<snapdata remixID="9364752"><project name="KALEY Recursion Week 1" 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="0" 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 struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Factorial" idx="1" x="-8.723563541081148" y="80.67434025828177" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="80,80,80,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="factorial" center-x="100" center-y="33" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="210.33333333333337" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="show"></block></script><script x="10" y="12"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Tree</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Blastoff</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>factorial of what number? (larger than 0)</l></block><block s="bubble"><custom-block s="factorial %n"><block s="getLastAnswer"></block><comment w="114.6268656716418" collapsed="true">ex. (factorial 4) = 24</comment></custom-block></block></script></scripts></sprite><sprite name="Blastoff" idx="2" x="-11" y="-131" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="113.22,153,0,1" pen="tip" id="50"><costumes><list id="51"><item><costume name="blastoff" center-x="95.5" center-y="33" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAL8AAABCCAYAAAAG5gfBAAAMiklEQVR4Xu2de3QTVR7Hv5OkzaPpK2lT+oCWFpA3bREBQY6KBVQUqiw+YH0h7pFzFER2dVF3UVHcXc4ejquuAnpQC6tdRVaoIILyEHkolEflUdpS2tKmSd9NmqRNMnvutJkmaZvmSOacTHrvOf1jZu79ze9+72fu/O5vJlMGfZRGlo3Jry965IClYtYZi/FGo8Oa0Fddup8qECwKhDMSm06q0o9SaM7lRAwuuDt26A4do9b35h/jvdPAsuq3a4++9knT+T9YWLsqWDpF/aAK/BYF5IzUulKT/fpz8dnrGYZpd7fhAf+vJkPmY/p9X5R3tGT8lhPRNlSBYFVgrFx7etvQObMSmUijy0ce/lJry4i7KrYfaXBY44K1A9QvqsD1KJAsU1d8OfieOzIU0ZeJHQ5+EurcU/rZybKO5hHXY5y2pQoEuwITFbpju9Nyb2EYxs7Bv1p/ZMOmxnPLg91x6h9VIBAKrI6fvPq5uKx1TJmlMXVqeX6pE6w0EIapDapAsCuglSqMF4Y/msL8y3hm1Wt1R/8R7A5T/6gCgVRgY+LMB5iHKgt27TNV3h1Iw9QWVSDYFVgcO2ojk3U5r7zKbkoNdmepf1SBQCqQrYg/zqRc3GSxsQ5FIA1TW1SBYFdAwUgtTPyF99lgd5T6RxUQQgEKvxCqUpuiUIDCL4phok4KoQCFXwhVqU1RKEDhF8UwUSeFUIDCL4Sq1KYoFKDwi2KYqJNCKEDhF0JValMUClD4RTFM1EkhFKDwC6EqtSkKBSj8ohgm6qQQClD4hVCV2hSFAgMW/soRT0Iu6fz9jsHehrEln4piwALt5K2qFCzVjEWmQodYqRxmZwdq7W04ZqnBWsMJNDlt3Cn9rRdo/4S0J0r4NybNxPyoYT10sbNOtHUN3uX2JvxgrsIXzcUws/YedSn8wMPRN2BD4q298kUmhPEleXCC9buekKAKYTuk4O9NoDq7BY9f24vjFs/vFgUz/NLO7wrAAeFeuA2DBGeHLYZWpuyVq82NRVhdewT+1hMCTqFthjz8RMAGhxVTSz9DY9ctnOwLVvjvjUzH5uQcbtyXXNuLna1XBGEgW6HDnrRc3jbR6NGqb1HVYUJGeDQqOlpR3tECf+sJ4qTARkMCfjJDFVoMkDESJMhUuDtyKHK9wqI/6g/j46bzvJzBCv9/Uu7ETPUQweG/S52GLSmzeT0+aTqPVfrDPXDzt57AnApiPiTgX1CxC4farnkItDkpB/dGpfP7NjWcw0uGn4IafnLhns5YBCkjERz++ZEZ2Jh8B6/H2/WFWGs80QMyf+sJQqfARkMW/qc14/Gqbup1wT9OHsddQFOUiVwoEC0NRwfrhN7ehl8stdyd5GdLba9DRGLlRTEjcU9kOkbJNYiRytHOOri256x12GeqwM7WMrR1LcZvjxiMNxOmIT08us8hX1S5G9+ZKzyOk7DkkZhRmKJK5O56pNR0mLlsTV7TRZyyGjzqKxgpFseMwjOaTCSGRfR6rsqOVkwr+9yvehNLtwmMqHDmQxb+vyVMx+OxY3jlSGhEFnGu0l/Y82D0CLydeFu/yv/d+AvW15/0qBcpCcf2IXMxQRHvs70r1MiNzMAHbrNwX43c4ZeAweu6qViqGefzHB80nMUawzF+8bxCm4XV8Tf5bEPg/7Tpgl/1KPz9IhLYCt6pTlfYQ3Ik8VIlZkemYV3CNIQznXl8q9OO7NKtqHNY/YafAHwq42FES+Vcmw7WwS2coyRyKCUyjw7NvboDJ9zuAK/ET8Yz2ky+jpNluWcJEZIwRErD+f055dtxxmrEwqjh+ItuCtSSMKgkYfzxZocNNtbBby+r/p4P716KvwnLtVl+Cese0jwVOw7PajNB7gBRXX0jRkh+n/yRUt1hwhctJX7Vm3X1K798CMZKITHz+xLW5nRgWc3+HlmT/mZ+YnOZZjySZWr8r7UUhRYjOuCEDBK8GH8jnnUD76PGX/Fi7Y+8G3tSc5Gt1PHbt5Tl41J7I7c9LDwG90cNw/DwWDxZ/Z2H62vip2CZdgK/r69sz5CwSBxPf5BfG5AG7zecxdctZbDDiTnqVKzQZkPCdKZMycU340o+itubeNv+xvL+1gtGuPvzKaThNzna8UzNARSYeqYL/YG/L/FSZGqcGraIP7zfVIGHqnbz27uGzMNNqkH89rv1Z7C+7pdeH7a5n8Nf+Fdqs/Fi/CS+6WfNl/BszQGfF9I79afxmvE4hd9NpZCG39XPH83X8Ni1vWhxdv9vAn/gHxkei/lRGchS6kBm2xiJHAqJjAsZXBkZco6f2qoxv2InL+vz2my84AYnOdDisOHLlhIuli6y1fd6XfkL/9aUOchRd39n7HcVu3DQK9tFFuv7h97Pn4cs0O+6uoPCH2rwP129HycsejBgECtVIFMRD7KwSw5T8139sLEIf649wm/7gp8ECyTz8kTMGDBdoYOvW6g3/OGMBB8lz8IsN0Dd2x9rq8HLhp9w1lr3m8Kevam5yHQLq24u+xwlbiENMaqRKnBx+KO8/WsdJmSVbqXwhxr8veX5yQWwN+0+vqtk8Tj88ha/4CfQvzVoOl+XvDNU0HoFBNoauxlyRuqRnfGG39WQPCBappngEQK5jpG1yILKXR6vXfg78xekzsMkZXdYRdKS5F0m9xInVeC8G/z6DjPGl+ZR+AcC/EpGhqs3LPEAIr34I5i6Mhq+Zv5vUufjRmX3/9/7k/4wtrg9HR4cpsbJjO6Yvy/4XScfI9dgaew4LIwewT2FdpUj5mrkVnaHS/7C7/0A74HKAu4lPvcyXhGHfWndYQ95tjCz/EsK/0CAn4QceSlz+K6yLIvkS5u5bAgpvuAvzFjkETJNKMnjZnxX8c6A9Ae/q91ouYa7G7lSsN6vUnunSEk4R9YJ3mVp7Fi8kTCN393bgvdV3RQ8renOHHlnpPzN4vhbr4eTItgREgvevxqOcvlyUsiilIQ8T8SO8chjey/4fMF/IG0BRiu0/PCtqDmAbc2XuO1JygR8mJSDQW5PR73h/zh5Ns7b6vGt6SqKrPX8BTc0LAqH0xfy8BfbGjH9Sj5/HvLU9RXdZH6bhFmr9IdgYe1carTRYUWh1QgS0pzKWMQtvl3l3w1n8FVLKUiINludilVxEz0W5a5nCn1dwPT1BhFcrcTFvt7n78t9Mus/WPWNR2jgC/61upvxlNeTU7JgJDN2fNcrwOSBEHloRYo3/N+nLcDYrouHxPauuwbJGLly76TdhrpTeLPuZ97tycpB2Jk6r89RWGM4ivcaznLHl8SMwTq3dYmvoctruoCV+kMeVfyd0f2tJxJ0PNwMiZnfl/AEUhKz/7eF+wd8fPEFv06qwv6h9yFB1vu7L2SWbHG04+WuWdoX/H35drxNDxKru97tcdXbPngupkck99rMHX5SYbkmk8v3u6ddvRvmNxdjpf4g2tnOcI/O/N0ahBz8DtbJ5fMv25pwsK2Ky6uTl8m8S395/iRZBF6Im4Tb1YOhlSpAskUkP09SpntMV+G+6PWGn8zg86IyME2VBPJATCWRce/W1Nut+NVWj69bS5HffJn7lZR3UTEyPB83kXstOyVMzUFLfpBz0lKLdxvO9HhGQF6aWxw9EjMiUpAsi+AW1Aa7hUv9bm2+iCNt1b1eSP7O6P7WozO/GBWgPg9YBUQ58w/Y0aIdD6gCFP6AykmNiUkBCr+YRov6GlAFKPwBlZMaE5MCFH4xjRb1NaAKUPgDKic1JiYFKPxiGi3qa0AVoPAHVE5qTEwKUPjFNFrU14AqQOEPqJzUmJgUoPCLabSorwFVgMIfUDmpMbEooJUqjMzo4i16o8Pa/Zs9sXhP/aQKXIcCU5WJB5mFFQW7fzBXdv/e7zoM0qZUAbEosDh65CZma9P5JStqDm0Wi9PUT6pAIBTYljRnLsOyrCr10odGC2vv/MQvLVSBEFcgShLeVDLi8STuY45vGI6v3VBf+FKI95l2jyrAKfDPxBlLfx8zejMHP8uy4dPLPi8sbm8aTfWhCoSyAtNVyT9sHzJ3JsMwbOdnfAGUWpuHL6jc+V2V3dT9EchQVoH2bcApcEN4bNGu9IUzYhiG+2Q2Dz/ZMJrNSQ8b9uw4bTV2fwJ4wElEOxyKCpDU5nu6nMUpKhX/aTsP+LtCINk7dWdXrK//eU0ba+/92x2hqA7tU0gqMEimrF6uzVq3JHbcuyTUce9kD/hdBxtYNvpYa/lt35hKcyvazakXbQ1jG5227s+YhaRUtFNiV0DFyMwj5bFF45Rxp29XDdlzZ2RaAcMwnf9yxqv8HyWvLoEVDgxTAAAAAElFTkSuQmCC" id="52"/></item></list></costumes><sounds><list struct="atomic" id="53"></list></sounds><blocks></blocks><variables></variables><scripts><script x="198.66666666666663" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="show"></block></script><script x="10" y="24.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Factorial</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Tree</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doAsk"><l>Countdown from what positive integer?</l></block><block s="bubble"><custom-block s="Blastoff %n"><block s="getLastAnswer"></block><comment w="204.17910447761196" collapsed="true">ex. (blastoff 3) = 3 2 1 BLASTOFF!</comment></custom-block></block></script></scripts></sprite><sprite name="Tree" idx="3" x="6.821210263296962e-12" y="-199.99999999999682" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" hidden="true" costume="1" color="17,114,0,1" pen="tip" id="92"><costumes><list id="93"><item><costume name="tree" center-x="154.5" center-y="33" 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id="94"/></item></list></costumes><sounds><list struct="atomic" id="95"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="30"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doTellTo"><l>Factorial</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Blastoff</l><block s="reifyScript"><script><block s="hide"></block></script><list></list></block><list></list></block><block s="doTellTo"><l>Sprite</l><block s="reifyScript"><script><block s="show"></block></script><list></list></block><list></list></block><block s="doAsk"><l>How many layers should the tree have?</l></block><block s="gotoXY"><l>0</l><l>-200</l></block><block s="setHeading"><l>0</l></block><custom-block s="Tree %s %s"><block s="getLastAnswer"></block><l>100</l></custom-block></script><script x="211" y="19.666666666666657"><block s="receiveGo"></block><block s="gotoXY"><l>-10</l><l>-23</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="up"></block><block s="show"></block></script><script x="201" y="250.66666666666663"><block s="receiveMessage"><l>newTree</l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>-200</l></block><block s="setHeading"><l>0</l></block><custom-block s="Tree %s %s"><block s="getLastAnswer"></block><l>100</l></custom-block></script></scripts></sprite><sprite name="Sprite" idx="4" x="-185" y="140" heading="90" scale="0.25" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="105.77399999999999,155.54999999999998,0,1" pen="tip" id="166"><costumes><list id="167"><item><costume name="NewTree-01" center-x="200" center-y="125" 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E2kuAAtLetmXNSIAESKBSAhSQSvEycRIgARJoLwEKSHvbljUjARIggUoJUEAqxcvESYAESKC9BCgg7W1b1owESIAEKiVAAakULxMnARIggfYSoIC0t21ZMxIgARKolAAFpFK8TJwESIAE2kuAAtLetmXNSIAESKBSAhSQSvEycRIgARJoLwEKSE1tu//RJ6M5z1owkM09dUn0ON8BSB5y7pwlw9nspQtz58MT6ydweO9EduiZ8doLMrh2Re1lYAG6R4AC0j3WM3L68YV/G8352AUD2Sl3Xxs9zncAkoecu+j3z84WveNNufPhifUT2PfF/8r2/f0DtRfk1Hv+qPYysADdI0AB6R7rZAGRE5b+2eZswdkrc5WSApILW0+eRAHpyWbr+UJTQGpqQnRwX/CrK7OlN2zOVUo0D1ogufA26iQKSKOao28KQwGpqanRwV2KJ24scWel/qF5UEBSyTbveApI89qkH0pEAampldHBXYo38oebsqENq5NLiuZBAUlG27gTKCCNa5K+KBAFpKZmRgd3KV5eNxaaBwWkpk5QYrYUkBJhMimYAAUERlXugejgbnLN48ZC86CAlNu2daRGAamDOvOkgNTUB9DB3RQvjxsLzYMCUlMnKDFbCkiJMJkUTIACAqMq90B0cDe55nFjoXlQQMpt2zpSo4DUQZ15UkBq6gPo4K6Ll+rGQvOggNTUCWrMds/1X8oOPLo7WgL2jSiivj6AAlJT86ODuy5eqhsLzYODRE2doMZsKSA1wm9R1hSQmhoTHdx18VLdWGgeFJCaOkGN2VJAaoTfoqwpIDU1Jjq428VLcWOheVBAauoENWZLAakRfouypoDU1Jjo4G4XL8WNheZBAampE9SYLQWkRvgtypoCUlNjooO7XbwUNxaaBwWkpk5QY7YUkBrhtyhrCkhNjYkO7q7ioW4sNA8KSE2doMZsKSA1wm9R1hSQmhoTHdxdxUPdWGgeFJCaOkGN2VJAaoTfoqwpIDU1Jjq4u4qHurHQPCggNXWCGrOlgNQIv0VZU0Bqakx0cPcVD3FjoXlQQGrqBDVmSwGpEX6LsqaA1NSY6ODuKx7ixkLzoIDU1AlqzJYCUiP8FmVNAampMWOD++wlC7PDz0x4S4e4sWJ5mMQpIDV1ghqzpYDUCL9FWVNAamrM2OA+9+dHspf+dzRYupgbK5YHBaSmxm9AthSQBjRCC4pAAampEWOD+7y1y6Ob3cXcWLE8KCA1NX4DsqWANKARWlAECkhNjRgb3EVA5C+0Y2rMjRXLoxsC8tKPn8mOvHBwKqs5S4az2UsX1kSc2WoCvSAgh/dOZAd//EwmfWjeuhXZ4NoVpTTi/kefnE5n4NQl2bELBkpJN28iL79wcKqe5q+seuYtT8p5FJAUWiUeGxvcRUCkI+37+wdyu7FieVQhIC888ET24gNPZHKR+mI4UrcFZ6/MFvzq65MFRV/8ITApA4MMVIeeGXcmN2vBQDb31CVwyyPla4KQVi0gCAcXWxlMJ3c8lk1u3zXDhZs3Tifp6T4p/9t/IiByrc2XPnn2ysoFxdRRyuW7QdRlGtqwGu5/3T6QAtJt4p38kMH95268OPu/6+8OljDkxkLykMTzXpy6YHIxjN12fzDw76rI8OYzs0XveBN80aIDX8y9p8sSehiTxKKW33Qp3EsQ5ouvfHM2vPksOM0qDkQ55u0bCAe5kVh249unqyeWxtMf3ubsQ3nKIe06vu2hzCUaPqYycC96x9mVtI+Uw5QppU1lQs3iK8+ZErem/VFAamoR5AKTIPlPLr4pWMKQGwvJowwBGf3Yvdnkfbtyk5QL5MQbNkN3+uiT91IGnNhgeuo9fwTVTe66Y4IvCS3f+k6orlCmOQ+K1bmodYr0PS0gkzt2Td2A+Ab7lPYUi/LpD/9zdBJKCJ2U7cQbLoJvbGLNEBLH2Lnm96FzV2cjH9iEHt6V4yggXcF8dCbIBSYD1+5r74peCL7ZWEgeRQWkqHgYMnLnt+zGi6MDKzpI23e3oWb+6WW3By0ndMCXQXD04/dGexQqSNGEChzQJAGRwXXP9XcHLQVUQJC0UGxifS77q7cXFpEyy9Q0EaGAoL2p5OOQwf3kz16RjW97cMoMD/353DVIHkUEpCzx0CKyfOul0bgIUi+xak6+84poq8kdb8zKQ91hcgcda6sUYYsWvsABTREQucsXAY+5mRABkTT2/OmXojdcKdiKtpdYQ7u33BWtX0qZmiQiFJCUlivxWGQQlBjIyz87mO39y23BnH1uLCSPvAIiMY9YufLgQi5YdPCLrZOR8iEWDTJ4SVpIudC08rBLOQcpa96+IechfU/aetaCedkL33oiWnSEW9k3NKZQSN6+CqCcowCsA5b+2eZGxEQoIKktV9LxyAUmAiKzQ5BjXYMlcl6eQULu9MS1FlopXwRT7I4fjYMYfqGyIGkhoiZ5iCUTu5NGylSEHXouOrDlHTyRviduyxgvdBBHbgRQNvZxUk7EMrbPQ12aecolZRILu+4pyBSQPK1XwjnIBWYGG+Rid83sQfLIIyDIoFsEUcz9hA4WyGwn5K41Vh6pq7gqfvru26PVbkL8A7WW8vQNAwDte1FgnQNiQoZcI2heruPyuI1isbUi5SnSNkXz1edTQMqkmZAWcoEZAZE4yNht3wym7ppuiuSRpyOiF4ZcdMMXnTkVGJcBVub3o9MqQ1YIEreQeskUYZn+GPpDJinI+bGBH3HppU4JTuhOyYeiA25s4PZljPY9tOChckiQeveWz0eTMlN0zfojOW/fFx+AXGiSuMQk0YWwqPUhZTJTdOWzlOnZ2+6P7kIh5ZHjxfNQ5x8FpCb6yAVmLhr0ArHdWEgeqQKCDJSSpu/uH61LbLBFBn7E9YQyirmeEKsMEbRudccmC4hZRHvs615dxHngkSeDK9ERKzI0yw9pu1CfdrXZ3g9viwpTyA2F1Enyjbl7q+5PFJCqCXvSRwYufdeF3PXbnQk5J1VAkI4dG7jRCzZ0x4fMeIpZDqiYIYMHMmA0JfAp9WmigEh/H77orGS/PhJ7illSyLUSu6kxlzpqIcesbGR2Wmw7o6qHNwpI1YRLEhBk4LY7UxWDBHKxxu6K0HhBKIaBWkIhEULdDIg7DBmAkFlh3eqOVfQNXXbkBskcj64BcrFBbwJi7NG+gLixkLQQ91MZN0lV9ycKSNWESxIQdMDUF0rZg0RZF6sgQVxQobsr9C4v5HpCL1Apb8yqig2YSCC+m12x7L5hlz3GQx9fxDJDrNlY20lZyripMXVCbvaQoDw6WSTmXq2yX1FAqqQbSBu5wOwBNPXuv+xBIm8w34UBGbxjd2mICIVcFygfKX+oLMiFjgwY3eyKaN1jrh9fmZH+LeeibiFfPkg90DogViTSjkg6MSvd1BfhiNaviv5FAamCKpAm0jHsOyfEz65FB7m4pKhoByzrzkryRMx8OS60jQgiQqELHhFk3ZQ+9wUirOiAAXSdUg4pu2/ktUCQqdahCiNtiFo4yPWFWJLItY1uj4O0E2JhldJpHIlQQKoiG0kX6WR2x0AGXX2njJj3KQKCdGZUjJC7dilb6OJH3Hq+O1zUZaGb0ecqQIQV8Z13sysibZnSN/IKSBEuqBsTHazR6yU0pRvt17Fp4SnusJilXmW/ooBUSbegC8sWEPSCMQMdekGggz4iein+WCS9UNlQHq6LNXSh+1ZI+8oSG4zrvMCLuH66ISDoQOqqR9mDNXJDIuUI9XHkJg+xYkx90Ws4NkmgqmGOAlIV2QosEEkSMbPNegO08zVZQGLTFBF/s+sONMTG9zhhnzssJoSxOtTRBWOiZ8qE9o08FkhR1wsyWKeINypIIasYueZS6o3UMSZqVfYvCkiVdEu2QCQ5pEOZOxz0jgoZJNCLK+VOCBnEYhcb4j5yXfA+IQ49StjlDkNmphX181fRRRH2VVsgsbaN1bvswRp1a4auF6Q/ptxQoNcdGueJMU39nQKSSqyk42N3rZKN6wJD3TbiW5bHtCIPOCpTQFJcEsggFjP3EUF11c9nuQhzeeSs7wFZdv2Q/FEffEldC0oGYd9vAiL1Ra7LojP7kOvNNCIqIClpQh0EPIgCAoIq+zCko/ru0BA3ltz1yk6+yB5BSOdDrZkUAUHqIdxDaSJ3jfYdX0iExU0l+x35nkVviwFyF5zCpOx+5kuvDQKC1CF1+5gi16WwRsqEXG+63ZAypaZZVj+jgJRFMjEdpFP4BAS56zWDJpIP0vmQgTIRAXx4bACOxUFsjqG7OmEhfz4BsafjxgaMom4aGFLigbFym+SQvuHKGul3RdmgdUhEEz08VO66ypS3naKVjRxAASlKMOf5RS4wxI1lgodIPkjna7KAIH5nLUKhuohAiAXic/3ZrGLihbDN2YUKnYYOdHnLj/S7NgoIUu9CDec5uSjLvGWigOQlV/A8pKOFOgXi/pHphmO33h99xCcySNQpILEYAmKR6fUGIXbCTP58AmK3SawdU6Y1F+xSSadTQJJwzTg4dF3G+kP+XMNnUkCy7BiFyHyW92OzV3+Td/OalWXZbPWaI7sidF4DEn9Wr8Esy+Q137yGzlv7hpHrzrukqsZE0kU6WqhTIIOmCIO4aw48ujtYpKYLSGwQRuIgOo2Q1WCExtc+elooEuCMud+QvlLFMRSQ/FQpIK+xowWSvx8VOhMRkNAMJMSNFZtRZCrQ6wIi9Yi5kvRU2hB7M+CHjjFTlWMiXnSfp0IdLHIyBSQ/3dDaEuS6zp+z/0xaILRAnL0jdAeLuLFEHHwB4TYJSCwOYkQyZDXoAT80wKIr/VNnAFUxsPjSpIAUo+27Likg2YtZlu3vvA5kWWZeB7Mse6nzOiQbIKvXkSzLXlavVzqf5V3+zPuMz9plJT/QheXo0yEBid0BS3IyLdW3pqFNAhLb0NDcoYWmI+vpviFxNtZMTMDrWtyFDI0UEISS/xgKyKts6MIq1o9yn43eqYQEBHVjdSsGUpcZLY0QWxFurIvQZADtykOOiw3CRTYKzN2xwBNjZU+5uXBlifTvov0FqQPingWRQYch9e52maCC5zyIApITXNHTkI4mecSCsLG7YImjHH5mIlhcpEMjs7Dq9vnHtvYWliFXl7YYQpaKGfhCbRhbQV+0/xQ9Hxl8JQ+kb1BAXiOAXNd5mRZt8yrOp4BUQRVIE+loiIAgbqxYcZAOjQgIUt5YWYr8HhNTCX4//eF/9s5K09OFQzO7REBOvOGiTATL94c8eKhIXYueSwEpStB9fmwyRxFRrqbExVKlgBTjl/vssgQEcWPFCokISCzGYPKIWUyxshT5PVZGCX6LyAgz159d9tBU3qU3bA7uM9a0B0jZ9e0XAUnZuLBI3zPnIlyR662MsnQjDQpINyg78ihLQCTp2J13rIpIh0bWPNRtgcTiICIg6AJBqUtoMBB3196/3OZFG1v8GGuTqn9HBroid8tI/y4aA4nNvJPyF80jtR0Qrsj1lppvXcdTQGoij1xg6IBc1I2FdGhUQFK2c68CfSgOEpqR5ppyG3pkrhw/vu0hZxVSnkFRBQMkTWSga7qAIG7VJgpIt8uE9Ie8x1BA8pIreF6ZAlLUjYUICLLaW5DEVo27XCkhlAOnLskWX3kOTDtkjcmF65uR5nI5hYQ5lFa33SYwHHVgvwhIqphLm0/ueCyIdGjDmmxow2rnMVWIWtEy5ekf6DkUEJRUyceVKSBStCJuLERAJA+kzClrHxBRSr1bC8VBQjPSXC6nmEvM1yWa+AApl3DHpnc33QJBreKUuBwiAKHrBTk/VdSQNFNv3MoaziggZZFMTAcZjFEXlhxXxI2FCkjZM0yQASBVQJA0XU1V5sKwui7mlC7YBgsEFfiU9kAG69AECbT/pbh6kVhPSh1T+knsWApIjFBFv5ctIEXcWKiAIINOyoCPXGxo2XQzoWzNOaH1K0id7S6ScsdbUfeKJovWKw9/1FpN6Su+CiFtnWIRFh2sUVFLsdSRtqpr0SoFJHqpVXMA0vFTLBFftKkAABPiSURBVBA5Fun8rtqggwRyd5ZSZiS9lIvf1A254DSH0JqNUCDdxbKMQbGaHjczVZQR2jfsMiP9uwxWu6+9K/q4gpSYFMIlZj0gdU/ZJy22QDblmiu7b1FAyiYKpod0stSOgT521i4iOkig6aN3V0jcJo9pjgiTZhASqVTXIMoS7CaVHYYMlJJ53vog/bsMAUFvmmKDvtQVseKR+AXCFt2poIo4YZmdigJSJs2EtJALLFVA5HjkbiWvgCAXmKSNDAxoWnncQYhrTDMIiRTqkjDp5RG8hG5T2qHIINcLAoIKPLKwE0kLsWbQGxikryBppVgzpXWgTkIUkLKJgumhAoJ0Mp0lekemz0m5y0RcBpJ2rNyIawgRIh9ulC8i0ilpIXe6YBep9LC2CAh6IyKWw8l3XpHJu+8PmSSCuFTRm47Y3nFSNymTb+cEUw/U4q+iQ1FAqqAKpIkOSrGB2M4KdTPlFZDYdiEmXblQl914cTb31CVH0UDu9OQk5GL1oUYHyNhFLOmXmRbQNbpyCFqnlJsLXXCkfxe5QdB5oXUJWQ/ojRcarEbESOrgi7+JaIT2bdP1r/OmhQLSlcv16EyQCwy5k3cVP9WNlTJIoHd8Ui4REVkEOLh2RTZ76cKpx+v+bPuu6PNJTJ3Qi9XFADH9QxewThOxluT4Ol0Jqd0YHXRT+kZdAoLekEj55IZh0TvelA2uWzFV3P2PPJnJTRGyJga52TAM0P4nx4uQDm8+K1tw9spMYh5yncj5sV200f6b2jdSjqeApNAq8dgqBQS9mzLVSR0kUtPPg63obrZoHASpOzpA1elKSGXcJgGRuqN3/Kmc9PFIHMUcn3KjVaRMqR6KInm5zqWAlE0UTK9KAUl1YyGDqK4WMjMExOA9rIj1YRJFGCMXIOrTLqPMRbmh57dNQFCRR/nYx6GzpvR5KVZInnKV5QLMk7c5hwJShF6Bc5HBTZJHBjhXMVLcWKkCIvlVeXGU5QpCAv6o/zjWXnkGmALdp/CpbRMQAYK0d15wea5DsUKkTIgrKk+5mrDjMwUkT8uVcE5sQDJZ5Om4cm6KmymPgFR1wYqfedlfvT04WwbFH4tdpAz6sQG3qMsNrVNZx8XqY/LJ2zeQ/l32HbRYinuuvzs6aymVYZEbGtSVmlqmIhNMUvMKHU8BKZNmQlrIBVbEAklxY+UdJOQOa8+ffim6EhjFIgP68psuLUU8JM8YA2ROvyl7TIxS/OMojyqPa6OACK+yRaSMG4Oy3WtllKmsvkUBKYtkYjpVC4gUB3Vj5RUQySNlumEIUZmWh8knFshMqXdsEGiCOyGlC7ZVQMoUkSKWh90WcjMz+vF7C1tHTbE8TP0oIClXXYnHdkNAUDdWykDqQyBTIfd98YHkC0Sm+sqFKlMrq/gL+cVT3IOhQDqyvUUVdSuSZpsFxNzYjN16PzxlXLMUS3jkA5umpp+X+SeTTyR2OHnfruRkxd13wpXnONdVJSdW4gkUkBJhpiQlHQn5k4fXyBqKPH8y6MmdT+xv3roVpV0scqf+4gNPZAd//Iw3eCgDrlyc889eOTX3PbQ6OFb22O9Sf+Hg+hu+6KykvH1tNnvpsPcBQ7Hy1fW7tNPhvePR7PP2DaR/d4ObDNovfOtHU9dBaK2HiIb0yddtXF3ateCDK2WSh1ZJfCRUJrHKZb2KPLzKtSA32nhdOIAC0gXI/ZyFXCT6r+y7un5my7qnExC3ptzcmL9ZCwZqH5ztMs1ZMpz7pjGdSLEzKCDF+PFsEiABEuhbAhSQvm16VpwESIAEihGggBTjx7NJgARIoG8JUED6tulZcRIgARIoRoACUowfzyYBEiCBviVAAenbpmfFSYAESKAYAQpIMX48mwRIgAT6lgAFpG+bnhUnARIggWIEKCDF+PFsEiABEuhbAhSQvm16VpwESIAEihGggBTjx7NJgARIoG8JUED6tulZcRIgARIoRoACUowfzyYBEiCBviVAAenbpmfFSYAESKAYAQpIMX48mwRIgAT6lgAFpG+bnhUnARIggWIEKCDF+PFsEiABEuhbAhSQvm16VpwESIAEihGggBTjx7NJgARIoG8JUED6tulZcRIgARIoRoACUowfzyYBEiCBviVAAenbpmfFSYAESKAYAQpIMX48mwRIgAT6lgAFpG+bnhUnARIggWIE+lFABofOW7tq5LrzLimGjmeTAAmQQH8T6AjID7Is259l2Yudl3yW1wH1Ophl2Uud16Esyw6r15Esy15Wr1c6n+Vd/sz7jM/HWOj1/+azvB+bZZl5l8/ympVl2Wz1mpNl2dzOayDLsnnqNZhlmbzmd14UkP7u86w9CZBASQQoICWBZDIkQAIk0G8E+k1ApiwRurD6rZuzviRAAlUQUAIi7ivjxmqUC8t2XxVxYVFAquhFTJMESKAvCVQkIBIPkbhHKTEQCkhfdk1WmgRIoOkE+klApgPpdGE1vVuyfCRAAr1AwBIQ48Yq6sJqpAVCAemFHskykgAJ9AyBtgqImcprpvDOmMpLC6Rn+icLSgIk0GACEQExa0FkDUjKOpDaLRAKSIM7HYtGAiTQDgL9ICCyqFAWEb7mwtq07g0jWza+sx1NyFqQAAmQQD0ERrdu//zkvY/80FqFLrEQWYXe8xaIiMfRK9E3rVtFAamnwzFXEiCB9hDoCEhsK5NGurDMdiayjYm9lYnezkQLyKvrQCgg7enBrAkJkEBtBJSAhBYSugTE7Icl+2DZe2F1JQbiExDZE8u1F5ZxYQ0Onb9u1cj7Nl5aG3VmTAIkQAItIDD6qe13TX79EW2BmCm89maKZiNFeRfxKF1ABKfeRNH8b2+oKMJhXrKhorFAjBUi1ocOohs31nQchALSgp7LKpAACdROQAmIbYH4YiBGPGwBMVaI3onXXomud+WdFgsNIY+AGBHRu/G6XFjaAjmNFkjtfY8FIAES6HECHQF53LEPlrZAQjEQ48KqVED0dia2BWILiHFhuabyTm3pvnDTulUnbNn4Bz3ediw+CZAACdRK4Nmt2/9u4t4pF5b9LBA9A0usEduFZZ4HYguIjn+UZoHYAiIbKtrPA3G5sEwsZNr6mBKQ31i/6oT3bnhXreSZOQmQAAn0OIFnP73jcxP/ttMIiN6N136YlFlIqOMfRkRENHQg3WykWImAmN14dRBdxMS4sOTd58KaEpLhC9avWnzthst6vO1YfBIgARKolcDYTTvuHP/aDAFxBdH1KnSxREQ4QkH0wgKiA+hifbieSKifSqin8pogum81+uDwBetXU0Bq7XfMnARIoAUEOgKyqxMD0eJhLyL0WSCuabxaQJyPszUCYSO0H2trxCMmIC4LxDsTa/jC9actvmbDe1rQfqwCCZAACdRGYOzmHZ8Zv2enHUQPrUI3FogdA7GfiW5bIVJHeBYWaoGkLiacWlQ4/NbTVy+++tzLa6POjEmABEigBQTGbrnvjvGvPuyyQEwMBFlEaC8krMwCEUtERAN5KqGOg+gtTQaHLjx9zcg1517RgvZjFUiABEigNgKjN993++Q9Dz9mubB8AXSziNBYH/JuxEPe7TUg+qmEhS2Q0FRe32JClxtrcOjCM9aMXPOWq2qjzoxJgARIoAUERm/+xq2T93xfC4jLfWXHP3yLCO0pvJUJiM8CsffE0luaTFshw289Y83iq99ydQvaj1UgARIggdoIjN3yjVvGv3qUgNgWiFkD4prCG3NfFQ6iCxwRjFggPbap4rSAHPdbZ645/qpz3lsbdWZMAiRAAi0g8Nyt93/6+X95yLZAkPiHcV+5BEQsEeOyKiQgkoiexmtExBUHsQXEXg8yvajwuM1nrT3+yjdvaUH7sQokQAIkUBuB52775tbntz34qHr2h8/6sDdRtOMfxn0F7cRrhMFV8dSpvPZMrNDW7lNWyLz1K05a9pGL/6I26syYBEiABFpAYM+H7v7zAzuffMohIL7ZV6H4hysGYijNmMJbREDsmVi+BYXGAtG7805bIad8ectHjp0/9/gWtCGrQAIkQAJdJ/Dyiy8995Pf3fqhgHjYz0E34mG7r5JnYOUVEDQOYu+LdZSInPTJS64YWLn0jV2nzgxJgARIoAUEDj6x99tPXfeF2zuPr7XjHtoCsbdwD8U/oDUgZQmI2VQRtUKm14Ys/O1fWnfC5b/+gRa0I6tAAiRAAl0n8Owd//GxiX/63iNKQIxohBYPGvGQd736PGkKb4qAmGPtB0vpTRW1gLi2d9f7YxkRGTjly1v+hm6srvc7ZkgCJNDjBDruqz/OskzEQqwPn3j4Fg/ae2CFHiQltOAYiC0uej+s0NMJXbvzalfWUTGRxe/+tTcOv+2Xr+nxtmTxSYAESKCrBMa/8t2bxz77n992iIcIhl446Nt9VwtI0gp0U1E928qufGgmli8O4rNCQiIysOLWy94/Z/nx67tKn5mRAAmQQI8SOLT7uZ1PXnXnJzxWhy0eOnCuYx+5FxDmFRBjmdiLCvUTCl2xED2t137s7cCcZYuOW/bR37t+1vDg8h5tTxabBEiABLpC4Mj4/t17PvgPNx7as+95S0D0Ewf1mg/XzKuQ+8q4q7wLCPMIiI6DuNxY9kOmzNMK7T2y7IdOTbm1Fm5Ys3Lxlg1/cszsWbJbL/9IgARIgAQsAq8cPrJ/bOuOv57Y8dgTyk1lPyzKJx6uqbuuxYP2UwiNoBzVHiEXlhEMLTauWIgIh3m5npVuAuquVepaTOa+bsNpv7D43W++nJYIrxsSIAESmElALI9nPvq1T+1/6H//z3q+OWJ5hFxXybOvEAvEJyA+N5YtIvp56baIGJeWdm1NfZ6zbNHwyPvP/515q086lx2IBEiABEggyw7seuq+0U98/R8P7dk33hEPcUvpDRJtq8OOe/jWfdgWCOy+sgXC1U52IN12Y9nBdHtaryuorl1a2iqZ8f2it/3KmoW/efrmWSNDv8gORAIkQAL9SODI6OR/T/zrw9v2feU7slmiXgxoBMT+zrfbrol52IFz39Yl0fgHIiCIGyuPiLgsEiMg5rep98EzTl66cOP6swZOO/H02SMLX9+PnYh1JgES6B8Ch0cnfnTw8acfnti+88H93//p3o5wiAVhrIqQaIRmXCHiEXz+h90KsRhIzI2ld+nVsZCYJaID7FpMtHhoF5ixZPQOwHZ+dnzG1M1+j/VEhEksDf5OAiTQTgJHLabzVNMORNvbg5h1F3oluH4yoF4trp8eaIuIFhZ9nB3zcImHbX0kua9QC0Qfpwfj0OJCIyD2zCzbpaVFQiwQO26ihUMH6BHxMOVD60nhaOcFz1qRQBUEECHRIuISEJ+IaHdTTEhs0dDH66m6WkB8iwZdohdkhw6arkWFdjzE9cAplyWiRcQlKFo0RFDsNSa2eJh8YxaICwRa/yo6INMkARJoB4GQmMRExN6LSv7XAiKfbVFwWRrmO/tcn9uqsPWB3pmbJva5hFwPm9JxEe12ci049AmGFg/borHFChEPikU7LlbWggR6gYArCB1yYxmrQLuxtJhol5RLUHzC4bM8fA+Ncq0B8fJOGVSRGVmhmIi2RlybMNriYv53iYcWEJd4+OIeKfXthU7KMpIACTSPgG2RIFaIdmf5RMRnmdiuKl+8w7feA144aKNOHVARV5axPlyzs1xiYMc2XP/73FYu95UrZpNqbTWvS7JEJEACvUTAZ4FIHWxLRK/FsF1aWkxcQuESG5dbLLRZYtLMK90IRQXEHqy1NeCLidgr1/UCRJ+14Qqah8TDZS0VqXcvdVyWlQRIoB4CrliILSQ+ayQkIsaV5XrX37mEw7dVSShgjkwQmCKcKiD2OfasLPN7LC7isihMrMT1m/nOtm7smVa+OE1Ry6ue7shcSYAEeomAb+D1TenV1og90PvEwHwfclO50tJWj87XfDacYfEoQ0C0YPisEW0p2EIQck3p37Rw2J99ImaA5BHJXuq0LCsJkEBzCYSC6bY7S8cofBaJa+qvERX9mxEM32wrW0S6JiAhK8QnIj4BcAmKK4bico3FrI+8AtncrsiSkQAJ9CKBvCJiC4ItKr7fY/EObXW4ygYzznt3bp/ncx35ZkjZVklIYHxp6O9t4aL1AXcBHkgCJFAxgZSAum+qry0KrtgGOsvKN1U3yX1V9A69qIjYwuAKiscC5aGYR15xrLgvMXkSIIE+JICKiO3W8lkTIbGwRchlcdhikSweRQXEdb49oJtjXO4mxLKwj/Gl57I4KCB9eJWyyiTQUAI+V5FrVpZLRFyWie87+3yDpDTLo0wXj88Ssd1KsRlbIZHRwmF/toXMJRwUk4ZeVSwWCbSYgOuuPiQktpi4hMQnLvp712dbRHz/JzVHWQNraNCOxUd84uA6z2fhxASxrHomweXBJEACfU0gNq3XDPQuC8E39TckMjo91/l2Y+RyW+lEyhxYERGxrZKQlRI71icaZdapr3s/K08CJFA6gVDswTfo+8QkJBiu33RlCouHHqDLohRzH+nfkQB4yOKI5VVWnZgOCZAACZRJIOTaigXbXdaKz5Kxv7fPLVynqu7WY4O7S0hsQXOJh+8YH4iq6lcYPBMgARLoGwKxu/3QWgxX4DsWkK9cOHzun7JbNCYkMUEIBegRC4oCUnaLMj0SIIFUAikC4hr8EbdXyLqI5Z9an+njuzXA+vLxWSIhgUPKjByTGxpPJAESIIEcBJCBPDZzyyUUSLA+R3Hjp3R7oEWEJGYdVVHmKtKM0+cRJEACvUwAEYTU+qWIQcqxqeWAjq9r4IzlmyI0UEV5EAmQAAn0CIG8wlCFoAWR/T/LIFSeiGUXiQAAAABJRU5ErkJggg==" id="168"/></item><item><costume name="NewTree-02" center-x="200.5" center-y="125" 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" id="169"/></item></list></costumes><sounds><list struct="atomic" id="170"></list></sounds><blocks></blocks><variables></variables><scripts><script x="51" y="40"><block s="receiveGo"></block><block s="hide"></block><block s="doSwitchToCostume"><l>NewTree-01</l></block><block s="setScale"><l>25</l></block><block s="gotoXY"><l>-185</l><l>140</l></block></script><script x="269" y="131"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>newTree</l></block><block s="doSwitchToCostume"><l>NewTree-02</l></block><block s="doWait"><l>0.15</l></block><block s="doSwitchToCostume"><l>NewTree-01</l></block></script></scripts></sprite></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="Blastoff %&apos;num&apos;" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="num"/><l>0</l></block><script><block s="doReport"><block s="reportJoinWords"><list><block var="num"/><l> </l><custom-block s="Blastoff %n"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block></list></block></block></script><script><block s="doReport"><l>BLASTOFF!</l></block></script></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="factorial %&apos;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIfElse"><block s="reportGreaterThan"><block var="num"/><l>0</l></block><script><block s="doReport"><block s="reportProduct"><block var="num"/><custom-block s="factorial %n"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block></block></block></script><script><block s="doReport"><l>1</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;num&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></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="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="catch %&apos;tag&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations>de:fange _ _&#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;</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;</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;</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="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="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;</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="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="ignore %&apos;x&apos;" type="command" category="control"><header></header><code></code><translations>de:ignoriere _&#xD;</translations><inputs><input type="%s"></input></inputs></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="%n"></input><input type="%n"></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="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><custom-block s="triangle size: %n"><l></l></custom-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="doRepeat"><l></l><script><block s="forward"><l></l></block><block s="turn"><l></l></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="Tree %&apos;level&apos; %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doDeclareVariables"><list><l>degrees</l></list></block><block s="doSetVar"><l>degrees</l><block s="reportRandom"><l>20</l><l>60</l></block></block><block s="down"></block><block s="doIfElse"><block s="reportGreaterThan"><block var="level"/><custom-block s="pick between %s and %s ; one in %s"><l>1</l><l>2</l><l>10</l></custom-block></block><script><block s="setColor"><color>112,66,0,1</color></block><block s="setSize"><block s="reportSum"><block s="reportQuotient"><block var="size"/><block s="reportProduct"><block var="level"/><l>3</l></block></block><l>1</l></block></block></script><script><block s="setSize"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="setColor"><color>17,114,0,1</color></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="level"/><l>0</l></block><script><block s="forward"><block var="size"/></block><block s="turnLeft"><block var="degrees"/></block><custom-block s="Tree %s %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><l>0.7</l><block var="size"/></block></custom-block><block s="turn"><block s="reportProduct"><block var="degrees"/><l>2</l></block></block><custom-block s="Tree %s %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><l>0.7</l><block var="size"/></block></custom-block><block s="turnLeft"><block var="degrees"/></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="size"/></block></block></script></block><block s="up"></block><block s="hide"></block></script></block-definition><block-definition s="pick between %&apos;num1&apos; 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