrXNOWQ/xf4yPQmfyr7rRsBAjD/dE8dmteHv6UyoZdi7FoHdU1fXjMuQH/DQNIAUkYIfNswT7Svppibte/G8HwJTXaCClSwfXZB9adL6AaNV4YMzl2J/CVxyCLgSMBU8qRfQvHSylzxH8PWWd/+2iFOc+rVWXFDJaQJQ8Cyk/fEJNB+MTbpmMG43KlmBfs9MeYVo8hP9nPLyBoxCH1J0+RABU0zsL3kw14yLOwEzCZ/duwFHMYdHH8Uv0PNKu36FrYyB1orLUJShQwOdLKfv319xNzopHB4gbCRX0Wk+FhyqXV0RkBrrt+WHdBfUFCmJ/6c5z+V5S7S2Mav/2F/yU36tuLgTMPAy6Z/ZcGvBUrLlNWGtLDHXiEv/hpmSacEFDrh0sFl/bG+cVfKexzNzD97h0cdjldEyqEauT91YwUhZXIWpSRbJbIyAqT/2l/worBGXzT0iO4JgeCcm4rl3oZ3y0lVhGEq0SK02i1PHRStFaFw+0jhiLJOu9+PsDHV066slu3MIKRgiXtsVgy3WUSIc9hjPu3vH2tq/Lcfy0W6RykoImLbH/pIfwbXhsnmhyI6z1RYXFSAFs5G1Ssmpu9XCDlxuHzktAVt8b5FceC8lSPiBiSVh6uZ8mPmLejqSHgHUzBBvy5vIcq3K3ReLJwUeFZpkkchKCZh2xP6SH4014XKDgJEiUc94L5RWpuDdYUvWhS1IOHC5fYEQnF6jdbCodAlowNlxNzG+SMIttDVjmzJEzFwOiXgMqcu/p6tHvfeTktqZb1wU0z/L//ze3bCkjPSMVhobM8Lq1x37S3401oTLDQIGhlaXT+OW1N9MNYug5NkUyrAFCQcut44AlqSakJFIj5YoaUgS/WAZTFQk4dZ+4UNzjk0dEiaf+j2/JetK8wxzAuIlt1iHJW1Ba0L0udy80WpuqA87E42x2JAf8KG2x/6SR2ctuHydgNOXa4vN7cUTLMqWkrBFFVWyYZwiLrhlaDbY0qD3fbzw2xxyDfrERH7Ch8YQEubjgv6tOXEMBElNeUafw/vQbTgcr1n8yrWXhOQiYZXMjdhf8iitAZdbCBgYWlwPh3P6vfuyWwbTSFaLGhVpyQIJXG6ihCpPo1q0bkqoEgmcMJQ+KyJI48dOqMshYj4W1uLCxAcYpAbxtlzPpWM7dgsOwT4sRxfaj02OKqzavth386O9dFxuI+BW+vcX7K2iWwDaHTqso/ly9U6ByyWi2ApoN11tOErqyZ0D98eUDfIz3gNdUR5RvCBifpdGxpAuawvi1USTqoCz6NWSW8cs57/aMJRpzuJCZ0mxv+RRWzoutxEwMCQXH8tEGnoHiebl+z+2DrpvcTko6WvgcqnK027AbEoQqjYh2YwRGed0n1SqxbXtsDyPahoiJlv6bqnT+x0+tBhrMtqlOSXmxZML7Av4cLBoSixnkIw1qnBriv0lj9yScckSMDC0iNFKhCyMJEgWHzvNxG4VMWvtuGgNUxgzbRD8NM4Y1WB9PJaYS5Cw1s1krFyvv2OcAyGnPFdChnQg2pQ1xnZeWJWUw5yAfEvCh1ovc7FcCmI1OOz2ee37y9D4LxWXQQIGCO1539jiYeN5Reci7NaXM7eKHb1mXCwLwXrpARIFkbRK06f3c7b0+WM9h5UuayFlzg7JU12RiFqPc3wypJtyC9sJb4y1F5twHKXV2FgFEOs872O05v3l0HxZIi4HCbiFlIqPXvfaQjYB1Joay1rNorac/4yVv2ZcLMcHVktoxoHzY43LD2fUEPEpkEl/nqFW7Wf6njIE3c3d9+lvNyO9psza6uexOT63v9NvXBo1Z6z0H791S9JaQFOH9q7hoXateX85NFZLxOUgAQOGReV4CEQW0vf07mKFhJFWNda1pYuKr3tI2DutFRfLItAGKOiOVakauvsO6kNI2GL56j1Porx6BLAfgXy1Ecms6mdarA04wzuWsKtD6Kx1fxmbLUvDZZSAtVdyjQHI358qIs/pPdhSEq5ZiEP9WSsuFuMUMLQaYiE9a6Se7nhtDTfglMzfeGY6BGpip6MNsRiPTT3Hc2iudX8Zm1lLw2WUgAFEG5JtDMScFMw7KaJVC+OPFufBa8RFe0l5mgs16jnO/ayGS0jB+AzP1UBrbK2s9e+cp95dEUu+RvNlOWZhnLDa1xyXjI3tGveXMUyWxkdFBEyntU7pY0A+Y+DKQssVYGN18XeIgz54k/sacdGGowR/LFZR0VnSWFCOkjI5hkAtHWn+CHiEr7UG3wAdy2UAnN1jrxD7y63zK/bd/HpLuBQTsHdYMCSaVw58MVrOGUu2Fc4GWVyeaY24WIJxWOLkpnHiXTa32sQmCQlbDXNq64/3DyPAGEO+HgaZjLGVDC0fmEjsT4r9JTvAse/m5z24FBMwRXibgX+LiDxlYE1a1UBjm1wLVfTacLEaQljPgRnT7h3BY2N86O+0gfG6P4y0amB0fRcNxz37MI583NWmmkA81vNf3OXwTY79JT96gUseFxUBW5zTDy2mbnSs3HMtwlZaI+Mc6sfacLF+HD2m4kyvJDRlycZNOcmoi5uVuOJQG1qzpJ54ZhwBxgK3xBScx6JZydVS43qIzQBnr9rEeTVnwLG/5JELXBwIuIUU/KL9xB2a8F6Lsls+i4wzIs/kLQXPGRdraLgaf2DG6tANSZqx5CYj3JtIGP5BwpDxKfoOa/o9l2cxwoR0IV8CkJC8PratNx8lbCz+v7yLTUu6PCT2l/xMC1xux0UlAfO695kn5z7fdmBnsKqExjYbjKc8/Y7XhIvVEpoxubMgvvPQ2NW4JPXL7Ftl81EBCXPVYRDx2Oqx/R3i5cgJ8iXKWUpWjUquFVbXI8qqcXF5Xs9SP/aX/BwJXG7FRU3AvO5t+fvd+0vOh5a15wJNdbQwDFgTLta+InkigVqTlxRM/bnACRAxcaXJoZq2jtKt76Fq5nyU3CVenvI0uKyVfq0f0fTpW3tQxf6SnzuBiwMBW89JhpbzM/cqnEPL3XILz9j2UfO1nCt7TbhYDbFqb4zxlIIZQ4xnKLOfkPI/tc8RUWtsJeX/jo0HlsHknH+st8th7Xq27jF8yBFcqJ9q29Mvb037i2bGnTIuJgm4RgWZA3bMGIt3UBd7h5Ss/WLObdqWq8+GJtuccanRStSooZPkqg1LOIQxxAAJp7PI3HOMKfcOh/tS2bbIsRL39GKUNJS8g+7USlY16uehO4ljf8mPfuByExcTAfO6l9FEasqfLbhL0/tLh7q9v1LXgkvN2XxNVCzGDLKExL0S/sGotg+RMHWhory2zyEV34o+H4tX93nsiKFF2Nnas8WaD0oulxm6NjP2l/wqDVwucTETsLf6COMM/ILHkrdVtPfX2JpwsQQsYHy7rkBj4z30d0icTd8rQb6oEsdIONWHuvJin5lDa0xENyNWM7n0IvoWF694WNda9xU+3p5/YPBjf8mDE7hUEnCSHr0MVVjM3JI0ljyNNlJdNX6DufZaF3OurDnjYgnZl/o4dPY6Nv7dv6PiZAP0SqWScL8+XFf4GEEKW7pkzEcP2gew19zVDGYtJF8P/9Kaj2YCxCQ/5qF5GPtLHpnApUICBtIatU1uSF5auKitxhJDC6Qmck6uzLXgUtPPri+ulUA5B7bGlx6qkzNhyswZZpW0EwLmA4wMMXt9oJbU3eIZtBUQLcFLyFatAyTHB5s1PORQ3zwiLNUcGw2d/3bbG/tLfvQCl0oCrjFcyA1J7prC3HM1X6xDC7kmdmy/zLXgUmsY53F7DGTpZZDVHUevu12xFockyPybTWfOiQ8jpDr6T+bftamF1oo21RpeUUatQSnHZmipxlLsL3mE1o6L+Qw4wekpjZZY/aZ6a9SfualQc3tKrry14FITAawmNGXCHIkVlajnNXCp7Fpjsdy8wM+YuUZO182hSZhaUkayxXCINcc40Fdy3093jFjG/l6jJTlUttctOzWGnRBvid0K/Yj9JT+aa8elmoCtzutDi+vlhWoubym45v7QXF/WggsLyHrXLmeuHtbMLVTRaUw9VOVjJMXfIWbmDFIdEiOZOc7/Z26ibSCjXSETrStF7CLCFBk8yRiSkSFZCBV1OmRBBiv65E20uT7WqHbHMPNQPVOHNaAM76LBIQZ0SYr9JY/S2nGpJmBvdSsRZYiYU5I8pUzq8zSNXwsutR9CtZGx0jyhnCFXkJK5dOgZiIzy+Y00jgCbKuTbSqrng4/ya1PtRzI3OKE9KE2xv+SRWjMu1QQMpNYA5rnhGIsN3X3H+2zJa2GnNq4FlxopAknt8aU72MhzlNOSJFuopJ26PptiWqmcUwc9Jaaa4xO0Cs9Voh77Sx6wNePiQsA15yj9IWEDvU8xsWsWUb8azpU8ox2tBZcaNTRjgKGPhyGV15WFh6YfqluIuNRfWDGVT/pR1OPMA1TmLZOX60rtFaIcnWABrUmxv+TRWjMuLgRcExUpNyQvU1hfepJckua9NpG14FKrhvaUglueB3fnqocBmWbznvOz3mtwqK9e576UX/vhTvx6i0sWWrHYX24f4bXi4kLAwGmNipRbbFgWEhmrJHmftXqrQ9aCC5qDmmv8vM6CmTOQo+ZsrmSe5Z5B4mYTLnFDsdYx5/c4AoJ8W531dvuOxTjZI9We/Y5FvzrUxthf8uisFRc3AvZ0CzoXkRcoVpqnMZZHZJ1u09eAS60vJXh5WUQn7FFrj8UkVkyxg4+iloaIrcE7vNoxVTloPCBeL0lurN3eARtqbBZSW+81HkPE/pIf7bXi4kbAnsYXbJzcEVyaas9z+vV4nTNR7hpwqZUoEv7JJ7V03MeeI4LTFO42qR1IwlhiL5WIIV7m85SxryF51JNeKfle15b3xArjwdhf8uivERc3AvY+73ylYvP0kMC6U8LTOXwNuHhqIGqvKuyOI76xHjGntZs1pM9H5FJU0xAuH1lTSbwJ72RbUHO00R07z+MqDPGeoZ0Y++djf8kDt0Zc3AgYSGvPAbvD8hLlF6YnCXjf1LFkXLw/fjCi8gh/mOZSumChpXvS0D6McRn9IXteGmHc91WvQVZolshYOE+d+HBlTdMOr0QoUPrjlZ5ndHuL/SU/AmvExZWAPf1en11wy0h3GD1VvXxxc9WcV1oyLl7q5y7WXnGYuySMJHxM1yGkYoiY3xZhMz3mKh9TSLmQ1NTSbrf9ED5rxpN8vWMG0N4n7S+o0GIf+0sesTXisvl2kZ2XFWOtP2h3WAjxduiezf4Q1l4M0C/P8zxiybh4GpmlMfB0S+qSMHfWHkMS7s8tSDjlY34U0C7WDWSbspZMvJ9vIfnSxlq3o1w/S64iHMIn9pc8MmvDZfOdIjtrLN8+hJ7GUExu/IE1ycO6MdVHqLvA5Xb0+7h4qte7tWHMxDmbZ0INXHPVoGdbuh8GfBRguMUvmbPrFgkJA4Ijc77Kr6eUWdvmdGWhd5s8P4C7fWSc/oxxvGJ/yc+WteGyeYXIjrMRj+RpcKSNiEX7PaUxT9eHpeKC1MQ5XauExOptxcym2aJcTwy6FyqkCxZQW6ecLl/o1pkuZ0CNnHK6uKF7kYNnOz3LSnPJy+Aqta31HH36Pk64FovYX/KIrQ2XzX0iO4JheyQWj2coR40lNO33PAfmazxwuX1WdHFpJVmkWlHPcgl8C4lwSj9hj7W15DI8N93+RwlruKURmeZGpG7bYn/Jz+i14bJ5jcjO0+DIUw385/Yqw9LNpzYkYn/xBi63I981lGBz87IfGBrjltcBThUxq3T+rvE5zwhXffxaXoeY6sKw7jmGgfM2OIp9Nz8Ic8dl8z+L7AiX6HXu4mnxSzQsomKVJm8JPHDJIw8uEC+/UyTPMJX99k4VO3oKnE6tDs/Yzv2+t7DOH8LX6o4U+8vw/rIWPrpBwJ6BsD197fiyfKpyV/H84glc8uCDC9IFG+hUCVV0KwtmykUl3ar8qTA6lXr4eGOfaKU98bS5KMGUPQrjPm2K/WV4f/Fyg5s7H90gYE/LM69QbwwNE1ur3vEMyBG45BcIuKCe97ISL9m4Wp4Hp/qRtLG+jtQOAe+g+/2WogVrfe7br9N6Dhz7y/D+4rW3zJ2PbhAwgdUxqPFInqofrS8w7fc0DApc8jMCXD6xd2XxmDOlZRDa0SJplJbPc6ikIeK5BsvQ9GVOz2KZDeF4RqLK9c/TE6IUP2KYcz2hNsX+Mry/rIWPbhCwpxWiZ8SZx4sIISk1ydMSOnDJIw8uHym8fhALZlxpvCxRvS9syPUQ8oWEIeNI9QhAupAvJNwyeUo7aFw4hyxxi2K+4A+sTbG/DO8vXq6xc+ejGwTseeOIpyWyJRiHJ+CBS36BsJl+vHC3SXfmep4XtzTK6nYLAiYYyKnFcS4cmuaPQWBIMq2lXjriqXmjPDQtmruOOSrTfrDF/pKfgmvC5QYBY7RACDCP5BkSEmnn5cpGeX4ABC558DF0+0zhuCS1sbdq0Dte9KHuQMLMxUjlCHiqV8dq9fzopi7LnH3y/uatsbZ2/x77Sx6tNeFyg4A9L0P2vPKLhfA9mhm9V3V6fUwELnnwIV9IuCSlkJKeH2ap3imvGkQlid+wVsopwWhJzyDtogr2OnIYw8bzgzvVxdEX462xJ7EYYsX+kh/dNeFyg4A5m/GKYOV5PZ0lHKVn/YFLfoF8TGG0B2kl6RGpiM3ZK3H2NvUFC8Rspj9LuevXayyQQhlfCHGqlC5u8Dxbts5XjkUIS6lJsb/k0VoTLjcI2DMqi2cwDDbY79fM6L3RhNfHROCSB///UFxXxzl+V2r0jp6VLliY2oc3iPhybhyDeKkX8uVYwytgA2Uyh/A3T0lzuQwxy7/VsFd5RduLfTcP/txxuUHANH2rnDyHHveaVFjQvtrQLq/6A5fbwWey/K+KMelffNBCZXgsEk6bNmp2QmauKWH0hMdBq2Aah7BsQb7U1z/S0F7kQOQ+bdzy2HfzI70WXGZNwAzNawy72tIJ+Ji4IPH8vmJMchGsPN1FUlOOScK0AW0NJIy0P7U0rhiOqkchPqRCyNdT7atpVCvyzbm3aSNqfYvhaGKORHPM/SXNhbXgEgQ8svrXMhFKN0EMUzgDLk3JoKX/vGfM8FQ2JDiH+35RT0PE5FMP6AHRQrrkKc93c/Mr3RfsTf6MF9JvP2kNB59huMM69pfTkYBbfJjMmoBDBZ2fnMfEhTPcT5Wyr4hgHZojIe3mpqjyBgnPxUiKs0HaQj4Vf2LOVdF0kL1i8mrGL/est6tRt46hj0StQeeTemfIJX2eIwEfc3+ZswTcApcwwjqwSsII63ZwUO9rNo0rB87FvIMndFs7VbCOkk02PYNqGkJG4uJXe16oqUvzLPMcokXC5PcY57qH2nuseaI14OHmtjMF8LG/5MFaEy7hhnRgwazJHL503/i0MmjLIQKmzpZ3tk4RtrIUt9xzEDJkzC9+p/y2JmU2NwgWDQS/kO7cCLeLVQt7gVT+2F3TWgJGkn6iYkLE/pIHa024RCCOAwtmTQ7hpfvGA/ur5EqfL5EIWpwHp/ah+sUVqjWxleIx9hxqasiYzL9R36df/k0/Uu6WBVmkzAZGZv6mXwiX7Om2M9aXmr/TF+IBo3pukYbOfft1aQw6mWdPUzQ29pc8WGvCJUJRHlgwawqJVrpv3K8MplFCwBADJOxtXJP6BJnFfb+lI3z859J9wa2iafEhg9EV82IsaQiYIB73jBXY+XvsL3mw1oRLXMZwYMGsKSh46b7xB8rg+iUETN0tjWxS3+Z4LlyK+1qea3nemzDUGOlpCBird8395bG/5Gf1mnCJ6wgP7GxxXdjt4PzvSneUUgKmJs+rJIeGlXM/Llc4FZX0WogXlTMubqy5lomxJ3BKadIQMGrt55YWvO/rWq7dU8ByYw6sBZcbBOx5c4nnF+zdIvJ8zcgpA6iPFR243I7Qh5SB9seMsPo1aML/jY3f0N9RPbIRY4kc6fgIIPFAvq1UzqmH/bCoYz3XGmExr+4dK7Tz99hf8mCtCZcbBIwlKtKHR/K0WnyqUqVD+x929F0MXG6fEf+b8qx2yA94aK5BimzGjGPrlG5qal1PlD+MgObGoRocCYnKR5fGr1nrB8zZ8p9RNDL2lzxYa8LlBgFjAKOZmIfmGKoDrwu4OU+BhDWJa/K8LD0Dl9uRJw70jeDhhelOZQAKLH4h7Y/vXZQKqzE/lq4ZnEvgDnNHTuxFzvynurYw3VT0OeXeoL1alWMN4kGXpthf8kitCZcbBKydmIcmmKdLCZMZ5/bSpFUZjZUbuNyO0O+Mgdb7+1CUoUPFpHNjLK5RR02RMKDBivVUolVNgUmLOiA1iNfrI32sjfiCJ8tkzXku5Vqitb1wrEGdv8f+kgdrTbhsXiOy007MQ3PMUwL9c/vYvqVz2vOmHc9oLLR/KbhoCbh/w0zJWHKBAwYtbNbEnfY6Himpe+7BO0r6MNdnPI+nSvrIEQPxmfmoYm8gjKomWfaTUgKO/SU/EmvDZXOfyE47MYcmsbcE+kqloYynFa1lwa4BFy0Ba1w+En4Yy6Tr/fAJRB3d2jq2O3Zs2BDx2q4Y1JCT5lnGDk2G19FQSd2M3dM7N1NZLGstrnGlBBz7S34U14bL5hUiOy+Tb+31XYcWEmH57itZaZ1nuKDbK3KOZcEONXdJuGgJ2OJ7i+TCeymBHxG4ppSEqZvzYYgY9XQkPQKomSHe1tbN/ZYxf4hI1b0W0mLYo/Xo0JwBx/6Sn09rw2XznSI7r43N04UEKehlyjXvqea1LNih5i4JF60RlkWly8bJ2XE3IT0hCU91JtytGyJmUw+JuGxBsomyp0xNvLSO+Ybk2z/L/7wh5rVWZa6xgo79JT+X1obL5ttFdl7B2D1dCrQ+wBaDiUPbiWXBDpW3JFy0bkhIj3xMaROGWP1gGRxxIAmzSI+R2NQhYfKp3/PrjR8uOxAveUpVc7cfaE2QfHPzxmLnovXoYH6Uxi2I/SU/A9eGy+aFOq+Sg+vW0wL62crA5p7nv96GAEvChUAcmg22NOh9f2LhtznkGvSJifyED012SJiPC/q35sSZHRqeKc/oc3gzX54yMBAcS1n8yrXrFs3N8womQ+wveZDWiIsrAT+o9BE9NFdfklFDHnreMwCHdcEOtW9JuHxUqVpEKsAXWJtQJRI4YSh9VkRwVzh2YtOFiPlYWIsLEx9grBGI10t7VjOO+I2jMRtKaKAsRxfaIy3mwLcUdCT2lzxIa8TFjYA9DY0YHo0FtDZizdgasS7YXLlLw+WThk1XG44SHHPnwH182SA/MzaYE/6dKF5swvwujYwhXYL1sEl6Be3xGJonFHzgWdSaFo8O7ASeVdCp2F/yIK0RFzcC9lQBo9777oKJnB7xNHKiTMuCHWru0nBB6tRuwPj1di1SS4cWyWaMyDin46NAoxYvrb/mOVTTEDHZ0veaur3e5eORsSajap5TYl48ucC+wHq3rOXDGY0NfsdjKfaXPEJrxMWNgD1dgIh+pQnp5ql+ti7YoUW3NFy0hingog2Cn7DEqKbk5hqkMkjYy5p/bAPV/h2DLQg55bkSMp5RoUEAACAASURBVKQD0abc6n5mLX7955kTkG9J+FDmhMVoz/JRf+gcOvUh9pf86K8VFzcCRjLyWrCcowwZVPSHTxuvdWzxWxfsULlLw8Vi0W299ADpkUhapenTe+1F6fPHeg4rXUg4ZdycyFNdkYh6Fa8BMqSbsibG97Gwwz3tiYrKrXGFLfN87CyaZsf+kh+8teLiQsAWdc2hNYT/b6nrCsYV+Ot5JeuCzdW/RFwsKnWrJTSYcn6scfkhqhtEfApk0p8zqFX7mb6nDEF3c/d9+tvNfAynzEdqP3utl6nKod8QL8cZpYn+YwBpSVoLaOrAEAwSPpRif8mjs1ZcXAjYkwS1EbA4N/By+K9ZsLlptURcLOH52DwhUksqVUN3y0Z9CAlbLF8tbYx32iKARTzkq41IViNVWTwXuLmN0KtDKfaXPDJrxsWFgC1fi0OTlI362wrXs4UMDhVds2Bz5S4RF6tUbzXEQnrWSD3dcdiKiCUAQ+H0i8cmQICALJob0bpNQhtiMR6zznEsoA/ZLMT+kp8wa8almoC9z2C/dW9gUbK2PY2vqM+6YHNtXSouVpcvLERLDKpyWHLuZzVcQgrGZ3iuBlol83yNzzBXUOki/VoSJIp2zJIsxyzUQxCOQ/M09pf8aKwZl2oC1gYsH1sQLy9cdJarwg7VXbNgc+UuGReLYRkWq4fUc4fGZiwox9ic4u9sxqilI80fAdTN/Vjg2lbX+JRaPBfGwlDG/pIfwbXjUk3AnlIoGy0EXJIsi+RQuTULNlfuknHhi1UbAQlDojEDlaHx4V3rGXK3TDZJSNhqmFMyL+MZOwKMMeTr4dPNGFu9MiwfmGNBOGJ/yc+LteNSRcDealaMGJ5TsH69pV+qrFmw/SYvHReLLzAYWc+Bebd7R3DBFBl8hDYgDd8fRlo1MLq+y4f3PXup1+Nu8por7aznv7jL4Zs8lGJ/ySOzdlyqCNh6VjI0SV9a6PfpKV3SlpoFm+vL0nGx9u8xhccLOUxLQlOWsALlJKMublbiikOtNF9STzwzjgBjwdWB3GBEsmhWcrXURFSyei4cckGK/SU/FwIXkSoC9lowDA9nhN8zvmZvxKJF/eyZahZsrh1Lx4XQhJbbZWr8gcH50A1JmvlAqFPcm0i4sEHCkPEp+g5r+j2XZ3FLg3QhXwKQkIhW5XGjUm1Af6vnAiEohy4Pif0lP/MClwoC9lYDE/mq5CYRT3JjWtQu2P7UWgMuVktosOJmpLH4zkNEUeOS1C+zb5XNRwUkzFWHQcRtqBriZZ1DvkQ5S8mqURn6+LW4HlFWzdHRkAV07C/5uRS4XOJiloC9vljT8PzZvYRzaOlb1UOHyvQ0gff8kp87Ltqr2lJ/kDyRQK3JSwqmfqyy+/GEIWLiSltufbL2aenvoWrmfJTcJd70Aeyl0ard1K2eC/QJ90nvD4JcebHv5nE+VVxMBFwjAeXgK7F+RlVo9esb2uBqF2y/3DXhYjXEYrOCRK3JUwqmDRjPUGZuLD8lIuSIqGUbLdb1k/Y5F07UW1tU+zFttS3hQw4D0n6K/SU/bwKXm7iYCNhbEn1mwTVe1sVxaOuoXbD9steES43asEYNnSRXbVjCoXkAMUDC6Swy9xxuKdw7HO5LZUSMOxH39B5yO+ODmvNWq6tQvyWEH62RpGvUz0N3Esf+Mo1W4JT3XRMBW9WPQ8uXu38PqSVrNvuhOmsXbK7cNeFiddcAt5qoWLwPWULiXokzaaTyQyRMXagor+1zSMW3oo+0e3Wfx44YIF8+qD38fVMrWHs1MeFr9phcCMrYX/KrM3C5FRc1AVvPSYY2y7HYzzUb/aENunbB9steIy6WgAXg1nUFspIoJG4NU5irE/JFlThGwuldCIQ402RUamtMnJ8Tq5lceqwASSKp1pBlTvNEQIeaZDXuHIqAFftLfjQCl0oC9rx9iKa8aERVZV0YhxYj0kvtgu2Xv0ZcaqKRDZ29ajZRVJxWi+pcPaWScP9dVKl8jLC5LF0y5qMH7QPYa+5qBrMWkq/HRe41Z9EEiEl+zGlexP6SX8WBy+24qCRg1AcY33ilMeMrb8s22u2xYPv9XysuNWq7ri+udT5xDmyNLz1UJ2fClJkzzCppJ5sMH41kiPnUg3ygrYBoCV5CtmodIDk+2LzOfNNYUCbrrybV7DP989/YX/IjEbjkcVERsLeUh98vfoG5VLO5H1qMHgu2tfR7KrjUWqYjReWsYzWbKWTpZZDVrTfnoqRpV3qWD1bmHJl/ewSbsLSj9B0+jJDq6D+Zf9emFsFzaJPHeWKt5wJrtevKFvtLfrYELpUE7H3GyZf1Kwc24Dkv2D6Ma8el5qOsJjRlGgcIHJVoLZHnlketsViuTPyMOf4g/8leZc3H5tSSMuuPCwSQaBkH+kru++nWkm+rD2mIE5V/rURdY0EL8XaDB3l8EMT+UjbjlrLvFkvA3ha+hG7D/aifas5jDg2d14Lt17F2XCAS6127nLl6WDO3UEWncfZQlZdsKRAzmwqbOB+gZNYC/x9yRttARpVHJlpXithFhCkyeJIxJCNDshAq6nTIggxW9MmbaHN9rFHtjmHmJVHVrF80OMSAJsX+kh+xwOUwLkUEnL7UxxZF6d/ZLIj73N8EvH0Du+3xWrDdMgOXS5LgrNOaaiNjpXopB4muRYLIKP/QZest6j3VMvlggHxbSfV88FF+baqVorjBCe0BKfaX/GgELodxGSXgGgf1oQWSu3awhYVkqt9rwXb7E7jcRKNGikBSq718PbWEclqSZAuVdC2JzO39Virn1E/PC9xrjk/QKjx336jYX/KzMHAZx2WUgK0hB4c2hpz028I3sMWC7fYpcLmJRo0amlIw9PEwpPK6svAQqaG1gYhL/YXnRpCt2sMaZh6gMm+ZvG7QqfVc4OgEC2jPD4LYX8ZnztL23YME3MIYiivIiByTUkvJlzq8Fmx3agQuty6UWjW0pxTc8jy422sPA7Lx7eY0nqgxZNL00FOdWSP90mbsVzBgi/0lP4KBSxkuBwm4dpL2m4CE8oqO9NDKNzDV67lgu30JXG6fXMRJrrnGz+ssmJZBjulsTrPBa59lPrMJ929U0pZzqs/zIQr5tjrr7eKCvQXZI9We/aboV7G/5EcjcCnHZZCAa9WKuSY8uxM1poUU2WrBdssNXG4f2VpfSkr0sohOrUOtPRaT2GMzpwzU0hCxNXiHVzumKocPZ4i3tbo59QfC9AwAVGOzkNpE9KsWPt2xv+Rn8VJxyRIwC4tYt56pG/WqtaGG94JNOAQubRdH8kn1mndEcJrC3Sa1F0kYS+ylEjHEy9qdMvY1a67Gyr4/l7w8Fzw1NrG/HF7xS953byNg1IiE0fMMlg68LxCR8737QIsvx+4k9lywqdzAJb9IwIU4yDXq527JtVcVdsvC4M8j5rT2gwDSR/peimoawmXNTiXxJryTbYHX3PL0XKi917o/p2J/Gd5flsxHtxFwC+d5bjy6t7FvIMPnvWC7UyJwyS8Qb6tEjKg8wh+m1qYLFlq6Jw0RNMZl9IfseWmE9oPA8jxkhaUw2ftjvKQ9nCt7X1noPVc9QqkmLGJ/yc+KpeNyCwHXGicMLawXO9/9maunxYJN9QQu+ZFthYtXHOYuCSMJH9N1CIkJIua3RdjMElIbe4azfKRcSHdqabfbthSQx/O+4BY2J15q6FbrKPbd/IyfEy5fJ+BW9+4+0THQwtAG0mLBproClzzqrXChNk+3pDlIwn0EIeGUj/lRQLtYO5BtymMk3frvrT6kvT0XwIEjhtrbuFqto9h38zN1brjcIOBW5w8YpHR9flss3lYLlrYGLvkRa4VLtzbmDgEvPBNq4JqrBj3b0v0wQD2O4Ra/ZM6uWyTGjfVC5riGX08ps7bNyS3Ru00tLGjpK+PE8Zo1tVpHse/mR2SOuNwg4JqL1Q9NvuSsbp2gY++1WrCp3sAlPwKtcOnX9tgGVsxsmi3KHZurmr93L1RIFyygtk45Xb7QLTNdzoAaOeV0cUP3IgdNO6Z8Nlm6ehlcpba3sKDt4lIzl1qto9h38zN3jrhs7hHZ4dPnnc72Vs/e5fYXlveCTeV7uSv0+x+4lM8I1LNcAt9CIpzST7i8x+t8spXbYCsJsztKVk1N7C/5ub42XDbnfh4kX0cUf87cVYNe20urBZva18ooInDRz4CW1wFOFTFL3+v1vOEZ4aqPWgsL2n4dHBnwkahJsb/k0VojLu4EjLRCxCuP4Pq5YWq5YKmvhbUk5QYumi3q1me9rE1zLZgqdrS998t9s1XIQhBrtZnnRkPjjhT7S34+rxUXdwJ+kuGLsHSLablgaUPtpQKH+hG4lI5y/jmkjFa+vJSLSrpV+XU9X97bGH/hk9sqhnQry+KhkSh1m4v9JY/gmnFxJWDuY8XM2zu1XrC0N1lTY8DinQKXekRbngen1iFpc6YXqR0CLe6I7bZ2inPfPjol58Cxv+Tn1NpxcSPgViberRdsIl+ka2/3B8oOXPw2cw+/y7HWoJKGiOcaLGOs/XP9Ox+2nMkS5KNlamVZfKjNuJAR6GUoQTKxv9yOTuAi4kLAuErg7+sZ+3aqBdtyEgQul2ff4OAVztD7wobcpgn5QsKt7BhaEtAcy4Z0Id8W2qVufz0taNG48EFe4mVxyB849pdhybfVR8kp7bsuBMzVXJ7xe6dasC0XB9MucLk8V4U0WWxeqaVRVreNEDDBQE4tjrMXzrXlQGAEwWgt9dJOb6MrznU1dx3nbBRif5mefE9t360m4CeICDfYeKQpF2wK4tHqqzxwuZwRSW3srRosNXzxmJeQMB8RkcoRgLwg3ymStwWtZc4igHQ1JrG/5Ec+cLkVlyoCxvz+bqcVdsoLtg9B4HITkWSgggqaeLyeacqrBlFJ4jccaunDI4i0iyrY68hhbL60sKDFaJLx1oSw7BpieX8QxP4yNgsu/36K+66ZgAnB9pQyXA4+NfWC9VZV9TsXuNyKCKSVpEc+sticvRJnteA9pfsQBjf0x9PewQuPY5YD6TC+EOJUqYUFrXW+pvuBY3/Jj37gksfFRMCcwT29cpUdY8F6Gmnkuh+43I5KXzXH5dqe/p/pgoUpSZheBhFfjvUx1jH1tjhf7Ue1QjjAX7kkMQ/RjrQI65vqj/0lPxKnjIuagPn6v6ciPu8xFiyWjCwk6m6VApc8sv1g9S1UhsciYXrMpo36kZCZa0pINLgIen5MleLXgnypu3+k0foih9L+8lzsL3m0Th0XFQGz0TzDaBV6rAWbgni0PJMKXIa3kpx1aAtNxDFJmN6jDoeEkYKmlsY1G3nNs6wlpELWcivjxbH2tSLfnHvb1BG1hvoe+0semSXgUkzAbC6onTWby7EXbOtzB6ZF4HJ4y0wGLf2nvtjgvBASnMN9v6inIWLyqQf0gGghXfKU57u5WdXKgnYokEYLw8GxD4z+32N/ySO2FFyKCJgvDXxaS8h3DgsWlTMWjBBwyxS4jKM7FKi+5eY2pYvSGAIY52CwRT4Vf2LcATmuIaOGnUNqaVk89JHIXva5I3Y+9pdhyXcpfDRKwKhmkHwPbR5zWrBsGJBvS5VzOpMJXMZ3pysH7AVaaiimCtYxjsDNJ/iAhZCRuPhtcc+xpj3pWT5YWTdImPwe41z3ULuPNU/A5UELoA7vxL6bB3FpuBwkYDYxvjT6G8VcF6zGb69mjQQu5egdImBKaXln6xRhK8uRuP1JCBky5he/U35bkzJrF4LlA5VfSHduhNtFqoW9QCp/7K7pYxFw7C/5VbVEXAYJOPmznsKCRT01lfN/4KKjnLOCx1ucB6dqUf3iCtWa2Aq6WfQImibImMy/OUNOv/ybfqTcLZB1mjKqUzKaqfQL4ZJbXDhS1DHlQ609F8YuUEjNvVC2u/bx2F/yCC4VlywBs2GR575g2Uwg3ilizTItAhf99lJCwMwzSLiVZS1kFvf96sfuWG+09lzgQwaXI+bFWJqSgGN/yY/GknG5jYCJe3sKd6K2VE3lpkHgMrZV5f9eQsC82dLIJrVsjufCNlSX+1bL896EmsZIbyoCjv0lP6eXjsvXCThdwTb3EHssUKLNTKVKC1zqNvtSAqYWAju0DuDPuR+L+lRU0nXon87bU3kuaDf01gQc+0t+jq4FlxsEzHkI0kGJSuZYSxo1M8Tb2rq527/ApX60x4yw+jVowv9ZW8c8ZyPGEjnS8RGYynOhHxZ1rOetjbBif8mPwJpw2TxdZAf5zjWlCFpTEi9YjFlIHhuvY+Gi7feQH/BQOZAiUvDD2ooMz3dvsDG8Hq84IDCV5wJGPHx0afyaW/oBx/6Snzxrw2XzwkvjyVklJj4EQ55K1dwFYK5nhXPAhQ1TM2G4K1oTgIJnIe2P712UWk/MdM3g3I9eWuMwdflTei6kYP0E1dDsJzz7UANgYn/Jg7pGXGZFwPgkplizDeb9aJFzVX3MCRftmdhQlKFDg5HOje9vfLtMtw2EjeQqOs3HwuiEigduQ2Bqz4UUrJ+GaOeud7S22F/yC2LNuBydgFMULYj3mAEB5ha0Ya64aDex/g0zJZzEBQ4sSjD42N44q+Q9j2fmNg88+jSXMqb2XOgG6+cjlqswNcnz5q65zau57i+a8Wnx7NS4HIWA6SRnMXOINUv0Ic6G2PCPnU4BFy0Ba1w+Ev4Yy6Tr/fgoQx3dOq53d+yRgtkw13bFYKv5P7XnAv3oB+unDaV3+yYcPFzjYn/Jz6rA5RKXyQiYjRTSTTFnWy12TbmoHNloj5lODRctAVvOdZBcuoaBYPTAxJIwc4LzYeYH6ulIegSO4blAK3OXGBDyFDc3Tar1SY79JY924HITl2YEnOLMosYht4pypFlQ6VkMbpgEx3C7OnVcCE6vMcKyqN74OubsuJvQDiAJ44o2dWKesKmHRFyG/DEt9IeC9X/ecMRlVZnH/pKfJ4HL7bhUEzCbcYozC7mkrNmky5Z1/VNTWrwuFRcsSTUfU0iPqJS1CUOs3CUgSMJIM8dIqKYhYfKp3/Prjd+xLfTpz6Fg/VrNDeWhstaGubUcuVjGYqn7iwWL7junhsvmBSK73EaXC+6eArsjjXRzLWhTvU8/U5D7oUD3KeA9bQpcLokGHNIvbhkaAi4Net+fA/htDrkGfWIiP+FD8xIS5uNiDrYDU62fXD3HttBPbUrB+nNt5CzX4lduuSQE7Q17S+wvN0ci9t38Cr1xqQqRsI65gKPuZSPARoQvsDahSsQ4bih99siXpad2seFCxHwsrMWFaWpL0bG5g9/43QcewnfdcnTBx6bGb3isnfH3QKCPQBBwzInmCGjDUdKg3Dlwv6FskJ9p3vryCojiBRHzuzQynpOFfndEnlDwgWc5/20dhrJ8VsWTS0YgCHjJozuTvuHXC6FqE5LNGJFxTvfJGUoqqKYhYrKl71qsWjw/Rwv91E/mxZML7Av4cMBuQZvou9ZvWFtHPB8IBAHHHGiOgDYIfmoQRjUlV2NyxgcJa91Mmnd8XwHn5xByynMl5Dlb6HfHijkB+ZaED2VOWIz2prgUZKr5F/XMF4Eg4PmOzWJaZr30AOmRSFql6dMigrpx7gnjC0g4ZQwDyVNdkXhKlqL9scQ97YmKAcaQSnMBQyp6qksiFF2JRxeIwCkSMGvjkH3OAoepqEuzxcVqCU2vOT/WuPygNoSIT9GyMFnPdn/pe8o3rCY7uTsrul4L/BtL9ZT7XgunaFhEvyFejjNKE/3Hb92SLBbQlnpO6J3Z7i9HxrAKl1MhYGxt3r0T+ZULkd+6W+SxO5G/tBN5rYi88sgDcMzqTwIXNk+I1JJK1dDdslEfQsIWy1dLG+OdtghgEQ/5aiOSWdXP9EYbcKYtAkcr/ST2lyOg44bLnAn4wyLyG4+I/OsHRd4/BPLjRa48SuQHNiKvFpHvO2Gbl9J5dJK4WA2xkJ41Uk8XxK3hBpzSQYjnpkGAgCznxqrQhuCnrE0rN8A6yf1FO8aG55vgMicCxqD1fSLy70XkN7ciH9GC9EKRRz8o8r0i8oqdyHdfl5rv1ZYxw+cXgQtnBiUGVTn8OfezGi4hBeMzPFcDrRnOt1k0ibmCb681VjskarUHYK6gV1xJWsT+0mCsJsHlaAS8EfnDncgHdyK/vRP5Tw+KfNAbxDtF7voGkZdtRF4qIi8RkW8rNJ70bkpxeUvFBYtVwvRZ0lhQjpIy2YxRS0eaPwKom/uxwLWttgbfoJ4/2t/UpqwzReQtMc5WFu33+FL3l1qEjoXLFAT8pZ3I/RsRRPjf34n83tdEfvchm3teLc5y9VIqvncn8tydyHNE5JkbkadVF6wvYFW4YEiEX68l8a71DLlbH8ZNkLDVMMfS9ninHAHGGPL1MBJjjDUhU7ut1MY7592dyAcuRF4S+0t+vAOXPC6bM5FfvOMyWuDjdpdCStIWYvOAJ0jXQ4K1gXYH10suPfmTncgfb0Qe3oh8YSfyuY0IR29o/T79FZFPHItoy5e9CKrrC5Gn7i7dC5+wEbm6E7kSuORx2VyetT9JgzHPWs+Bebd7R7C23u7ztAFp+P4w0qqB0fVdNBz37KVej+AXlrt/U4cqzn/fuRX50Rwwsb/kp0vgMp3roeuCjcKOi8C5yJuvXwr0s9pW1NwDWhKasqQ9lJOMurhZiSsO2XQjTY8AY/F0ual+gnw9xsISejL1HpsBriE0pJ/eirzF8F68smIEpvL9XzHEy+v6mch9G5H3aHtW4w9MXYduSNK0hZuMcG8icXAHCUPGp+g7rOn3XJ5l0+HMB/JNd3ITrQrJtTZZbz5K9Vr9f6/bsrzqQuS9te2P99eFQBDwusbbpbcYtz3KeJTKWcdYfOehRta4JPXL7FtlEy0JEuaqwyBil2lyWyFsNk/Zky9nWyl5Wh1bXY9oC+drXPBhSV8VuXIKx22WvsU77RAIAm6H7aJLvirywE7kqdpOInkigVqTlxRM/bnL0yFi4kqTPdSh1n4u6T1UzRhXkLvESx+RWLE69ki10i8SuCVuNBa0145jyOkBW5RxRASCgI8I/ilXfS7yyyLyOm0f2IAhUWvylIJpA7GmKbOfsKD91D5HRC3baGFchaUeORdOlCAZqHy9Uo30SxseNsaNFpF3XY9b8MNe/Yhy1oNAEPB6xtq1p2ciP7kRebul0Bo1NPUhuWrDEg61E2KAhNNZZO453FKIPRfuS2WjjTsR9/Qecjvj7B3ytboK9VtC+NEaSbpG/XzdE+QNFyI/X4ZOPBUI3EQgCDhmgwmBKyIvukPkA5aXa6JiUR9kCYl7Jc6kkcoPkTB1oaK8ts8hFd+KPtLu1X0eO2KAfJE2Pfx9Uys4u6Vca6o5h35E5MUtAglZ+xLvnQ4CQcCnM1aza+n5pdCBi64qdV2BVC92HobErWEKc3VCvkjWYySc3oVALvaZs8c1JkI+EauZXHqsAEkyaWrIso81H0O1oSMrXKC+tLUHeVvjtIk+dxAIAo7pYEbgXOTdIvKDlgKGzl41ZaHitFpU5+oplYT776JKRU2NFLZ0yZiPHrQPYK+5qxnMWki+SNFgX5Mqz6J/bSvyQzX1x7vrRSAIeL1jX93zc5GfuC78vMNSUNcX1/I+73AObI0vPVQnZ8KUmTPMKmknBIw0RYaYT92SGm0FREvwErJV6wDJIfl6nfmmsaBMzn9rUqUP8uu3Ir9QU3+8u14EgoDXO/bVPb9uCf2s65bQxPg2JaSonHWspjBPg6xuvTkXJU270rNcqQJJkPm3R7AJSztK3+HDiDMF+k9Wny9kKvJ0NeoWX2t4RVl8EFRK0M+23NxWOh7x3LIRCAJe9vg27925yB9cd8N4tqWimtCUqT4IHJVoLZHn2l9rLJYrEz9jzivJhDxEYsYAaGpJGcmWK/+QaBkH+kru++laxrX7To1x06G6IU5U/rUSdUXoSZr34e3lhS6RAgETAkHAJtjipYTAuchbr3PJGy2IcObqYc3cQhWd+uOhKi/BBmJGOkaqQ2Iko7bl/0PO6a47zjzJROtKEbtYxGTwJGNIRoZkIVTU6RhMkcGKPnkTba6Plardg7B5qJ6pABKvsMZ+21bkTSXjG88EAjkEgoBjXlQhcEXku+4QeZ+1kNrIWKleykGia5EgMsrnN9I4AnwwQL6tpHqkakvEqn7LrZGvUjmPiLz8QZH3jyMSTwQCeQSCgGNmVCNwfnnNLrEX1AlJrfby9VQp5bQkyRYqaTVgM3+hlco5dRtS57Yjj0Q5Fe5Qn9leXl8cKRAwIxAEbIYuXkwInIv8veuxFV5vRQRDH4/IVl5XFh7qB6pbiLjUX9iKyam9B5Fxro3KvGWquWqw2y5U/RjFVaR3bEX+dsX78WogcOPoKFIgUIXAmch3bET+g7UQTym45Xlwt38eBmRWvOb2XqUhU3F3vM59qbBS+uX8/TsvRH6ruPHxYCCQQSAIOKaFCwLnl8dyCIem5HUWTOWQI7l1QuLGihjjpjUmDMUg31ZnvV1MsRgne6Tas1+E/e3NK6U9mhRlrBSBIOCVDrxnt+8WeewjlRfbeFlEp36h1h6LSeyFAWppiNgavMOrHVOVg3U2xNta3Zz6A2FWqotvgabS8vlGWXeIPO6zlyGtIwUCZgSCgM3QxYsJgasiP7YT+aVaRJJPam056X0iOE3hbpPqQxLGEnupRAzxYmQ1ZexrSN7zysLke107xzYiP35N5O/XlhPvrxuBIOB1j79L789F/p2IvNKjsNqrCrttYHJ7xJzW9gvSR/peimoawkUKnUriTXinGM3J31k7Dv3na64czNT9m1uR761tU7y/bgSCgNc9/tW9f7zIlUdfXgzkkjCi8gh/mBqTLlho6Z401HGMy+gP2fPSCBegRwqBrLAUJle46pibyrmy95WFqLFr40Z3O/QVkbPPxzXR5jGOFy8D6EQKBMwInIn8zY2zKs4rDnOXhJGEj+k6hFQMEfPbImymTVa6iAAAEKBJREFUeQA7LxLWESkXkppa2u22H8JH7VwRoeo2OFrEo96J/NiFyD/wwD7KWCcCQcDrHHe3Xp+L/EsR+QG3AvdE6RWcYw6ScB8bSDjlY34U0C7IDrJN2XMcLWW1kHxpR63b0UBf/tVW5M9b+hnvBAIgEAQc88CMwAtFHn1xaZfjruHFmMns0zTQI9TANVcNmoE68CJtAjwMt/glt1qUnKVCcGTOV/n1lDJr8UlXFnq3iQAhTNIG6StnIt/8O9N4YjVofhR5bARarfVj9yvqnwCBqyKv3on8m1ZVPbaBFTMTvkW5nhh0L1RIFyygtk45Xb7QrTNdzoAaOeV0cUP3IgfPdnqWhQTOma+XwVVqWyrXs63dsjYir7km8uutyo9yl41AEPCyx7dp766K/NxO5A2tKkE9yyXwLSbplH7CrfBZSrnefr4JF8j8C42NyDYib78m8lNLGYvox7QItNjbpu1B1HY0BM5FfldE7m3ZgJbXAU4VMaslPqdetmeEqz4WLa9D7NT1oa3I8099HKL9x0EgCPg4uJ98rXeK3PWoiVwwPMNU9oGfKnb0yQ94gw54xnbuN88h3GRxj78qcuUhkc8VvxAPBgJ7BIKAYyqYEDgTee1G5FdMLxteQhXtbum1bwflopJuVb6hu4t+BeMvfHJbxZCmXFTPU6WdyF+8EPnVqeqLepaDQBDwcsZy0p6ci7z1enz8N05Vacvz4NQHJG2sryO1QwBrZFTDrdIU576Ztr9tK/KmVn2KcpeLQBDwcse2ac/OL69ie1nTSnqFE9oRN6KWCZU0RDzXYBkt+96ybCyzIV7PSFS59qLWnjJW9b4N/3Er8h0t8Yuyl4lAEPAyx7V5r84v99LRcMdMMFxpvMIZel/YkAMK8oWEIeNI9QgwUSBfSLhl8rpogTaiccGNq9At6svbmC4th3axZQcBL3Zo23Xsqsi9u0sL6NGU7sxFMvFKLY2yum2EgAkGcmpxnL1wri0HAiMIRmupl3Z6G12hadHcdbwRef41kQ/VYhbvrwuBIOB1jbdLb6+K/LWdyDtLCktqY2/VoHe86EN9gYSRvCOVIwB5Qb5TJO84z5Y5uxH5kWsi/2SK/kYdy0EgCHg5YzlZT85F3nJdQCgyOkkhJVFBE4/XM0151SAqSfyGQy19eASRdlEFex05jM2XdGXh2HOavxOHnPFWhrB861bkzZp64tlAIAg45oAagTORX9+IfH/Ji5BWkh6RiticvRJntYSVnNJ9iJjN9Gf08NurkydSDlIo4wshTpXSxQ2eZ8vW+boT+Y0LkVdP1feoZxkIBAEvYxwn7cWZyMc3Ik8rqRT/2q7UiH+mp/9numBhShKm30HEl6N/DOKlXuYQxxqeFzcwh/A3TwlpHn/lkrQTeeBC5Oklz8YzgUBCIAg45oIKgf0NSMWCTv/igxYqw2ORMMCxaaNmJ2TmmhJGT/j0en5MleLXgnypu3+kob3I4UzkG+NmpNJRjOdAIAg45oEKgXORZ4rIR0pfykWw8nQXSe04JgnTBtThkDDS/tTSeOlY1D4H8SEVQr6eal9Nu1qRb869zRBR61lbkY9q+hPPrhuBIOB1j7+692ci921E3lP6YjJo6T//xQbnhZDgHO77RT0NEZNPPaAHRAvpkovVHqWTQ/lcui/Ym/wZL6TfftIaDu5EXnUh8l5lt+LxFSMQBLziwbd0/Uzkr29E/mHpu3cNkJB2cyutj+emdFEaa9c37Q22MNo6FX9izlU52yWjhp1D8nY16vZp6CMRotfcsLAT+RsXIv9oDnhFG04DgSDg0xin2bTyXOTvXG/Mz5Q26MqBcw7v4AndNk0VrKMUB55DNQ0hI3HxO5fFR7QniBYJk99jnOsewvFY8wRcHtQMsMjPbEX+ru6VeHrNCMxlD1jzGJxU389EfnEj8uOljT5EwJTR8s7WKcJWluKQew5Choz5xe+U39YLElKBYNFA8Avpzo1wu1i1sBdI5Y/dNa0l4J3IL12I/K2aORHvrguB1ut9XWiuoLdXRX51J/IXSrt6VvBgi/PgVC2qX1yhTmWio6aGjMn8mzPk9Mu/6UfKXWghi5RRnZJRJadfCJfs6bZTMLTmR+gLLkCtLlYYOvftN/hC0YONyL+4JvJaxSvx6MoROJV9aeXDNJ/uXxV5307ku0pbVELAEAMk7G1ck9oImcV9v6Ujdvzn0n3BraJp8SGD0RXzYiwpCfj910RePlZm/D0QSAgEAcdcUCFwfhlw/nmlL5UQMGW1NLJJbZ3juXApjmt5ruV5b8JQY6SnIWAR+b2tyL1rGavoZz0CQcD1GK6qhHORT4jIk0s7XUrAlEdgh9YB/Dn343KFmPilIzjNc6icGXsIuGVi7AmcUpqUBPzJrchTSsuO5wKB2IdiDqgQOBd5SETw3ChKY0ZY/UI04f+KGpB5CNUjGzGWyJGOjwCW15BvK5Vz6mE/LOpYz7VGWNw3shW5c6zc+HsgkBAIAo65oELg/PI+heLb+Yb8gIcqhRTZjB9Wtcr2cLqpyfZ2vOWBgPLGIXOVhETlo0vj16z1A+Y+iu3lpVmRAoEiBIKAi2CKhxIC55eeK8XRFhEHNAEoeBbS/vjeRak18umawbjdqDXSt5bPmf9U1xZy9s8tCQTV0FiB8yzqHkX6yvbSsyxSIFCEQBBwEUzxUIeAEQyK581QlKFDiKZz4/v3V9xNgT5hIxFdNB8LU7RraXVAahAvRw1TJFQ19+wrUp7n3lCJK++w3m1PP/roFMMSdewRKN5IA7FAAASuR8LiaKw49W+YKXmRCxwQI9isP7Y3zip5z+OZuQfv8OjjscpoGVQj1yeOGJ6x/6hCbcNVmJpkubnreiSs2FM1IK/82ZgsK58A2u5rCVjj8pHagrFMut4Pn1DU0a2tY7s4IAVDxGu7YlA7F0qfZ+z+VKn+LS176DnGDrVzOiuhDaV3+6YyLa5xQcC1I7eu94OA1zXe1b09vzRWLdbUWnxvkVx4LyVI+IGJJWHq5nwYIkY9HUmPAGpmiLe1dXO/Zcyfp/UMFQh5ipubJhl8kr+2LYvvoWlGPLtgBIKAFzy4Lbp2fnl8V2yzZFHpIrX0/ZxQRyMJs6FPnSBiNvWQiMuQh7ggu6mJl9Yx35B8+1+InOVqY14bVOZf3sb3WtkkiaduIBAEHBNBhcC5yB/tIzsWvYf0iEpZmzDE6k9ODp+RhJFmjpHY1CFh8qnf8+uNH5Z5EC9ZY2ns2Q60Jki+uXmjNcCiXaislcZiX9pe3oYZKRAoQiAIuAimeCghcC5y7dIWqyyVBr3vl4bf5pCYTSiuKfyED/UQEubjYu0+JxgqQVJTntHnxoX5MhSCirNcy3wxXBKy3YpcLVsZ8VQgEBJwzAElAuciHxGRZ5a+htRoCQ2EKpHACUPps8rL0kvbq30OdTlEzMdC8cG4tpKZPY+EC6lBvFq1bouu4Dd+94GCCfZhObrAB1gpzX90K/KsFn2MMpeJQEjAyxzXZr06E/kvG5EXayrQhqOk7Nw5cL9ONsjPaBrS+FmieEHE/C6NjCEiokhBvJpoUo0hlycUfOBZzn8NYSjxz/vAhchLWvc5yl8OAkHAyxnLSXpyLvJvReRVmsrw6y0OndUpGMlmjMg4p/ukXlLRNN/0LKppiJhs6bupUueXkG4hWzKq5jkl5gU3gozZF/DhQAQsbaLvWr9hEXnPVuT7tHXF8+tFIAh4vWNv6vlVkX+6E/krmpe1QfBT2RjVlNxcg1QGCWvdTDR9qHkWgy0IOeW5EjKkA9Gm3Op+5hoseZc5AfmWmOIzJyxGe5ZLQTYi/+yayF+t7V+8vx4EgoDXM9YuPT0Xeev1aIJv1BRmvfQA6ZFIWqXp0/rQgaVFuz7HooOEU8bNiTzVYkS9iosQGdJNWRXizBWR8sJwT3ti+eOCIZVFZW68JOJtW5E3KZoXj64cganW/MphXk73r4r81E7kbZoeWS2hqYPzY43LD2pDiPgUyKSPIWrVfqbvKbNYu7n7Pv3tZqTXlFHD9rNm/ObwLP2GeDnOKE30/8HSh3vPGSygGZs3XhP5OWOV8doKEQgCXuGg13T5qshf3om8S1MGkwwitaRSNXS3bNSHkLDF8tXSxninLQJYxEO+2ohkVvUzvYG4tR9xG5HXXRP5523RiNKXhEAQ8JJGc4K+XBX59p3If9ZWZTXEQnrWSD3ddm1FxBKAQdu3eL4dAgRkKXY67zUDbYjFeMxogIUE/NJrIr/dDo0oeWkIBAEvbUQb9+dOkbseZdDs4dNbYlCVaz7nflbDJaRgfIbnaqDVeLhOtnjmCr69SL+WBIkqrxL8ejXMFc6AtemrIlceshlda6uK5xeCQBDwQgZyym5ow1HSNixWrTH6xoJylPSdzRi1dKT5I4C6uR8LXNtqa/AN6iHWKpb1yhRhKJWAxePTGV4G1gtCwBKMA0Mi/HotiXetZ8jd+jBwgoSthjmWtsc75QgwxpCvMvpUtgLG2OpGhd+w9t0IwlE+zvHkTQRCAo7ZoEbgXOQfi8iPaF+0ngNTT/eOYG293edpA9Lw/WGkVQOj67toOO7ZS72G4Be3tcVy928qxHr+ez0U9Tu3Ij/qCkwUtngEgoAXP8T+HTwXefP1S4F+VlvyYyrO9EpCU5a0h3KSURc3K3HF4RziGZe0fWnPMBZcHcgNRiTI12MsLKEnE7bYDHANoSH99FbkLYb34pUVIxAEvOLBt3b9TOS+jch7tO/X+ANT16EbkjRt4SYj3JtIBKOAhCFjrduJps549iYCbDqQLuRLABIS0ao8blSy3nyUWmfx/+XdncirLkTeG+McCGgQCALWoBXP3kDAagm9f3c0vvMQzDUuSf0y+1bZREuChLnqMIi4zURns+HKQMiXKGcpWa2Oc620uh5RFmfPXPBhSWEBbUEt3gkCjjlgQuCqyAM7kadqX0byRAK1Ji8pmPqxyu7HE4aIiStN9lCHWvu5pPdQNRO7mdwlXvqIxIrVsUeqlX6RwC1xozcif3jtpibdoytRxkoQCAJeyUB7d/Nc5JdF5HXactmAIVFr8pSCaQOxpimzn7CC/dQ+R0Qt22hhXPWkfc6FEyVIBipfr1Qj/dKGh41xo0XkXVuRH/bqR5SzHgSCgNcz1q49PRP5yY3I2y2F3llwzeChcpFctWEJh8qDGCDhdBaZew63FO4dDvelstHGnYh7eg+5nXH2Dvlq3X2GWkD40RpJukb9vBN5w4XIz5ehE08FAjcRCAKO2WBC4IrIi+4Q+YDl5ZqoWNQHWULiXgn/YKTyQyRMXagor+1zSMW3oo+0e3Wfx44YIF+kTQ9/39QKzm4p15pqzqEfEXnxgyIftNYd760XgSDg9Y59dc8tEbGotOsKZG0EJG4NU5irE/JFsh4j4fQuBEKcabIhapK127N6j/NzYjWTS48VIEkk1Rqy7IPAx5AldGS3nAoXqIiANatZeVqNCQI+rfGaVWvPRd4tIj9oadTQ2aumLFScSK9eqVQS7teHKhU1NVLY0iVjPnrQPoC95q5mMGsh+SJFg31NqjyL/rWtyA/V1B/vrheBIOD1jn11z89FfuK68PMOS0FdX1zL+7zDObA1vvRQnZwJU2bOMKuknRAw0hQZYj51S2q0FRAtwUvIVq0DJIfk63Xmm8aCMjn/rUmVPsiv34r8Qk398e56Efj/AWcKBTzLtND5AAAAAElFTkSuQmCC</pentrails><costumes><list 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w="272.0000000000001" collapsed="true">SCRIPT 0: a &quot;cleanup&quot; script you might find useful.</comment></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="gotoXY"><l>0</l><l>-300</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><block s="down"></block></script><comment x="10" y="697.166666666667" w="516.6666666666666" collapsed="true">Now, invent some artwork of your own. </comment><script x="10" y="238.9999999999999"><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l><comment w="290.16666666666674" collapsed="false">SCRIPT 2: Look inside TUNNEL and figure out why changing ✓ to X has the impact that it does</comment></block><custom-block s="tunnel, size: %n"><l>1</l></custom-block></script><script x="11.666666666666686" y="294.4222222222221"><block s="receiveGo"></block></script><script x="73.99999999999986" y="162.16666666666669"><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l><comment w="267.16666666666663" collapsed="false">SCRIPT 1: Experiment with the two numerical inputs and with changing the ✓ to an X in the FLAT LINE ENDS flag.</comment></block><block s="setSize"><l>1</l></block><block s="forward"><l>1</l></block></script><script x="120.6666666666666" y="346.42222222222193"><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>false</bool></l></block></script><script x="38.99999999999997" y="404.9999999999999"><custom-block s="sphere, steps: %n color: %n size: %n"><l>40</l><l>100</l><l>200</l><comment w="195.33333333333334" collapsed="false">SCRIPT 3: SPHERE is a bit like TUNNEL with inputs to give you more control.&#xD;Click, then experiment with the inputs.</comment></custom-block></script><script x="457.9999999999999" y="290.3333333333335"><block s="gotoXY"><l>0</l><l>-300</l></block></script><script x="453.9999999999999" y="348.3333333333333"><block s="clear"></block></script><script x="123.66666666666671" y="463.91666666666606"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doForever"><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportRandom"><l>1</l><l>4</l></block><l>1</l></list></block><script><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>-300</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportRandom"><l>1</l><l>4</l></block><l>2</l></list></block><script><block s="setHeading"><l>-90</l></block><block s="gotoXY"><l>400</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportVariadicEquals"><list><block s="reportRandom"><l>1</l><l>4</l></block><l>3</l></list></block><script><block s="setHeading"><l>180</l></block><block s="gotoXY"><l>0</l><l>300</l></block></script><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="reportRandom"><l>1</l><l>4</l></block><l>4</l></list></block><script><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>-300</l></block></script><list></list></block></script></block></script></block></script></block><block s="doWait"><l>5</l></block></script></block></script><script x="286.9999999999999" y="446.9999999999998"><block s="receiveGo"></block><block s="doForever"><script><custom-block s="sphere, steps: %n color: %n size: %n"><l>10</l><l>100</l><l>200</l><comment w="195.33333333333334" collapsed="false">SCRIPT 3: SPHERE is a bit like TUNNEL with inputs to give you more control.&#xD;Click, then experiment with the inputs.</comment></custom-block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Sphere" app="Snap! 10.4.5, https://snap.berkeley.edu" version="2"></media></snapdata>