<snapdata remixID="9629514"><project name="U1L3-ModernArt" app="Snap! 6, https://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" penlog="false" volume="100" pan="0" lines="flat" 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="polygon" style="normal" x="17.312499999999545" y="17.312499999999986" color="243,118,29" hidden="true"/><watcher var="size" style="normal" x="17.312499999999545" y="59.55500346250005" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-138.19888113559728" y="-68.40829206245837" heading="350" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,40,7,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="19.999999999999915"><block s="setHeading"><l>45</l><comment w="90" collapsed="false">creates Kazimir Malevich lines.</comment></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><block s="reportRandom"><l>1</l><l>150</l></block></block></script><script x="20" y="144.8333333333334"><block s="doRepeat"><l>4</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="false">makes squares.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="20" y="296.66666666666686"><block s="clear"></block><block s="up"><comment w="90" collapsed="false">Creates a blue square which then creates a red circle that fits inside of it.</comment></block><block s="gotoXY"><l>-50</l><l>50</l></block><block s="down"></block><block s="setColor"><color>5,11,255,1</color></block><custom-block s="pinwheel, branches %s size %s backup %s width %s"><l>4</l><l>100</l><l>0</l><l>5</l></custom-block><block s="gotoXY"><l>0</l><l>50</l></block><block s="up"></block><block s="down"></block><block s="setColor"><color>255,40,7,1</color></block><custom-block s="pinwheel, branches %s size %s backup %s width %s"><l>100</l><l>3</l><l>0</l><l>5</l></custom-block></script><script x="20" y="529.8333333333335"><block s="clear"></block><block s="down"><comment w="90" collapsed="false">performs a clock hand rotation.</comment></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>14,9,0,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>254,255,254,1</color></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script></block></script><script x="20" y="785.5000000000002"><block s="clear"></block><block s="down"><comment w="90" collapsed="false">creates any polygon.</comment></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>14,9,0,1</color></block><block s="setSize"><l>5</l></block><block s="forward"><l>50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="doSayFor"><l>drawed one line</l><l>2</l></block></script></block><block s="doSayFor"><l>shape completed</l><l>2</l></block></script><script x="20" y="1020.1666666666666"><block s="doSetVar"><l>polygon</l><l>3</l><comment w="90" collapsed="false">creates a small animation with pinwheels.</comment></block><block s="doRepeat"><l>7</l><script><block s="doWarp"><script><custom-block s="pinwheel, branches %s size %s backup %s width %s"><block var="polygon"/><l>100</l><l>50</l><l>5</l></custom-block></script></block><block s="doWait"><l>1</l></block><block s="doChangeVar"><l>polygon</l><l>1</l></block></script></block><block s="doRepeat"><l>8</l><script><block s="doWarp"><script><custom-block s="pinwheel, branches %s size %s backup %s width %s"><block var="polygon"/><l>100</l><l>50</l><l>5</l></custom-block></script></block><block s="doWait"><l>1</l></block><block s="doChangeVar"><l>polygon</l><l>-1</l></block></script></block></script><script x="20" y="1303.5"><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="false">creates a mini animation that transforms a polygon into an asterisk and back again.</comment></block><block s="doSetVar"><l>polygon</l><l>1</l></block><block s="doRepeat"><l>50</l><script><custom-block s="pinwheel, branches %s size %s backup %s width %s"><l>8</l><l>50</l><block var="polygon"/><l>5</l></custom-block><block s="doChangeVar"><l>polygon</l><l>1</l></block></script></block><block s="doRepeat"><l>50</l><script><custom-block s="pinwheel, branches %s size %s backup %s width %s"><l>8</l><l>50</l><block var="polygon"/><l>5</l></custom-block><block s="doChangeVar"><l>polygon</l><l>-1</l></block></script></block></script><script x="20" y="1512.1666666666667"><block s="clear"><comment w="90" collapsed="false">creates a really neat looking square spiral.</comment></block><block s="down"></block><block s="doFor"><l>length</l><l>100</l><l>1</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script><script x="20" y="1649.5"><block s="clear"></block><block s="down"><comment w="90" collapsed="false">creates any asterisk.</comment></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>8</l><script><block s="setColor"><color>14,9,0,1</color></block><block s="setSize"><l>5</l></block><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block><block s="doSayFor"><l>drawed one point</l><l>2</l></block></script></block><block s="doSayFor"><l>asterisk completed</l><l>2</l></block></script><script x="20" y="1905.1666666666667"><block s="clear"><comment w="90" collapsed="false">creates somewhat of a neat looking circular spiral.</comment></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>1</l><block var="length"/></block></block><block s="turn"><l>35</l></block></script></block></script><script x="20" y="2042.4999999999998"><block s="clear"><comment w="90" collapsed="false">creates a cool looking nested square pattern with an adjustable size.</comment></block><block s="down"></block><block s="doSetVar"><l>size</l><l>100</l></block><block s="doRepeat"><block s="reportQuotient"><block var="size"/><l>10</l></block><script><custom-block s="pinwheel, branches %s size %s backup %s width %s"><l>4</l><block var="size"/><l>0</l><l>5</l></custom-block><block s="doWait"><l>.1</l></block><block s="doChangeVar"><l>size</l><l>-10</l></block></script></block></script><script x="20" y="2217.8333333333335"><custom-block s="asterisk, branches %s branch length %s"><l>8</l><l>100</l><comment w="90" collapsed="false">creates any asterisk using the pinwhel block.</comment></custom-block></script><script x="20" y="2298.8333333333335"><custom-block s="pinwheel, branches %s size %s backup %s width %s"><l>10</l><l>50</l><l>25</l><l>5</l><comment w="90" collapsed="false">creates any pinwheel polygon.</comment></custom-block></script><script x="20" y="2367.8333333333335"><block s="clear"></block><block s="down"><comment w="90" collapsed="false">creates a circle.</comment></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>1</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches %&apos;# of branches&apos; size %&apos;size length&apos; backup %&apos;backup length&apos; width %&apos;pen width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="down"></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><block var="# of branches"/><script><block s="setSize"><block var="pen width"/></block><block s="forward"><block var="size length"/></block><block s="forward"><block s="reportProduct"><block var="backup length"/><l>-1</l></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="# 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 width %s"><block var="branches"/><block var="length"/><block var="length"/><l>5</l></custom-block></script></block-definition></blocks><variables><variable name="polygon"><l>1</l></variable><variable name="size"><l>33</l></variable></variables></project><media name="U1L3-ModernArt" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>