<snapdata remixID="9384138"><project name="Recursion Skeleton" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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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struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts><script x="19" y="20"><block s="receiveGo"></block><block s="doSetVar"><l>Button Positions</l><block s="reportNewList"><list><block s="reportNewList"><list><l>-160</l><l>120</l></list></block><block s="reportNewList"><list><l>0</l><l>120</l></list></block><block s="reportNewList"><list><l>160</l><l>120</l></list></block><block s="reportNewList"><list><l>-160</l><l>0</l></list></block><block s="reportNewList"><list><l>160</l><l>0</l></list></block><block s="reportNewList"><list><l>-160</l><l>-120</l></list></block><block s="reportNewList"><list><l>0</l><l>-120</l></list></block><block s="reportNewList"><list><l>160</l><l>-120</l></list></block></list></block></block></script></scripts><sprites><sprite name="Sprite" idx="1" x="-35" y="-20" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="63"><costumes><list struct="atomic" id="64"></list></costumes><sounds><list struct="atomic" id="65"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="10"><block s="receiveGo"></block><block s="gotoXY"><l>-35</l><l>-20</l></block><block s="bubble"><l>Choose one!</l></block><block s="clear"></block></script><script x="22" y="397.99999999999983"><block s="receiveMessage"><l>Hilbert Curve</l></block><block s="doAsk"><l>How many levels and how big would you like the fractal to be? Ex:"4 10"</l></block><custom-block s="fractal other %n %n"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><comment w="169.33333333333334" collapsed="true">create your own fractal problem (examples in textbook)</comment></custom-block><block s="doWait"><l>0.5</l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="378" y="504.00000000000045"><block s="receiveMessage"><l>To Binary</l></block><block s="doAsk"><l>What number would you like to convert?</l></block><block s="doSayFor"><custom-block s="to binary %n"><block s="getLastAnswer"></block><comment w="130.66666666666666" collapsed="true">new solution with recursion; cannot be old code</comment></custom-block><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="379" y="640.0000000000003"><block s="receiveMessage"><l>Sierpinski</l></block><block s="doAsk"><l>How many levels and how big would you like the triangle to be? Ex:"3 10"</l></block><custom-block s="triangle fractal level: %n size: %n"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block></custom-block><block s="doWait"><l>0.5</l></block><block s="clear"></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="24" y="622.0000000000003"><block s="receiveMessage"><l>Pig Latin</l></block><block s="doAsk"><l>What sentence would you like to convert to pig latin?</l></block><block s="doSayFor"><custom-block s="pig latin %txt"><block s="getLastAnswer"></block></custom-block><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="380" y="277.99999999999983"><block s="receiveMessage"><l>Initials</l></block><block s="doAsk"><l>What sentence would you like the initials of?</l></block><block s="doSayFor"><custom-block s="initials %s"><block s="getLastAnswer"></block><comment w="225.33333333333334" collapsed="true">ex. (initials potatoes are delicious) = pad</comment></custom-block><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="210" y="13"><block s="receiveMessage"><l>Pascal</l></block><block s="doAsk"><l>What row and column of the pascal triangle would you like? Ex: "5 3"</l></block><block s="doSayFor"><custom-block s="pascal %n %n"><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><comment w="117.61194029850748" collapsed="true">ex. (pascal 6 4) = 15</comment></custom-block><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="21" y="131.9999999999999"><block s="receiveMessage"><l>Copies</l></block><block s="doAsk"><l>What should I say and how many times should I say it? Ex: "spam 4"</l></block><block s="doSayFor"><custom-block s="copies %n %txt"><block s="reportListItem"><l>2</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><block s="reportListItem"><l>1</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l> </l></block></block><comment w="241.49253731343276" collapsed="true">ex. (copies 4 spam) = spam spam spam spam</comment></custom-block><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script><script x="20" y="280.9999999999998"><block s="receiveMessage"><l>Fibonacci</l></block><block s="doAsk"><l>What fibonacci number would you like?</l></block><block s="doSayFor"><custom-block s="fib %s"><block s="getLastAnswer"></block><comment w="87.01492537313435" collapsed="true">ex. (fib 7) = 13</comment></custom-block><l>2</l></block><block s="doStopThis"><l><option>all</option></l></block></script></scripts></sprite><sprite name="Copies" idx="8" x="0" y="-120" heading="90" scale="0.33333333333333337" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="193.80000000000018,0,242.25,1" pen="tip" id="232"><costumes><list id="233"><item><costume name="Copies1" center-x="240" center-y="180" 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" id="234"/></item><item><costume name="Copies2" center-x="240" center-y="180" 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" id="294"/></item><item><costume name="Fibonacci2" center-x="240" center-y="180" 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" id="295"/></item></list></costumes><sounds><list struct="atomic" id="296"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="80"><block s="receiveGo"></block><block s="show"></block><block s="setScale"><block s="reportQuotient"><l>100</l><l>3</l></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>4</l><block var="Button Positions"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>4</l><block var="Button Positions"/></block></block></block><block s="doForever"><script><block s="doIfElse"><block s="reportAnd"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block><block s="reportShown"></block></block><script><block s="doSwitchToCostume"><l>Fibonacci2</l></block><block s="doIf"><block s="reportMouseDown"></block><script><block s="doBroadcast"><l>Fibonacci</l></block><block s="hide"></block></script></block></script><script><block s="doSwitchToCostume"><l>Fibonacci1</l></block></script></block></script></block></script><script x="516" y="174"><block s="receiveMessage"><l><option>any message</option></l></block><block s="hide"></block></script></scripts></sprite><sprite name="Hilbert Curve" idx="3" x="0" y="120" heading="90" scale="0.33333333333333337" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="147.89999999999998,0,8.874000000000073,1" pen="tip" id="352"><costumes><list id="353"><item><costume name="HilbertCurve1" center-x="240" center-y="180" 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" 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" id="414"/></item><item><costume name="Initials2" center-x="240" center-y="180" 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" id="474"/></item><item><costume name="PigLatin2" center-x="240" center-y="180" 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" 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" id="534"/></item><item><costume name="SierpinskiTriangle2" center-x="240" center-y="180" 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" 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s="doSwitchToCostume"><l>SierpinskiTriangle1</l></block></script></block></script></block></script><script x="418" y="22"><block s="receiveMessage"><l><option>any message</option></l></block><block s="hide"></block></script></scripts></sprite><sprite name="To Binary" idx="4" x="160" y="120" heading="90" scale="0.33333333333333337" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="86.7,173.4,0,1" pen="tip" id="592"><costumes><list id="593"><item><costume name="ToBinary1" center-x="240" center-y="180" 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" id="594"/></item><item><costume name="ToBinary2" center-x="240" center-y="180" 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XLEXHE3bnWW9+LB8/+nLY3bzyt73ysFx4bd2Y9jXZafLzI2XKwFEmRZOV6b1kTMS1nP0q1QCe0Od1uaF/JynfqFZM7Sbu9PWQMTKp35vH6mje779S49arY6rzvU79ZeEHX/nuq1fULV6M/kaB385658bkbYSYDjoN75RpA1h/VbYa2tP31Axt1lXWfrfM999iHc1cr20zue6xdr519qtzZ+CvyqQ71LztGmnSp0NMvzBN+qA+I9bbVtNeHmdSPF2VsR3AGr56LvSc+G36LO6xCjcZvwucv+Q50n366ykytRnAjbrdLpd3apmi44ll51Ed+snij6eF3rXzpCHebed4bfq3MazlQ7J65qLQTfSY86bkK3pWqP10cZbcBfLKqWeeHmo/v8J/Hv7D64uH/7nFe+2jbeWS9s1jqndE2ydl2aTZvvtecEVNaTP8sZjq1bsow1v3imnf9LxTpg3gQmWLywNfvpLs3Okf2hOVWwSOhow1gMvUv0jueuepZO3plWevcjdE/aLWQVYtBj+Yott8ph31w56DZe7Iz0yLp4tyNgNY+07TPh285Q6DthOf4Zkg3fvh8zE/z9f6bQZwgfOKSJfJQ0VHM6fmtnvrDulXu03ogVm3Du0pFRtfEtdD1WfCg666L3Qbl3W8Ra58sE3o/Wzu8EzdO+W3tX/fOtaR050mDhYdGBZm00Fdz9ZveyzIT9xXR7vrj8hog6/82ny7XR9ZOjHzTaWaaQNYO0HHCS9I0UpljusPyyd/I2/d2TuwX8YawNrZu00fluyX8Ow3P5GPHh0a8e+gUJni8t/PXog6+EJ/PKyf/4P8NHeJbF29QfZt3yX6/07Nd7oUKFVEStasKMWrnh91cIoOuBh6QzevroyyRQrgR8tFvhrIdnJ2OaNIQSlSsbTor/xoM2zpK0j6RR12mcJcefPI9Y/fLRWurh04gjjS+bAZwNpO6bpV5Lre7b3X2sJuGxav9J5/b1u1Qfbu2CXZc5wspxfO700RWv7KWhEHmo3u/Jw3OjrMprfw9QdMUKjoYK9Ny/8n21ZvkO3rf5E9v+6Ug7v3en8L+kqSHluxKueLDoRLfH3Pr/1BV94nm5atCXNo3h2ryzq1lFq3X2vlijaxcf2x8t3oL2Td/OXeiOgG993s+166LhTyeKVbjns9Sd+YuO6x9pK/ROGon0Wf/f4053vve2rbmp8jltcfbk2evFfOq10x6veMVqTnYcqAdzLcD/6oqP8UyNQBnLtQPmne97+iV6c6beDSSbNl/EMvRXxXNtYAVm+9zajPX86tXl7+OHhIFoz7SnQSfX0PMWjTEYsdP3lBilQqHVhGQ3bR+KkyZdAo+e1/myKeex2R6U3sf1PDiH8gv/60UfQZZkZ5pzBSAJv+sZiWmzX8Y295wli3LFmzyGkF8vqenwuvqSN6C9Fvsx3AiW2ccsZp3qtWOuI+2qZf0OO6vxD4CEf318+mV6xBdxB0EhwdQR520/ou+28LyVf8LNm9ZYf3mp0+StJZ7aK9kpPYlq6m1e69vqIDivw2HQk8/dUPwh7asfJ6WznxNaQcp50i908J308O7tkvX77wrsx565Pj7hToeWo9rNdxrvrd8P79A2T+2Cm+x3xOhVLS8dNBgaOWNXTnjZks+spQmC17rpxS987rA6/89Ue+vqa3cenqTPsKknpm6gAO06ESy6YkgGNpr+qNDeXmgQ8E7qrPGkfd1894tG1iRXoVp1+CetUVtH3y2CtRXzuI5TO52Ce1Anjd/B/k1ZseFH3uFo8tUn+IVwDr59AA1neeI226LrIO0kl81hiprIZFzzkjREPoxE0nw9ArNldbqTqVpd3ovr7Nf/PORO+NARubDqR88odwYb5i6jz54MEXA9eePilLFrm41VXelfyhPfvlm1ETo77P3PyZTlKj1VW+H2nTsp/+vu1+wqtM0T6/Hofe8QtalzuWRzTR2kyP/04AhzxrqRnA3uLy01/35jP22/TW0tDmXY1H2p5Yhz7LbD/mGdEZgvy2XVt+k741Wstff6b/RQVSI4D1Vt0rN3aPePUXsrslK55WA3jh+KkypnP/4153ifZZWw97VMoHvJ7zcOkmoa+6orVn+u96G7vf2gm+xW0GR5gA1tnsdFT07Lc+DR2G0T63PrPtMfvNwNv3o+7tK4s/mR6tmuP+PVI/1btq/S9tZzTwNFSj6bAwARzypKVmAJe+5CJpOyr5wC09ZH3OOKzlw7J6VvhRmUk/csmaF0q70f0CR1aPuOsJ0Sub9L6lRgCrkX65TOw7XGYMG2/9i1LrT4sBrLNGje4ULnz1szTu3V7q3tXUt2s9XeN22bnRbOYlk76pA4T0akxXyjrljNxy0j+zjOkUjgd+3yP7duzyrip3b9vpnbf+Gz9PMwGsz6xHtusjm5b/ZPJRYyrTrG/HwBH9W1dtkOcvb298q1h/wDw48w3Rx11+mw7w1IGebNyCDt0HUjOAb+zfWaq38F8oYO7bE+TDh4aEPn6/HXQGo9ptGvvWtfijad4t7vS+pVYAJzr5TYBgwzAtBnCst74jB3DrlE2rmZDgPQvVAV86IKhgqWJGr+/po4Nf/7fRm7rSb0vtK2C95fzufc+I3u2K56Y/TDQ0g2bZ0h9YOnWoyabvGOtYF79Nf6D2q31H4C10k/ozUhmugEOezdQM4Ie/fVtOL1wg2RHqrc6nLr5Ndm/ZHvLo/YvrFH4PfzfS9xaU6+dxVj6giLc+cNBqSLbaOLGeb9/7XMZ1G2S1egI4Mqc+tqnStIE3GEsHPdreUjOAp70yTib1HR7qtn5KPm+kH0S6zGr/S9pGfV1Sr357zBru+72lx8bV7/FniAAO2WNTK4B14vjHl431Pbo1sxfLqzf3CHnkkYv/5+0npGyD6r6FnqzaylrYWz3oEJVFCmD9UjXZdKEEvVIoUKqo8fuxsbxSE+lYCOBgHR25rDMxFbvofJPTGVOZ1ArgJRNmysi7/R8/xXTgBjvp6PSec94MvAp+v+tAmTf6i4g11bnzern+iXt8y+jdhWfq3MnVbxIdAtigYyYtkloBXLj8edL5c/9bzLrSiT5ntLnpKyaNut7mW2Usq/rYPDYbddmciEPfE9Xbm9VvaST6WlCkVYv279zt3XKztSwhAezfG3QsQ+vXe6VoLm2TfpZaAWyzHZPPlVgm0ixZv2/aJjprX9CriTqfeY/Zb0nugnl9m5z5+nj5pPerYQ4nw5clgEOe4tQK4BI1L5R7xj7re3TxeD1InzXrM2e/7fXbHpGVU+eHlEpbxW0GcNJPVqxqOW9ie10+MGhL6bujSeslgJMr69KHd4x4QrL/s+5wPHuezWCMNAraZjthPPQuT8+5I+TkXDl9d4s0S16kV9V03oO+te6QPdt2hDmcDF+WAA55ilMrgItXLScdPhrge3SfPaXzNfvfng75cY4Vr31HY28GG79Nb3frbe/0vMUrgNVEn6HfM65/4DPHnxevlBev7WSFjwA+nvHMc8+WTp8Ntr44SdDJshmMaTGA9XNf3fMOubTDzb4EQVOF6sQbPWYOD1yxiatf/x5FAIf8WkytANbnWfpunt+2cPzX8l5H/6vjkB/nWPEb+3eR6i0a+e4+oOE98suPa2OtOk3sF88A1g+oU/DprEZ+UyHqoLlHyjaNOOOZKRIB/K+UDrjqMH6A0TNfnQlLf0TqIgc6ePGPQ4e9inQiEH0tSWeo0rsY+UsW8c5l0JSWmSGA9SpYbyX7TZKiZn534C7tcJNc3fNO3258+MAh7zEMV7/JeQhg02++f8qlVgDr/LFP/vih75y5OhXd0xffZu25ov561RHXOvDrxE2njHu4TFPRiQDS8xbvAFabFoO7eyNw/bb+9dtGnUfXxJcA/lfpwmvqym2vPhyRbc3s7+XrIaNl9azFxu9l61Sg/db5L0aSGQJYQSN9z+mbEX1r33FsxjP9/nho7luBs+pNfWmMTOzrfzFh0uczchkCOOTZTa0A1sPSSTh0Mg6/bfor47yZcWxsjbq1lss7tfCtSqdWfKnJ/TaacVpHagRwpKuAgVfc6119pXQjgP8V1NXFdB53v02vuvR5ZdhFHRLrcj0Rh82gj6XP5cydS3p+M8JbqMJv00GgOhhUN10E4qoed/iW09Xe+tZsLft27I7lMDL8PgRwyFOcmgGsa83qDDV+m86EpRPW/zDl25Cf4PjipetVkf+M7BM4SUE8njen6IBj3Dk1ArjZ0/dJzduv9T3C5xq0l62r1sd49P/uRgD/baF3iPqsHB/4yoyuLatrzMa0JSRI/58n+e5qMxjT6jPgxA8e6bsucXS/lo0U1Fz9Ru6BBHDIv9DUDOAcp+WSR+aNlJNPTT5hvR62/sof2e5JWRHjCOVSdStLm+G9A0eP6sjFpy9uLXu3/x5SKe0Vj3cAe4OBJg7xfW6mP5YeOb+50SIF0eQI4L+F8hTKJ4/MH+XLtWXFOm8lr1i2/CXOEZ0ZTn+Y+m2ZKYCj3VqePOAdj+iK+2/1tTq0d7/0rdWGq98IHZEADvlXmpoBrId2ZffW3qw+QZsO8Jky8B2ZOmSM8aIJulJJvXbNvLojLcqdkUYuxiuAdVWfSo3re8/Mgha12Pj9KnnhGv+p+UJ2vzQ5F7SLqShzF8wnjy7wD2Bd+7dvzTahVqTSRerrtW0mVZo1CFyaT89VZgpg/byRHqsc2P339JhBt6k1oHWtX7ZgAQLYx6bYReWkbIOq3qxHCZJwXImzLyghZ19Q0lf0h8nfyP7f9xz3b3/9+af8tnazLPlspuzYsCV0X9T38bpNG+YdS6RNp4qb/soHsmTCjGTHkLifPtepcE1duaRdM282p0jb3u27pH/9u2T/zuM/T+gP4GgHXddVB+nolWmWrFmlePULIi6NFuYwdcKBHHlO9daMzVe0UNSFxz99/DWZMezDwCZynHqKVGxcz+tX2XPmiHgo+YqfLedWv8C3zMpp82WPLiYQYdMJQX5evEKWfDYr6lrPZepXlRIXl/deLSlUprgUqVQmsN3fN/3qzXC07Is5EVfnypo9m1x4bV1v5HLJmhWlYGn/fqh/L1tXb5ClE2d76/qeuOkI6CeWjQt8/Wj1zEXy8WOvBN/2T0iQQmWKiX5GPZ6iAZ/txHb172zdd8tFF3HQv+flk+dGXo0sIUFK160sJWtV9EZaJ92yZM8qlZtc6mua2I5Jv9Q7VD/NXSorp80zXjDBpF4tE+0qOKgeDWddSc3WBDSmx5veyhHAJ5yxSPOhpuTk6jRsozr0k2WTZoeuRieTb/tuX6PJ5PWKeMuKtbJtzUbZt3OXyFGRXGfklvznneNNMH9S1ixR29dFvHUVJF0YPT1u+oWqUxLql73r7cQRoyceT94iheTeD5+L+gPL9ufQAWGv3NAt8Avyul7tvLskYTedJUkX71j62axku+qPSf2sQT9g/drSvqiLws/RZfhO2CKNOk8sumXlOtm0dM2xH6XZT8nh/XDSY/Ab9R/28+rjhfGPDBVdHCX5r4QEaTWkh1S6/pKw1cZU/scvv/XGheh3gM2tbtum0vix9qGq5OrXjIsATuKkV7ddvhhqJhdDKf0yfvKiljH9gdRqfa00feq+GFoNv8ukfm/K10PGhN8xDeyht9T11mSuvP5rHKf2Iep8vjqvb9DW6qWeqfYFfeIxfPXie/L5syOSHZq+B9t16muSkHD83R9Tu6B+ro9S9LFH2E3HIvSpemuyOzt627jzpCFGPyrDthmmfNDxlbm0qtw1sk+YqlJcVn/kL/54WorrSVpBtCkmT2xMV27Skc9c/UY/DQRwEqNIA1yiU5qV0FWM9HZdLJvOVtW4991GV8Kx1K9XGxq+ia8XxFKH630KlDxHuk2383pWSj6LWuqrGtOGRp6x7MFZwwNvjaekfZN9V81YKMNaPpSsaJXml0mLF7qZVBFYxq+f3z7sUalwVe2Y6h3arKus/W5Zsn0bdmklVzzgP4d5TA3FuNPQ5l1l7bfHH9/lnVpKo263x1hjbLtNfyYoVvEAAAypSURBVO0DmfDEsNh2jrBXpGkmT9wt6StK1g8kg1VIACc5oeUa1pA73uwdt1Ost4YeK3+jHNyzL+Y2dHTmLYO6BU75FmvF+sx3bNcBKX6tKdb2be2ntxV7LxkT9bmsrfb86tnz6075oMeLRrfwO4x/XopX83+mG89j1LqDZlTTPtb23adjbl77ea8LmsuhvQeOqyPSou/RGtOl8Lb99HPyYgkJ3hzmujCGy81vopUara6W5s/YGXxn+tnidfdKr4K7T389cJnBxOPbt2OXPF2zjZUR/6afOT2XI4CTnD1d5abLFy95U9HFY/tu9BcytuvAFFetIaOTZ9RodVWKb7/pTFfz3p8sk/q9JfrHkxG2loO7S+WAGani+fn0R8ycEZ/KzGHjjX9kVWp8ibQa2jOeh+Vbt4bk0GYPyPoFPyb7d50JqvMXL3kDr2LZvnvvcxnrsw6yrvDV8dNBEUfe+7UXdKV+rGxCgvcqjE4mE2llKtPPooPZdHCW6aYDvl5rkfwc6gj5rl+/5s0Vnhqb3vrV16902s14bDVuvVqa94v8g4Kr33DyBPAJXrqU1lUP3iGl61+UbNRiONq/S+sX3fb1m2XR+Knec9WgpbxiqVtH+ta9q6lcdMNlga8CBNWroxQXfvC1zHzjI9m+bnMszafZffSHlD5vrNS4njfgxsaX8okfVn+46Ow+Olp18/I1smr6QtGg0MF2YTcNYR3oogOD4j1w7PD+g7Jh8UrR579rdHrGgE1DQ5/Xlm1QTfSVn2hbYj9f+OHX3iOMoH5+bvXycnnnllKsStnA99u1Lb2Fv3PjNm/Q4uTnR4rOqBRt0wVMru3VVopVCb8esD63/n7CDPl21CRv3vOgmbASjyHp8emrNgf37vc9vDNLFJYru94u59WpLDrHcjy2A7v2eKOgv+j/tuigs3htOr7ioW9GBPYH/QGq7/0eNjhX8TrG9FYvAZzezpjP8eqXdqk6laVUvcpStHJZKVCqSLJA1sDdtvpn2bBohayesUhWz1oUU1hkAC4+QgYXKFqlrFS8tp63ZrO+aqQ/yJJu+iNp+/pfvNeHNi5ZLT/N/d7779EjRzO4TMo+3uln5/cWiAmaOyAey6Sm7IjT/t4EcNo/RzEdYbacJ0vO03J5+x7Ys8/KSjwxHQg7IeBSICHBmyAlW46TvaM4fOCg7NueMR61pDZrpGf4QcsUpvYxprf2COD0dsY4XgQQQCCVBbj6jQ84ARwfV2pFAAEEMoxA5Kvf7d56v38cTN9Llro4WQSwC3XaRAABBNKJgM7W1n3G64HPfvWVu2/emZhOPk3aOkwCOG2dD44GAQQQSFMCkRYy+X3TNulX506rb3ekqQ8f54MhgOMMTPUIIIBAehXQxT+6TxsWON8AV78pO7MEcMr82BsBBBBIdwL6alal6+t7q13lzHNq4PHramKRJmRZ8fU8ObhnvzdLmS7VuHPj1nRn4fKACWCX+rSNAAIIpLKAvqJ4z9hnA5eXjPVwdCauIdd3kW1rfKYMjbXSDL4fAZzBTzAfDwEEEEgqoIu6NHny3rig6MpfugIYm5kAAWzmRCkEEEAgQwh4i1e0uDIun0WvfnVhCjYzAQLYzIlSCCCAQIYQ0OUbdRnHeGyrZy2W127pEY+qM2SdBHCGPK18KAQQQMBfIM9ZZ8r9U14WXVXN5qYLcgxv3Ut0NSk2MwEC2MyJUggggECGEdBVmi7reIuUuLhCxFHQJh9YZ8DatGyNtwynLvLCZi5AAJtbURIBBBBAAAFrAgSwNUoqQgABBBBAwFyAADa3oiQCCCCAAALWBAhga5RUhAACCCCAgLkAAWxuRUkEEEAAAQSsCRDA1iipCAEEEEAAAXMBAtjcipIIIIAAAghYEyCArVFSEQIIIIAAAuYCBLC5FSURQAABBBCwJkAAW6OkIgQQQAABBMwFCGBzK0oigAACCCBgTYAAtkZJRQgggAACCJgLEMDmVpREAAEEEEDAmgABbI2SihBAAAEEEDAXIIDNrSiJAAIIIICANQEC2BolFSGAAAIIIGAuQACbW1ESAQQQQAABawIEsDVKKkIAAQQQQMBcgAA2t6IkAggggAAC1gQIYGuUVIQAAggggIC5AAFsbkVJBBBAAAEErAkQwNYoqQgBBBBAAAFzAQLY3IqSCCCAAAIIWBMggK1RUhECCCCAAALmAgSwuRUlEUAAAQQQsCZAAFujpCIEEEAAAQTMBQhgcytKIoAAAgggYE2AALZGSUUIIIAAAgiYCxDA5laURAABBBBAwJoAAWyNkooQQAABBBAwFyCAza0oiQACCCCAgDUBAtgaJRUhgAACCCBgLkAAm1tREgEEEEAAAWsCBLA1SipCAAEEEEDAXIAANreiJAIIIIAAAtYECGBrlFSEAAIIIICAuQABbG5FSQQQQAABBKwJEMDWKKkIAQQQQAABcwEC2NyKkggggAACCFgTIICtUVIRAggggAAC5gIEsLkVJRFAAAEEELAmQABbo6QiBBBAAAEEzAUIYHMrSiKAAAIIIGBNgAC2RklFCCCAAAIImAsQwOZWlEQAAQQQQMCaAAFsjZKKEEAAAQQQMBcggM2tKIkAAggggIA1AQLYGiUVIYAAAgggYC5AAJtbURIBBBBAAAFrAgSwNUoqQgABBBBAwFyAADa3oiQCCCCAAALWBAhga5RUhAACCCCAgLkAAWxuRUkEEEAAAQSsCRDA1iipCAEEEEAAAXMBAtjcipIIIIAAAghYEyCArVFSEQIIIIAAAuYCBLC5FSURQAABBBCwJkAAW6OkIgQQQAABBMwFCGBzK0oigAACCCBgTYAAtkZJRQgggAACCJgLEMDmVpREAAEEEEDAmgABbI2SihBAAAEEEDAXIIDNrSiJAAIIIICANQEC2BolFSGAAAIIIGAuQACbW1ESAQQQQAABawIEsDVKKkIAAQQQQMBcgAA2t6IkAggggAAC1gQIYGuUVIQAAggggIC5AAFsbkVJBBBAAAEErAkQwNYoqQgBBBBAAAFzAQLY3IqSCCCAAAIIWBMggK1RUhECCCCAAALmAgSwuRUlEUAAAQQQsCZAAFujpCIEEEAAAQTMBQhgcytKIoAAAgggYE2AALZGSUUIIIAAAgiYCxDA5laURAABBBBAwJoAAWyNkooQQAABBBAwFyCAza0oiQACCCCAgDUBAtgaJRUhgAACCCBgLkAAm1tREgEEEEAAAWsCBLA1SipCAAEEEEDAXIAANreiJAIIIIAAAtYECGBrlFSEAAIIIICAuQABbG5FSQQQQAABBKwJEMDWKKkIAQQQQAABcwEC2NyKkggggAACCFgTIICtUVIRAggggAAC5gIEsLkVJRFAAAEEELAmQABbo6QiBBBAAAEEzAUIYHMrSiKAAAIIIGBNgAC2RklFCCCAAAIImAsQwOZWlEQAAQQQQMCaAAFsjZKKEEAAAQQQMBcggM2tKIkAAggggIA1AQLYGiUVIYAAAgggYC5AAJtbURIBBBBAAAFrAgSwNUoqQgABBBBAwFyAADa3oiQCCCCAAALWBAhga5RUhAACCCCAgLkAAWxuRUkEEEAAAQSsCRDA1iipCAEEEEAAAXMBAtjcipIIIIAAAghYEyCArVFSEQIIIIAAAuYCBLC5FSURQAABBBCwJkAAW6OkIgQQQAABBMwFCGBzK0oigAACCCBgTYAAtkZJRQgggAACCJgLEMDmVpREAAEEEEDAmgABbI2SihBAAAEEEDAXIIDNrSiJAAIIIICANQEC2BolFSGAAAIIIGAuQACbW1ESAQQQQAABawIEsDVKKkIAAQQQQMBcgAA2t6IkAggggAAC1gQIYGuUVIQAAggggIC5AAFsbkVJBBBAAAEErAkQwNYoqQgBBBBAAAFzAQLY3IqSCCCAAAIIWBMggK1RUhECCCCAAALmAgSwuRUlEUAAAQQQsCZAAFujpCIEEEAAAQTMBQhgcytKIoAAAgggYE2AALZGSUU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s="doBroadcast"><l>To Binary</l></block><block s="hide"></block></script></block></script><script><block s="doSwitchToCostume"><l>ToBinary1</l></block></script></block></script></block></script></scripts></sprite><sprite name="Pascal" idx="9" x="160" y="-120" heading="90" scale="0.33333333333333337" volume="100" pan="0" rotation="1" draggable="true" costume="2" color="24.63300000000002,175.95,0,1" pen="tip" id="652"><costumes><list id="653"><item><costume name="Pascal2" center-x="240" center-y="180" 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fW+s/7AZpennNKM4c/a7LFm+UDpcOjf7AKI4ggKPAYte/CBDATIqkBPA1tzT2fhf12/Su2ibVHvNuOgq16Z3Aw9/rGvJmodQte2T5ks2ydtU273GenTv2yd7dB0QXBjk1Xy45rWR+qVa7rJzfrErYG47aNx0kq37cEvUsuLHrBXL3w63CHrd+zXaZN2ulrF6+VVK3psm+tAPeYz56Z3iZ8oWlaq0y3jrDke6UjiWAb77jIuneu2XEce3be9B7feTSBetF7yhO2/2zZM+RzXusq0Tpgt63EPpTQtAXEgQN4Kq1SsuIcXeEre9PP6TImhVbvcegdmzfK/v2HJAsWbN49wXoDWX6Vi+9kzvHydlCjvOmFoNl+dLNER1i3YEAjlWO41SAAGYeJDyA21zfUP71ZNuQL32Y+vH30rvrGxHl6zY6XTrd1URKlCkgqSlpsmLZZln47VrvPcPbUvZEPF530OdwnxvbWUqWKeS7v941++6oWYHOlXGnZ0d29P74+22L5q2V5/tPFv3fSFvuPCdLyyvryE3dLvACz2/Tu7Y7XfF8pFP9/u865re/uD9sMO1M3SsjBn0uuj53uA9CelJ9VlivpDvf00QqVQn/s0DQANbz6mNlt9zVREqVKyipW9JkxQ/R11cfhXruzdukVFn/+g7pO0nGjpgZ2C7aHQngaMXYP6MAAcx8SFgA69KW3f7VIuJXx12uGi4LvlmTafJnX1hZhr5+q297742ZLQMf+SjqvoT6DVMfx2lVr1/Ub33Sq85XPrzDe8b5xO3ziYu8N0kF3fq9cL00u6JWyN3nzV4pD3UdG/Vzu9myZZXHB1/rPUMcaosmgIOOJ9J++i3CC2/53+z34dg58tSD4yKdIuZ/J4BjpuNAroCZAyoQ7i7oe24eKalb/a82c+bMIfr8a8Wziku9xqdLzXrlIj6rq68lfOC21zIVPm++XDJ1SR/fNmN9Q9PICd29r0BP3I4eOSb3dhzpLVoR7aavtdPfbTNuejNRj5tHypzpywOdrliJ/PLh7AdDfvsw96sVcu/NI6P+gJDeuN7Y9dHs3lKw8Cm+/TERwPrc9azVTyW0voGwWQkrKBP7hRDgCpipETaAE8mzef1O76aneFZMyhgEpcoWlqLF83m/qaYv83js6HHvd0y9Et26ebfsSN3rPZ87bekTCf0DrVeCl7ar63tOvcN65mdLvYVG9Ovj9WtSRfsVZNNnim+/r5kUL11ANq7bIS8NnCJTxi8Mcqi3T7jffvV36PaXPBv3izAefvoqad2+gW+fLjrrUdm/L/5FQzToQ9VXVwvbtWOfbE3ZIzu2pXlLec7d4L+0aawfsIKCcwUcVIr9/AQIYOZFpgSw/mbb9ZoXvRumYtn05qU6DSvIhS2qSv1zK0nZ04uEvMrLeH694UuXvCxf6bSEBrB+Ddvv+esDDeXw4aOyYfV20TWwNVTXrdwma1elyqofU2Rv2sFA5wi604hx3aRW/T9W0sp4nL6LWQMp3k3fnKXP8Z64rVmxTa69+JmYTq93bdduWMF7Xrluo4pSvlLRQPXVZTDXr94e8uUfBHBM5eCgTBIggDMJ2uZmwn0FnYh+6xKBvW4d7V2xRLtp8LZqV1c6dr9IylQoEu3hEfeP9Q+0fu35zv96hrz5J2LDv+2waf0OWfb9Rvl+3jrvbuR1q1KDHvqX/fQ32unL+0qOHH+9KzjW36b9OqNjHzO5x59CT6/69XdqvcEumk3re+mVdaRj94u9D1WJ3mKtb9B+cAUcVIr9/AQIYOZF0q6A9ffL98d8LUP7fyx6JRrtVrp8Yekz5Drf31qjPVeo/eP5A12zfjkZ9k6XmNdV9uvTimUp8t7o2TLp3Xly5MjRqIZZpkJheX/GA77H6Mso/n33W1GdL9zOp+TNKVd1aOSt0b1/70GZ+O487+70aDZ909ETQ67zXrCRrC2e+gbpEwEcRIl9QgkQwMyNpASwXtX9t89E700/sWz67OmAETclfC3oE/sS7x/o85tWEV1UItKzvNEarF25Tfr2fC/sYiUnnrPuOafL8He7+DY1pN8kGftS8h7HiXZ8+gjSwFc7WF/fSOMigCMJ8e/hBAhg5kfCAljf2KN3/45/c67Mmbk85vfcnn3BGfLsqFsSemWZjCvg9HPq75X39WktDc+rlNDZpL8d973vXfn0owWBzut3F3X6gX3ue0c+fu+7QOdJ9k71Gp3uLZEZ6TWIiehHvB+wIvWBAI4kxL8TwMyBsALhfgN++9WvvHfU+m0aELqS0vatad4NRmtXbIv7xe36O+CYSXdnyhKPOqZE/oGudFZxufSqunJuk7MS9numvuCgZ6fRMmvajxFn8d8hgPVrcq1vst4clehvOCKhE8CRhPh3Apg5EHMAZ+ZznXpDzqgJ3UOuH51xEPqIkS4ooe+f1cdr0ldzynPKyd6yiYWLniolyhQU/R25fMWiv7+3NrP+QBc+7VTvt2sN5bIVi3grcenyifr8bLTvNd61Y79cc9FA2bPr57B1DPf2qeefnCyvDU/cKxhj+U9K6/vqR3cG+k1f75pPr++2LXv+VN98BbS+eb2Vw8qcXkTKVSwa8tuSRH7A8hszARzLTOCYdAG+gmYuJGwlrHgpm15RU/q/cEPY03zz5QoZ/dw0mT9nVeCvuDWQP1v0mO954/kDrefNlz+392iRXqkG2XTFq+Il83t3dOtX15Wrl/Qevyly2qlhD3/jpRkytN/HYffRDxsfzPS/CWva5MXyYJfXg3QxaftcclkNeXL4Xx9fytigrp096vlp3hra+nxvkE3v/p69hoU4glixj10CBLBd9TDSm2S9DzjawehygrqsoN928MAh6d/r/agWpUg/j75YIJELcegdwI8Nvlb0Biy9mt2+LU0e7/GO6CpTsWz6DGytBuWlx6OXhbz637V9n7So21eOHwudSroYyfRlfX1/W1W/yxs+GfEqOpb+Bz1m6NjOcvb5Z4Ss74De42TyB6FfURmuHRbiCFoF9rNJgAC2qRqG+mJDAOtVzIyf+oX8KlGXxJz9v8i/g/oRJjqAew9oJ21vaPinpvamHZArz/1PXAGnb/UZPenukItKtDv/admwZnvYWfLcG52l4QX+IacvndCXTyR6O6NKCalUtbhsWLNDvg/xAgp9ocOM5f1CviDivo6j5Kupy2Lqmn6A+WY9K2HFhMdBRgUIYKP8djRuQwDr76MT5jzkCxLL6/jST6S/D/bq2ybklXW0X0HrH/upS57wXtd34qaPXb31ypdxFVWvgm+4/Xzfc3S9+kWZP2d12PPrBwP9gOC36XPZj9/zjnwyLrarzBPPqQty9OzbRtpc3+D337V1IY5Hu7/1l2eYixTLJx9/+7Bvv1Yt3yLtLxkUk5u+AKRXvzbSIMQd6NHWN9pO8BtwtGLsn1GAAGY+WPEb8Gkl8svEb/wDWN9Tq1eX0SxMUalKcbm+8/nSom1t7x3BobZo/0AXKpJXPpn/qO/pjhw+Ki8P/kLeGD49ppcd6Estnh/bWQoWyet7/hubD5affgj/bttceXLIpLkPh3y+Vn+rHjlkqox+flpMfUzvmL4G8PHB14kuRnLi5nfDl/7G/fG8R3zHpTdZtW38Hzl8KPT7oU88UK2uv+08adm2TkLrG+2fAwI4WjH2J4AdnwP6BqNLLqvp3QSULXtWqVqztJQ/w3+t5GkfL5aff/ZfXF9fMJCycaf30gFdwSmeTb+inLq0j+j7cf02fb540OMTRBeo8Nv0yrRC5WLS+KIzpcllNXxf6+d3nD4+pSs46VuMdM3o/32yJGQbenzxUgVk/Ne9ww5VPzDoa/D0alDXKQ636VVkjXrlvMeXWratHfJubb3Lu0m1xwKtKHZztwul+0OXRuzjB69/LTOmLA073own0RvI9M7uZq1rymVX1wu5+Mji79bJrW1e+FP7egf0tCV9Qj5+NPfLFV59V/+0NWx9z7mwsuha1FVrlQ403dLrq3NV6ztjyhJZtdy/jfQT6ocYbeOs6qVE/3+4rXS5wr4fQvQYvZFsy+bdYY/fv/cXbylSnSuxrBYXCIGdrBXgCtja0iSnYw3OreStQJQrd/g/LNG0rl9t6ovP33w5vq9fdUWpppfXDNu0Bv2KpZtlz+5fH8nRcejL2CtVLeHdkRzvpleIejPQ+Lfm+p4qSABnPHDHtr1eqOiNWmm7D8ixY8e8Dxmn5s/thbl+CAqyilY0S0lqqOvrEitXKxmIQy3XLN8qeiWqa0ZnvKM7V+6TvUen9O1M4R73ydiQfqC57cphf2n7iaHtvW8kwm36dfTyxZuSVl9ds/rpRz6Uca/P8e2Gvl1rxPvdvEfYMnNbvzpVbm83XHZu35eZzdKWYQEC2HABMrv5D758QPRTe6I3vYK8vGF/2b5tb8yn1pt5xky+O9BbcGJuJMCBeiXSovYTvq/VizaAAzQXcZcDPx+SG5r/N6o3SelXxCMn3CUFCuWJeP5E76BXsrqAy4mbfm38+uQeYb8yTnRf/M6n9W1Vv5/vaxkfGXi1XHFd/czoxl/a0PsH9D4CNncECGB3au2NNNTjGolguLfDyEArNoVrq2uv5tLp7iaJ6E5c5+jcdpjvHb3hnimOq8EQB+vV6KPd35QvJkX3liE9nV4BD32jc6aG8LezVkqPG18N+Xv9bfc1ldvubZoMqqjOqVebfuuUvza5h5xZPdg3B1E1GGBn7Y/2i80dAQLYnVp7I535U7+krcHbodVQ7/eseDb9LbfPkMhfVcbTRpBjwz3yozdh6c1Yyd7S9hyQx3u8HfPjOdo/Xfpx4CsdQr4POZFj0N/PH+vxlhw8EPrNV1rfR565Wi6/xsxVZvp4r7noGd/fvvUDi65FbmKbPmWpPNB5jImmadOQAAFsCN5Us+Eec4mnTwu/XStd2g0LvHpRuLb0j7ReCes7YqNdtvHE8+rv0999vVr0BQBBN113Wa/mQ21dejaTW3tcEvR0Me2nYTbo8fGydXP071A+scGcubJLtwdayNUdGoW8ySumTv52UOqWPfL8U58EfrxJ69ul56/1zZLlpHia9o7V9yjrzVlBN11N7a7rX/bd/bymVeSZVzvEPe+C9iV9P/2mo8dNr4rejMbmjgAB7E6tvZHqakk3drlQWl1VR8qULxL373F6x+/Mz5bKS89+FvKlDbES125YXu56qJVUq1Mm6lPsTN0nn09cKB+9+Y1sTdkTciWs9BNrUKds3OXdBT1i0GdyYP+hkG2qYZf7m0vr9g28G7++m7NKXhs2XRo3OVNatK4tBQqfEnV/9YBDh47IzClL5c1XvpQl89fHdI5wB5UqV0iuvaWxtLyyjncTWDyb3syki25MfPdb+fTDhVE9QpTert79fc+jl8VUX10Z7PNJi+SjN+fKymUpEX9aSa/v9E+XyIhnPxd9c1eo7cIWVeWG2y/wvooOcoNcPI76e/QPizbImBemx7zQTDztc6xZAQLYrD+tBxCoXqesXHJ5DandoLz3qJGuGJVx0+DauHaHrPwxRZYt2ijzv1ktPy7eFHbZxgDNxrSLhnONuuWk7jkV5MwapbwXQRQrWcB3BSi941VXttJnexfMWe29ylHfLpXsTVcdq312BanXqIKcWb2UlDu9qOjdv6Gel1bf1C2/vvFq9fItsnThBpk3a5Xs2pGYO3b1A5Y+FlenYej6blq3U1b9mCJLF22QBXPWyLLFG43UN9m14fxuCRDAbtX7bz9a/foyf8FTRL9W1U3vENZHZ2zf9HEpff/tyTmzeSF78OfDUS0skuzxqWvefLlF3yaVvunXovvSDoa9Wkx0v/6u9U20A+dzQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBLV3isgAAAdvSURBVCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwQIYDfqzCgRQAABBCwTIIAtKwjdQQABBBBwQ4AAdqPOjBIBBBBAwDIBAtiygtAdBBBAAAE3BAhgN+rMKBFAAAEELBMggC0rCN1BAAEEEHBDgAB2o86MEgEEEEDAMgEC2LKC0B0EEEAAATcECGA36swoEUAAAQQsEyCALSsI3UEAAQQQcEOAAHajzowSAQQQQMAyAQLYsoLQHQQQQAABNwT+D2Xu1hbbUcqnAAAAAElFTkSuQmCC" id="654"/></item><item><costume name="Pascal1" center-x="240" center-y="180" 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" id="655"/></item></list></costumes><sounds><list struct="atomic" id="656"></list></sounds><blocks></blocks><variables></variables><scripts><script x="432" y="63"><block s="receiveMessage"><l><option>any message</option></l></block><block s="hide"></block></script><script x="18" y="37"><block s="receiveGo"></block><block s="show"></block><block s="setScale"><block s="reportQuotient"><l>100</l><l>3</l></block></block><block s="gotoXY"><block s="reportListItem"><l>1</l><block s="reportListItem"><l>8</l><block var="Button Positions"/></block></block><block s="reportListItem"><l>2</l><block s="reportListItem"><l>8</l><block var="Button Positions"/></block></block></block><block s="doForever"><script><block s="doIfElse"><block s="reportAnd"><block s="reportTouchingObject"><l><option>mouse-pointer</option></l></block><block s="reportShown"></block></block><script><block s="doSwitchToCostume"><l>Pascal2</l></block><block s="doIf"><block s="reportMouseDown"></block><script><block s="doBroadcast"><l>Pascal</l></block><block s="hide"></block></script></block></script><script><block s="doSwitchToCostume"><l>Pascal1</l></block></script></block></script></block></script></scripts></sprite><watcher var="Button Positions" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="183.00000200000002" color="4,148,220" 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="doSetVar"><l>sentence</l><block s="reportTextSplit"><block var="sentence"/><l> </l></block></block><block s="doIf"><block s="reportEquals"><block s="reportStringSize"><block s="reportListItem"><l>1</l><block var="sentence"/></block></block><l>1</l></block><script><block s="doReport"><custom-block s="list $arrowRight word %l"><block var="sentence"/></custom-block></block></script></block><block s="doAddToList"><block s="reportLetter"><l>1</l><block s="reportListItem"><l>1</l><block var="sentence"/></block></block><block var="sentence"/></block><block s="doReport"><custom-block s="initials %s"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><block var="sentence"/></block></custom-block></custom-block></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"><block s="reportEquals"><block var="num"/><l>1</l></block><script><block s="doReport"><block var="word"/></block></script><script><block s="doReport"><custom-block s="join words %mult%txt"><list><block var="word"/><custom-block s="copies %n %txt"><block s="reportDifference"><block var="num"/><l>1</l></block><block var="word"/></custom-block></list></custom-block></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"><block s="reportEquals"><block var="num"/><l>0</l></block><script><block s="doReport"><l>0</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block var="num"/><l>1</l></block><script><block s="doReport"><l>1</l></block></script><script><block s="doReport"><block s="reportSum"><custom-block s="fib %s"><block s="reportDifference"><block var="num"/><l>1</l></block></custom-block><custom-block s="fib %s"><block s="reportDifference"><block var="num"/><l>2</l></block></custom-block></block></block></script></block></script></block></script></block-definition><block-definition s="pig latin %&apos;sentence&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%txt"></input></inputs><script><block s="doSetVar"><l>sentence</l><block s="reportTextSplit"><block var="sentence"/><l> </l></block></block><block s="doIfElse"><custom-block s="empty? %l"><l/></custom-block><script><block s="doReport"><l>Give me a sentence</l></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block s="reportLetter"><block s="reportDifference"><block s="reportStringSize"><block s="reportListItem"><l>1</l><block var="sentence"/></block></block><l>1</l></block><block s="reportListItem"><l>1</l><block var="sentence"/></block></block><l>a</l></block><block s="reportEquals"><block s="reportLetter"><l><option>last</option></l><block s="reportListItem"><l>1</l><block var="sentence"/></block></block><l>y</l></block></block><script><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block var="sentence"/></custom-block></block></script><script><block s="doAddToList"><custom-block s="pig word %s"><block s="reportListItem"><l>1</l><block var="sentence"/></block></custom-block><block var="sentence"/></block><block s="doReport"><custom-block s="pig latin %txt"><custom-block s="list $arrowRight sentence %l"><block s="reportCDR"><block var="sentence"/></block></custom-block></custom-block></block></script></block></script></block></script><scripts><script x="11" y="378.2"><block s="doReport"><custom-block s="list $arrowRight sentence %l"><block s="reportMap"><block s="reifyReporter"><autolambda><custom-block s="pig word %s"><l></l></custom-block></autolambda><list></list></block><block s="reportTextSplit"><block var="sentence"/><l> </l></block></block></custom-block></block></script></scripts></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; 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%&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; 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