<snapdata remixID="10982524"><project name="Diamond PIcture" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" scheduled="false" 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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><watcher var="numberofsides" style="normal" x="10" y="10" color="243,118,29"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212"/><sprite name="Sprite" idx="1" x="75" y="-50" heading="171.6036000000414" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="169,0,142,1" pen="tip" id="11"><costumes><list struct="atomic" id="12"></list></costumes><sounds><list struct="atomic" id="13"></list></sounds><blocks></blocks><variables></variables><scripts><script x="205.66666666666663" y="10"><block s="receiveKey"><l><option>space</option></l></block><block s="setColor"><color>18,7,0,1</color></block><block s="clear"></block><block s="up"></block><block s="doSetVar"><l>numberofsides</l><l>100</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block></script></block><block s="up"></block><block s="gotoXY"><l>1</l><l>-90</l></block><block s="doSetVar"><l>numberofsides</l><l>10</l></block><block s="setColor"><color>253,35,0,1</color></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>-135</l><l>5</l></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>1</l><l>90</l></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>135</l><l>5</l></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>1</l><l>-90</l></block><block s="up"></block><block s="setColor"><color>169,0,142,1</color></block><block s="gotoXY"><l>75</l><l>-50</l></block><block s="doSetVar"><l>numberofsides</l><l>5</l></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>75</l><l>50</l></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>-75</l><l>50</l></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>-75</l><l>-50</l></block><custom-block s="DrawADiamondShape %s"><block var="numberofsides"/></custom-block><block s="gotoXY"><l>75</l><l>-50</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawADiamondShape %&apos;numberOfSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>60</l></block><block s="forward"><l>20</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numberOfSides"/></block></block></script></block></script></block-definition></blocks><variables><variable name="numberofsides"><l>5</l></variable></variables></project><media name="Diamond PIcture" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>