<snapdata remixID="12222535"><project name="concentric squares" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACT9JREFUeF7tnVtoFFcYx78VmhhCdL2QYCQg1ahJCmoEL4iXIoiKtpIUjEhtJS22j6GIJUtaajAPeYjikyRKpNLG0IKmUptAfShCMA8maSBpmqghVmqr8RJvRYmmnLG7nd3s7sycmTlzzsx/IITszplzznd+813+M5MJtbS0TFZUVJB+O3v2LLHPor/Nfhd3EPzhSwtYZcKIpZATALJOsPnfAjxOSQiA/jc9ZmgEEi+cST3gqVOn6NGjRzQ5OUmhUChmfaf/XrduHa1atQqrq4AFhAHY3t5OixYt4jLJ3ZtD1N+wj3TMJj3O9HAerf6yTfvu1q1btGnTJq7+0EicBYQA2NXVRTk5OTHPF/V4Zn+fOVRBkeKHpqxy95Nf6NmzZ5qHHRwcpLKyMlPtsJM3FhACYE1NDZWXl2sz7O3tpf3791NzczMtWLCAHjx4EIOkp6eHHj9+TGvWrKGMjAxtn+XLl1NrzfsUKR6PWShjy2cUmpFHEz3n6eX1zjjL/Vn5swYg25jXZX1gk8MC/f39VFtbGzcYIQAeO3aM1q5dq3Xc19dHK1asoHv37mleavbs2Zp3zMrKonA4rAGam5ur/bABMxDP135EkZL/Acx8r55e3rhCk+N/acfUQzi67yd68uSJ9nlbWxvV1dXJYX2MwrL8ZgfOuCLkzp07NDQ0xB2Cf2yookjh36aW8I8PO2hsbEyDm8HOAMfmvQV4q1nedlOq4MbGRlq4cCGXJfLy8uitkhLDtvfvj1FPb5+2H8s7q6urDdtgB/ctYMeTOQYgm6YoGYYVN0VFRbRt2zb3rYseDC0gBYB2ZBg2w/z8edS4q4ByMqcZTrj8zDUtDLONV/ox7AQ7mLaA5wDalWGYR8uY9pLmnd5hatKZh4do+PoNLeccHR2l7du3m2qHndyxgOcA6mWY58+faxUxk2WYxDI8PExbt26ly5cv08DAAB09epSOHDlCe/fupRMnTmgVciQSoaw3QjT/651xFsr6uIX+adozxWoMwP7fBmOfMz0QmxgLiJRa0uWHcUWIXoZhZpiYmKDjx49rMsvixYtpfHycLl26RBs3bqT6+no6efIkNTU1UWVlpVZMsNwxnJ1J88+8E2fF7Oouelq3eoplM776nXp+fV2MMOA3bNggxvroRajUYhpAuzIMC6VzZ2ZTwTe7TC3xq0Pd1DcwqIXgCxcuUGlpqal22MmeBXgrVjfaOSrDRM2ycmUphWeG01rp4fhDunq1W9unu7ubDh48aM+qaG3KAl7keaY9YHQGTsgw7GrJ5s2bqaCgQDtsa2sr7d69O/Y72pf+bhtTFsROtiwgPYDpZJiGT9+lldONr3S8/Xkzvcor0gzFcsYDBw7Eco50d9Tasiwam7KA1AAayTDhxi00w4S+xyxx84P22CW94uJiAGgKD/d3khpAvQxz8eJFTVZhG7v7hW25p3fEAZh9eICeflGc1GrX9vwQ+5xd5+3s7DR8zqShoYHy8/PdX4WA9CCL1GI6B9TLMB0dHbR06VKaNWsWLVmyhG7fvk0FLeVTAGRrmQzC/rLvYsvMdMRz584ZApgsPAeEFVem6fQDRK5XwUYyzJvfV5gOwb07v9VCMNvWr19vKgTrDYYHnewx6QYsbhzTkgyzbNkymjtnjqFlboyM0MjICL148UK7xltYWGgZQMNOsENKC8iW55kOwdEZsQkkk0zY96nklGTf6SUWXqOAM+sW4LW1F+0ceS5YD64bbjrxwXnrSxKsFl6AxLvuANCHbALA//61h35t7RoFEk3yM0UFqYUrB+R1qSLb+dB5WZ6SClKL7wCERPOaU5Enu90IlupEUSYHhEgd7xzdAkI01ADQctCTowEAdKHQ4M1n5EBC7CgAIAAUS1xCbwBQIgD9LtGoLrX4rgo2c+XFU/fkcOe8qYkK7ZQuQpKFIb9JNKKrUtH9+Q5Ah52Pp4fzS56HEOwpRvydA0CJCg3efIZ/+b1vCQABoKcUAkAfAKiKRONnqSWQOWA67+GpW0vROW+KoXo731bBKkk0oqUPmfoLFIAyez7VPRkv1ADQYyqDUGggB0zxNlCP2dO6B4AOvq5VNWMCQGde02tn3QMZgqMGEy3RBFVqQQi28EJuN71iUAsNAGgCQLfvouGtEv3eLtAhWNSDTnZyJABownuYuUFUlUVwIwSrMncvxgkPKECi8WJhVfGcABAAxpy+FycKAEwBIK9EA6nFmrYIAC3kuGbyQ0gtANDxS1xmJRpV8i6ZxgkP6JAH9CJ/kgkk3rEAQACIIkQ175EsF1RtDrLkqvCAFjxguisnALCC6xWwABAAIgSr5j0Qgq1JLbgbhsPLJQu37F16JSUlcfxFXyGh2kmEHFC3jKosXjohWpU5yDZO5IAWvCMA5Cs0EIItQJbOQ+BSHACMY0B0OAGAAFAogGaAS9yHvVe5qqpK6DgT36Un+sS00x9yQNwPCB3QzhnEexE8VbtkUguPJ2RtINEYP3gPD5jgAXlhQ4XMlx8CQACIECxTCHbDAyY+NajvQ6a5ezEWeEABHhAApg7PgQfQTY8HiQZFSNp71ETCl6ovL8Ke08qBnTkE0gM6KbXwQgyJ5rV3DCSAvNC40c6O95DJk/GOBQC6QZWFYwLAAP6HVAt8CNtVlhtEeT0Zbzt4QGGIpe8IAOrs47ewIAljaYcR1LtofO8BVYAvyBKNbwGUQWrhhT9IEo1vAeRdfJna+S0VSnbjLACUibiEsQBAhV/XKjFXlofm5woZHtAyDuIbAEAFJBrxWIjr0c8SjS88oDgU5OnJL/mh0gCqLLXwouw3iUZpAHkX0Q/t4AElqJD9ABLvHAAgAORlx9F2qlfICMGO4iD+YABQoEQjfnnl71F1iUYZDyg/CvKMUKX8UHoAgyi18KKsokQjPYC8ixHkdvCADlbIQQaJd+4AEADysuNoOxUqZIRgR5dcroMBQA6JRq4lVHs0Kkg0UnlAtZdbjdHLlh9KASCkFvfhlVWikQJA982PHqIWgAdMUiEDD3EWAIAAUBxtaXqSpUJGCJYCB/GDCDSA4s2NHhMtIItEI9wDAgV5LeBFfigMQEgt8oLnpUQjDEB5zY+ReSnRAEDwF7OAr0Mw1lkdC4iskOEB1eFC2Eh9AaAwa6Ejxy0gUqJxxQM6bhEc0HMLuJUf/guk3zZA1WR6GgAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="concentric squares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw squares??" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doAsk"><l>How many squares do you want?</l></block><block s="doSetVar"><l>numSq</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How much bigger do you want the sequential squares to be?</l></block><block s="doSetVar"><l>sideLen</l><block s="getLastAnswer"></block></block><block s="doFor"><l>m</l><l>1</l><block var="numSq"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="m"/><block var="sideLen"/></list></block></block><block s="turnLeft"><l>90</l></block><block s="up"></block></script></block><block s="forward"><block s="reportDifference"><l></l><block var="sideLen"/></block></block><block s="setYPosition"><block s="reportVariadicSum"><list><block s="yPosition"></block><block var="sideLen"/></list></block></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="54"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="686" y="686" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></list></sounds><blocks></blocks><variables></variables><scripts><script x="145" y="42.33333333333337"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>270</l></block><custom-block s="draw squares??"></custom-block></script></scripts></sprite><watcher var="numSq" style="normal" x="10" y="10" color="243,118,29"/><watcher var="sideLen" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="m" style="normal" x="10" y="52.00000399999999" color="243,118,29"/><watcher var="LLL" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="numSq"><l>98</l></variable><variable name="sideLen"><l>7</l></variable><variable name="m"><l>6</l></variable><variable name="LLL"><l>7</l></variable></variables></scene></scenes></project><media name="concentric squares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>