<snapdata remixID="11339021"><project name="Sorting Algorithms" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Sorting Algorithms"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make a box X: %&apos;x&apos; Y: %&apos;y&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="forward"><block var="x"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="y"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="x"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="y"/></block><block s="up"></block></script></block-definition><block-definition s="List check" type="predicate" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>check list</l></list></block><block s="doSetVar"><l>check list</l><block s="reportNewList"><list></list></block></block><block s="doWarp"><script><block s="doForEach"><l>item</l><block var="data list"/><script><block s="doIfElse"><block s="reportEquals"><block var="item"/><block s="reportListIndex"><block var="item"/><block var="data list"/></block></block><script><block s="doAddToList"><block s="reportBoolean"><l><bool>true</bool></l></block><block var="check list"/></block></script><script><block s="doAddToList"><block s="reportBoolean"><l><bool>false</bool></l></block><block var="check list"/></block><block s="doAddToList"><block var="item"/><block var="wrong list"/></block></script></block></script></block></script></block><block s="doIfElse"><block s="reportListContainsItem"><block var="check list"/><block s="reportBoolean"><l><bool>false</bool></l></block></block><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" 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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