<snapdata remixID="8540765"><project name="U2L2-MandelaDesign" 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="1" color="255,255,255,1" tempo="60" threadsafe="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 id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><watcher var="A" style="normal" x="6.270833333333371" y="92.49479292083333" color="243,118,29" hidden="true"/><watcher var="B" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="X" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="Y" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="H" style="normal" x="10" y="73.00000599999997" color="243,118,29" hidden="true"/><watcher var="A2" style="normal" x="10" y="246.00000799999998" color="243,118,29" hidden="true"/><watcher var="I" style="normal" x="10" y="267.00001" color="243,118,29" hidden="true"/><watcher var="corners" style="normal" x="10" y="26.999998000000005" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-30.914155418012797" y="137.84880792358098" heading="321.0000000000002" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" pen="tip" id="17"><costumes><list struct="atomic" id="18"></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="232" y="207.0000000000001"><block s="clear"></block><block s="down"></block><block s="doSetVar"><l>corners</l><block s="reportNewList"><list></list></block></block><block s="down"></block><custom-block s="polygon, sides: %n side length: %n"><block var="sides"/><l>40</l></custom-block><custom-block s="Draw Mandala Design Sides: %s"><l>20</l></custom-block></script><script x="355" y="120.00000000000011"><block s="receiveGo"></block><block s="clear"></block><custom-block s="Draw Mandala Design Special Sides: %s"><l>20</l></custom-block></script><script x="10" y="108.99999999999997"><block s="setEffect"><l><option>ghost</option></l><l>100</l></block></script></scripts></sprite></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="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="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="draw shape %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="point"/><script><custom-block s="go to point %l"><block var="item"/></custom-block><block s="down"></block></script></custom-block><block s="up"></block></script></block-definition><block-definition s="pinwheel, branches: %&apos;number of branches&apos; %&apos;size&apos; %&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="down"></block><block s="forward"><block var="size"/></block><block s="doWait"><l>0</l></block><block s="forward"><block var="backup:"/></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="asterisk, branches: %&apos;branches&apos; branch length: %&apos;length&apos; %&apos;-length&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="down"></block><custom-block s="pinwheel, branches: %s %s %s"><block var="branches"/><block var="length"/><block var="-length"/></custom-block><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="polygon, 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><block s="doRepeat"><l>1</l><script><block s="down"></block><custom-block s="pinwheel, branches: %s %s %s"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block></script></block-definition><block-definition s="Circle, size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doRepeat"><l>1</l><script><block s="down"></block><custom-block s="pinwheel, branches: %s %s %s"><block s="reportRandom"><l>10</l><l>15</l></block><block var="size"/><block s="reportRandom"><l>-10</l><l>10</l></block></custom-block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="changePenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block></script></block></script></block-definition><block-definition s="nest squares, number of squares: %&apos;number of squares start&apos; %&apos;number of squares end&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doFor"><l>i</l><block var="number of squares start"/><block var="number of squares end"/><script><block s="down"></block><custom-block s="polygon, branches: %s branch length %s"><l>4</l><block s="reportProduct"><l>4</l><block var="i"/></block></custom-block></script></block></script></block-definition><block-definition s="nest polygon, number of polygons: %&apos;number of polygons&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="gotoXY"><l>0</l><l>100</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="doFor"><l>i</l><l>3</l><block var="number of polygons"/><script><block s="down"></block><custom-block s="polygon, branches: %s branch length %s"><block var="i"/><block var="size"/></custom-block></script></block></script></block-definition><block-definition s="polygon, sides: %&apos;number of sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></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="corners"/></block></script></block></script></block-definition><block-definition s="Connect vertex %&apos;point number&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="corners"/><script><block s="down"></block><custom-block s="go to point %l"><block var="item"/></custom-block></script></custom-block><block s="down"></block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>2</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>3</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>4</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>5</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>6</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>7</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>8</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>9</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>10</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>11</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>12</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>13</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>14</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>15</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>16</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>17</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>18</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>19</l><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><block var="point number"/><block var="corners"/></block></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>20</l><block var="corners"/></block></custom-block></script></block-definition><block-definition s="Draw Mandala Design Sides: %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="sides"/><script><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block><custom-block s="Connect vertex %n"><block var="i"/></custom-block></script></block></script></block-definition><block-definition s="Draw Mandala Design Special Sides: %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><l>-25</l><l>25</l></block><block s="down"></block><block s="doSetVar"><l>corners</l><block s="reportNewList"><list></list></block></block><block s="down"></block><custom-block s="polygon, sides: %n side length: %n"><l>20</l><l>25</l></custom-block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Draw Mandala Design Sides: %s"><block var="sides"/></custom-block><block s="up"></block><block s="up"></block><block s="gotoXY"><l>-25</l><l>-135</l></block><block s="down"></block><block s="doSetVar"><l>corners</l><block s="reportNewList"><list></list></block></block><block s="down"></block><custom-block s="polygon, sides: %n side length: %n"><l>20</l><l>25</l></custom-block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Draw Mandala Design Sides: %s"><block var="sides"/></custom-block><block s="up"></block><block s="up"></block><block s="gotoXY"><l>-100</l><l>-50</l></block><block s="down"></block><block s="doSetVar"><l>corners</l><block s="reportNewList"><list></list></block></block><block s="down"></block><custom-block s="polygon, sides: %n side length: %n"><l>20</l><l>25</l></custom-block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Draw Mandala Design Sides: %s"><block var="sides"/></custom-block><block s="up"></block><block s="up"></block><block s="gotoXY"><l>50</l><l>-50</l></block><block s="down"></block><block s="doSetVar"><l>corners</l><block s="reportNewList"><list></list></block></block><block s="down"></block><custom-block s="polygon, sides: %n side length: %n"><l>20</l><l>25</l></custom-block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Draw Mandala Design Sides: %s"><block var="sides"/></custom-block><block s="up"></block></script></block-definition></blocks><variables><variable name="A"><list id="621"><item><list struct="atomic" id="622">-50,20</list></item><item><list struct="atomic" id="623">-10,120</list></item><item><list struct="atomic" id="624">10,120</list></item><item><list struct="atomic" id="625">50,20</list></item><item><list struct="atomic" id="626">30,20</list></item><item><list struct="atomic" id="627">20,50</list></item><item><list struct="atomic" id="628">-20,50</list></item><item><list struct="atomic" id="629">-30,20</list></item></list></variable><variable name="B"><list id="630"><item><list struct="atomic" id="631">0,110</list></item><item><list struct="atomic" id="632">15,66</list></item><item><list struct="atomic" id="633">-15,66</list></item><item><list struct="atomic" id="634">0,110</list></item></list></variable><variable name="X"><l>0</l></variable><variable name="Y"><l>0</l></variable><variable name="H"><list id="635"><item><list struct="atomic" id="636">60,100</list></item><item><list struct="atomic" id="637">100,100</list></item><item><list struct="atomic" id="638">100,-100</list></item><item><list struct="atomic" id="639">60,-100</list></item><item><list struct="atomic" id="640">60,-15</list></item><item><list struct="atomic" id="641">0,-15</list></item><item><list struct="atomic" id="642">0,-100</list></item><item><list struct="atomic" id="643">-40,-100</list></item><item><list struct="atomic" id="644">-40,100</list></item><item><list struct="atomic" id="645">0,100</list></item><item><list struct="atomic" id="646">0,25</list></item><item><list struct="atomic" id="647">60,25</list></item><item><list struct="atomic" id="648">60,100</list></item></list></variable><variable name="A2"><list id="649"><item><list struct="atomic" id="650">0,110</list></item><item><list struct="atomic" id="651">15,66</list></item><item><list struct="atomic" id="652">-15,66</list></item><item><list struct="atomic" id="653">0,110</list></item></list></variable><variable name="I"><list id="654"><item><list struct="atomic" id="655">60,100</list></item><item><list struct="atomic" id="656">170,100</list></item><item><list struct="atomic" id="657">170,60</list></item><item><list struct="atomic" id="658">130,60</list></item><item><list struct="atomic" id="659">130,-60</list></item><item><list struct="atomic" id="660">170,-60</list></item><item><list struct="atomic" id="661">170,-100</list></item><item><list struct="atomic" id="662">60,-100</list></item><item><list struct="atomic" id="663">60,-60</list></item><item><list struct="atomic" id="664">100,-60</list></item><item><list struct="atomic" id="665">100,60</list></item><item><list struct="atomic" id="666">60,60</list></item><item><list struct="atomic" id="667">60,100</list></item></list></variable><variable name="corners"><list id="668"><item><list struct="atomic" id="669">-40.73300977624581,44.42864903642433</list></item><item><list struct="atomic" id="670">-49.6922085148783,67.76815969885442</list></item><item><list struct="atomic" id="671">-51.00060742095184,92.73389806771877</list></item><item><list struct="atomic" id="672">-44.53013129338865,116.88204372494545</list></item><item><list struct="atomic" id="673">-30.914155418012797,137.84880792358098</list></item><item><list struct="atomic" id="674">-11.485506381588493,153.58181769982684</list></item><item><list struct="atomic" id="675">11.854004280841536,162.54101643845925</list></item><item><list struct="atomic" id="676">36.81974264970586,163.8494153445328</list></item><item><list struct="atomic" id="677">60.96788830693254,157.37893921696968</list></item><item><list struct="atomic" id="678">81.93465250556801,143.76296334159392</list></item><item><list struct="atomic" id="679">97.66766228181382,124.33431430516958</list></item><item><list struct="atomic" id="680">106.62686102044631,100.9948036427395</list></item><item><list struct="atomic" id="681">107.93525992651985,76.02906527387515</list></item><item><list struct="atomic" id="682">101.46478379895666,51.88091961664847</list></item><item><list struct="atomic" id="683">87.84880792358081,30.91415541801291</list></item><item><list struct="atomic" id="684">68.4201588871565,15.181145641767046</list></item><item><list struct="atomic" id="685">45.080648224726474,6.221946903134636</list></item><item><list struct="atomic" id="686">20.11490985586215,4.913547997061102</list></item><item><list struct="atomic" id="687">-4.033235801364526,11.384024124624204</list></item><item><list struct="atomic" id="688">-25,24.99999999999997</list></item></list></variable></variables></project><media name="U2L2-MandelaDesign" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>