<snapdata remixID="10702136"><project name="U1L3-Pinwheel" 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="true" hyperops="true" codify="false" inheritance="false" 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><sprite name="Sprite(2)" idx="1" x="6.5998463917753725" y="-7.512790933133289" heading="48.70129870129438" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,10,47,1" 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="25.66634114583337" y="23"><block s="down"></block><block s="setColor"><color>0,10,47,1</color></block><block s="setSize"><l>1</l></block></script><script x="28.66634114583337" y="199.50000000000003"><block s="down"><comment w="147" collapsed="false">This code creates a pattern of squares that gradually increase in size, while overlapping.</comment></block><block s="doFor"><l>length</l><l>1</l><l>10</l><script><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportProduct"><block s="reportSum"><l>1</l><block var="length"/></block><l>10</l></block></block><block s="turn"><l>90</l></block></script></block></script></block></script><script x="200.66634114583337" y="22.333333333333343"><block s="receiveGo"></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>21</l></block></block></script></block></script><script x="504" y="165.83333333333317"><custom-block s="Circle size %s"><l>200</l><comment w="90" collapsed="false">This code creates a semi filled circle.</comment></custom-block></script><script x="505.66634114583337" y="263.9"><block s="doFor"><l>i</l><l>1</l><l>15</l><script><block s="doSayFor"><block s="reportProduct"><l>2</l><block var="i"/></block><l>2</l></block></script></block></script><script x="355" y="351.66666666666663"><custom-block s="pinwheel, branches %s size %s backup %s"><l>3</l><l>250</l><l>200</l><comment w="104" collapsed="false">This block create the outline of  shape based on the input in each parameter.</comment></custom-block></script><script x="31.66634114583337" y="531.8333333333331"><custom-block s="asterisk, branches %s branch length %s"><l>8</l><l>0</l><comment w="90" collapsed="false">This block create the an asterick based on the input in each parameter.</comment></custom-block></script><script x="23" y="398.33333333333326"><block s="down"><comment w="221" collapsed="false">This piece of code makes an intricate pattern by making a different shape with an additional side to the previous one in a consecutive order. For example, it first makes a triangle, square, pentagon, and so on.</comment></block><block s="doFor"><l>length</l><l>3</l><l>12</l><script><custom-block s="pinwheel, branches %s size %s backup %s"><block var="length"/><l>0</l><l>150</l></custom-block></script></block></script><script x="431.3330078125" y="83.06666666666663"><block s="gotoXY"><l>0</l><l>0</l><comment w="115" collapsed="false">To reset the sprite&apos;s postiion and clear the board.</comment></block><block s="clear"></block></script></scripts></sprite></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="forward"><block s="reportDifference"><l>0</l><block var="backup"/></block></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"><l>5</l><l>100</l><l>100</l></custom-block></script></block-definition><block-definition s="Circle size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><l>360</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>1</l></block><block s="forward"><block s="reportDifference"><l>0</l><block var="size"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>