<snapdata remixID="9176299"><project name="U2L3- Mandella" app="Snap! 5.4, 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" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" 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="123.7023205614978" y="-101.26073136470552" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="101.19999999999992,71,255,1" 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="121" y="42"><block s="down"></block><block s="doSetVar"><l>verticies</l><block s="reportNewList"><list></list></block></block><custom-block s="pinwheel, branches; %s size: %s"><l>10</l><l>50</l></custom-block></script><script x="139" y="174"><custom-block s="goToPoint %l"><block s="reportListItem"><l>1</l><block var="verticies"/></block></custom-block></script><script x="131" y="264"><custom-block s="connect two points %s %s"><block s="reportListItem"><l>1</l><block var="verticies"/></block><block s="reportListItem"><l>2</l><block var="verticies"/></block></custom-block></script><script x="190" y="348"><block s="setColor"><color>71,255,138,1</color></block><custom-block s="connect point %l to each vertex in %l"><block s="reportListItem"><l>1</l><block var="verticies"/></block><block s="reportListItem"><l>2</l><block var="verticies"/></block></custom-block></script><script x="196" y="417"><block s="receiveGo"></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="verticies"/><script><block s="changePenHSVA"><l><option>hue</option></l><block s="reportProduct"><l>10</l><block s="reportRandom"><l>1</l><l>10</l></block></block></block><custom-block s="connect point %l to each vertex in %l"><block var="item"/><block var="verticies"/></custom-block></script></custom-block></script></scripts></sprite><watcher var="A" style="normal" x="6.270833333333485" y="92.49479292083333" color="243,118,29" hidden="true"/><watcher var="verticies" style="normal" x="10" y="160.000004" color="243,118,29" extX="129" extY="52"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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 %&apos;i&apos; = %&apos;start&apos; to %&apos;end&apos; %&apos;action&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%n">1</input><input type="%n">10</input><input type="%cs"></input></inputs><script><block s="doDeclareVariables"><list><l>step</l><l>tester</l></list></block><block s="doIfElse"><block s="reportGreaterThan"><block var="start"/><block var="end"/></block><script><block s="doSetVar"><l>step</l><l>-1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportLessThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script><script><block s="doSetVar"><l>step</l><l>1</l></block><block s="doSetVar"><l>tester</l><block s="reifyReporter"><autolambda><block s="reportGreaterThan"><block var="i"/><block var="end"/></block></autolambda><list></list></block></block></script></block><block s="doSetVar"><l>i</l><block var="start"/></block><block s="doUntil"><block s="evaluate"><block var="tester"/><list></list></block><script><block s="doRun"><block var="action"/><list></list></block><block s="doChangeVar"><l>i</l><block var="step"/></block></script></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="goToPoint %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doGlide"><l>.5</l><block s="reportListItem"><l>1</l><block var="point"/></block><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="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="clear"></block><block s="up"></block><block s="doForEach"><l>item</l><block var="shape"/><script><custom-block s="goToPoint %l"><block var="item"/></custom-block><block s="down"></block></script></block><block s="doGotoObject"><block s="reportListItem"><l>1</l><block var="shape"/></block></block></script><scripts><script x="241.9296885" y="87.000001"><block var="A"/></script></scripts></block-definition><block-definition s="x cordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition><block-definition s="y cordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></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="pinwheel, branches; %&apos;number of branches&apos; size: %&apos;size&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="number of branches"/><script><block s="forward"><block var="size"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="verticies"/></block></script></block></script></block-definition><block-definition s="Asterisk branches %&apos;number of branches&apos; 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"><block var="number of branches"/><block var="length"/></custom-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 %s"><block var="vertex"/><block var="item"/></custom-block></script></custom-block></script></block-definition><block-definition s="connect two points %&apos;a&apos; %&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="goToPoint %l"><block var="a"/></custom-block><block s="down"></block><custom-block s="goToPoint %l"><block var="b"/></custom-block><block s="up"></block></script></block-definition></blocks><variables><variable name="A"><list id="267"><item><list struct="atomic" id="268">-50,20</list></item><item><list struct="atomic" id="269">-10,120</list></item><item><list struct="atomic" id="270">10,120</list></item><item><list struct="atomic" id="271">50,20</list></item><item><list struct="atomic" id="272">30,20</list></item><item><list struct="atomic" id="273">20,50</list></item><item><list struct="atomic" id="274">-20,50</list></item><item><list struct="atomic" id="275">-30,20</list></item></list></variable><variable name="A2"><list id="276"><item><list struct="atomic" id="277">-70,</list></item></list></variable><variable name="L"><list id="278"><item><list struct="atomic" id="279">-50,20</list></item><item><list struct="atomic" id="280">-50,120</list></item><item><list struct="atomic" id="281">-30,120</list></item><item><list struct="atomic" id="282">-30,40</list></item><item><list struct="atomic" id="283">10,40</list></item><item><list struct="atomic" id="284">10,20</list></item><item><list struct="atomic" id="285">-50,20</list></item></list></variable><variable name="i"><list id="286"><item><list struct="atomic" id="287">-50,20</list></item><item><list struct="atomic" id="288">-50,40</list></item><item><list struct="atomic" id="289">-30,40</list></item></list></variable><variable name="verticies"><list id="290"><item><list struct="atomic" id="291">100,19.99999999999943</list></item><item><list struct="atomic" id="292">140.45084971874735,-9.389262614624215</list></item><item><list struct="atomic" id="293">155.9016994374947,-56.9420884293819</list></item><item><list struct="atomic" id="294">140.45084971874735,-104.49491424413958</list></item><item><list struct="atomic" id="295">100,-133.88417685876323</list></item><item><list struct="atomic" id="296">50,-133.88417685876323</list></item><item><list struct="atomic" id="297">9.54915028125265,-104.49491424413958</list></item><item><list struct="atomic" id="298">-5.901699437494699,-56.9420884293819</list></item><item><list struct="atomic" id="299">9.54915028125265,-9.389262614624215</list></item><item><list struct="atomic" id="300">50,19.99999999999943</list></item></list></variable></variables></project><media name="U2L3- Mandella" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>