<snapdata remixID="8741551"><project name="U2L2-DrawShape" 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="false" sublistIDs="false" scheduled="false" 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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="-5.684341886080802e-14" heading="75" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="2,0,40,1" 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><comment x="20" y="10" w="90" collapsed="false">All these letters are scripted to serve as inputs for the &quot;draw shape block.&quot; These are simply abstracts for the long lists down at the bottom.&#xD;</comment><script x="20" y="160"><block s="clear"></block></script><script x="20" y="196"><block var="A"/></script><script x="20" y="226"><block var="I"/></script><script x="20" y="256"><block var="H"/></script><script x="20" y="286"><custom-block s="draw shape %l"><l/><comment w="90" collapsed="false">Edit to view script.</comment></custom-block></script><script x="20" y="343"><custom-block s="draw mandala"><comment w="90" collapsed="false">Click to use.&#xD;Right-click and select &quot;edit&quot; to view script.</comment></custom-block></script><script x="20" y="436"><block s="doSetVar"><l>A</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>120</l></custom-block><custom-block s="point %n %n"><l>10</l><l>120</l></custom-block><custom-block s="point %n %n"><l>50</l><l>20</l></custom-block><custom-block s="point %n %n"><l>30</l><l>20</l></custom-block><custom-block s="point %n %n"><l>20</l><l>50</l></custom-block><custom-block s="point %n %n"><l>-20</l><l>50</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block></list></block><comment w="90" collapsed="false">Each of these shapes work through these lists composed of many different points, using just the primitive &quot;pen down&quot; and &quot;go to&quot; blocks.</comment></block></script><script x="20" y="589"><block s="clear"><comment w="90" collapsed="false">My own custom dualism-based mandala for the Take it Further section on Page 4.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="draw mandala"></custom-block><block s="turn"><l>180</l></block><custom-block s="draw mandala"></custom-block><block s="up"></block></script><script x="20" y="741"><block s="doSetVar"><l>H</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>120</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>120</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>80</l></custom-block><custom-block s="point %n %n"><l>10</l><l>80</l></custom-block><custom-block s="point %n %n"><l>10</l><l>120</l></custom-block><custom-block s="point %n %n"><l>30</l><l>120</l></custom-block><custom-block s="point %n %n"><l>30</l><l>20</l></custom-block><custom-block s="point %n %n"><l>10</l><l>20</l></custom-block><custom-block s="point %n %n"><l>10</l><l>60</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>60</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block></list></block></block></script><script x="20" y="868"><block s="doSetVar"><l>I</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>40</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>40</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>100</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>100</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>120</l></custom-block><custom-block s="point %n %n"><l>10</l><l>120</l></custom-block><custom-block s="point %n %n"><l>10</l><l>100</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>100</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>40</l></custom-block><custom-block s="point %n %n"><l>10</l><l>40</l></custom-block><custom-block s="point %n %n"><l>10</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block></list></block></block></script><script x="20" y="995"><custom-block s="Complete Letter A"><comment w="90" collapsed="false">This is the &quot;Complete Letter A&quot; block made for the &quot;Take it Further&quot; section of Unit 2, Lab 2,  Page 1.</comment></custom-block></script><script x="993" y="410"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="mandalatemp"></custom-block><block s="up"></block></script><script x="778" y="138"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="draw mandala"></custom-block><block s="up"></block></script></scripts></sprite><watcher var="A" style="normal" x="2.317708333333485" y="5.123698230208333" color="243,118,29" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="57.5" y="305.5" color="74,108,212"/><watcher scope="Sprite" s="yPosition" style="normal" x="318.5" y="322.7500005" color="74,108,212"/><watcher var="H" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="I" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="vertex(s)" style="normal" x="300" y="20.00000399999999" color="243,118,29" extX="134" extY="150"/></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="doGlide"><l>.00001</l><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;list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doGotoObject"><block s="reportListItem"><l>1</l><block var="list"/></block></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="list"/><script><block s="down"></block><custom-block s="go to point %l"><custom-block s="point %n %n"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></custom-block></custom-block><block s="up"></block></script></custom-block></script></block-definition><block-definition s="draw message %&apos;list&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="clear"></block><block s="doGotoObject"><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block s="reportAnd"><block var="H"/><block var="I"/></block><script><block s="down"></block><custom-block s="go to point %l"><custom-block s="point %n %n"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></custom-block></custom-block><block s="up"></block></script></custom-block></script></block-definition><block-definition s="Complete Letter A" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>A</l><block s="reportNewList"><list><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-10</l><l>120</l></custom-block><custom-block s="point %n %n"><l>10</l><l>120</l></custom-block><custom-block s="point %n %n"><l>50</l><l>20</l></custom-block><custom-block s="point %n %n"><l>30</l><l>20</l></custom-block><custom-block s="point %n %n"><l>20</l><l>50</l></custom-block><custom-block s="point %n %n"><l>-20</l><l>50</l></custom-block><custom-block s="point %n %n"><l>-30</l><l>20</l></custom-block><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block></list></block></block><block s="doGotoObject"><custom-block s="point %n %n"><l>-50</l><l>20</l></custom-block></block><block s="clear"></block><block s="down"></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="A"/><script><custom-block s="go to point %l"><custom-block s="point %n %n"><custom-block s="x coordinate of %l"><block var="item"/></custom-block><custom-block s="y coordinate of %l"><block var="item"/></custom-block></custom-block></custom-block></script></custom-block><block s="up"></block><custom-block s="go to point %l"><custom-block s="point %n %n"><l>-10</l><l>70</l></custom-block></custom-block><block s="down"></block><custom-block s="go to point %l"><custom-block s="point %n %n"><l>0</l><l>100</l></custom-block></custom-block><custom-block s="go to point %l"><custom-block s="point %n %n"><l>10</l><l>70</l></custom-block></custom-block><block s="doGotoObject"><custom-block s="point %n %n"><l>-10</l><l>70</l></custom-block></block><block s="up"></block></script></block-definition><block-definition s="pinwheel, branches: %&apos;number of branches&apos; backup: %&apos;backup&apos; size: %&apos;size&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>.000001</l></block><block s="forward"><block s="reportMonadic"><l><option>neg</option></l><block var="backup"/></block></block><block s="doWait"><l>.000001</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;number of 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="pinwheel, branches: %s backup: %s size: %s"><block var="number of branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="polygon, sides: %&apos;number of sides&apos; side length: %&apos;side 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 backup: %s size: %s"><block var="number of sides"/><l></l><block var="side length"/></custom-block></script></block-definition><block-definition s="(2) polygon, sides: %&apos;number of sides&apos; side length: %&apos;side length&apos; size: %&apos;size&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="doSetVar"><l>vertex(s)</l><block s="reportNewList"><list></list></block></block><block s="doRepeat"><block var="number of sides"/><script><block s="forward"><block var="size"/></block><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="vertex(s)"/></block><block s="doWait"><l>.000001</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></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="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>1000</l></block></block><block s="setSize"><block s="reportRandom"><l>1</l><l>10</l></block></block><custom-block s="pinwheel, branches: %s backup: %s size: %s"><block s="reportRandom"><l>1</l><l>100</l></block><l>0</l><block var="size"/></custom-block></script></block-definition><block-definition s="draw mandala" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="(2) polygon, sides: %s side length: %s size: %s"><l>10</l><l>0</l><l>50</l></custom-block><block s="doForEach"><l>item</l><block var="vertex(s)"/><script><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>1</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>2</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>3</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>4</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>5</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>6</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>7</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>8</l><block var="vertex(s)"/></block></custom-block><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block s="reportListItem"><l>9</l><block var="vertex(s)"/></block></custom-block></script></block></script></block-definition><block-definition s="mandalatemp" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="(2) polygon, sides: %s side length: %s size: %s"><l>10</l><l>0</l><l>50</l></custom-block><block s="doForEach"><l>item</l><block var="vertex(s)"/><script><custom-block s="go to point %l"><block var="item"/></custom-block><custom-block s="go to point %l"><block var="vertex(s)"/></custom-block></script></block></script></block-definition></blocks><variables><variable name="A"><list id="651"><item><list struct="atomic" id="652">-50,20</list></item><item><list struct="atomic" id="653">-10,120</list></item><item><list struct="atomic" id="654">10,120</list></item><item><list struct="atomic" id="655">50,20</list></item><item><list struct="atomic" id="656">30,20</list></item><item><list struct="atomic" id="657">20,50</list></item><item><list struct="atomic" id="658">-20,50</list></item><item><list struct="atomic" id="659">-30,20</list></item><item><list struct="atomic" id="660">-50,20</list></item></list></variable><variable name="H"><list id="661"><item><list struct="atomic" id="662">-50,20</list></item><item><list struct="atomic" id="663">-50,120</list></item><item><list struct="atomic" id="664">-30,120</list></item><item><list struct="atomic" id="665">-30,80</list></item><item><list struct="atomic" id="666">10,80</list></item><item><list struct="atomic" id="667">10,120</list></item><item><list struct="atomic" id="668">30,120</list></item><item><list struct="atomic" id="669">30,20</list></item><item><list struct="atomic" id="670">10,20</list></item><item><list struct="atomic" id="671">10,60</list></item><item><list struct="atomic" id="672">-30,60</list></item><item><list struct="atomic" id="673">-30,20</list></item><item><list struct="atomic" id="674">-50,20</list></item></list></variable><variable name="I"><list id="675"><item><list struct="atomic" id="676">-50,20</list></item><item><list struct="atomic" id="677">-50,40</list></item><item><list struct="atomic" id="678">-30,40</list></item><item><list struct="atomic" id="679">-30,100</list></item><item><list struct="atomic" id="680">-50,100</list></item><item><list struct="atomic" id="681">-50,120</list></item><item><list struct="atomic" id="682">10,120</list></item><item><list struct="atomic" id="683">10,100</list></item><item><list struct="atomic" id="684">-10,100</list></item><item><list struct="atomic" id="685">-10,40</list></item><item><list struct="atomic" id="686">10,40</list></item><item><list struct="atomic" id="687">10,20</list></item><item><list struct="atomic" id="688">-50,20</list></item></list></variable><variable name="vertex(s)"><list id="689"><item><list struct="atomic" id="690">79.7623108669452,51.798250327974586</list></item><item><list struct="atomic" id="691">126.44133219180526,33.87985285070957</list></item><item><list struct="atomic" id="692">153.6732839425565,-8.053675546561635</list></item><item><list struct="atomic" id="693">151.0564861304092,-57.985152284290336</list></item><item><list struct="atomic" id="694">119.59046657791737,-96.84245035713889</list></item><item><list struct="atomic" id="695">71.29417526346401,-109.78340261226492</list></item><item><list struct="atomic" id="696">24.615153938603953,-91.86500513499993</list></item><item><list struct="atomic" id="697">-2.616797812147297,-49.93147673772876</list></item><item><list struct="atomic" id="698">0,-5.684341886080802e-14</list></item><item><list struct="atomic" id="699">31.466019552491844,38.857298072848494</list></item></list></variable></variables></project><media name="U2L2-DrawShape" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>