<snapdata remixID="8787718"><project name="U2L2-Mandala" 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="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="0" y="-75.00000000000013" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="229,224,0,1" 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="42.999998000000005" y="56"><block s="receiveGo"></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><custom-block s="polygon, number of sides %s side length: %s"><l>10</l><l>40</l></custom-block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="setColor"><color>0,15,148,1</color></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></custom-block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></custom-block><block s="forward"><l>75</l></block><block s="turn"><l>90</l></block><custom-block s="polygon, number of sides %s side length: %s"><l>10</l><l>40</l></custom-block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="setColor"><color>255,65,41,1</color></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></custom-block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></custom-block><block s="forward"><l>75</l></block><block s="turn"><l>90</l></block><custom-block s="polygon, number of sides %s side length: %s"><l>10</l><l>40</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></custom-block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></custom-block><block s="forward"><l>75</l></block><block s="turn"><l>90</l></block><custom-block s="polygon, number of sides %s side length: %s"><l>10</l><l>40</l></custom-block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block><block s="down"></block><block s="setColor"><color>229,224,0,1</color></block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></block><block s="up"></block></script></custom-block><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="starting point"/></custom-block><custom-block s="y coordinate of %l"><block var="starting point"/></custom-block></block></script></custom-block></script></scripts></sprite><watcher var="point" style="normal" x="3.6487044270829756" y="3.648704427083345" color="243,118,29" hidden="true"/><watcher var="polygon points" style="normal" x="0" y="1.0946120578659162" color="243,118,29" extX="129" extY="85.99999999999999" hidden="true"/><watcher var="vertices" style="normal" x="6.708333333333485" y="6.708333333333336" color="243,118,29" hidden="true"/><watcher var="starting point" style="normal" x="6.708333333333485" y="20.79583467499998" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwhell, 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="doWait"><l>.1</l></block><block s="forward"><block var="backup:"/></block><block s="doWait"><l>.1</l></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="pinwhell, branches %s size %s backup: %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, number of sides %&apos;sides&apos; side 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><block s="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="down"></block><block s="doRepeat"><block var="sides"/><script><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="polygon points"/></block><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="rectangle, length" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="rectangle, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><l>4</l><script><block s="forward"><l>150</l></block><block s="doSayFor"><l>length is draw</l><l>2</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>100</l></block><block s="doSayFor"><l>length is draw</l><l>2</l></block><block s="turnLeft"><l>90</l></block></script></block></script></block-definition><block-definition s="star, points: %&apos;numebr of size&apos; size: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numebr of size"/><script><block s="forward"><block var="length"/></block><block s="turnLeft"><block s="reportQuotient"><l>720</l><block var="numebr of size"/></block></block></script></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block></script></block></script></block-definition><block-definition s="x coordinate of % point" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition><block-definition s="x coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition><block-definition s="y coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="point %&apos;x&apos; %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block-definition><block-definition s="go to point %&apos;coords&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="gotoXY"><custom-block s="x coordinate of %l"><block var="coords"/></custom-block><custom-block s="y coordinate of %l"><block var="coords"/></custom-block></block></script></block-definition><block-definition s="connect point %&apos;vertex&apos; to each vertex in %&apos;vertexList&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="vertexList"/><script><custom-block s="connect two points, %s and %s"><block var="vertex"/><block var="item"/></custom-block></script></custom-block></script></block-definition><block-definition s="connect two points, %&apos;A&apos; and %&apos;B&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><custom-block s="go to point %l"><block var="A"/></custom-block><block s="down"></block><custom-block s="go to point %l"><block var="B"/></custom-block><block s="up"></block></script></block-definition></blocks><variables><variable name="point"><l>0</l></variable><variable name="polygon points"><list id="392"><item><list struct="atomic" id="393">23.51141009169889,-42.639320225002216</list></item><item><list struct="atomic" id="394">23.51141009169889,-2.6393202250021988</list></item><item><list struct="atomic" id="395">0,29.721359549995718</list></item><item><list struct="atomic" id="396">-38.04226065180617,42.08203932499365</list></item><item><list struct="atomic" id="397">-76.08452130361233,29.721359549995718</list></item><item><list struct="atomic" id="398">-99.59593139531123,-2.6393202250021988</list></item><item><list struct="atomic" id="399">-99.59593139531123,-42.639320225002216</list></item><item><list struct="atomic" id="400">-76.08452130361233,-75.00000000000013</list></item><item><list struct="atomic" id="401">-38.04226065180617,-87.36067977499802</list></item><item><list struct="atomic" id="402">0,-75.00000000000013</list></item></list></variable><variable name="vertices"><list struct="atomic" id="403"></list></variable><variable name="starting point"><ref id="402"></ref></variable></variables></project><media name="U2L2-Mandala" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>