<snapdata remixID="12028610"><project name="concentricSquares" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAACpdJREFUeF7tnXlMFFccx38cVg45pC5qqFFATOpBEGnwrldqFGrq0VSjtSZtbDXRAjEaWySx2NrGGG21seI/mjStLSSNRivGglq8GwVNsNUqeNYLKCgoWgPNe7gDy7Kzb2ffzLyZ95t/WJZ3fn+f/b33+82bJaC1tbUV8EIFTFIgAAE0SXnsliqAACIIpirQJYDl5eVw5MgRIKtzQECAMkDev48cORJGjRplqgDYubkKuAFYXFwMAwcO1DSq/x7VwrE10yGwA7RdNRTSIxrS84vpn+7evQtjx47V1B9Wsr4CLgCePn0aIiIiFM/n9HisP3fmvg95SbeZVKlfdgIaGhqohz1z5gwsWrSIqR4WspcCLgCuWbMGZs+eTWdYUlICeXl5sHLlSpgxYwaUlpZCbm4uBWbTpk3gcDhg+vTp0Lt3b1iyZAnMnTsXfvp8KXyacEtRKGjQ6xAybws0rU12U61mye9QX19P379w4QIsXLjQXsribJgUcAFw8+bNyp6srKwMJk6cCGfPnoW6ujro1asXhIWFQZ8+feDAgQMwYcIEulQHBQXBoUOHIDU1FX7ZkA25ie0ABidnQmDfV+HZwQ1ug7nzQQltl1wE7tWrVzMNGAvZSwEXAO/fvw+XL1/2eQkmHiw5ORl+3bYWPnnlEpNCxAPevHmTelSyxI8bN46pHhaylwJuQUhBQQEkJiZqmmV0dDSMSE31Wvff+jo4d66Cljt8+DCsW7fOax0sYE8FTE3DEM8XFRUFkyZNgvj4eHsqjLNSVYBrGsbZ08alb0Fa97tepZ+Ysw1a+g2n5fbu3Qs5OTle62ABeynANQ3jTNdEFbwBUd0DmZS68V6xsuccPHgwUx0sZB8FPKZhampqYMGCBTQ6HTFiBGzZsgXWr19Po9/ly5fDtGnToKmpCebMmQNZWVlAUjjHjx+nysTuzITIFwCG55VD02dtXi4sq5hGxY2r+isKXpm3V3kdHBwMQ4cOtY+6OBOvCnhMw1y8eBFCQkLg9u3bcOfOHSDeibwmecGtW7dSUEiuMD8/H3bs2AFjxoyB2NhYWqbfj7MpgD2+ugGPvxwNLQ1ty3GP/L+g5d4lePxNhjKwylmFymuyDyRt4CWPAlzSMJ3vlCQUzVU8oDcpK978QVmC8ZacN7Xs93euaRinPMOGDYNYh8OrWtXXrkFVVRUFkHg+kkvESy4FTE3DREZG0rstCQkJcqmOs1UU4J6GmZbzBVTHeA8kdn2YAemOIDoQTMHISyT3NEzKgWcAoZFMilZMaFZuxQ0ZMoSpDhaylwIe0zDXr1+HxYsX06iXnIrZs2cPTcuQ/drDhw8hMzMTnjx5QtMyq1atoocWyPXabwAQGuGi0tl3+kFyr5eg27dXXd7/Y8wj5XdMwdgLLNbZeEzDkKNX5Jo6dSrdp5FUTGNjI8TExEBLSwvN/ZH37t27B6GhoXDq1ClafmxZdwXA4MC209T1i+Ohsu4ZpP/cflKGvH8srUYZJ9kHkiNeeMmlAPc0zKTTEW4e0JOkpcn/4GkYuXhzmy33NAxJwTgYksnXqqsxBSM5fGT6pqZhWB9yIsfDyKlsvOynAPc0DItEL8fEwPa3E8ER1paGUbtm7boMtS9OTpM9Ijm+hZd9FOCehnGecFb76YjpCaGb0plUDMg6AtfqntC9Ym1trXJyevfu3Uz1ZSlEnsmx4uUxDXP06FF4/vw5TcGQ1+QBJJJuIemYq1evwv79+2Hy5Mn0QILzZ0ZGBn2fXBs3boSKigr6sBFJ5ZC/kZTNlClToG9vB4Rvbn8eOGTBd9D8/Ue0XkBIBLQ2t6dn4ONSuHK/UdE2JSWFviYAWlV03qBYWQvVh5LIA0fjx4+HgwcPQrdu3agXIqeX+/fvTx9Qam5uhvDwcPp4JUnJxMXF0d/Pnz9Pj/WTug8ePKCei9x2I88Ak78N6BcH4V+PVuwQ8u52CmBgXDK03DrvYp+W5SXw5622h5fIlZ7e5jmdopNjYLImsSsrK+lpJNsAqPWhJNbnhp3lkhIGuACo6hGyy6D87xsUfpJrXLFihQuAVhbfX0/onLuVNeCehmEVNTV1OPSM7qlanNxpOXHyJC1DzicuW7ZMKW8H8Vm18lTODhp4/HIikb61reP30ziN0ZX4sgQmzr2vrQH099Opd31PANo9MOm43CKAelOm0r4agHYMTLoKOBBAQQG08qbcl/0eAogAGqaAmse38gfOst+QymoQqwcmagEHekDDPv/uHfkCoFUDE28BBwJoIQCtFJiwBhwIoIUAtNI+yVfvbqW5dUZGij0gWYKtZCQE0ETPxtq1P0YSNTDxNeDAJZiVFh3K+QugaIGJloADAdQBLNYmeQAoQmDiT8CBALLSokM5HgCKsC+0yzy0mljKIEQkz4EAinTuyoePEW/DGR2Y8Ag4RPog+WA6l6LoAV88zGPkcswr4EAAtWLPoZ4eHpB4JT0DE94BBwLIASStTegFoJ6e0Ipj1mof1nq4BHdaghFAVnT4lEMAVQDkFZjoFXDgEsznQ6CpFSOWMx7eUM+AAwHUhA6fSkYCqCUwMSLgQAD5sKSpFSMB1OIJRR+fJtF1qIR7QC97QK1HuRBANloRQB8B9BaYGBlw4BLMBrkupczyMGrLsdEBBwKoC1psjZoNYMfAxKyAAwFkY0WXUmYDKIK3QwB1QYutUQSw/TsStUTpbCrrXwqDEA1BSOdDC7gEawcVAdQIYFeSi7Asa0fBnJoIoAYA1UyFaRjfQEYAfQSQVV6z9qis4xOlHAKIAJrKIgLIACAeRtCPUQSQAUB/5Dc6MPFnrGbURQDxQKoZ3Cl9IoB4JB8B1KKAEVGmlnGp1bHimHlr0Lk99ICdPKCWgIPVSEbcMWEdiyjlEEB8MN1UFhHADgAaaQm97pgYOQcefSGAJv+fXd77Qh5QGNkGAogAGsmbW19SA6hnwMFqVd6BCWu/opSTGkBRjEDGweuOiUhzYhmLtACyiGN0GR6BidFj9rc/KQH0VzS96/sTmOg9Nt7tI4C8FeXQHgLIQUS9m/DVSCIEHKya+BOYsPYhSjlpPKAogvsyDi2BiS/ti1BWCgBFEFrrGHwNTLT2Y1Y92wNolrC8+2XdcvDuV+/2EEC9FebUPgLISUhezagZxEoBB6serIEJa3uilLOlBxRFXD3G4S0w0aNPPdu0HYB6iiVK22qBiShjZB2HrQBknbRdyuG3Y5loSTuI7698dtDA8h7QjgEHK5hdBSasdUUpJxSAaWlpkJ2dDfPnz/eqj5W/E8/r5HwsYGUthAKQ6D5z5kxF/qqqKigqKoKkpCQ3kxDR8WpXwBmYWE0T4QDsDKFT0MDAQHj69Cns27fPahrjeFUUQAARD1MVEA7AzktwYWEhDBo0yFSRsHP9FBAKQF+CEP0kwZaNVEAoAI2cOPYlhgIIoBh2kHYUCKC0phdj4gigGHaQdhQIoLSmF2PiCKAYdpB2FAigtKYXY+IIoBh2kHYUCKC0phdj4gigGHaQdhQIoLSmF2PiCKAYdpB2FAigtKYXY+IIoBh2kHYUCKC0phdj4gigGHaQdhQIoLSmF2PiCKAYdpB2FAigtKYXY+IIoBh2kHYUCKC0phdj4gigGHaQdhT/A2XwzYlhtR+bAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="concentricSquares"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="square %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="numSq %&apos;numSquare&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doAsk"><l>number of squares?</l></block><block s="doSetVar"><l>numSquare</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>how much do you want to increae your sqaures by?</l></block><block s="doSetVar"><l>increase rate</l><block s="getLastAnswer"></block></block><block s="gotoXY"><l>-5</l><l>-5</l></block><block s="setHeading"><l>90</l></block><block s="doSetVar"><l>sideLen</l><block var="increase rate"/></block><block s="doRepeat"><block var="numSquare"/><script><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="sideLen"/></block><block s="turnLeft"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>-1</l><block var="increase rate"/></list></block><l>2</l></block></block><block s="changeYPosition"><block s="reportQuotient"><block s="reportVariadicProduct"><list><l>-1</l><block var="increase rate"/></list></block><l>2</l></block></block><block s="doChangeVar"><l>sideLen</l><block var="increase rate"/></block><block s="setHeading"><l>90</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" 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</pentrails><costumes><list 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color="4,148,220"/><watcher var="increase rate" style="normal" x="10" y="73.00000599999998" color="243,118,29"/></sprites></stage><variables><variable name="numSq"><l>5</l></variable><variable name="sideLen"><l>210</l></variable><variable name="increase rate"><l>10</l></variable></variables></scene></scenes></project><media name="concentricSquares" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>