<snapdata remixID="12871110"><project name="Cocentric Squares with changing pen size" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Cocentric Squares with changing pen size"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="StepingSquares %&apos;numSquares&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>sideLength</l><l>10</l></block><block s="doRepeat"><block var="numSquares"/><script><block s="down"></block><block s="setSize"><l>1.5</l></block><block s="doRepeat"><l>2</l><script><block s="forward"><block var="sideLength"/></block><block s="turn"><l>90</l></block><block s="changeSize"><l>2</l></block><block s="forward"><block var="sideLength"/></block><block s="turn"><l>90</l></block><block s="changeSize"><l>-2</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>-5</l></block><block s="changeYPosition"><l>5</l></block><block s="doChangeVar"><l>sideLength</l><l>10</l></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="48"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAAHPlJREFUeF7t3cGNJEeSheFMgALMZQTY81xGBLYABKoAjiorxKrCAboBCkCKsBeeVwBeVgACOajuLnZ2M6rKI8Ij3Mz844VAIzLT/WWE/f7MX3pdHx4ebpfL5dcPHz68e3h4+OVyuXx/+fRf5X/7/8vl8r+f5+l/FKAABSiQQ4F/Xi6Xv1Vh1HVSAH9cXOS434ySAhSgAAWeFKhmEgHYfU0BClCAAikUAOBCreoffvjhv7777rv/ebrz/vjjj//++eef/y/FXWiQFKAABYorsFSfAbgQgB8fH3+63W4/Pt3H1+v199vt9lvxe9r0KEABCqRQ4Hq9/uN2u/39c33+9/v37/8FwIUA/M2XKZiV4rE0SApQYBIFSgWuPn9nX4Wbp94DXlpNTXJjmyYFKECB0ApUc7sA3PATq9B3pMFRgAIUmEQBAK7bbn7xN86CWZM83aZJAQqEUWCGwBUH3OCABbPCPJMGQgEKTKLADIErAG4AsGDWJE+8aVKAApEUKB+4AuD1AHZiVqRH1FgoQIGSCsyw3wvAAFzy4TUpClAgtwIAPGHgqvVLF8zK/XAbPQUoEEeBWQNXHPBGByyYFefhNRIKUCC3ArMGrgB4I4AFs3I/8EZPAQqEUmDKwBUA9wGwYFaoZ9lgKECBTAq0bv3NcJ2jKDdCOdMNb6wUoAAFoigwA1iX3C4HvBG2SzeMYFaUx9k4KECBqAoIXH1499qCgwPeCGXBrKiPvHFRgAJRFBC4AuAXz33u2ArxpwyjPPHGQQEKRFJA4Orh4ZfLC0aPA97ogP0pw0jPuLFQgAIRFehocs4wUqd/BgADcMTn1pgoQIECCgCwFvRpqxrBrAIVwxQoQIFNCghcvQ5bKeiObndpZSeYtem59SIKUKCAAgJXAHya221orQhmFSgqpkABCjQrIHD1SuCKAz7YAQtmNT+oLqQABYop0GBKIhmkEGMRwjoYysWeMdOhAAUosKgAAGtBh1jV3LcaBLNUKwpQoJoCAlfrYasFfbDbFcyqVmbMhwIUWFJA4AqAw7ndhhaMYJZ6RgEKVFBA4Gpl4IoDHuCABbMq1BpzoAAF7hVoMBsZDdLpYxbCGgBljzIFKECBzAoAsBb06auVpRbCln8TzMpceoydAnMpIHDVB7Za0APcrmDWXMXKbClQTQGBKwBO63YbWjWCWdUqlvlQoJYCAlcdAlcccBAHLJhVqzqZDQUqK9BgIiobpEPnJoQVBMqVH2BzowAF8ioAwFrQh65CtgSpet+Ugll5C5SRU6CKAgJXx8FWCzqI2xXMqlKuzIMCtRQQuALg8m63wT0LZtWqa2ZDgSwKCFwdFLjigAM7YMGsLPXJOClQV4EGc8AgXS7dNBDCCgzluo+5mVGAAhEVAGAt6G6riwjhqj03tGBWxBJlTBSooYDA1bmw1YIO7HYFs2oUNbOgQBYFBK4AmNtt308QzMpS2YyTAjkUELg6MXDFASdzwIJZOaqYUVIgowJ7tse8to97FsJKBuWMD7oxU4AC8RQA0T4Q3ZM1AuBkABbMilfIjIgC0RUQuBoPWy3oZLAVzIpe1oyPAjkUELgCYIGr9sBVq1aCWTnqn1FSYLQCAleDA1cccAEHLJg1uo75fArkU8B+Lwfc6upct9Ip5ysHRkwBCpypAAADMLCuBGvrQyOYdWYp81kUiK2AwFVM2GpBF21BPz4+/nS73X58+oKv1+vvt9vtt9glwugoQIGjFBC4AmBu9yC32+CKBbOOqmzelwI5FBC4Chi44oCLOmDBrBxV0SgpcIYCDYt0BmmcQfpKewdxFIXyGQ+6z6AABeIpAMBa0FZYg1dYglnxCqMRUaC3AgJXeWCrBV3U7Toxq3dZ834UyKGAwBUAc7uD3W5Dy0kwK0c9NUoKrFVA4CpJ4IoDnsgBC2atrWOup0A+BRoW3wxSYIMkhDURlPOVFyOmAAVeUwCAtaCtsAKvsO7bHoJZijkF8iogcJUbtlrQE7ldway8hdbIKbCkgMAVAHO7SdxuQ2tKMEudp0AuBQSuEgeuOODJHbBgVq5qa7QUuFegYVHNICUzSEJYk0NZiaMABXIoAMBa0FZYyVZYS20PwawcBdco51VA4KoebLWgJ3e7glnzFnQzz6WAwBUAc7vF3G5DC0swK1edNtq6CghcFQtcccAc8C+XBg3q1jQzo0AOBRoWywxSAYMkhNUApNkehhwlyigpUFeB2WrOrPMFYAD+iyt2Ylbdwm5m8RQQuJpjv1cLGmybWtCPj48/3W63H59umOv1+vvtdvstXtkyIgrUUEDgCoDtJxTYT3jrJ0cb2zyCWTXqvFnEVUDgaoLAFQfMATc5YCdmxa3URlZPgY0LY6apgGmyBwzKTVCuV/bMiAIxFABgLWirqQKrqYNa0B/vDcGsGMXaKHIrIHA1L2y1oLndJrfrxKzcRd7o4yogcAXAT4bmucZqQYPyFigLZsWt8UYWWwGBq0kDVxww2G6B7YvbE7HrnNFRIJ4C9ns5YA7Yfu9TZdq97x+vvBkRBWIrAMAADMAd4ONBEsyKXeqNbrQCAldgew9bLWgt6K4taCdmjS7xPj+yAgJXAAzA3G6XdnOD4xfMikwDYxuhgMCVwNWfiWcOmAPu6oCdmDWipvvMLAo0LFp35zB8Rm6X7WdIoNwVylmKo3FS4GgFwDE3HJcca+9/A2AA7gpgJ2YdXda9f0QFBK7A9q39Xi1osO0KWydmRUSBMY1QQOAKgAFY4OqswFXr3pVg1gga+MwRCghcCVy9GrjigDngwx2wYNaI2u8zRytgv5cD5oA54GgO+KNTHl0cfT4FjlYAgAEYgAE4JIAFs44u/97/TAUErsB2C2y1oLWgh7SgnZh1Jh581tEKCFwBMABzuyHdbkMrTjDraEJ4/6MVELgSuFoduOKAOeAhDlgw62geeP8zFWhYZLb+SsB1kxspB3GA8hAon1kwfRYFeioAwFrQWtCTr5yW2hmZ/k0wqycSvNdRCghcgW0v2GpBc7tD3K4Ts47Cg/c9WgGBKwAGYG43a+CqdY9LMOtoknj/rQoIXAlcdQlcccAccBgHLJi1lQded6YC9ns5YA6YA67ugJ2YdSZVfFazAgAMwAAMwFMAWDCrmQsuPEABgSuwPRK2WtBa0KFb0E7MOoAq3rJZAYErAAZgbncKt9vQ2hPMakaHCzspIHAlcHVY4IoD5oBDO2DBrE4Y8TabFGhYFLam+l3HSDUZKSdhgXJoKG+qpF5EgQ0KALAWtBa0lVPTymmpnVHx3wSzNpDES95UQOAKbM+GrRY0txva7Tox601uuKCTAgJXAAzA3C63+6mgtu6ZCWZ1ApC3uQhcCVydGrjigDngdA5YMAsqj1DAfi8HzAG3O59Wh+S6CTQ9oiB7z7kUAGAABuAJYOFB7/+gC2bNBcu9sxW46v8Mqmt9NPUzJG3pdG1pJ2btRdJcrxe46gOLir+yGL2QAGAATgfgbx4away5eLpltgJXAlfDA1dCWGCbHbYv7vFvqcpeM4cCo10O53j5ngbLGnDAoFwCynOgxCy3KADAWtARAlccMNiWgO1SQRXM2oKmeq8RuALbqLAFYAAuC2DBrHow3TIjgSsABmA/L1pzupPfLve/XwSzttCrxmsErgSuQgauOGAOuKwDdmJWDXrunYX9Xg6YA+7vaLhEmq7uKuwt5l6fTwEABmAABovVsFA4+hcOwax8AF0zYoGr/s+MOnSupn6GpC1dti0tmLUGZ/muFbg6FxZ+y9v/98wADMBlAezErHxQXTligSuBqzSBKyEssJ0Ftk7MWkmyjJdrl3LAmfZ7ARiAATgjaYx5UQEABmAAFrgSuPpUHlMk1QWzctJc4Apss8OWA+aAp3fAglk5ASxwBcAAnMTlaE15WBsfVidm5eGxwJXAVerAFQfMAU/vgJ2YlYe49yO1qLaoblxUp9gKe76f/QwJlKeHck4kzTVqAAZgANaCThM2UrDaC5ZgViyYC1y137ue89xaccAc8PQOWDArFoAFrnJDxYlZ7SdmATAATw9gJ2bFAvDlchG4ErgqF7gSwgJbsG0sbOGQNNGAtFU54Ir7vQAMwAAMwOFRDsAADMACVwJXiU646l20BbPO4bTAFdjOAlsOmAPmgBsdsGDWOQAWuAJgAOZ2ud2J3W6De3Zi1nE8FrhqXBQ23KepDqGQlr58LwXNFXPFjQXwOAbN+86gwgFzwBwwB8wBf//WinxeTB43cwAGYAAGYAAG4DcBLJi1D8QCV2A7M2yFsLSbtZsb281Lzkwwax+ABa4AGIC//rvp9oBBGZS3QVkwaz2PBa623WvCVUW7tAAMwAC8oyiuZ9C8r7DfywFzwByw/V77vW/u97bCYl6crp95q6auA+pZQM0Bc8Ac8A4HLJi1DGKBKxCdBaJv/XritQUlAAMwAO8AsGDWMoAFrgAYgL9uN0tBgy3Y7oBtQ2tUMOsLjwWujr3XBLMKBLM4YFAG5c6Fcv3uaL1XNCxWAKQAQPa0X73WUZTg0xk+Cu+Hd/Vwun5G7gMtaC1oLWiJZ4nnbonnVqjMFswSuAJbsH0btvaAtZs5/hMc/2zBLIErAAZgAOZ2ud3T3W6DK54hmCVwdcLCruFes6+ebF9dCIsr5opPKJ7rd1HzvAIYOGAOmAPmgDngiA74oyvJg9P1IwVgAAZgAAZgAA4L4CrBLIErsAXbbbAVwtJu1m4+od1c+U8ZClwBMAADMLfL7YZ1uw0t2czBLIGrQYu4hvtKCEsI6yMZ3Ag0cB+8sUhav9s6/hUgwAFzwP34JgWtLa0tPcjRjMfp+hEAMAADMABzV1rQmVvQHztE0YNZAldgC7b9YCuExe1yu4PcbsZglsAVAAMwAHO73G56t9vQuo0YzBK4CrRga7iHZG+SZW/sAXPFXHGgIrt+V/a4Vyj4HDAHzAFzwBzwDA443IlZAAzAAAzAAAzA0wB4VDBL4ApswfZY2AphaTdrNwdqN0cKZglcATAAAzC3y+1O43YbWrxnBrMEroIvzhruFyEsISwnYS21GvzbBVg3dmCOi1l9eWfFnQPmgDlgDpgDBupvQA3A4AiO58PxDNPkZ0gbXQnHoCieVRR7B7MErty7Z9276uTr9xoAA7BgVvC9v8fHx59ut9uPTyvy6/X6++12+22PKxa4AmAAjuGoARiAATg4gL9xET2CWQJXub5z4apk4arW9jUAAzAAJyzGexywtiAHzAFzwAJXAlcCVxsXgAAMoiAaA6KtbtdBHBuLHceg2EUrdq3BLIEr9260e1c9/XJPakGDshZ0whZ0azBL4AqAATiuUwZgAAbghABeEcwSuMr//QphCWE54WpPr99rnYR1OXixt7QvrN3HAXPAHLDAlcCVwBUA67Zw4+8sCu0Ba+kUbenM3GnggLldbjeu25WCPtiBWNkpgCMLIAC7/0bef+rf+vtPCAuUtQWLtAUBeH0BnLljApjj7xcABmAABmD7ch/GF2OLgfmCmgAMwAAMwAAMwHIxA3IxAAzAAAzAAAzAAAzAfmusDTVfG6rDd/7aX0hyEEeRBZY923rbBBwwB8wBJyzQjqKsV4w7LMS42AEuds/3BsAADMAJAeyPMQCwnxzl+s2v3wGDLdgmhO1S69GfIwRgAAZgR0w6YtIRkwMWdgAMwAAMwAAMwAB8LoBfC1y1clkwq0gnRDAr90LMHvC5xVNIIllIYk/AotdrWwNXrfT1N4JzF+1e9xV4j78PABiA7QsHd0OtgatWAC+9n2I8vhgD63w/QQRgAAbg4ABuBeue6wAYgO0pn7+nDMAADMAAfAFgAAZgABbqEuoS6vqyKOwRuGo1xoJZwRdiFkn1FkkcMAfMAQcqvL0DV630FcyqV9ztKcffUwZgAAbgQADuHbhqBbBgFgBrQWtBa0FrQU/dgm4F5hnXaXmCMigfC2UOmAPmgAM54DPA2voZAAzAAAzAXDFXPIMrPjNw1cpgwaxAizMLonoLIg6YA+aABxXZUYGrVvoKZtUr+IJZsYJZAAzAADwIwKMCV60AFswCYC1oLWgtaC3oki3oVhBGuk4bFJRBuR+UOWAOmAMe5IAjgbV1LAAMwAAMwFwxV5zZFUcMXLUyWDBr0ILN4qfe4ocD5oA54BMKavTAVSt9BbPqQUAwa1wwC4ABGIBPAHD0wFUrgAWzAFgLWgtaC1oLOlULuhVwGa/TGgVlUN4GZQ6YA+aAT3DAGcHaOmYABmAABmCumCuO6IozB65aGSyYdcIizkKn3kKHA+aAOeDOxbNK4KqVvoJZ9cAgmHVOMAuAARiAOwO4SuCqFcCCWQCsBa0FrQWtBR2iBd0KrsrXaZeCMii/DWUOmAPmgDs74MpgbZ0bAAMwAAMwV8wVn+mKZwhctTJYMKvzws6ipt6ihgPmgDngHYVytsBVK30Fs+rBQjCrfzALgAEYgHcAeLbAVSuABbMAWAtaC1oLWgv60BZ0K5Bcd7looYIyKH8NZQ6YA+aAdzhgYG1XAIABGIABmCvminu4YoGrdvY+XymYtWOxZwFTbwHDAXPAHHBjURS4Wk/c+1cIZtUDiGDWvmAWAAMwADcCWOBqH4AFswBYC1oLWgtaC3pTC3offrx6SQFtVVCeGcocMAfMATc6YAjtrwAAAzAAX97+vZJe/75eP/1S6ydw1Z+9glnq7vTdSA6YA+aAFxywwNVxxBXMSr0Y/XVmx9rbSAEwAAPwAoAFrs4BsGCWFvTMQAdgAAbgBQCfgx+fIpgFwABsL2L6vYjerZXs7weN4xQQzALlWaDMAXPAHPDXDljgahx7BbOYoanMEAAD8PQAFrgaT1zBLMGsy4S1GIAn/NKzt4d7tygFrmIBWDBLC1oLWitkqlbIzFCOhR+jEcwCYAAGYAD+VAnL/+4P8uIr0Lvr4f1APgLktaC1oGfeAxa4is9ewawJFsGzLogAGICnArDAVR7iCmYJZlUPZgEwAE8FYIGrnAAWzNIyjtAy7p2VAWAAngrAOfFj1IJZAAzA9iKmCCVV3o+BsjoKVL5PzW2OBQcHzAHP4oAFruqwVzCLGSphhgAYgMsCWOCqHnEFswSzKgWzABiAywJY4Ko2gAWz5mjT9g4+RXo/AAbgsgCujR+zE8wC4OzBLAAGYADGsjIKCC+BciYoAzAAVwSwwFUZpK6eyD8vl8vfIrUZjcW+9Uv71gAMwCUALHC1GlQlX3C9Xv9xu93+/jS56/X67/fv3/+LK+aKo7piAAbgEgAWuCrJ09WTEswC26iwXeqEADAAlwDw6krtBdMowAGDclQoAzAAA/A0KJpzogAMwADs5JYSJ7cEDJQIXM3J1TWzFsx6eCix0K62mOKAOeB0D6bA1Rr2uFYwiwPmgDlgDvgTC37d+zAIXIHqGgUEswB4b805ynlzwBxwOge8pvi6lgJLChxVUANu0exe8NLquAUMAAMwAGPUdAqAynFQsQhpP3gEgAE4E4AFrqZD5WETFswSzHo3eiEGwAAcGsACV4cBaOo3FszigCPsCwMwAIcGsMDV1Jw8bPKCWQAMwB0SsaNbCPY72vc7tmh1WAX2xhT4RgG1BJTPhjIHzAGHdsAoQYGzFABgAAZgrrjLb2ULFBOBq7PI43OeFRDMEsw6NZjFAXPAYRywwBUSjlRAMIsD5oA54GkdsMDVSPz4bMEsAAZgAJ4WwBBAgWgKFNjKcRJWYKZoQWtBh2lBRyu+xkMBAOaKj3TFAAzAEQAscIV1URUQzBLMOiyYBcAAPATAAldReWNc9woIZnHAHHDgHv6WwyW0tT68E7gCugwKCGYBMAADcLlgVobia4wUWFLAAhqUe0FZC1oLekgLWmmnQFYFABiAAZgrzuqKBa6ykse4nZil7natuxwwB3y4Axa4Qq5KCghmccAcsJVY15XYkWEygatK+DEXwSwABmAATgNgJZsC1RWwLwzKW6CsBa0FfXgLunrxNT8KADAAAzBXHM0VC1xh0ywKODHLiVmrT8zigDngrg5Y4GoW3pjnvQKCWRwwB8wBD3fAAlfANKMCglkADMAAPBzAMxZfc6bAkgL2hUH5LShrQWtBd21BK8UUoMAnBQAYgAGYKz7LFQtcIQ8FvlZAMEsw69VgFgfMAW92wAJXeEOBlxUQzOKAOWAO+DAHLHAFPxR4WQHBLAAGYAA+DMCKLwUosE4B+8KgfA9lLWgt6M0t6HWlx9UUoAAAAzAAc8V7XbHAFZZQYJsCglmCWX8GszhgDrjJAQtcbau2XkWBewUEszhgDpgDXu2ABa6AhAL7FRDMAmAABuDVAN5ferwDBSiwpIB94XmhrAWtBd3UglY6KUCBYxQAYAD+9a3fK32+9Vw3n3sWuDqm7npXCjwrIJg1aTCLA+aA/+KABa6QgQLnKSCYxQFztvM52xe/c4Gr84qvT6KAYBYAAzAA/xnMUhIpQIGxCtgXngPKWtBa0H9pQY8tPT6dAhQAYADmiudzxQJXaj8FYiggmDVBMIsDntwBC1zFqLZGQYF7BQSzOGAOeAIHLHCl8FMgngKCWQAMwBMAOF7pMSIKUGBJAfvC9aCsBT15C1qpowAFcigAwADMFddxxQJXOequUVLgWQHBrGLBLA54IgcscKWSUyCvAoJZHDAHnNgBC1zlLb5GTgHBLAAG4MQAVsIoQIFaCtgXzg1lLeiJWtC1So/ZUIACAAzAXHF8VyxwpVZToKYCglmJg1kccFEHLHBVs9qaFQXuFRDM4oA54IAOWOBKoaZAfQUEswAYgAMCuH7pMUMKUGBJAfvCeaCsBV20Ba00UYACcyoAwADMFY9zxQJXc9Zds6bAswKCWUmCWRxwAQcscKXyUoACzwoIZnHAHPCJDljgSvGlAAWeFRDMAmAAPhHASg8FKECB1xSwLxwTylrQBVrQSg8FKEABAP6oQCrzB8C5ASxwpe5SgAItCghmBQxmAXAyAAtctdQa11CAAvcKCGZpQadqDXy+ecONWeBKYaUABdYqIJgFwOFgljGYsPbBcz0FKECBJQUy1r9qY9aCTtaCVkooQAEK9FCgGsyidi1f0xmA8wBY4KpH1fEeFKDAswKCWYODWQAcGMACVyolBShwlAKCWeP3hQE4MIAFro4qPd6XAhQQzAJgwaxXfjiuRFCAAhQ4UwH7wudCmQMO7IDPfPB8FgUoQAEABmCu+HIRuFILKUCBEQoIZp0YzOKAgzhggasRtcZnUoAC9woIZnHAUzpggSuFkAIUGK2AYBYATwng0Q+ez6cABSiwpIB94eOgrAUdpAXt0acABSgQUQEABuDKrljgKmLVMSYKUOBZAcGsg4JZHPAAByxwpbJRgAJZFBDM4oBLOWCBqyylxzgpQAHBLAAuBWCPNAUoQIHMCtgX7gNlLegBLejMD56xU4ACFABgAM7oigWu1C4KUKCCAoJZHYJZHPDBDljgqkKtMQcKUOBeAcEsDjiFAxa4UrgoQIFqCghmAXAKAFd78MyHAhSgwJIC9oXXQ1kL+uAWtEeVAhSgwAwKADAAR3LFAlczVB1zpAAFnhUQzFoZzOKAOzpggSuViAIUmFUBwSwOeKgDFriatfSYNwUoIJgFwEMB7BGkAAUoQIEvCtgXfh3KWtAdW9AePApQgAIUAODPCrxpCAG4D4AFrlQdClCAAn9VQDDrlWAWAG8EsMCVWkMBClDgdQUEs7Sg32wDtLYL7q8TuFJ6KEABCryugGAWAB8CYA8eBShAAQqsV0Aw6wuUtaA3tqDX33ZeQQEKUIACAAzAe1yxwJUaQgEKUGC7AoJZn4NZHHCDAxa42v6keSUFKECBewUEszjgVQ5Y4EoBoQAFKNBHAcEsAF4F4D63nXehAAUoQIElBWbdF9aCbmhBe2QoQAEKUOA4BQD4w/qDpD9/HavcZDKhBa6Oe+a8MwUoQIFnBaYMZv0Hk29o0XEHBs4AAAAASUVORK5CYII=</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-250" y="250" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="39.733863830566406" y="26.555252075195426"><custom-block s="StepingSquares %s"><l>50</l></custom-block></script></scripts></sprite><watcher var="sideLength" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="sideLength"><l>510</l></variable></variables></scene></scenes></project><media name="Cocentric Squares with changing pen size" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>