<snapdata remixID="9376221"><project name="Recursion Skeleton Thing" app="Snap! 5.4, http://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="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list id="2"><item><costume name="Screen Shot 2020-05-13 at 11" center-x="240" center-y="180" 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" 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" 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" 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s="write"><l>Answer:</l><l>12</l></block><block s="doWait"><l>0.1</l></block><block s="setColor"><color>36,5,255,1</color></block><block s="gotoXY"><l>100</l><l>100</l></block><block s="write"><block var="PASCAL"/><l>40</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="2" x="-140" y="-90" heading="90" scale="0.8" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="1" color="130.05,0,78.02999999999996,1" pen="tip" id="231"><costumes><list id="232"><item><costume name="turtle" center-x="106" center-y="52" 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zaLBXGB7TGLbmUfpFuHANzt0WoEV8DYdbiLgGFxdSwdT+y+sD5i7t01ryFLMK+bwzS99zBK6MQrfE9mkDjseZV4lIlX9KWptdGYEsTz1kSfT9mFGlhIyFZG7tPSJIjDxFxEN4/KIu5JBV/uza7oqq1kek+8+AdjBATucZu8VkmJ7GZjkPXyzCVVfVZcRXAL/cLcR4FS6elw5ntWZ7P+qJYP5ubSpcxKwztIp5W+R1F82SwpJfS9UhTBBbovhwFuVwx2j1jnZceduMRUuj6pVUEiY93FkKYm+wTVq1SGJEcmsv4PEQwC9A9QhV+VLo/k9g1c6Adjow2v9ddmMXq5lpbJXnMPSL8NVVeHcdAbcR3W2ARcORluxCkingEjvoMyZZR62XSC0pcdwTJnJvo+r48XtyJRjArNiYnyryBgRdSmRbWdZx3MncXSTA2BDKXjX2qInmY6rqz4HGz6WYAo9BysMS2MbNO7tVYebpb8ZqWjFCq6Y1kA/gCLjwBK54i2F/DTPY+ZhW7QxoBy3gk/1dr68J6vwPNnVcbEkyejg8h2G4II2bDtcRacGgIGN5VcTiiMo/yJoJx1H7MovBxSx9YNmCFguXktp2fjxSqbpIZU6sfRSlkGyB89/yqpGjrh5b/vx8kThI0gbkBw1seW0mj8dqMOvHkgN/N8tG95F0v+ogdxFZMRKXESRWewSHBwAeoxtfAhKrbaKNPn4c9ayd7M7XXn3US3WqH/5P/mZjkFE9WJbopRZmu1PoD+eAcB4xXgIc47KbAjRHS4arKV82nwgQVh7m7Sm7X7YPgJasgzVcitRbWtxc5CLLnXxHsSBKRkqZEz+RFkR61LxW9NOqiHhdAtvhaXc93t2sGQG2FfVLNB/NoqVjMQtLS8ZjMbDx2MyyjcUU6pbN3EeN1WjVYlxFdK8lVhuKC/kICE8RyjfoYhV97HwsBvIMaB8H7R+CjNJwM3MduOEsmtWCgiwyLrsh8Ri/O5BdvJTIDy7vVEOfqjZ4rHvdsXqMxup30+sQ9ywDmukqmuRbXnhscRoXM3vT5lLXNRe5pskTcXKIY8qvrR2fLPsk2EPyfdOAljYBq+QfubLJqtGy5mAj+Cxmy8E2eY2o4c9thFKxXVTYRMQ7RLyQShESI1V4glA9xxAr0hpKuKlM3anm1c6AdvpAmwQZafzX7GOeb6MxmIWv5hHDRcR4ReoWvac1uwGPa4C7pIr3cVZ6nLmsxZbtsqjrd64ONHGaEgFCoJkLye8kRUQxuCYnwPfg+9JqcSGzBsXkDabNomUMZX5cuQu62zWdcBuTyyhACwo2s2hG1PA9BPRpu5FetFrPXB1sH7qQWi1Cqp96/QFbKhweX6PCMyA+hPOPUIanqFJejRnNj5BXOwPaaQPNahfpLrJw6ic0scpqjukZxHIeLlxAEa8gxutwoDW7AS/uI0F2AT5ystgUvMi4eU1N71KHuBsZsVucZi4iwWVyAjZsgq6j/D0RJ1zkfAjQoC4jLZq5joT+B2RItoT2cyeN0if4+flUxSLA7ItAMzIkZ0NVbkGtl4FNusAT6MSlTXGlxY92T1VRS61aGYeoOI/GbaBkrBafS4zm3UOxbkX5Ag0sY0dKjvtJNevUrNoZ0E4TaAYyKgn/FU6KhN9ywgqm0G2fE5BVgcOSriHEG4gCtOvw7jK8Y7HwORSi2EF5b/5HzY5xe4gRFuYeHQQ2Yx4JoBGoErhMu8OAZt/ZlkIrQlBxQRNktGZc0JPNoJkbm5ZRHWj56jKg8TgYKxJotGgbCWwmQZdrC9v5SoohHYO5kIwdeVzWDW7HltfMjO1ZRBlLDNHHIG6jFAbyFUJ8hsI9hIsPUPinaA/fiv5IwA7+6+kK+ZwB7bSB9iM8oyz8HyjwRoROO+h35lBWSn5U8SqqeAMlbiC6awCuAO4ifDwHhxkZJEGZt4aj3NuYBbTYKXeP8rzWbvGQuWvmjpkIjml3fAC2VJolbF/SJ7a4iL+r0NyHcaKsogPc292Axs4xuo4kQ8hASp4vkzk1oPF4zKrxeIyksWOrd4TzdeNzp+MY0Y8VhnGIfuSUtU1E9w6QWaUP0XAP0I6PUJSv0MSyCP6okI+Klp/C4wxop3ARR2+hFq0AnULqfKxSiWpqBtvVAoaBIqdXUYr8wA1Ukje7Kr1l0S2Io8bRRxwtwekvVKCynZyUe5IvTYI5iSGstbzsBbY8q0Syoa46JSykUxeSVpCrQphHYxvT51uFSP2amWXdrV/MVlgONBNUNaBRJpxkzViPf/wJ9pkCtOQuCtAycsSAlm9CI1dVXFICLaAfS9o0DGhLRaLuFQr3CM34C1rxAdrVM3TAPrYNXEUPf5qA/YlWyhnQTnT5ai9mse//igLXUEih8DKmsdM+h0G1iH6kJNx1DHEDpbuBCgTdJRkcGx1pBw6M4PwxdRkn2vaNck+Wxkqj6knbgwgSWXwpWV3X6bC5ZRan5bGRsHqZxcpPewSyjI3Mc23myu0Woxm1n+vxm6RB7h7LsaSkOdlPA5rl+Ez1P/8sc5vFVWXjTORXQA+M1agvso7CvUHTPRWgtflVPRbqqiOzROk+2tZz4lVyBrQTX8L0Blb98a/ieDTxktr4nTn0qwvoh8vo4jp68SaGjk3011DhMsp4ARXHoLsxp0d5NwOaLXYTppEKiWRtrERKkswHWDYe4gRRYpUhmSiOAc2I7Zxez5tD7b1yltH+bq6lJb3zGkkDmtH7jMlkukzGOBIUubNmIDaZBatSkTgtxWdmzUzjJHeXpfrEVJI5LzsGgVkp0NsUKfFWfI6We4iO+wfa8SGa5QtxH2eTtsgp1T+eAe10gebxvyUqYQmz6LYWsB0uY1vUhG+h526ijxsY4gqGcRElK/Y5BcZR10kzVAocgk1JkLwcSqeTKdjoRun0s3Fua7+YLQeb/KzzJLIhthojGQNpVP8kuaD6qwZaA4KB3Y5FrE8W0/HvdQCIRHhiH0W9OBE2VsU/+vxEBslsG1PqSvJ4BJldAzt3Kye2UjMhXkbz2RRopPr5r834Hm33Eh08wpT7B1rxF3T8U2kMXcAGHgn7mEeNx14tZ0A79qXLXpjXMv6faMq8kw3MY7N5ETvhGrpUFPa30Iu3xJoNIgXPFjBMQyiCo3iaLhUlABRoltOyGC0bnjSq+zO3aTzH5cOu6dwKWWhvmhxc2Kl7S3Z/fpkm/ui5NXkEAxvf16xWLl1nG4GpaX3g0iVLM5HbS8dhG4AAje5qKiIWC54qQqQyJAOZXatRrs7yhhmYCTbaMQItpBaaZlzHlKOr+ESA1ow/o+0fww9fiyDreXRPqyTrSwBa/RjYFPnh448Z5TD511NhhU6ENwPan1Dg/0UbtGZbrQvYCRw+cRN9R0Xh2+jhBga4gn68gIFMe2GzZxPBWce0gWQ8PmJk2awEyaaVpVyXlUbl9PZutL+dYN2FFOo/T2hn7N9oyssuClVWoiKbQfqyIuSR5f1AH1LJFqvDtNye5fpGWo7plhJkAmZT6EpWzaTx6umGUXNMSiGYxZQpNrKJEGjMqlVoRE4T5Zb4DtPuGdruZ0zFf6Dt6D6yqv89Kmyflgbk5wKaLgUCSusAgT8Aknvi4zUcfldb+n9Jv/+c6FZmo37cdZrjpwcegUZan0XDnOS1jAVsNi9hO9xA399GP36FAV1HXNcRS5iX2SjDNOtZFebH9yIfIyEWg/WFyW0yqyY0d+5K5uVRWVdyfhnrCW2rHlGhtjS7LKsaydtpctDZ+5hFy/NcBjI5ttTeQkDUrZopdZk6sf1ulnZEhiSrlqc68rad3QgQYzVlVJSNixptIApHnfK9jSkso+NeYAoP0Il/x5R7gE71TKisHrawMjHyqR6hHnp//pRAmwSXVk14XIWjmLMc8Xk4bEst+4cPSqzwwVQjH5xlua2cHQi+D4H36QBntP5rUYOfwXJrERvhmsRkvXgHg/iVDKPoh6syVokjlTjtSweqq8BOXg0xns8yLvQl0KxVZMS8Jeumkzr3j9V2A5lUAaYcFnd8ISasZWU0+jabX7bL0COLzywdIMeWkt0kLczFy/Nv9XSDANqUiWu3zVxH03Tcrdua6yFnGUm0GMiYFOfP3EhsQL0MpZdtjgIS7zHlX2EKj4QQ6cRfMFWxlead6PX30ce/Q1lbY7lTfSiwfQqgKcDYvr8Eh0vwkpYlkU3Bz00OvWPeSKYhi7iz1NjlD14sPhjJMPdSgkFtQB8Bs8kZ4cwQkuVLCPjzB00jh7oYx37Sv8DjJzTQoiT31Dlsl5ex425hhwCLd9Cn2xiuY4BLYs04UimfWSYgSBXrerXG1fq5RRu1jCRrZgnbUWX9biVStSnOZplsYcrunxajTeTMh7lbx3MO1PxC5Xkugj2n35nrsl4yK/zN82ojK2lqyknOoH4jCC65LileM0tqVm8iR5eID24aLO+y4YfWGUBQs4WGcrMtlhO4NUz7N5jCU8y4X9BxP6Mdn6Ao38Bz/pqMC9GodQsBtxCE/OdDParcvu+5hD4m0Mac1O/g8O9EfZdj5QoMxKvnCFedKMmdnb+Tc6MIKP+1/qA/LzVrUr+m80kUqnoRdtLP/BtLSFmrrYD7qKIrcph/QIEZNLE+N4Ohu4DtwXX0qq/QjV8L0LqBbONVDHEeA8xiKINsac2UAJHAfwQ0jc9scRl1b3S+6eMTZDJd2jTpayxfvqB5jLYcbHEbnT/a/TOLljdg1pdSbnDyHJqVbfGYLM8lI6DScVovWx4/Trx3euPd/BA5l6ze0wBma2QyZ6aWeSJHV6ujVKBR37mPjtvCtFvCjHsh7GPHP0DbPUYrvkF7SEh1EWVovWpB2xQ3gu4dAv4ynle630b9sYCm3NkPKPDbVLjTRBNbaGFaRD9lXAGKpg4ZL6LOWNb5jjZJcvK4lWS1cLeSsLZRDkQwk//pxbBy2YEkJgm4/zpWpzi2xdr/hQ6/R4Fvr7ewOjyHjeEVbA9uoT+8i268K4BjbDbARZn4MsRUsmYWl6WJY9EG1Go8Zrkoy00RaDaS3VzIUcdxchvNPTOqezfWUJtGssbLBDBzG2WQey2fdZATbuyouY90HQkwAs0qOMS1rfWy5de1fqy2MvMVutvPtnFYsbLk52rtN7mFVmvIIRkE2hAd18W0W8W0f62kSHyCNpPY/g0a1SoKirE66voPEPtC38jrWDm5njb3Q6yxjwE0HQOradQWSrFbOoG4LYPLp1E0phGKaRRxSsqOgm8DI7Dl85DHt8IEMnU68hAuDOQCFFUXwXVRootGuS2RW6mZE7TQx0vxtKvTrsbO1ghJnQI/XepgUJ3HRnkd5fBr7AzvoRu+wU68jT6uyHzpgRAgtGa2oYzdRMufGaM2qgxJzB0tQj75Rbeqcb4qTw7LwWUWIo+JzJJZxzUXpSWODWT1bqzDAM30PcS9TZX/0mKTVdrXO7TtItbfP49XczDWV6tZREuCE1CMNc2aMcyQYuVMImEcU1K8r8K062HKbWLav8cUq0LcS7TcKxQiKb6GJiXrHNdYD6HsoeG6wJBWjmuuB4++5OVeYbifdTttoKlj8AMaOI82FjGNdnsOPlAnfh6I8/CebSBzgJuVaE2rIiil1pbh48rA5WnSHGxq0VxkJEeytgcXd7R7VuZjrSO6NYSwBu/WUA420cQOhujhEcqPBDaPP9D1PT+FXriA7f4tdHEPvfJb7FTfCAnSw2X0JW82lUbd6vRNtfuaMxMnupYnMq0OA5jFOZazyuOeCZcsW7l5TCY0fsYwcjvKLVndZTysC6DnYVurzTFTkEnjaKpR5PnUY7XDfsZuzzOgmTaKJacNaPwuNZTJQttxagc556xxqOEQ045c8Qbafk2qQrxbQeE4/nEDoJZ/oGzdjlg3hE24agPebaBZrsNJjxvTAF0sSSK82k1NK789uxnyo14Gj9/JKHMqFc6i3TqPpr+Ewl1FpDahY1fxeQEcKQ9KrcF1gMhdvoU4mpe89wagKvOch0V3UZeNj9x1eFHoU79DjJQWex1Ahr0AACAASURBVIMqLMENKbTNztoe/oIhfhq5kgft04c9d4//JANqZ1C06R7exg6+Q6/8Dlvha/RxE12Q0ucAd536wjMYR7BsinETBbPWCmJMosU/9pq8xrF+lCLdmB5myUa5spRPMso7B5kVGh+3AyuvDqGltRYbA5rEaikflve0HfYq7wW0eu7M3EYhQhKDSqDxWvAYzeJqnWTEtMzw5l1h6NEFPIdksBZyB47WK3CiaB8FdmSdkSBhRYl3S0B4h8ItwfsVuMG6AG4ppfxrlf+nCTSNVTbRwmXMYLZ9AQ13Q+TTOGqIQqDOsQ/rIpw7B09+KloBTb1l76DLP3YaRGudPjQ9c7cqEtDRP4evnsrYnhBeoiw5nI4M0o64knoR8l7egz5vr7/rHvl7NHEJc9hqXULP3UEX36Fbfoed8LUkqfviNs6Kd0/6xoDGG09LxuHsBq7RwrQC4my80kFHaVUVOdAMZOIqpulgZHHrIDtpQ0gdaEaI2PkIA7lHg+ZB57XX3/ONZC95BKl0SZuPKWrJJsB+tkQkcfopaV9qXw4iS7T0P5WZJYVXoukGaLouGtiUKQnevUEDz1HEZ2iGZwj+FZpD5t42sSbJhDJvszkt11FBdkmiCBK8F+Aa1wH3NZy7D4+7IqPm42WxZuoujpUeuL/nwxoOvvCWecovNR0IBq10IVcQZbjBMwQ8kSkiCK8Av4w42IBHVzIkD1Ge0MIp0P6AFrZZt9i8gq77Bn18h53qWwFaH9fEbSSlz8xNHWjsozag0cU6Z3FNFoMd5i7J1pMxzXZlRuyibkVSKsvYhbklxi/iVu1Bqx98H8bPmHAdk0XLQcZFba7jqEj5KB+wy3MnLLY1lGYxmlk0Ao0sLrf1nKSR43GawzP2dSuk6yLctn4CM53ic7kKU66PtttBx61gyr9BJz5FKz6Ep65/GqCxjnX8Azt4MW78OcwtPOhqKMjupB7YimnnxlWU/iuUuAePe4DTCZXRXYCLVql+eg7E5CSRfPLjEpx7BRdfIuIlQnyDZljCgHGc30BVbCPuDCSYvZDqNOh8/oCIfx2p0+/nYqqr/AOnwEwtYJ3NnLiH7vA32In30Q1kHBmfKdvIzA1ZVYvPlC5yaCeLlsc0uUbHYe7SbkCru4wEmQniSGI6Ae0kCZDcnZXzSTm+kQxCYh5psT/GkMOJDSUBxvKBRoTw/MxtNN0RWleaBT4IROn4FneTVf7ksOnz6M6lngeZSoKtRMv1OexYaoBInjAd0AwP0HSP4KsXSax1U3ra2KfxR4TD3ML9gWbJWsZlJc6hbF5C9LfgZczQPZG2jvGmdBE7zvUa1TDs5bYeBOzdvXUFGy+MzsjSaSIat1F7nS4l8BY+vkNwy/DVCiq3jsKz23YboeihtdPHrIiOERIi4yKg++OupV48Do3PyKZutBelpjFU36Ibv8d2dRd9kBjhjGmNz7QShPSHkQeaMxQ5NRPCycgDc6wPc0VGxiz9wG9SU5gIECE+kjUzizYC2gksGs/FUhAmU0eQmajPBBGS6fof5pwO85ycebS0BQFG580EiCw+s/SDWTKfSBI2hhJcO4Gvq6RvjVI+LD/WTVHBRqef66LlhmjRqlFO3L1BG0/RiQ/QcI/QkvKtdziPdVwTZ11G+J4UaErl3xTXaQa99gVR3O1XdBnvAf4bxHAbcBSjYRcx3Uod812fZGIX9WRHNOG1J1eSe/i6Fm+lIDbGFYBgCytwfhWoCMgNwG8j9rclKGZwzPoT2uW9pMf+G7zEpAuYQ9W6hKG7i2H1HXrxO2xLfEa3UWl9tWZabqWLU9lGtWiTQGMMIRYgOdhHWXAjWj9VW9RdR4JMLFtu0WrTNQ/zeXxObs0mpAayTcNIEBM8PS23MT9Gu+smgW4iRNbyY8ead6xL647op7D7OqIfAnqxxADD0X9aHqH2Po16lK2ShXZN10PTkdVeRts9R5uz19xjTFfP0YRyAtn8tZMta1qz6yjw/1AXA/NwzcsAd3WCTCwardkNOKequ/R0NTFtMdkYbrl9O9lR1bk2imcmGsBtwMU1xEj6fwWBwAsE3SoQVuHcKkq3jobfRKOxBTR7aK2xsaXE72s6fz/D4f+DxwOmLzsLCNVV9N199ML36IX7qfxK3UbOPauS2yjlVSMQqaicWTQjEAi041DhuVXLF58VDY9itMTI5a6V9YEdB2TmMkqlSgIZz4HWTJLq6Xwt13fYzzjs8+y8R50BmYxe7hZbvSTXlzw3Rgzli5AaYhgHko9lHlZri3qIbqR+mTyRICVZ3Igb2EKT4yPdG7TiS3Qch9K/QhsrwnSzbCKN7z3Jknb4L/D4K5p4gWnZuasGQaXWTN1GSlxfkaHmvAU8RK3+SJ+bwp9ca8IyaCc5ssnR41IfDggzSeqWmf5NARvki64l9SNW1KX0K/DVe1R+Ha1iE71GF745wEynxIyPONeI2CgdtoNDOSiw2etgc3gBfXcT3eq+WLNedU/GkffiIvrJbeS587yt7oWaINZWYh3DJjzDxSrJ3T1crb2uTcaFjGZA53GaKAMnxtHob4lF9ijo3W+h57kzy//xuIXRyytCslaZj2HNcoY132INdHmtpj1XQUbXOgjYqJCluo/bCG4DAWuowO9biExUSwWu8rKa5a3QCEMUbgctbKARVtB0b9GsKMdEefE1tLEt46BOIUbz+M8oZPRQG3PwrUsI1S0ET5fxPkK8mySuF6kOKEP0rL5PTj65K6N80i6Dyk8KtryaxNobnTOimxLR7Bvg/KxVDWDdMlxcQnBLKPwKQrGGZmMTsdFDbAxRFgFNUsGkyiuPqmwAwynsDBfRL2+hj/sCNrKNIl0gtY3aDqNuo3ZQa4WnsmDSVpIVCdvv0muV1/dlF2O/65JTN3kHNQEl/VnJbRSF4EyGe8Q87sf9mA+W3MZcV8TkunOQmcBpvSn1sJbqqM/LLZsBzcCXJ+6t2bWKqs/Pcj7mWRHXAcfBhYzjl1SWToohWBzB2D+5kU6Lkn3oS9BUhHX4alWsW1PI/W2ckwQ2Z2TLJx93KWtstoUGrmAKPSygaF5FdHcA3EfAfcDdgRPJa8qsMS3IMFKtmQnD2IU0ath2cNv5jnt04xtk41YnHalxsnsHiNvpAnO4uAIN7h2cX0L0K4h+A83GNoZ+AOdZyKwrcRg9ytBELKfRqxbRq9gG8w164Rtsx1voxstyXeg2lmLN9Kxo0UzRagS0VBxMQsTqGW080cilPiTQ9opdrCrESpQkVjOK37KKB4Esvbkdk0kWmMuYu755HeZp8cv8+IMOsQ42gsoyppY9HfW+pYJgrgcXt+HdeyXN3AsE90ok6SrqPEriWltGfQIbyX/m1tqVJrOLkvEaXclt9KXSlpnT0qpEjruUrZ6RS4VNLRfQaNxA4e6ict8CpPTpNrrLiPEcopRY0bMlyJhinhRhGRXOpl38NG/M+NaonKZW/evgg+jSPs/KElo2lt3EZURHkHFKJMmSNSFJnO9LkXLhuAPyPDyK2MAwTMtUmEF1HTus1I+3sc1etLiIrvSdkY0dSxWoRVNrNtGRbC0lJr6TyQSIET0G0LgwR0W3iYWTvrPMhWSuyfQUD0Pz5wSInEM6bikkzvrQCD4rFdu9oO6o9irfPvd/bW7FDFQTIBsBNsA7roeBVn2wysO9lCGFcE8lCR38e1SBZVZDRFfBlfRLVP1YOgDcEG5AsPWkpWYrVbY+kYS1Xf09RyYcdBEc/nOaWEm3scIloPgKniwjvtORsDK84UIacK6FtKU0tow1KXgY5uubvoS5Gafvz9tepwySpiMJfebdelKzJsxjpGVjwjuRJG4dztFX5/NY0Kx7quxtsYkQO6jCefTjZeyEG+hFaoRcQjfOo4dpYRuH2XB3A9pI5tpmkGUJ6rxFf2Td6UZaTJtZln3vVHq+tZEQUNJJncAmBcWZTshhgZZvFtaDZvEZv+f9cad/H/e3anVipA4wW/rkBbS0m6tygMJtSerHO9Xkj/4hUDwXD8f5DQx9H3GgHo3vk2ng6mE/JLUila3kCue2Oq6rHUXNx7VoqZAWU+hIRQRrGe/AFbRm3yKSEIkcP8T+Z3UbeUpcpqMplJkbMJJV26VL+CDIH+3v415m9c11CfJCKzNJN5JU/5oEtFFAxjrJHQEaz0Bfp5kVZsFi7KCMc+jHRfRwCb3IescFdIOWXA3Fm9dbysfITc7Ud/NK/FzVyjYh084Qa5KBbS+mVu5qel6+u+fuo1k2Fa0Zb35198xWiH035tCsskkXWGd1XcPkuCvsoPu6mwtpokEGpt1AJq8zwZ+0KilA4d2mVOw79xSIvwD+Fzg8QWi8QaOxAZRdbLkKjS3lzTWBrRokH/aoWUHb6CiPcxnUbbyKBlbEWTiPonEdwX2D4L6TGM3JaFjmzs7J/kbGjfGZnbi5jmbRrMViXJQ1nql80AU/+t/15AkVTUcS/vzqC5joq5MmIOMEtyUsZRQQKvOkSXGNtnRPbKOKzJMRbCQ/5tGPM+hF1oU3pVSV++B4OPsYbCN5tkzgJi8Y3hVoCQl1kOW/8xDtztqeatfeJsmYZVPRGu1RM1CmtTi6tPbeudtobqEBLZfCy9WvjrPC9rqndXDZ77kVI9hyoNXZRzmH1BenHZBcmX0UblMsmnNPRBzDx58Rikdwjddoh1U0Wl1sr5USBHHQMaU0WANSl9RQd3FkyexUjnMZFGjsKGbFOrCIYeNmovS/A9w9HXLuWNeolSDEv0ZGSpJacJoDbSS+mbmT9Rt+dFAddMs0btNkZImY2m/oStKKpaliKTVgyUsFitYK0JFooYrcTKa0ezpOYyD9dy0MI5UpeN4WQuvxGIBM/2J07tL8ObnJyB1Kt2liwe9l2XbZ6g1AVimSgy2XmLPlka+KOshyV39UaZGROLnO4mm4jTmY7G7mp5gva+P3JhjGbNnLsWcjgun+aa3OQEoPPN5JbObiPwD8A754gJL5seYq5rZ2RGfkf8ryqRSMMr2a/SuIjhWjjYmQhgDtIlzjJiopHv4Wzn0DCNAuZkCjkeVS1iVtF8IumLlTtsjqubTjbAd7g1KXk1kmy/oj2t6XaimEKNG9nm05DH7rEjpWfKSucRsl3UghfTQu4145jGov8/jHwGMLMT9vkzSYOP7aBai7kCMsZpYsf309bkmZxVE/eq55X+NdRtUfOeDykqtRM2pyhfP4csLKHnOXrAMttxUTlizXnkxWLX/uyBpnHQQEmjr17NRnfpXKM3Qdf4bH3+DjA/jiOarWCuY2ufEO8R8zoP01eTcqhfiBFcvP+DhLWIuI/2chMmewiYuoGjdREGD+PlwkIaK1jRxDRMZRSzKV2h9/jY+DNWc5pZ/HJLaIjnOk408wmt8gZhdFiREm9cbw130/Om4LY+qGwDRLZjKnVgEXo3rsJrjDmkZGfmLFBWiTkty5heIx5jt/Pb6ymCLfxfPnTNzN3QKXLBbOd3oD21gFY1KBOPd58jjNLNpuTajmCuegPCa+Ri/LT6kOutyaje9oOo9sweQeRH7cGmkTaNxqCLRlOJIh+BnA3xCrX+D9M3QGK1jAlpQe1Mvx9q6D3W+rPNRVGVfr03UscQEhVYSg+EZ7zziTGZcBnAMiPVru+Ao2qxrTmEX1pXfNm9WG7x1vdxxffrVgRvGPl5yLaqmUGElWzVkvkiQkRkvVgDUqo426J2rtpjoieuvUmhl8LRksR5AktevOe30jGSkJp53mg/gk+4eJv+0DtnwxjkP4sSu/l+uYu/B5nJYTO7nrfzqbo16hHFx10NX/NnHq2fqR40wEiPEBuub0DinQ2Oi5AifD5H9GwN/gqp/hy2fwWOYkBfwsvYx1bnaPCz6JpePYiTEZsimVbQsYNq8iOJZb3ZGkNSdZRndFZjHLKLuotX62EG0f4arTIls9jomjqQHtaEns3D3kz3UeqhSqHlGjRlXVmnyOAkz/TYGoy4qWi4XRo6FKYs10nzT9fHNITBhVbg0rYdIJHnRrRgvIZNgycI7AklXcf+Be7QLC/NraFcmvzF7UPl9XP16zECNLkef80gI7zsrabZ/f7Vrt9W8jy1sDWa4FOdmdbts+7XoXhWMOlRTHLwj4O1z5DzSrpyixhDlsJqAdq0X2uJdD6X22xuxgDkVrEWD3tFTq34KTzuorcJJHm08cTQcxWqsIaXEjE0iT63HkoBPgpQs2EcPUATlxd8YAIzTG7mByAx0JDVXOQmTcpfHXeDJYpQBMlI2xjBozJosV22m+NEke1t6r2+iiRSskiTQbONY/0eiuDoj9FlYOttwK1oFmYPkgSqi1vnxgMWsu5UHHVz/23J20TfI0yI9DOVXZk3JPZ+SyZjWiVkhcZ3PHK05tu0NXLBqrQmJ8gOgUaK5i6vkdOtjET6JafKyhF8cH2u9lsiWHxlJAjn1oF9HznGB5XZo8Se+TKCH9X8V5BDcjzBxFvkJQV1IXr14C67A2NQ27aN4lncPReKKx3kYeg40JDsuPmXNUwou+iJEbXSD2JG8myWr5d/49WblRtk8Bp6wkj0abWmidtUadUgxaMKVxaCpEkr+rPlX93Ox4D7NL192kD9yorLWFZ5oDbfTa7E3qwMit6whk6fkfWMh6jJkt9IOs82GBc9BKrIcOeRw4Wiu1zXmkclwba5V/lm7GvNcUeWIHB4H2UGI0VD8Dolr8VoqMTzBd5qDT2+8yWdK6JWpXvfY8Kn8BZbgM5y7DhcuIjqNkFxHceVQ4hyoyj06VXlbytxAiLQJJEpbZqgXQasCxMzmeFabOmsJy7GqO+cMcYGbBFGDO6iGYI6OSEbbgpDGUF1ers5l6dBkB4syyBYWLEh5t6RBnEl7lGKbgJAadljYgFk/LV7Tx6gShFpTtpex1HPAdBgi5SM9+MVNuyfK7LZ+RgTl3N/PP3+v1hwXYbs/bbVXuarksVVJzFcWl3SfGrwNNQwdaNJ1tDTyEw9+B6u9i0Rp4g7U0BfR/F+78yNvLyYBGqzaFAhekx3gKw/YshsUCfMXB5xcxdBcR4yIqdx5lpNzavFRRlBTydlywZhFoKRRGY6Bx9iXBpd+pY6zNg2rhVBHRSHoFmbGErGEkuPgVR3J0W3BS9bEBhw1Eaou4HVGipTgmWLMmF7FElUBWpJIr4SxjA55qXdU0POUYHFOV0wo8Tuykupf03V2AwwJipKye1niq5a7vyR8usYNu3wTAak/eDXz5J+x3p/f83MzC7cvw5XHcCbq17Xh3c0tHf9stdq8BbbSx1KaUGkDybVo9IXUdWe8aZcTKQ0T8Q4Dmq8cIeC1D5GfQxWcAGk+HClAKtlk0RSi10ZlGGeYQi3mpAQzxvACNVRP9uCDD90JkfeSsLFYKqmr7IwkGJRl8JKw4YlY1+sXeOQJNNfrV4inQrJ6BFyskgFF8hwDTvjO2wmzAuXXpQQtuXfT6Ctav0arRheTrXClFw02CLH1JNaSLaEiQVKjI62AKjTiF4GnF6D7OIPh5IFyU7nJPt5kD4Fl+JlaO58bt4XhWrQ7H/cB4EFCPamXq0nUHWVKzgkf9nP2tmm1R+ukWt1s8vxsBMrmlpdeN1or9rs/SrZqbNIsU2IP2Fg6PABBkf0esHsGJPCrL8rqpkfPIdvwkFm28/7BS5LzYGZYcafPHoD2NYZxBP5zDsDiHQZzHMNKicWQR3Ujm2DhWliMvOL+5I7DisHSOvdDvBVqOPzVQOI/CqX0jAMdjIFJVh8RZ7CnSxk6xXliXjmrWLhJk0nvm1jH0m6jcDpq+C+/7CJ5uYwV46kEEDJK4Zt8KCwmVwLaYBuJ2Cw2SOg26kSR4aN3OwwfWdpJxvaMF1ZGdCwsTVm33EYFHW5anDab9Pn1fUGfW7iBrepQzHK/IXOnMiK30Sc62WVsHGkxMuoSTSmnq8ShAbOij3Q/9d64frpm3iHgMBxIhzKUxMnuFfppr/e8xTBoyR7oTpwG0cQSgBIlITKIpOvts8++gH6bRj7NSE9iLTPvNiQvpMYvCq2Kxj5wl04H3lBDnYm6gQcB5/txEw9PSEWgNOKcDMfTomXCm68cdiT1FGwhs4COwwqooFofA4uB1FQdnjOa7aLABtBig9EPEosKMDxgUAR0fMVVErDKLnj16waEz9JhZ0lFLfqaJQdVGDFNAcR6+ItN6L1XGUMfyGiLoQptVqxdXHbT88l66PMo6yT3Lz+ng9znSUjokq3rQWSv3bFZGUyxWAG5AMX9mskTbYnz7BKtBssIzey8rn7PMn60jss9sl3oH4Al8ch1j9QAVXqLAeyxiR9TSNEl9pKtz8MU++MLUIwEmtD1eoMBdqSRjbXRLKtlptdgIyc4lkiJFMYOCRIInc0mL1oF3dBYJNtqxFnxsyXfatYJ/82rphKmM1N/QgRfiKlKxMCZdkMB29HUUbgNVuSlt6tRLZwHpOdm9hlhCBf6FdAbH8Vjd2m7nzJFTdELZN25jp9hTS0Kk0VqAczeloBr4XmQcwOoYsq6ilcJNRDusx5Z4t0+p78LjQjFT6TfO9SByZfzuk5bBHCeDrj5P18Fh4si91sORlt2ubzIGmBV6CxMsfWAkq5QFVn6akEs9H5JW0TLmNPk7vXuq8EkyFkJ2yfvxoQwy000asvD8+XwWkVNY5yli/BkIf0NRPQDwAgErXxLQxu6klc7+AI95CSXp8mkcxpNkbSCF2jj6wjfbaMU2fEGQMSfVEpvInxkXEXTiVnqSJk14b11ryaKRzAhduLAFFygft4lQqt7TUMTjaO0oyj3ABjQWI7D+9EF2a7+dahyic9YbXWVW5tNNZid12biFljS9/oDoCDjWe1ICnRaNQNOqEV3W+QY3CQTdwXVRWR5wHFXkdQ02jnevzTJfuHxPO7ccEuMyAAXZ+OjGhMEkZPffeI++cY+7IcwCGbhU7p2bozTyiASF5rC40SpjLUOiUqrFGnR4jXiNmTNlD2HqopcicW6wPFOywTNwQmKZmC9ZHMbsk0BrVL98yUCrA04IV5FT5fyNcyiEQClkF2pgKu1I7TYT2Q20+Tc2VYLuY0M6mVl14QodWcifPWtq5LIH+KqEq/oyzMKXrLImmygKfSIdxjEXlEn9FhX+NCoKrYPqKHsyJ8g44aI4nFX67hpM1LNN6AcEARx/J+uaa1lauXSu/mV83rioWTu/+aXlvtrOQ2eZceFI7GDUvVe3ROMSZr4nF5x1ApIw0liFVy9EXn/+ZGSNEQQ53WTJltzqmRWcBNYYrAfBcRzVWWGBVuLY2Hpq32/J4JIoLDG/02Ppp+2A62QaHnNSfRQdK5A4SIXEGtcNH4y7U38hVuHYXxh2ED2B2kFwC3DxgryWKRq1kgQzxXWeIbKCP/wNvxKg5YDLb44BTyeAElikQzZlOCFHXyitz+JcpT8I0AKdtvrVPioTyQddiZ4LaPa10mMHAxBybLlkt+tfUeG3MuHjJMDabeGMm1+HuIhW4zac+15m6YimpRRWj2X2zHXM32kMCB1FpZLmHAlE4SDm/GwX5tJpwMVZeDcnJNJY8TlPH9i7W7XDUOJXnU3AdIeOS7fCWKloSbNsIAPrNec3LhHwQLR5N3rPrKwsLyzQDc9sYO7u7gc4zYBq3KXnT8UpIbOSDifdNZGTYCOuY48gfQi+ihvOHHy8iEiVtXhFi9jBiUW0bCx3Y28hvZplRLxTLRhJ7/CzphEo6OuuAvES4Pg6XkdepxVEsMtaXUdUv6Dx5bqO+13gsYtirsrv4cBpVF+lm3UlzbImEc+M2Lk0cjcHIT1uPlh/waXJm8VRuzbxk9MY7yIcZfzp/tvwxF910XG4xTVpZr+MZsE6z98A7nvRtGRJmko5zIirYot0vPVowK9fSuZIjEDdSfdexF7Z4U1KWTu7uYsvwrlLMqBYc3WzyX0aa5Lo+yfgSgWMWgeysPJdfmfMQ3BwG9Pyseib4k3kGsradaFex1iPuABcvSjONtE0jLpebJaxt5MX2foBM+VJnnM0kaS3qETDZQ1obKEhFT5OCSjmK2VC0S0g3lLyyS3CReY3uQ1wU+F7vYHDS8TI/Nh7LUyQ1MwVRImrOSOCIOV78jjeA3iOkIDmq19Q4QWaX2aMdoQ1m8UGfBXjH3uQgLDHt3DiADBcpb2wAfP8OwlZUg6PEGvg0r329B/j8VSXMA/fvC5tQgG0aNRMIcV/RQZ6mDqzVr6Mz8d2cg34mTTnmb2XLSfE1wh4A3DslOP0Esp7tqTixnNhgd0R1+BGrKZJ4ahrKloosa+uk8npuWWACs2cISdxD8Hr4VwSUvBa9M18oQqV0wXT2FiS7qPJPw1Ep5U8Cj6zdMmiSfItT28rob5bNYXaPm4K3GjoGrKQ4H2yPm8R5Pzfw5XrqFo7aLWovljAVTOatwwsXv9ahHrpqoMdI46uOnOetGjcrF4jxmcy6MQHgraH4KfS/bmNiK8QadlkBfE/rrLniQxhZQglDRRoq9jBZ6b3T3Mp7xdQ69/+pfZx2niXg+pjgGtsi6zDfFv0UBbRbNxGdN8i4nsUIh5rbqPGZzkRonu/FY6ZhAIBwYToWyC+1HFT5TPAvZG8Hzt72euGeBWuuCsitSM5PwEbd3FLjDOoJ3hpzcjA0v16B3BHl0W3hBgY9zBqhRBLWhxNq6aOOqt0bPyxAC2LC+V5BKQbWz+1gukOBJ5fRr6INdsLaFbNQ7+FRMQGgqN69DJcWEZZraKFddFJpNVnH7ubaiKEWVQVZzzcBsI3KaVC+QzmMs/pscW+CC1F9xKgqpV8cUvme7UQ/WUBWYhfI7obqETkl3eGwyz5ml+AwDKsB8Khz/7zAe00Qfsx3kv78W6JFi2d2qsoZPF/L5opnKvDGw4G6BKc02JYCZYez7j/jSVfXWFJ6S6BdXaRmhUPEYessXuFioMUJPZsoMBlOPb8FffhKFSL2xqfUI5dai4JRn5CspIC3iWZpgP3HIFzQHFVxgAADTJJREFU4wi4QBeK6Y6AqiS0GggNdQ8bqceO1kzmi4ulU6snjDHdTAGlVu+Me/T03GjLXFCgmS6Lki/1zc9iNBZzq+wf1cZQ6dRWWrFSJrZsi7g2+9b5mEIbA3aMNC+hCrRGzF3yWrBY4BoC4y1Ojk1A0yJhJqAfIYZXCOILUfvqoowSG8a7CI4c9IXUM8lc2itRwXIVk9YP4fFSFHLCP5dF+xjgOM33dPgdGvgeU+iKMNEtYRkd47NwX1070vokLFJ3ubJ6+SOPzegyraWA/bk4wAzAq+oxmqCOO/82xAoamMciAu4gNL9D9IwF78r0gwglXXQOOD+JJAjd0VW4SB2M5wBFZ0R45gVcWELJ8rQBrQSfrW6gb6XvkqNk86rGb8xq2s/awEvQF0Bhs7jHFq1igY0IPyi4aDV3A5r9nZ/C8+NUTd10toHhtuQ9yRpzqsOyVMdGLElBBIF2TqR7KXFIkHnxIr4WoEUhNujess6V0oEv4CKLhB8C4SUi5yuIJPgCBv4GhvFrVJH38KJOnRU3/q2AE/EBQkXxuNeYwnu8wQ4ejGSMjuQ1HT3vcZpL9tf5Xso27mAG01hE1aAF+w0i82eRu+sNiZ2c0xpOS6LalValYyVtVFNyS1wcjgKmXoWLD4DyF5R4ggKv0cS6LLR3KHCfBAiFaYtvEYrfwEmCPMUmSXFME/lcSmQsKXX+FlGA9gjg4imeoR/eoFmso93tiTYhyW2SS0y9MONHYT3aKyNAyAqTAbbfWSBHqQY0CTeHUnoL9VGW1vSkypmm7My/kWowiz7mLwlIpjBUq4VpGWrWb2MgWolc5uRZ+WARxB0pbODE2KtoF7Ro3NzuwUXeh2twLO3ztLQEGvvLGG89knEkLjzH0K2gLEvExiy241WU8RZKxrzuIiopAifzSDLmORBYUPwMA7yVEU1b6J4B7dOBdjyzegEX0W3cTbmz3yagXZNKfuem4J1WsWhHgkk26LhWpfPJNFK0lUTFK9ERdOEBYniAEs8whbdYwpbwmlwqdylph5toFpRc/x7RKfFCmlq72afEEgnREalFSWv4RoAW3CO4+AiheIoqvkJorqKz1ZUUCBWcGLWRWGeXniYCuE2Qk9RCbk2x6Hf+xzPgdzqUJtjHs+FD+9CtS07PMn+YAAT/jTwi5XX5LtQD5lxUCmQ8T/Nc/py5nPfQwKxoiS6gIy77HXgCLdKqfQUvxdyc8+CTTucSYnwubmDBZs74TAaZxOEAO0wANRbRj9cwjFdRgRaNUSDvC6cNvQYqDmJmQfEyutjA+5EC5vjcDrnuzizaIS9U9rQx0KZxEf0EtDIyW0epPdLFC1oo7bj3awm0tbeqwqMqJJMV1DFSzPMwjnosbg7dxhIvMIVlvMRO0qkA/pM4UNdQ4B6CJ/FCeT/Gh9cQpT2HrUcFogxvoBu2JtXoArT4GME9RBWfwBevEPsrmMMOrmEoVZm/RcRfJQmva4Lcm7pq+vv5DIR0iglEJi5IYyhgxmtJo7rdXSvaWHvYcyhROy+2jGqaAf8eFX5CTKkZezbLtZviR7Aup4XraBRfo+nuoYjfwOE2vFTisBeQuxpzkZR1Z07sAbx7CMSnQLmMIboydGlH5HZoyTgsciEBjfeHGV3Nv5VYlpGUbxMhY9UpR1w3Z0A74gVLM6sbWJKS6YsoG5o/KwOBdl/mwQnQHCsX2mhIa4+lhVVGVnQEXReeCdTkNjJ3E0VT8DHKioIwr7GONVBY/MdkHX6PGQxwBU3cReG/gzegQeXXZZFF1peS5uhJS1CIHNTAoQ2PpHN46J6gLF8KXc1JKEzs/4fM+tj1+CkBx1IsTK/Y43dCF2gyYq/HhSOkVV6n57LWlMfCscYfvrMOvKQgVAcX0MQNNIu7wvIWkbHqTTjJM7KWlq1OhO9buPgUzj2Uc3fVcxHa6WFHrDfrbaWThH2SYglJ+nCrol3X8U1sj3kvU79zPecjxWe8RGdAOw7QOLf6spAhF6T0qnTfYRB/i1DdRxAFMN7wWUgxmbT5aFaKlAIH2HEgArXei0iyYhkFWS6KwnCovXsGV75EwDKWsIk/SymWuiq/k3TCJRT4GoX/Ft7fBzgey3GR0aLNSu5LOL/IhC3p8iWUkUWxtGiPMaweS9tHC8uy3F5k7z95LSbXRj2l8q8Aftxn/fzhCEDje/Gxtz4ij0ULga9KSfciGrgF779G038DH79GQU+CLrs4s5yHx2Q/UxpPgEAi5DEaeIkh3qONrnCuPTTRZcMyuCnq/D4xhqLjyTK+bayJJWPeUadaH6DfuNdyOgPa0YGm9D4LhTnN0zevyaTPYfk9StxHFZlTo8M1L9RCw7EkmlNXCDSmnTmSdQuNuI4irqAgzRHZPv9S9SoqUvpvUWAN57GDP2ViMCQCGriIDt2kggTAPYBzDnBDdnPp9BaJCEKTdTJsfF1G5QjcJyjDEwxZmS7t+it4NXKH6hpYB6+LI+/pB1zo8Sfu9s5joF2RiHURBW6gKDjj4S4KfAUvceq8+A7OcZOhvX0t6RIvIKNe42u0sIYdmfzCgi4PjhJkDyVFb9kjwgevHKmY7sQkbBNtOtaZH3xBj74Q/9lfobTG/8KeOcyi17qMYXUH/XgfQ9zDMH4FgJUG51G4aelYaMjUS97KPtpuG01soBU5tG4JRXyLhuy8r1BUbwR4jJA4trUnbiNvsD1auIMLssicWDWC7CsgXhdp9kC9EtdOQCPNwCYgjhB+JfRCYCIczwG8QQ+r2BSgWe3jsRbQJ7rZY6DNSmRIx/Q6GriNhmf+7BZ8vCwWXRVlmPxmzeJr+ECAPUPES0yBwwU3Zf4LlWv4YN2NzoHh3VT2lE4nn6XxWD4pYr/ujn0vxRnQjrdS2InQFAYs4Dx6jZsI8Q7K+I2Ml4+RuS115dhDp51TQ7T8DtpxE22Zk7qMZnyHJt6iEQi2t0J+EGTUf26jl5oMc4aLrhPLui6jyZiElo3xmdAZFEEiEc4KEdZmDBAjqYX3Us4V8FJjNS4+vBO3cl1SAFxIe6k6Hu/qfJxX2cwhxsYkm8gw3hQXkm6j95wsy/iMD57XChCYMmGlDRs3WU1LFnZbJnGqG6iOopWRXU8MKp3vF6k8bFyPyuceezM6A9rxFoXmmK6ACmBz6OIyQnFDwYbbGHLxx4tSDq2qJxFNr2NYm3FdhokTaO3wDm28k3iJ1MI5rIkl66CLayl2+uMEUdHEHcxIny91SQoBGK3nJWnVIbVtZLlW6TPxy8W1JOyj1E+ylhLvJT4bB/hHpquPd9lO9Cpec+bymGI/hyYWJZfGJLVUzLA6Rv5GImUHXjYYtvbynJfQlt+3ZPDteHPhAREDu+Gg3r93bJDZh5zo7P+NvljdR+Z1BkI3L6DCZVTFDZTxBkqp1mALxzlRziLQKJ3QltGrOuu4E5bRwgo6wv7RVdTRrGwjtcBb2cb8BjdwSZKqZMg4e25RvrwAL6lCC7HOrBTTxazU34DHKipp/1gW4PVEG6Me4H/pt5LXnECjxWazpoFtUVxJOn6qp0nGlUBjCdd7VHgvk9Z5bTflnPORHvk518F2bDdxtwt5ZtGOv7zGVo1xA7usAy6jj6socUWKjQkIFRmi/euJteIw8RaBhlUhPKaxjnlsip2i6MMPGEj/HCeVfKhNwcoIUiscCzWLLoVrpd6SX2Qcdc6Buo5aeULmLAjYNkQEtC+6GNrn9utxG+0umftoYJtDU/r3qT9Dt5FAZEUKa1uY/uZ5b6aiZNtYTGl4L9LFPutEFqy+rM6AdnygqX//g1g1LnzmuBbQw6KwYmpxGLjz5nMJEGgE0wamsC7fm6lolnqBnKo2jyH+sCfILJ4oJDIho7kjM9lUkJats3QbVUeSD0JNC6tK6Wkj12bzPXOQ/RrcRrtLZtVMfl0Vo1vUbUnF29okxPPmOXflv/Goxc8Wj54B7WRAG7uQLN/ZwIxI/1C7UjvkuPjZJc7/k0ymOBBZx22BCSUXFtIMtruJ3RoPtNtrx9WmS4JtW2hpFv0qPc08kE3s0UJena3MBPnOaK6nuU7Hzgmd7JKd+NXWdGrDfXX0IeUwxpos3FrSnDv5firM4UmO/AxoJ7l6+lqlnu+gAdIcShwTYObG0XnURe/FpVFtE9UGowM4ZGmyNKweMDUyC9wV4Py6jkJS4JyVrYW/NqFHIzVWolAPbHKxTTZmnvwafOp3sPPPO789qKLJBwvPbFDJmDX8rOd8BrTTWSK2yzKG+FA8h/SFzeFiJ9TmaJc1VyYnPQ6KDeyeGVs2pqfHDBr/lrNm1pZj3c8864M+53SuzMd7l/z863Ns6udu5/rZzvkMaKezEOymW2LVZl/aArAbn++0Nn/tuIsgp6Xz+2j/XmfN8pkzp3PWX8a75Nc+P6L8/D8bwPLg8su4XP8cR2EuTf7dQJCD7bQtS33DNItWX3j/HFd597PYKxf2RZzzmUU7/dtQtzS5G5e7bJ99lz39Uz97x72uwBnQPu7aqF/fM3B93Ov9xb77/w+OJkaGt9RPlAAAAABJRU5ErkJggg==" id="233"/></item></list></costumes><sounds><list struct="atomic" id="234"></list></sounds><blocks></blocks><variables></variables><scripts><script x="33" y="10"><block s="receiveMessage"><l>fractal</l></block><block s="hide"></block></script><script x="219" y="16"><block s="receiveMessage"><l>pascal</l></block><block s="hide"></block></script><script x="32" y="357"><block s="receiveMessage"><l>restart</l></block><block s="gotoXY"><l>-140</l><l>-90</l></block><block s="bubble"><l></l></block><block s="show"></block><block s="bubble"><l>Press 2 for Fibonacci</l></block><block s="show"></block></script><script x="30" y="75"><block s="receiveGo"></block><block s="gotoXY"><l>-140</l><l>-90</l></block><block s="bubble"><l></l></block><block s="show"></block><block s="bubble"><l>Press 2 for Fibonacci</l></block><block s="show"></block></script><script x="295" y="147"><block s="receiveKey"><l><option>2</option></l></block><block s="doBroadcast"><l>fib</l></block><block s="show"></block><block s="gotoXY"><l>0</l><l>-40</l></block><custom-block s="Fibonacci"></custom-block></script></scripts></sprite><watcher var="number" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="result" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="other" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="numeral" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="ROW" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/><watcher var="PASCAL" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="POSITION" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/><watcher var="pen size" style="normal" x="10" y="157.00001399999996" color="243,118,29" hidden="true"/><watcher var="size" style="normal" x="10" y="178.00001599999996" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="initials %&apos;sentence&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><l/><script><block s="doReport"><l></l></block></script></block><block s="doReport"><l></l></block></script></block-definition><block-definition s="copies %&apos;num&apos; %&apos;word&apos;" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%txt"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="spell number" type="reporter" category="variables"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="fib %&apos;answer&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportLessThan"><block var="answer"/><block s="reportSum"><block s="reportListLength"><block var="number"/></block><l>1</l></block></block><script><block s="doReport"><block s="reportListItem"><block var="answer"/><block var="number"/></block></block></script></block><block s="doDeclareVariables"><list><l>fib</l></list></block><block s="doSetVar"><l>fib</l><block s="reportSum"><custom-block s="fib %s"><block s="reportDifference"><block var="answer"/><l>1</l></block></custom-block><custom-block s="fib %s"><block s="reportDifference"><block var="answer"/><l>2</l></block></custom-block></block></block><block s="doIf"><block s="reportEquals"><block var="answer"/><block s="reportSum"><block s="reportListLength"><block var="number"/></block><l>1</l></block></block><script><block s="doAddToList"><block var="fib"/><block var="number"/></block></script></block><block s="doReport"><block var="fib"/></block></script></block-definition><block-definition s="pig latin %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><custom-block s="empty? %l"><block var="list"/></custom-block><script><block s="doReport"><l> </l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block></script></block-definition><block-definition s="label %&apos;text&apos; of size %&apos;size&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">LABEL will stamp text on the stage at the given font size. The direction of the text is the direction the sprite is facing, and color will match the pen color.</comment><header></header><code></code><translations>de:drucke _ in Größe _&#xD;</translations><inputs><input type="%txt">Hello!</input><input type="%n">12</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>text</l><l>size</l></list><l>var stage = this.parentThatIsA(StageMorph),&#xD;    context = stage.penTrails().getContext(&apos;2d&apos;),&#xD;    rotation = radians(this.direction() - 90),&#xD;    trans = new Point(&#xD;      this.center().x - stage.left(),&#xD;      this.center().y - stage.top()&#xD;    ),&#xD;    isWarped = this.Warped,&#xD;    len,&#xD;    pos;&#xD;&#xD;if (isWarped) {endWarp(); }&#xD;context.save();&#xD;context.font = size + &apos;px monospace&apos;;&#xD;context.textAlign = &apos;left&apos;;&#xD;context.textBaseline = &apos;alphabetic&apos;;&#xD;context.fillStyle = this.color.toString();&#xD;len = context.measureText(text).width;&#xD;trans = trans.multiplyBy(1 / stage.scale);&#xD;context.translate(trans.x, trans.y);&#xD;context.rotate(rotation);&#xD;context.fillText(text, 0, 0);&#xD;context.translate(-trans.x, -trans.y);&#xD;context.restore();&#xD;pos = new Point(&#xD;  len * Math.sin(radians(this.direction())),&#xD;  len * Math.cos(radians(this.direction())));&#xD;pos = pos.add(new Point(this.xPosition(), this.yPosition()));&#xD;this.gotoXY(pos.x, pos.y, false);&#xD;this.changed();&#xD;if (isWarped) {this.startWarp(); }&#xD;stage.changed();</l></block><list><block var="text"/><block var="size"/></list></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations>de:ist _ leer?&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="keep items such that %&apos;pred&apos; from %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:behalte Elemente, die _ aus _&#xD;</translations><inputs><input type="%predRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doIfElse"><block s="evaluate"><block var="pred"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><script><block s="doReport"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script><script><block s="doReport"><custom-block s="keep items such that %predRing from %l"><block var="pred"/><block s="reportCDR"><block var="data"/></block></custom-block></block></script></block></script></block-definition><block-definition s="combine with %&apos;function&apos; items of %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:kombiniere mit _ die Elemente von _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="data"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="data"/></block></block></script></block><block s="doReport"><block s="evaluate"><block var="function"/><list><block s="reportListItem"><l>1</l><block var="data"/></block><custom-block s="combine with %repRing items of %l"><block var="function"/><block s="reportCDR"><block var="data"/></block></custom-block></list></block></block></script></block-definition><block-definition s="if %&apos;test&apos; then %&apos;true&apos; else %&apos;false&apos;" type="reporter" category="control"><header></header><code></code><translations>de:wenn _ dann _ sonst _&#xD;</translations><inputs><input type="%b"></input><input type="%anyUE"></input><input type="%anyUE"></input></inputs><script><block s="doIfElse"><block var="test"/><script><block s="doReport"><block s="evaluate"><block var="true"/><list></list></block></block></script><script><block s="doReport"><block s="evaluate"><block var="false"/><list></list></block></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:für _ = _ bis _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="join words %&apos;words&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:füge Wörter zusammen _&#xD;</translations><inputs><input type="%mult%txt"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block s="reportCDR"><block var="words"/></block></custom-block><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="words"/></block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>1</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></block></script></block><block s="doIf"><block s="reportEquals"><l></l><block s="reportListItem"><l>2</l><block var="words"/></block></block><script><block s="doReport"><custom-block s="join words %mult%txt"><block s="reportCONS"><block s="reportListItem"><l>1</l><block var="words"/></block><block s="reportCDR"><block s="reportCDR"><block var="words"/></block></block></block></custom-block></block></script></block><block s="doReport"><block s="reportJoinWords"><list><block s="reportListItem"><l>1</l><block var="words"/></block><l> </l><custom-block s="join words %mult%txt"><block s="reportCDR"><block var="words"/></block></custom-block></list></block></block></script></block-definition><block-definition s="list $arrowRight sentence %&apos;data&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Satz _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><custom-block s="join words %mult%txt"><block var="data"/></custom-block></block></script></block-definition><block-definition s="sentence $arrowRight list %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Satz $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="text"/><l><option>whitespace</option></l></block></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations>de:für jedes _ von _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="word $arrowRight list %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Wort $arrowRight Liste _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doReport"><block s="reportTextSplit"><block var="word"/><l><option>letter</option></l></block></block></script></block-definition><block-definition s="list $arrowRight word %&apos;list&apos;" type="reporter" category="operators"><header></header><code></code><translations>de:Liste $arrowRight Wort _&#xD;</translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><block var="list"/></block></block></script></block-definition><block-definition s="%&apos;x&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block var="x"/></block></script></block-definition><block-definition s="numbers from %&apos;from&apos; to %&apos;to&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:Zahlen von _ bis _&#xD;</translations><inputs><input type="%n">1</input><input type="%n">10</input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="from"/><block var="to"/></block><script><block s="doReport"><block s="reportNewList"><list></list></block></block></script></block><block s="doReport"><block s="reportCONS"><block var="from"/><custom-block s="numbers from %n to %n"><block s="reportSum"><block var="from"/><l>1</l></block><block var="to"/></custom-block></block></block></script></block-definition><block-definition s="map %&apos;func&apos; over %&apos;data&apos;" type="reporter" category="lists"><header></header><code></code><translations>de:wende _ an auf _&#xD;</translations><inputs><input type="%repRing"></input><input type="%l"></input></inputs><script><block s="doIf"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doReport"><block var="data"/></block></script></block><block s="doReport"><block s="reportCONS"><block s="evaluate"><block var="func"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><custom-block s="map %repRing over %l"><block var="func"/><block s="reportCDR"><block var="data"/></block></custom-block></block></block></script></block-definition><block-definition s="pig word %&apos;word&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><custom-block s="word $arrowRight list %txt"><block var="word"/></custom-block></block><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block-definition><block-definition s="pascal %&apos;row&apos; %&apos;column&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportOr"><block s="reportEquals"><block var="column"/><block s="reportSum"><block var="row"/><l>1</l></block></block><block s="reportEquals"><block var="column"/><l>0</l></block></block><script><block s="doReport"><l>1</l></block></script><script><block s="doReport"><block s="reportSum"><custom-block s="pascal %s %s"><block s="reportDifference"><block var="row"/><l>1</l></block><block s="reportDifference"><block var="column"/><l>1</l></block></custom-block><custom-block s="pascal %s %s"><block s="reportDifference"><block var="row"/><l>1</l></block><block var="column"/></custom-block></block></block></script></block></script></block-definition><block-definition s="to binary %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doIfElse"><l/><script><block s="doReport"><l></l></block></script><script><block s="doReport"><l></l></block></script></block></script></block></script></block-definition><block-definition s="triangle fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>10</l><script><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="triangle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>10</l><script><block s="forward"><block var="size"/></block><custom-block s="triangle fractal level: %n size: %n"><block var="level"/><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fractal other" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="fractal triangle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="length %&apos;length&apos; TURNS %&apos;TURNS&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%b"></input></inputs><script><block s="doIfElse"><block var="TURNS"/><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>3</l></block></block><block s="doIfElse"><block var="TURNS"/><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>3</l></block></block><block s="doIfElse"><block var="TURNS"/><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script></block><block s="forward"><block s="reportQuotient"><block var="length"/><l>3</l></block></block><block s="doIfElse"><block var="TURNS"/><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script></block></script></block-definition><block-definition s="fractal length %&apos;length&apos; turn %&apos;turn&apos; angle %&apos;angle&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="setColor"><color>0,73,255,1</color></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doIfElse"><block s="reportEquals"><block var="angle"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="turn"/><l>1</l></block><script><custom-block s="length %n TURNS %b"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportNot"><block var="angle"/></block></custom-block></script><script><custom-block s="fractal length %s turn %s angle %s"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportDifference"><block var="turn"/><l>1</l></block><block s="reportNot"><block var="angle"/></block></custom-block></script></block><block s="doIfElse"><block s="reportEquals"><block var="angle"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="turn"/><l>1</l></block><script><custom-block s="length %n TURNS %b"><block s="reportQuotient"><block var="length"/><l>3</l></block><block var="angle"/></custom-block></script><script><custom-block s="fractal length %s turn %s angle %s"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportDifference"><block var="turn"/><l>1</l></block><block var="angle"/></custom-block></script></block><block s="doIfElse"><block s="reportEquals"><block var="angle"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="turn"><l>60</l></block></script><script><block s="turnLeft"><l>60</l></block></script></block><block s="doIfElse"><block s="reportEquals"><block var="turn"/><l>1</l></block><script><custom-block s="length %n TURNS %b"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportNot"><block var="angle"/></block></custom-block></script><script><custom-block s="fractal length %s turn %s angle %s"><block s="reportQuotient"><block var="length"/><l>3</l></block><block s="reportDifference"><block var="turn"/><l>1</l></block><block s="reportNot"><block var="angle"/></block></custom-block></script></block><block s="doIfElse"><block s="reportEquals"><block var="angle"/><block s="reportBoolean"><l><bool>true</bool></l></block></block><script><block s="turnLeft"><l>60</l></block></script><script><block s="turn"><l>60</l></block></script></block></script><scripts><script x="275.7744160625" y="376.00000199999994"><block var="angle"/></script><script x="336.6416025625" y="403.00000099999994"><block var="angle"/></script><script x="234.6416025625" y="799.0000010000001"><block var="angle"/></script></scripts></block-definition><block-definition s="%&apos;base&apos; ^ %&apos;expo&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>a</l></list></block><block s="doSetVar"><l>a</l><l>1</l></block><block s="doRepeat"><block var="expo"/><script><block s="doSetVar"><l>a</l><block s="reportProduct"><block var="a"/><block var="base"/></block></block></script></block><block s="doReport"><block var="a"/></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doRun"><block var="action"/><list></list></block></script><list><l>cont</l></list></block></block><custom-block s="ignore %s"><l>3</l></custom-block></script></block-definition><block-definition s="throw %&apos;cont&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _&#xD;ca:llança _&#xD;es:lanzar _&#xD;fr:lance _&#xD;pt:lança _&#xD;</translations><inputs><input type="%s">catchtag</input></inputs><script><block s="doRun"><block var="cont"/><list></list></block></script></block-definition><block-definition s="catch %&apos;tag&apos; %&apos;value&apos;" type="reporter" category="control"><header></header><code></code><translations>de:fange _ _&#xD;ca:agafa _ _&#xD;es:atrapar _ _&#xD;fr:attrape _ _&#xD;pt:captura _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%anyUE"></input></inputs><script><block s="doCallCC"><block s="reifyScript"><script><block s="doSetVar"><l>tag</l><block var="cont"/></block><block s="doReport"><block s="evaluate"><block var="value"/><list></list></block></block></script><list><l>cont</l></list></block></block></script></block-definition><block-definition s="throw %&apos;tag&apos; %&apos;value&apos;" type="command" category="control"><header></header><code></code><translations>de:wirf _ _&#xD;ca:llança _ _&#xD;es:lanzar _ _&#xD;fr:lance _ _&#xD;pt:lança _ _&#xD;</translations><inputs><input type="%s">catchtag</input><input type="%s"></input></inputs><script><block s="doRun"><block var="tag"/><list><block var="value"/></list></block></script></block-definition><block-definition s="if %&apos;test&apos; do %&apos;action&apos; and pause all $pause-1-255-220-0" type="command" category="control"><header></header><code></code><translations>de:falls _ dann _ und pause $pause-1-255-220-0&#xD;ca:si _ fes _ i atura-ho tot $pause-1-255-220-0&#xD;es:si _ haz _ y páralo todo $pause-1-255-220-0&#xD;fr:si _ faire _ et mettre tout en pause $pause-1-255-220-0&#xD;pt:se _ , então _ e faz pausa em tudo $pause-1-255-220-0&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>breakpoint</l></list></block><block s="doIf"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doSetVar"><l>breakpoint</l><block var="test"/></block><block s="doShowVar"><l>breakpoint</l></block><block s="doRun"><block var="action"/><list></list></block><block s="doPauseAll"></block><block s="doHideVar"><l></l></block></script></block></script></block-definition><block-definition s="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;ca:ignora _&#xD;es:ignorar _&#xD;fr:ignore _&#xD;pt:ignora _&#xD;</translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="cascade %&apos;num&apos; times %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="138" collapsed="false">Call f(f(f(...(f(x))))) n times where the three input slots are n, f, and x from left to right.  The # variable can be used inside f to represent how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado de _ invocações em cascata de _ com argumento inicial _ _&#xD;</translations><inputs><input type="%n"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="cascade until %&apos;pred&apos; %&apos;function&apos; %&apos;init&apos; %&apos;#&apos;" type="reporter" category="control"><comment x="0" y="0" w="90" collapsed="false">Call f(f(f(...(f(x))))) until condition is true, where the three input slots are condition, f, and x from left to right.  The # variable can be used inside f or condition to indicate how many times f has been called.</comment><header></header><code></code><translations>pt:o resultado da invocação em cascata até que _ de _ com argumento inicial _ _&#xD;</translations><inputs><input type="%predRing"></input><input type="%repRing"></input><input type="%s"></input><input type="%upvar"></input></inputs><script><block s="doDeclareVariables"><list><l>result</l></list></block><block s="doSetVar"><l>result</l><block var="init"/></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list><block var="result"/></list></block><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSetVar"><l>result</l><block s="evaluate"><block var="function"/><list><block var="result"/></list></block></block></script></block><block s="doReport"><block var="result"/></block></script></block-definition><block-definition s="compose %&apos;f&apos; %&apos;g&apos;" type="reporter" category="control"><comment x="0" y="0" w="90" collapsed="false">Returns the function f(g(x)) where f and g are the two inputs.</comment><header></header><code></code><translations>pt:a composição de _ com _&#xD;</translations><inputs><input type="%repRing"></input><input type="%repRing"></input></inputs><script><block s="doReport"><block s="reifyReporter"><autolambda><block s="evaluate"><block var="f"/><list><block s="evaluate"><block var="g"/><list><l></l></list></block></list></block></autolambda><list></list></block></block></script></block-definition><block-definition s="repeat %&apos;action&apos; until %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Like the built-in REPEAT UNTIL block, except that the ending condition is not tested until the script has been run the first time.  So the script is run at least once.</comment><header></header><code></code><translations>pt:repete _ até que _ $loop-0.7&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="evaluate"><block var="pred"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;action&apos; while %&apos;pred&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Run the script repeatedly, as long as the given condition is true.  Runs the script at least once before testing the condition.</comment><header></header><code></code><translations>pt:repete _ enquanto _ $loop-0.7&#xD;</translations><inputs><input type="%cs"></input><input type="%boolUE"></input></inputs><script><block s="doRun"><block var="action"/><list></list></block><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat while %&apos;pred&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="90" collapsed="false">Runs the script repeatedly, as long as the condition is true.  Tests the condition before the first time the script is run.  Like the built in REPEAT UNTIL except that in this block the condition must be true, not false.</comment><header></header><code></code><translations>pt:enquanto _ , repete _ $loop-0.7&#xD;</translations><inputs><input type="%boolUE"></input><input type="%cs"></input></inputs><script><block s="doUntil"><block s="reportNot"><block s="evaluate"><block var="pred"/><list></list></block></block><script><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="repeat %&apos;num&apos; %&apos;#&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="171" collapsed="false">Runs the script the specified number of times, like the built-in REPEAT block, but this one provides the # variable that can be used inside the script.  Try&#xD;REPEAT (200)&#xD;                MOVE (#) STEPS&#xD;   RIGHT 92&#xD;with the pen down.</comment><header></header><code></code><translations>pt:repete _ vezes _ _ $loop-0.7&#xD;</translations><inputs><input type="%n"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>#</l><l>0</l></block><block s="doRepeat"><block var="num"/><script><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block-definition><block-definition s="for %&apos;i&apos; = %&apos;start&apos; step %&apos;step&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>pt:para _ de _ com passo _ a _ _ $loop-0.7&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>test</l></list></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doIfElse"><block s="reportLessThan"><block var="step"/><l>0</l></block><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>test</l><block s="reifyPredicate"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doUntil"><block s="evaluate"><block var="test"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></block></script></block-definition><block-definition s="let %&apos;a&apos; be %&apos;val&apos; in %&apos;loop&apos; %&apos;body&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666669" collapsed="false">Provides LOOP as a function of one input that runs&#xD;the body of the LET with A set to the function input,&#xD;so the body can run itself recursively.&#xD;See COPY block in Variables for an example of use.</comment><header></header><code></code><translations>pt:tendo _ o valor inicial _ , executa _ definido como _&#xD;</translations><inputs><input type="%upvar"></input><input type="%s"></input><input type="%upvar"></input><input type="%cs"></input></inputs><script><block s="doSetVar"><l>a</l><block var="val"/></block><block s="doSetVar"><l>loop</l><block s="reifyScript"><script><block s="doSetVar"><l>a</l><block var="new value"/></block><block s="doRun"><block var="body"/><list><block var="a"/></list></block></script><list><l>new value</l></list></block></block><block s="doRun"><block var="loop"/><list><block var="a"/></list></block></script></block-definition><block-definition s="Fibonacci" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>What fib number do you want </l></block><block s="doSetVar"><l>other</l><l>1</l></block><block s="doSetVar"><l>number</l><block s="reportNewList"><list><l>1</l><l>1</l><l>1</l></list></block></block><block s="doSetVar"><l>result</l><l></l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="doSetVar"><l>other</l><block s="reportSum"><block var="other"/><l>1</l></block></block><block s="doSetVar"><l>result</l><block s="reportJoinWords"><list><block var="result"/><custom-block s="fib %s"><block var="other"/></custom-block><l>: </l></list></block></block></script></block><block s="bubble"><block var="result"/></block></script></block-definition><block-definition s="FRAC triangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="number"><list struct="atomic" id="1477">1,1,1,2,3,5,8,13,21,34,55,89,144,233,377,610,987,1597,2584,4181,6765,10946,17711,28657,46368,75025,121393,196418,317811,514229,832040,1346269,2178309,3524578,5702887,9227465,14930352,24157817,39088169,63245986,102334155,165580141,267914296,433494437,701408733,1134903170,1836311903,2971215073,4807526976,7778742049,12586269025,20365011074,32951280099,53316291173,86267571272,139583862445,225851433717</list></variable><variable name="result"><l>1: 1: 2: 3: 5: 8: 13: 21: 34: 55: 89: 144: 233: 377: 610: 987: 1597: 2584: 4181: 6765: 10946: 17711: 28657: 46368: 75025: 121393: 196418: 317811: 514229: 832040: 1346269: 2178309: 3524578: 5702887: 9227465: 14930352: 24157817: 39088169: 63245986: 102334155: 165580141: 267914296: 433494437: 701408733: 1134903170: 1836311903: 2971215073: 4807526976: 7778742049: 12586269025: 20365011074: 32951280099: 53316291173: 86267571272: 139583862445: 225851433717: </l></variable><variable name="other"><l>57</l></variable><variable name="numeral"><l>2157771</l></variable><variable name="ROW"><l>5</l></variable><variable name="PASCAL"><l>10</l></variable><variable name="POSITION"><l>2</l></variable><variable name="pen size"><l>30</l></variable><variable name="size"><l>0</l></variable></variables></project><media name="Recursion Skeleton Thing" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>