<snapdata remixID="12268609"><project name="unit 1 lab 3" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="unit 1 lab 3"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="nested square length %&apos;Length&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="Nested Square %&apos;How many squares&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doSetVar"><l>Length</l><l>5</l></block><block s="doRepeat"><block var="How many squares"/><script><block s="doChangeVar"><l>Length</l><l>5</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="Length"/></block><block s="turn"><l>90</l></block></script></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 struct="atomic" id="27"></list></costumes><sounds><list struct="atomic" id="28"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="136.6025403784438" y="36.60254037844368" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="33"><costumes><list struct="atomic" id="34"></list></costumes><sounds><list struct="atomic" id="35"></list></sounds><blocks></blocks><variables></variables><scripts><script x="409" y="91"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportVariadicProduct"><list><l>2</l><block var="length"/></list></block></block><block s="turn"><l>90</l></block></script></block></script><comment x="247" y="143" w="90" collapsed="false">In this code spiral, the pen was used to make sure the spiral was seen as the x to y ratio would make sure the square was centered. Length was the input here as it spirals 90 degrees.</comment></scripts></sprite><watcher var="Length" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="Length"><l>55</l></variable></variables></scene></scenes></project><media name="unit 1 lab 3" app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>