<snapdata remixID="8597567"><project name="U2L2D5 - 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="-60.00000000000091" y="1.4210854715202004e-13" heading="162" scale="1" volume="100" pan="0" rotation="2" draggable="true" costume="0" color="255,0,0,1" 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="20.384615384615387" y="10"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="setColor"><color>145,26,68,1</color></block><block s="gotoXY"><l>-115</l><l>0</l></block><block s="setHeading"><block s="reportQuotient"><block s="reportQuotient"><l>360</l><l>10</l></block><l>2</l></block></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list></list></block></block><custom-block s="Store Polygon, sides: %n side length: %n in list: %s"><l>12</l><l>50</l><block var="point list"/></custom-block><custom-block s="Draw Shape %l"><block var="point list"/></custom-block><custom-block s="Connect Points From: %l"><block var="point list"/></custom-block></script><script x="51.38461538461536" y="274"><custom-block s="Centered Mandala, Vertices: %n Size: %n Repeats: %n"><l>10</l><l>25</l><l>10</l></custom-block></script><script x="217" y="382"><custom-block s="Spaced Mandala Repeats: %n Size: %n"><l>10</l><l>25</l></custom-block></script></scripts></sprite><watcher var="point list" style="normal" x="116.55777777777757" y="287.72333333333324" color="243,118,29" hidden="true"/><watcher var="Shape" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Store Polygon, sides: %&apos;number of sides&apos; side length: %&apos;length&apos; in list: %&apos;point list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="point list"/></block></script></block></script></block-definition><block-definition s="Go To Point %&apos;point&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="point"/></custom-block><custom-block s="Y coordinate of %l"><block var="point"/></custom-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="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="Draw Shape %&apos;Shape&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="down"></block><block s="doForEach"><l>item</l><block var="Shape"/><script><custom-block s="Go To Point %l"><block var="item"/></custom-block></script></block><block s="up"></block></script></block-definition><block-definition s="Connect Points From: %&apos;point list&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>startPoint</l><block var="point list"/><script><block s="doForEach"><l>endPoint</l><block var="point list"/><script><custom-block s="Draw Line From: %l To: %l"><block var="startPoint"/><block var="endPoint"/></custom-block></script></block></script></block></script></block-definition><block-definition s="Draw Line From: %&apos;startPoint&apos; To: %&apos;endPoint&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input><input type="%l"></input></inputs><script><block s="up"></block><custom-block s="Go To Point %l"><block var="startPoint"/></custom-block><block s="down"></block><custom-block s="Go To Point %l"><block var="endPoint"/></custom-block></script></block-definition><block-definition s="Centered Mandala, Vertices: %&apos;vertices&apos; Size: %&apos;size&apos; Repeats: %&apos;repeat&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><block s="reportQuotient"><block s="reportQuotient"><l>360</l><block var="vertices"/></block><l>2</l></block></block><block s="doFor"><l>i</l><l>1</l><block var="repeat"/><script><block s="up"></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list></list></block></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><block s="reportSum"><block s="reportQuotient"><block s="reportQuotient"><l>360</l><block var="vertices"/></block><l>2</l></block><block s="reportProduct"><block s="reportQuotient"><l>360</l><block var="repeat"/></block><block var="i"/></block></block></block><custom-block s="Store Polygon, sides: %n side length: %n in list: %s"><block var="vertices"/><block var="size"/><block var="point list"/></custom-block><block s="down"></block><custom-block s="Draw Shape %l"><block var="point list"/></custom-block><custom-block s="Connect Points From: %l"><block var="point list"/></custom-block></script></block></script></block-definition><block-definition s="Spaced Mandala Repeats: %&apos;repeat&apos; Size: %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="setPenHSVA"><l><option>brightness</option></l><l>0</l></block><block s="floodFill"></block><block s="setPenHSVA"><l><option>brightness</option></l><l>100</l></block><block s="setPenHSVA"><l><option>hue</option></l><l>0</l></block><block s="setPenHSVA"><l><option>saturation</option></l><l>100</l></block><block s="setPenHSVA"><l><option>transparency</option></l><l>0</l></block><block s="up"></block><block s="doSetVar"><l>start points</l><block s="reportNewList"><list></list></block></block><block s="gotoXY"><l>-60</l><l>0</l></block><block s="setHeading"><block s="reportQuotient"><block s="reportQuotient"><l>360</l><block var="repeat"/></block><l>2</l></block></block><custom-block s="Store Polygon, sides: %n side length: %n in list: %s"><block var="repeat"/><block var="size"/><block var="start points"/></custom-block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><block s="changePenHSVA"><l><option>hue</option></l><block s="reportQuotient"><l>100</l><block var="repeat"/></block></block><block s="doWarp"><script><block s="up"></block><block s="doSetVar"><l>point list</l><block s="reportNewList"><list></list></block></block><custom-block s="Go To Point %l"><block s="reportListItem"><block var="i"/><block var="start points"/></block></custom-block><block s="setHeading"><block s="reportDifference"><block s="reportSum"><l>180</l><block s="reportProduct"><block var="i"/><block s="reportQuotient"><l>360</l><block var="repeat"/></block></block></block><block s="reportQuotient"><block s="reportQuotient"><l>360</l><block var="repeat"/></block><l>2</l></block></block></block><custom-block s="Store Polygon, sides: %n side length: %n in list: %s"><block var="repeat"/><block var="size"/><block var="point list"/></custom-block><block s="down"></block><custom-block s="Draw Shape %l"><block var="point list"/></custom-block><custom-block s="Connect Points From: %l"><block var="point list"/></custom-block></script></block></script></block></script></block-definition></blocks><variables><variable name="point list"><list id="298"><item><list struct="atomic" id="299">-52.27457514062621,-23.77641290737887</list></item><item><list struct="atomic" id="300">-60,-47.552825814757796</list></item><item><list struct="atomic" id="301">-80.22542485937356,-62.24745712206959</list></item><item><list struct="atomic" id="302">-105.22542485937356,-62.24745712206959</list></item><item><list struct="atomic" id="303">-125.45084971874735,-47.55282581475774</list></item><item><list struct="atomic" id="304">-133.17627457812114,-23.77641290737887</list></item><item><list struct="atomic" id="305">-125.45084971874758,0</list></item><item><list struct="atomic" id="306">-105.22542485937402,14.694631307311852</list></item><item><list struct="atomic" id="307">-80.22542485937424,14.69463130731188</list></item><item><list struct="atomic" id="308">-60.00000000000068,8.526512829121202e-14</list></item></list></variable><variable name="Shape"><list id="309"><item><list struct="atomic" id="310">10,10</list></item><item><list struct="atomic" id="311">30,30</list></item><item><list struct="atomic" id="312">50,50</list></item></list></variable><variable name="start points"><list id="313"><item><list struct="atomic" id="314">-52.27457514062621,23.77641290737884</list></item><item><list struct="atomic" id="315">-32.04915028125242,38.471044214690664</list></item><item><list struct="atomic" id="316">-7.049150281252423,38.471044214690664</list></item><item><list struct="atomic" id="317">13.176274578121365,23.77641290737884</list></item><item><list struct="atomic" id="318">20.901699437495154,0</list></item><item><list struct="atomic" id="319">13.176274578121365,-23.77641290737887</list></item><item><list struct="atomic" id="320">-7.049150281252423,-38.471044214690664</list></item><item><list struct="atomic" id="321">-32.04915028125242,-38.471044214690664</list></item><item><list struct="atomic" id="322">-52.27457514062621,-23.77641290737887</list></item><item><list struct="atomic" id="323">-60,0</list></item></list></variable></variables></project><media name="U2L2D5 - Mandala" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>