<snapdata remixID="14012170"><project name="Fancy Nested Iteration Flower" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Fancy Nested Iteration Flower"><notes></notes><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><primitives></primitives><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" id="30"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="31"></list></costumes><sounds><list struct="atomic" id="32"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="11.629014143925588" y="-94.28555578687764" heading="7.96875" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="45,210,0,1" pen="tip" id="37"><costumes><list struct="atomic" id="38"></list></costumes><sounds><list struct="atomic" id="39"></list></sounds><blocks></blocks><variables></variables><scripts><script x="391" y="19.333333333333314"><block s="clear"></block></script><script x="87" y="60.333333333333485"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="setColor"><color>252,0,0,1</color></block><block s="doRepeat"><l>5</l><script><block s="doRepeat"><l>3</l><script><custom-block s="DrawADiamondShape %s"><l>2</l></custom-block><block s="turn"><l>90</l></block></script></block><block s="turn"><l>30</l></block></script></block><block s="turn"><l>30</l></block><block s="up"></block><block s="setColor"><color>45,210,0,1</color></block><block s="forward"><l>35</l></block><block s="down"></block><block s="forward"><l>120</l></block><block s="turn"><l>180</l></block><block s="forward"><l>60</l></block><block s="turn"><l>15</l></block><custom-block s="DrawADiamondShape %s"><l>2</l></custom-block></script><script x="474" y="75.33333333333337"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="402" y="76.99999999999994"><block s="up"></block></script><script x="472" y="123.33333333333334"><block s="turn"><l>15</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Fancy Nested Iteration Flower" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"></media></snapdata>