<snapdata remixID="13122482"><project name="Libraries Practice" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Libraries Practice"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="for each tile sized %&apos;side&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="144.00000000000023" collapsed="false">Divide the stage into a grid of square regions with the given side length and perform an action at the center of each.</comment><header></header><code></code><translations>de:für jede Kachel der Größe _ _&#xD;</translations><inputs><input type="%n">20</input><input type="%ca"></input></inputs><script><block s="doDeclareVariables"><list><l>ext</l><l>dim</l><l>origin</l></list></block><block s="doSetVar"><l>ext</l><block s="reportAttributeOf"><l><option>extent</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block><block s="doSetVar"><l>dim</l><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><block var="ext"/><block var="side"/></block></block></block><block s="doSetVar"><l>origin</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block var="ext"/><l>-2</l></block><block s="reportQuotient"><block s="reportDifference"><block var="ext"/><block s="reportVariadicProduct"><list><block var="dim"/><block var="side"/></list></block></block><l>2</l></block><block s="reportQuotient"><block var="side"/><l>2</l></block></list></block></block><block s="doWarp"><script><block s="doForEach"><l>coord</l><block s="reportCrossproduct"><block s="reportNumbers"><l>1</l><block var="dim"/></block></block><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="origin"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="coord"/><l>1</l></block><block var="side"/></list></block></list></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block></script></block-definition><block-definition s="for each %&apos;tile&apos; in %&apos;cols&apos; %&apos;col&apos; by %&apos;rows&apos; %&apos;row&apos; %&apos;action&apos;" type="command" category="control"><comment x="0" y="0" w="181" collapsed="false">Divide the stage into a grid of same-sized rectangles specified by the number of columns and rows and perform an action at the center of each.</comment><header></header><code></code><translations>de:für jede Zelle _ im Raster _ _ zu _ _ _&#xD;</translations><inputs><input type="%upvar"></input><input type="%n">20</input><input type="%upvar"></input><input type="%n">15</input><input type="%upvar"></input><input type="%ca"></input></inputs><script><block s="doDeclareVariables"><list><l>ext</l><l>dim</l><l>origin</l></list></block><block s="doSetVar"><l>ext</l><block s="reportAttributeOf"><l><option>extent</option></l><block s="reportGet"><l><option>stage</option></l></block></block></block><block s="doSetVar"><l>dim</l><block s="reportNewList"><list><block var="cols"/><block var="rows"/></list></block></block><block s="doSetVar"><l>tile</l><block s="reportQuotient"><block var="ext"/><block var="dim"/></block></block><block s="doSetVar"><l>origin</l><block s="reportVariadicSum"><list><block s="reportQuotient"><block var="ext"/><l>-2</l></block><block s="reportQuotient"><block var="tile"/><l>2</l></block></list></block></block><block s="doWarp"><script><block s="doForEach"><l>coord</l><block s="reportCrossproduct"><block s="reportNumbers"><l>1</l><block var="dim"/></block></block><script><block s="doGotoObject"><block s="reportVariadicSum"><list><block var="origin"/><block s="reportVariadicProduct"><list><block s="reportDifference"><block var="coord"/><l>1</l></block><block var="tile"/></list></block></list></block></block><block s="doSetVar"><l>col</l><block s="reportListItem"><l>1</l><block var="coord"/></block></block><block s="doSetVar"><l>row</l><block s="reportListItem"><l>2</l><block var="coord"/></block></block><block s="doRun"><block var="action"/><list></list></block></script></block></script></block></script></block-definition><block-definition s="Make Square %&apos;numsquares&apos; %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doSetVar"><l>LENGTH</l><block var="length"/></block><block s="doSetVar"><l>NUMSQUARES</l><block var="numsquares"/></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="NUMSQUARES"/><script><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><block var="LENGTH"/></block><block s="turn"><l>90</l></block></script></block><block s="up"></block><block s="changeXPosition"><l>5</l></block><block s="changeYPosition"><l>-5</l></block><block s="doChangeVar"><l>LENGTH</l><l>-10</l></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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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