<snapdata remixID="13412542"><project name="Create Pt" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="Create Pt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="rectCalc %&apos;caclToDo&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doAsk"><l>How many measurments do you want to find?</l></block><block s="doSetVar"><l>numCalc</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numCalc"/><script><block s="doSetVar"><l>caclToDo</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>What is the length?</l></block><block s="doSetVar"><l>length</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="length"/><block var="lengthList"/></block><block s="doAsk"><l>What is the width?</l></block><block s="doSetVar"><l>width</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block var="width"/><block var="widthList"/></block><block 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s="doSetVar"><l>lengthList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>widthList</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>resultList</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Type in "a" for area or "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><block s="doSayFor"><block var="results"/><l>2</l></block></script><script><block s="doSayFor"><l>, please try again!</l><l>2</l></block></script></block></script></scripts></sprite><watcher var="length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="width" style="normal" x="10" 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