<snapdata remixID="8662029"><project name="U1L3-Pinwheels" 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="flat" ternary="false" 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><sprite name="Sprite" idx="1" x="2.7284841053187847e-12" y="200.00000000000037" heading="90.00000000000023" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="20" y="20"><block s="doRepeat"><l>4</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>4</l></block></block></script></block></script><script x="20" y="135"><block s="setSize"><l>5</l></block></script><script x="20" y="174"><block s="clear"></block></script><script x="20" y="210"><block s="setHeading"><l>90</l><comment w="90" collapsed="false">Creates multipial polygons within 1 another &#xD;&#xD;Soham Bandyopadhyay&#xD;&#xD;Nikita&#xD;&#xD;Period 8</comment></block><block s="gotoXY"><l>0</l><l>200</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doFor"><l>i</l><l>3</l><l>15</l><script><custom-block s="polygon, sides: %s Side lenght: %s"><block var="i"/><l>75</l></custom-block></script></block></script><script x="307" y="406.9999999999999"><block s="clear"></block><block s="setColor"><color>235,0,62,1</color></block></script><script x="10" y="447.9999999999998"><custom-block s="Asterisk, branches: %s branch length: %s"><l>15</l><l>80</l></custom-block></script><script x="10" y="486.9999999999998"><block s="setSize"><l>5</l></block></script><script x="10" y="525.9999999999999"><block s="gotoXY"><l>-150</l><l>0</l></block></script><script x="10" y="564.9999999999999"><custom-block s="Two Pinwheels Branches %s %s"><l>4</l><l>8</l></custom-block></script><script x="10" y="603.9999999999999"><block s="setHeading"><l>90</l></block></script><script x="10" y="642.9999999999999"><block s="clear"></block></script><script x="10" y="678.9999999999999"><block s="down"></block></script><script x="10" y="714.9999999999999"><custom-block s="pinwheel, branches: %s size: %s backup: %s"><l>6</l><l>50</l><l>50</l></custom-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;back up&apos;" type="command" category="motion"><comment x="0" y="0" w="137" collapsed="false">Soham Bandyopadhyay, Amina Almatova&#xD;&#xD;This Command block takes 3 inputs 1 for size 1 for how much it backs up adn 1 for how many brances you want. When this command block is clicked the sprite will create a pinwheel with a number of brunches. And the number of branches is descided by what number is in the parameter &quot;number of branches input. So what ever number you input the sprite will create a pinwheel with that many branches. This Command block takes 3 inputs 1 for size 1 for how much it backs up adn 1 for how many brances you want.</comment><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="reportProduct"><l>-1</l><block var="back up"/></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="SPrite" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Two Pinwheels Branches %&apos;1&apos; %&apos;2&apos;" type="command" category="motion"><comment x="0" y="0" w="90" collapsed="false">Soham, Bandyopadhyay, Amina Almatova, &#xD;&#xD;This command block basically makes the sprite create 2 pinwheels with any number of branches depending on the number you put in the two inputs (1 and 2) also it makes sure that the first pinwheel is maroon with a pen size of 1 and the second one is blue with a size of 10.</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="setSize"><l>1</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="1"/><l>7</l><l>-70</l></custom-block><block s="up"></block><block s="forward"><l>250</l></block><block s="setSize"><l>10</l></block><block s="setColor"><color>21,0,235,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s size: %s backup: %s"><block var="2"/><l>10</l><l>-70</l></custom-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;side&apos; Side lenght: %&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="side"/><block var="side length"/><l>0</l></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheels" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>