<snapdata remixID="11584373"><project name="ConcSquares" app="Snap! 7, https://snap.berkeley.edu" 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select="1"><scene name="ConcSquares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="concSquare %&apos;numSq&apos; %&apos;sideLength&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><block s="doFor"><l>m</l><l>1</l><block var="sideLength"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><block s="reportDifference"><block s="reportVariadicProduct"><list><l>2</l><block var="m"/></list></block><l>1</l></block><block var="numSq"/></list></block></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="numSq"/></list></block></block><block 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KXgjirVnkYQPAgH/6Fsvq8xw9B+LVI8CA62kSVlH1BaO+MKm/Gcg34DV/OEXP85rpkCWTAAPOpH9x7uiFIN6aRR49Fgx4jW7R9yN6DsSrR4AB19MkrKLohSDemkUeNgB+gvYTdPQwiRdKgAGH4qwVjGGuMcxoztFT5BuwOYieKfFiCDDgGI4lo0Qbg3hLF/nIi1nff67ob+8M4J/v9/s/P378+PtvnaPvUn3ffVmr5FJRVCgBBhyKs1YwC7XWQh3V44EXs3683++3l5eXv74zeT/ebrd/vL6+/oEB/z+BUT2yztXaJqq5ggADvoJqkZhZi0PePY2fbrV0K7JGlHEhAQZ8Idzs0BZqrYVKD3p8IjA6B9n7Q/7rCTDg6xmnZRi96M4xhkeMwbysmZe0xSHxMgIMeBnq9YksyjWLEmecr/gDZv3GkHE1AQa8mvjCfIyBMVxhDOZqzVwtXBVSJRFgwEngV6S1KNcsSpxxvuIPnRU7Qo5cAgw4l/+l2RkDY7jCGMzVmrm6dDkIXoIAAy4hwzVFWJRrFiXOOF/xh841W0HUSgQYcCU1gmthDNsaw19ut9vvbrfbey9cfX+/3//+8ePHP31rdMzBnnMQvA6EK0iAARcUJaoki3fPxftJt/v9/t3Ly8sv78zCr89Vvr6+bv1/OmBOo268OLsRYMC7KfZAvRbbngb8gMRDR82BORgaFIeWE2DAy5GvS2jxWrxX/HeT5mrNXK3bFDJlEWDAWeQX5LUo1yzKaM7RoxFdn3hr5ip6DsSrR4AB19MkrCKLcs2ijOYcNgCfA0XXJ96auYqeA/HqEWDA9TQJq8iiXLMoozmHDQAD3vp/nBY9B+LVI8CA62kSVlG0MYi3xtDDBoABM+DoYRIvlAADDsVZKxjDXGOY0Zyjpyi6PvHWzFX0HIhXjwADrqdJWEUW5ZpFGc05bAB8A/YNOHqYxAslwIBDcdYKFm0M4k0b+ugLV9GD5MWsN4hWn+foIRCvHgEGXE+TsIqqL5gT6xt84SpsBj4H8mIWA46eKfECCDDgAIhVQ5xocJ+0qPo0Y9U5+VKXeZn+hePXn7yj5q/6vKhvngADnmdYNoKFaqE+Mpzmxbw8Mi/OzhNgwPMMy0awUC3UR4bTvJiXR+bF2XkCDHieYdkIFqqF+shwmhfz8si8ODtPgAHPMywbwUK1UB8ZTvNiXh6ZF2fnCTDgeYZlI1ioFuojw2lezMsj8+LsPAEGPM+wbAQL1UJ9ZDjNi3l5ZF6cnSfAgOcZlo1goVqojwyneTEvj8yLs/MEGPA8w7IRLNRlCzXrhavo2fNi1htEs+5RtLji1SPAgOtpElZR1uI4MW/SC1dhs/I5kBezGHD0TIn3DQIMuPF4nGiEn+SMeololF/jEXqztVEuzs39AnPaXJ3YLwNurLoFOLcAR/k1HiEGfLvdRucg+txpc3Vivwy4serRC0G8xsPyQGvmwB92D4yLo36CPnMGLEqL8orJN1fm6oq5OjGmb8CNVbcoLcorxttcmasr5urEmAy4seoWpUV5xXibK3N1xVydGJMBN1bdorQorxhvc2WurpirE2My4MaqW5QW5RXjba7M1RVzdWJMBtxYdYtyelF2eeEqesq9mPUG0ej7Fi2aePUIMOB6moRVFL0QTozX5IWrsJn6HMiLWQw4eqaOjMeAG8t+omF+kjPqJazGo7GkNfM39wvMEpEkSSXAgFPxX5vcArQAr52wb0c3f+Yvc/52yM2Ad1DpyRotQAvwydEJ+Zj5M38hg9Q4CANuLK4FaAFmjrf5M3+Z87dDbga8g0pP1mgBWoBPjk7Ix8yf+QsZpMZBGHBjcS1ACzBzvM2f+cucvx1yM+AdVHqyRgvQAnxydEI+Zv7MX8ggNQ7CgBuLawFagJnjbf7MX+b87ZCbAe+g0pM1WoBfXYBeuHpyph78mBez3gA2ei8fZO34hgQY8IaijZY8etFPPOeFq9EpmjrnxSwGPDVA3T/MgBsrfKKxfpLzvZewGku+ZWvmdEvZFB1AgAEHQKwawmKrqoy6/pWAOTUPpxJgwI2Vt9gai9uoNXPaSEytPESAAT+Ea6/DFtteep1arTk9VXl9M+DGM2CxNRa3UWvmtJGYWnmIAAN+CNdehy22vfQ6tVpzeqry+mbAjWfAYmssbqPWzGkjMbXyEAEG/BCuvQ5bbHvpdWq15vRU5fXNgBvPwIGLzQtXe86zF7P21E3VkwQY8CTAyh8/0IB/8sJV5Yn8am1ezNpSNkXPEmDAswQLf/40Ay4shdICCJjnAIhClCLAgEvJEVuMhRXLU7RcAuY5l7/s8QQYcDzTMhEtrDJSKCSAgHkOgChEKQIMuJQcscVYWLE8RcslYJ5z+cseT4ABxzMtE9HCKiOFQgIImOcAiEKUIsCAS8kRW4yFFctTtFwC5jmXv+zxBBhwPNMyES2sMlIoJICAeQ6AKEQpAgy4lByxxVhYsTxFyyVgnnP5yx5PgAHHMy0TsdHC8sJVmalKLeSoF7NSSUu+hAADXoI5J0kjA/bCVc4IVct61ItZ1eCrJ54AA45nWiZiFwMuA1QhWxAw91vIpMjb7caAG4+BRdRYXK19lYC5Nxy7EGDAuyj1RJ0W0RPQfGR7AuZ+ewmPaYABN5baImosrtZ8AzYD2xNgwNtL+PUGGHBjcbXGgM3A9gQY8PYSMuDGEmrtCQL+8HwCmo+kEGDAKdjXJLWI1nCWpRYBc19LD9V8nQADbjwdFlFjcbXmJ2gzsD0BBry9hFv/BO2Fq8bzl9haixezEvlJvYgAA14EOiPNDt+A7/f7dy8vL79k8JGzLYEWL2a1VUdj/0eAATcehuoG3Bi91jYg4H5sIFLzEhlwY4EtmMbiam2agPsxjVCASQIMeBJg5Y9bMJXVUVs2AfcjWwH5GXDjGbBgGourtWkC7sc0QgEmCTDgSYCVP27BVFZHbdkE3I9sBeRnwI1nwIJpLK7Wpgm4H9MIBZgkwIAnAVb+uAVTWR21ZRNwP7IVkJ8BN54BC6axuFqbJuB+TCMUYJIAA54EWPnjiQvGC1eVB0NtXwiUfjGLTP0JMODGGica8E9euGo8WH1aK/1iVh/MOvkaAQbceDayDLgxUq0dSMA9OlD0RS0z4EWgM9JYHBnU5exGwD3qpmidfhhwHS3CK7E4wpEKeCAB9+hA0Re1zIAXgc5IY3FkUJezGwH3qJuidfphwHW0CK/E4ghHKuCBBNyjA0Vf1DIDXgQ6I43FkUFdzm4E3KNuitbphwHX0SK8EosjHKmABxJwjw4UfVHLDHgR6Iw0FkcGdTm7EXCPuilapx8GXEeL8EouWBxeuApXScANCKS8mLUBFyVOEmDAkwArf/wCA/bCVWXB1XYVgZQXs65qRtw6BBhwHS3CK4k24PACBUSgEQH3rZGYi1phwItAZ6SxEDKoy3kqAfftVOWf75sBP8+u/CcthPISKbARAfetkZiLWmHAi0BnpLEQMqjLeSoB9+1U5Z/vmwE/z678Jy2E8hIpsBEB962RmItaYcCLQGeksRAyqMt5KgH37VTln++bAT/PrvwnLYTyEimwEQH3rZGYi1phwItAZ6SxEDKoy3kqAfftVOWf75sBP8+u/CcfWAheuCqvpgI3IBD6YtYG/SpxkgADngRY+eMPGLAXrioLqbZdCIS+mLVL0+p8ngADfp5d+U+OGnD5RhSIQCMC7mUjMSdbYcCTACt/3EWvrI7aTiXgXp6q/G/7ZsCNZ8FFbyyu1rYl4F5uK1144Qw4HGmdgC56HS1UgsAXAu6lWfhCgAE3ngUXvbG4WtuWgHu5rXThhTPgcKR1ArrodbRQCQK+AZuBfyfAgBvPBANuLK7WtiXgXm4rXXjhDDgcaZ2ALnodLVSCgG/AZsA34INm4MOHD164OkhvrW5DYOjFrG26UejTBHwDfhpd/Q9++gZ8v9+/e3l5+aV+tSpE4BgCQy9mHUPj4EYZ8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgjwADzmMvMwIIIIDAwQQY8MHiax0BBBBAII8AA85jLzMCCCCAwMEEGPDB4msdAQQQQCCPAAPOYy8zAggggMDBBBjwweJrHQEEEEAgj8D/AlZr3AyNXIBFAAAAAElFTkSuQmCC</pentrails><costumes><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