<snapdata remixID="8626720"><project name="U1L3 Pg 6 - Poly &amp; Square Nests" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-2.0463630789890885e-12" y="5.115907697472721e-13" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="235,0,35,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="65" y="25"><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="setColor"><color>11,0,15,1</color></block><block s="floodFill"></block><block s="setColor"><color>235,0,35,1</color></block><block s="down"></block></script><script x="72" y="211"><custom-block s="Square Nest %s"><l>15</l></custom-block></script><script x="74" y="252"><custom-block s="Polygon Nest %s %s"><l>5</l><l>50</l></custom-block></script></scripts></sprite><watcher var="length" style="normal" x="10.850694444444798" y="10.850694444444436" color="243,118,29"/><watcher scope="Sprite" s="getPenDown" style="normal" x="10.850694444444798" y="33.63715494791667" color="0,161,120" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup: %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="asterisk branches: %&apos;branches&apos; branch length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon sides: %&apos;sides&apos; side length: %&apos;side length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size %s backup: %s"><block var="sides"/><block var="side length"/><block s="reportProduct"><l>-1</l><block var="side length"/></block></custom-block></script></block-definition><block-definition s="polygon %&apos;branches&apos; %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="Spiral" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Rectangle %&apos;length&apos; %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>2</l><script><block s="forward"><block var="length"/></block><block s="turnLeft"><l>90</l></block><block s="forward"><block var="width"/></block><block s="turnLeft"><l>90</l></block></script></block></script></block-definition><block-definition s="Square nest %&apos;Amount of Squares&apos; %&apos;Limit?&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="Amount of Squares"/><script><block s="doChangeVar"><l>length</l><l>10</l></block><custom-block s="Rectangle %s %s"><block var="length"/><block var="length"/></custom-block></script></block></script></block-definition><block-definition s="Square Nest %&apos;Amount of 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>10</l></block><block s="doRepeat"><block var="Amount of Squares"/><script><custom-block s="Rectangle %s %s"><block var="length"/><block var="length"/></custom-block><block s="doChangeVar"><l>length</l><l>10</l></block></script></block><block s="doSetVar"><l>length</l><l>0</l></block></script></block-definition><block-definition s="Polygon Nest %&apos;Sides&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="doRepeat"><l>10</l><script><custom-block s="polygon %s %s"><block var="Sides"/><block var="length"/></custom-block><block s="doChangeVar"><l>length</l><l>5</l></block></script></block><block s="doSetVar"><l>length</l><l>0</l></block></script></block-definition></blocks><variables><variable name="length"><l>0</l></variable></variables></project><media name="U1L3 Pg 6 - Poly & Square Nests" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>