<snapdata remixID="12283828"><project name="Lab 2.4 Abstraction " app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 2.4 Abstraction "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Make Spiral x: %&apos;x&apos; y: %&apos;y&apos; length %&apos;length&apos; closeness %&apos;closeness&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block var="y"/></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><block var="length"/><script><block s="setSize"><block s="reportVariadicProduct"><list><block var="i"/><l>.05</l></list></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><block var="closeness"/></list></block></block><block s="turn"><l>15</l></block></script></block></script></block-definition><block-definition s="Make %&apos;number&apos; Flowers" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doFor"><l>stem</l><l>1</l><block var="number"/><script><block s="setHeading"><l>0</l></block><block s="up"></block><block s="setColor"><color>55,201,0,1</color></block><block s="gotoXY"><block s="reportVariadicSum"><list><l>-250</l><block s="reportVariadicProduct"><list><block var="stem"/><block s="reportQuotient"><l>450</l><block var="number"/></block></list></block><block s="reportRandom"><l>-10</l><l>10</l></block></list></block><block s="reportVariadicSum"><list><l>-50</l><block s="reportRandom"><l>-100</l><l>0</l></block></list></block></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>50</l><script><block s="setSize"><block s="reportDifference"><l>6</l><block s="reportVariadicProduct"><list><block var="i"/><l>.1</l></list></block></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>.1</l></list></block></block><block s="turn"><block s="reportVariadicProduct"><list><l>1</l><block s="reportQuotient"><block s="reportRandom"><l>-20</l><l>20</l></block><l>10</l></block></list></block></block></script></block><block s="doAddToList"><block s="xPosition"></block><block var="x coords"/></block><block s="doAddToList"><block s="yPosition"></block><block var="y coords"/></block></script></block></script></block-definition><block-definition s="Make Spiral" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><block s="setColor"><color>0,16,22,1</color></block><block s="floodFill"></block><block s="setColor"><color>95,239,0,1</color></block><block s="doFor"><l>i</l><l>1</l><l>100</l><script><block s="setSize"><block s="reportVariadicProduct"><list><block var="i"/><l>.05</l></list></block></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>.1</l></list></block></block><block s="turn"><l>15</l></block></script></block></script></block-definition><block-definition s="Make Squaral" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><block s="setColor"><color>0,16,22,1</color></block><block s="floodFill"></block><block s="setColor"><color>95,239,0,1</color></block><block s="doFor"><l>i</l><l>1</l><l>199</l><script><block s="setSize"><block s="reportVariadicSum"><list><l>1</l><block s="reportVariadicProduct"><list><block var="i"/><l>0.05</l></list></block></list></block></block><block s="changePenColorDimension"><l><option>hue</option></l><l>5</l></block><block s="forward"><block s="reportVariadicProduct"><list><block var="i"/><l>1.2</l></list></block></block><block s="turn"><l>45</l></block></script></block></script></block-definition><block-definition s="Make Circle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><block s="setColor"><color>0,16,22,1</color></block><block s="floodFill"></block><block s="setColor"><color>95,239,0,1</color></block><block s="doRepeat"><l>100</l><script><block s="setSize"><l>5</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block></script></block></script></block-definition></blocks><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="221"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="222"></list></costumes><sounds><list struct="atomic" id="223"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="37.193733863507305" y="-72.67508891876673" heading="238.89999999999986" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="55,201,0,1" pen="tip" id="228"><costumes><list struct="atomic" id="229"></list></costumes><sounds><list struct="atomic" id="230"></list></sounds><blocks></blocks><variables></variables><scripts><script x="12.000000000000007" y="6.289308176100628"><block s="receiveGo"></block><block s="clear"></block><block s="setColor"><color>22,16,0,1</color></block><block s="floodFill"></block><block s="doSetVar"><l>x coords</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>y coords</l><block s="reportNewList"><list></list></block></block><custom-block s="Make %s Flowers"><l>10</l></custom-block><block s="setColor"><color>255,67,31,1</color></block><block s="doFor"><l>i</l><l>1</l><l>10</l><script><custom-block s="Make Spiral x: %s y: %s length %s closeness %s"><block s="reportListItem"><block var="i"/><block var="x coords"/></block><block s="reportListItem"><block var="i"/><block var="y coords"/></block><l></l><l></l></custom-block></script></block></script><script x="187.43902439024396" y="71.58808866390554"><custom-block s="Make Circle"></custom-block></script><script x="292.8170731707317" y="107.26695045252339"><custom-block s="Make Spiral"></custom-block></script><script x="320.9229125867901" y="39.283507333420566"><block s="doRepeat"><l>100</l><script><block s="doWait"><l>0.05</l></block><block s="doWarp"><script><custom-block s="Make Squaral"></custom-block></script></block></script></block></script><script x="211.88151310655093" y="147.8188789534913"><custom-block s="Make Spiral x: %s y: %s length %s closeness %s"><l>40</l><l>30</l><l>50</l><l></l></custom-block><custom-block s="Make Spiral x: %s y: %s length %s closeness %s"><l>-50</l><l>100</l><l>100</l><l></l></custom-block></script><script x="38.92553826378365" y="303.74131081931944"><block s="clear"></block><custom-block s="Make Spiral x: %s y: %s length %s closeness %s"><l>-70</l><l>70</l><l>230</l><l>0.2</l></custom-block></script></scripts></sprite><watcher var="x coords" style="normal" x="14.678899082569387" y="14.678899082568805" color="243,118,29" hidden="true"/><watcher var="y coords" style="normal" x="7.3732718894009395" y="7.373271889400925" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="x coords"><list struct="atomic" id="303"></list></variable><variable name="y coords"><list struct="atomic" id="304"></list></variable></variables></scene></scenes></project><media name="Lab 2.4 Abstraction " app="Snap! 8.1, https://snap.berkeley.edu" version="2"></media></snapdata>