<snapdata remixID="15006100"><project name="rectangleCalculatorStarter" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="rectangleCalculatorStarter"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rectCalc %&apos;calcToDo&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doAsk"><l>How many calculations would you like to do?</l></block><block s="doSetVar"><l>numCalc</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numCalc"/><script><block s="doAsk"><l>What&apos;s the length of your rectangle?</l></block><block s="doSetVar"><l>len</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="lenList"/></block><block s="doAsk"><l>What&apos;s the width of your rectangle?</l></block><block s="doSetVar"><l>wid</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="getLastAnswer"></block><block var="widList"/></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="calcToDo"/><l>a</l></list></block><script><block s="doSetVar"><l>result</l><block s="reportVariadicProduct"><list><block var="len"/><block var="wid"/></list></block></block></script><script><block s="doSetVar"><l>result</l><block s="reportVariadicSum"><list><block s="reportVariadicProduct"><list><l>2</l><block var="len"/></list></block><block s="reportVariadicProduct"><list><l>2</l><block var="wid"/></list></block></list></block></block></script></block><block s="doAddToList"><block var="result"/><block var="resultList"/></block></script></block></script></block-definition></blocks><primitives></primitives><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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for area and p for perimeter:</l></block><block s="doIfElse"><block s="reportVariadicOr"><list><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>a</l></list></block><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><l>p</l></list></block></list></block><script><custom-block s="rectCalc %s"><block s="getLastAnswer"></block></custom-block></script><script><block s="doSayFor"><l>Sorry, that is not a valid option!  Please try again</l><l>2</l></block></script></block><block s="doSayFor"><l>The results of your calculations are </l><l>2</l></block><block s="doForEach"><l>item</l><block var="resultList"><comment w="90" collapsed="false">report the results of the calculations</comment></block><script><block s="doSayFor"><block var="item"/><l>2</l></block></script></block></script></scripts></sprite><watcher var="len" style="normal" x="9.111111111111086" y="9.111111111111114" color="243,118,29" hidden="true"/><watcher var="wid" style="normal" x="9.111111111111086" y="28.244446266666642" color="243,118,29" hidden="true"/><watcher var="result" style="normal" x="9.111111111111086" y="47.37778142222221" color="243,118,29" hidden="true"/><watcher var="numCalc" style="normal" x="0" y="215.02223315555557" color="243,118,29" hidden="true"/><watcher var="lenList" style="normal" x="2.7333333333333485" y="19.13333879999999" color="243,118,29" extX="80" extY="70"/><watcher var="widList" style="normal" x="149.73333333333358" y="0" color="243,118,29" extX="80" extY="70"/><watcher var="resultList" style="normal" x="16.64444444444439" y="152.28889799999996" color="243,118,29" extX="80" extY="70"/><watcher var="CalcToDo" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="len"><l>5</l></variable><variable name="wid"><l>8</l></variable><variable name="result"><l>40</l></variable><variable name="lenList"><list struct="atomic" id="154">4,5</list></variable><variable name="widList"><list struct="atomic" id="155">2,8</list></variable><variable name="resultList"><list struct="atomic" id="156">8,40</list></variable><variable name="numCalc"><l>2</l></variable><variable name="CalcToDo"><l>0</l></variable></variables></scene></scenes></project><media name="rectangleCalculatorStarter" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="38" center-y="41.5" image="data:image/png;base64,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" mediaID="rectangleCalculatorStarter_Sprite_cst_Untitled"/><costume name="bear2 b" center-x="50" center-y="64" image="data:image/svg+xml;base64,<svg xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:cc="http://creativecommons.org/ns#" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:svg="http://www.w3.org/2000/svg" xmlns="http://www.w3.org/2000/svg" xmlns:sodipodi="http://sodipodi.sourceforge.net/DTD/sodipodi-0.dtd" xmlns:inkscape="http://www.inkscape.org/namespaces/inkscape" version="1.1" width="100.24189" height="128.2023" id="svg470" sodipodi:docname="bear2-b.svg" inkscape:version="0.92.2 5c3e80d, 2017-08-06" viewBox="0 0 100.24189 128.2023">
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