<snapdata remixID="8735730"><project name="U2L4 - 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="false" 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="-145.67727288213018" y="79.66316784620997" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="50" y="107"><block s="receiveGo"></block><block s="gotoXY"><l>-100</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doSetVar"><l>side length</l><l>50</l></block><block s="doSetVar"><l>side number</l><l>15</l></block><block s="doSetVar"><l>points_list</l><block s="reportNewList"><list><custom-block s="point %n %n"><l></l><l></l></custom-block></list></block></block><block s="doDeleteFromList"><l>1</l><block var="points_list"/></block><block s="down"></block><custom-block s="draw, stamp %s size: %s"><block var="side number"/><block var="side length"/></custom-block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="points_list"/><script><custom-block s="draw diagonal %l"><block var="item"/></custom-block></script></custom-block></script></scripts></sprite><watcher var="side length" style="normal" x="10" y="31.000001999999995" color="243,118,29"/><watcher var="side number" style="normal" x="10" y="10" color="243,118,29"/><watcher var="points_list" style="normal" x="12" y="56.000001999999995" color="243,118,29" extX="129" extY="35"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="draw, stamp %&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="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="points_list"/></block><block s="forward"><block var="size"/></block><block s="doWait"><l>0</l></block><block s="doWait"><l>0</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="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="draw shape %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doForEach"><l>item</l><block var="point"/><script><block s="down"></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="gotoXY"><custom-block s="x coordinate of %l"><block s="reportListItem"><l>1</l><block var="point"/></block></custom-block><custom-block s="y coordinate of %l"><block s="reportListItem"><l>1</l><block var="point"/></block></custom-block></block></script></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="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="add point to list: %&apos;list&apos;" type="command" category="variables"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="add %&apos;number&apos; to %&apos;list&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%l"></input></inputs></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="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="draw diagonal %&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><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="points_list"/><script><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="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></custom-block></script></block-definition></blocks><variables><variable name="side length"><l>50</l></variable><variable name="side number"><l>15</l></variable><variable name="points_list"><list id="261"><item><list struct="atomic" id="262">-100,100</list></item><item><list struct="atomic" id="263">-50,100</list></item><item><list struct="atomic" id="264">-4.322727117870045,79.66316784620997</list></item><item><list struct="atomic" id="265">29.13380320007286,42.50592657234026</list></item><item><list struct="atomic" id="266">44.58465291882021,-5.046899242417425</list></item><item><list struct="atomic" id="267">39.358229755437605,-54.7729940108311</list></item><item><list struct="atomic" id="268">14.358229755437605,-98.07426420005305</list></item><item><list struct="atomic" id="269">-26.092619963309744,-127.4635268146767</list></item><item><list struct="atomic" id="270">-75,-137.85911135556472</list></item><item><list struct="atomic" id="271">-123.90738003669026,-127.4635268146767</list></item><item><list struct="atomic" id="272">-164.3582297554376,-98.07426420005305</list></item><item><list struct="atomic" id="273">-189.3582297554376,-54.7729940108311</list></item><item><list struct="atomic" id="274">-194.58465291882044,-5.046899242417425</list></item><item><list struct="atomic" id="275">-179.1338032000731,42.50592657234026</list></item><item><list struct="atomic" id="276">-145.67727288213018,79.66316784620997</list></item></list></variable></variables></project><media name="U2L4 - Mandala" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>