<snapdata remixID="13778904"><project name="REMIX OF Fractal Leaf BY jdonwells" app="Snap! 10.4.6, https://snap.berkeley.edu" version="2"><notes>All the credit for the base program goes to jdonwells. Link to original: https://snap.berkeley.edu/project?username=jdonwells&amp;projectname=fractal%20leaf&#xD;Click:&#xD;     0 or n to turn off turbo mode&#xD;     1, f, or t to turn on turbo mode&#xD;     B to make the background black&#xD;     W to make the background white&#xD;     3 for triangle fractal&#xD;     6 for hexagon fractal</notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="REMIX OF Fractal Leaf BY jdonwells"><notes>All the credit for the base program goes to jdonwells. Link to original: https://snap.berkeley.edu/project?username=jdonwells&amp;projectname=fractal%20leaf&#xD;Click:&#xD;     0 or n to turn off turbo mode&#xD;     1, f, or t to turn on turbo mode&#xD;     B to make the background black&#xD;     W to make the background white&#xD;     3 for triangle fractal&#xD;     6 for hexagon fractal</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="warpped draw a leaf of size %&apos;size&apos; and return" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>ln</option></l><block var="size"/></block><l>20</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="size"/><block var="Resolution"/></list></block></block><script><block s="doWarp"><script><custom-block s="draw line %s and return"><block var="size"/></custom-block></script></block></script><script><block s="down"></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="turnLeft"><block var="Fan out angle"/></block><block s="doWarp"><script><custom-block s="warpped draw a leaf of size %s and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block></custom-block></script></block><block s="turn"><block s="reportVariadicProduct"><list><block var="Fan out angle"/><l>2</l></list></block></block><block s="doWarp"><script><custom-block s="warpped draw a leaf of size %s and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block></custom-block></script></block><block s="turnLeft"><block var="Fan out angle"/></block><block s="doWarp"><script><custom-block s="warpped draw a leaf of size %s and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.75</l></list></block></custom-block></script></block><block s="up"></block><block s="forward"><block s="reportDifference"><l></l><block s="reportQuotient"><block var="size"/><l>2</l></block></block></block></script></block></script></block-definition><block-definition s="draw line %&apos;steps&apos; and return" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="down"></block><block s="forward"><block var="steps"/></block><block s="up"></block><block s="forward"><block s="reportDifference"><l></l><block var="steps"/></block></block></script></block-definition><block-definition s="draw a leaf of size %&apos;size&apos; and return" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="setPenColorDimension"><l><option>hue</option></l><block s="reportVariadicProduct"><list><block s="reportMonadic"><l><option>ln</option></l><block var="size"/></block><l>20</l></list></block></block><block s="doIfElse"><block s="reportNot"><block s="reportVariadicGreaterThan"><list><block var="size"/><block var="Resolution"/></list></block></block><script><custom-block s="draw line %s and return"><block var="size"/></custom-block></script><script><block s="down"></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>2</l></block></block><block s="turnLeft"><block var="Fan out angle"/></block><custom-block s="draw a leaf of size %s and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block></custom-block><block s="turn"><block s="reportVariadicProduct"><list><block var="Fan out angle"/><l>2</l></list></block></block><custom-block s="draw a leaf of size %s and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.5</l></list></block></custom-block><block s="turnLeft"><block var="Fan out angle"/></block><custom-block s="draw a leaf of size %s and return"><block s="reportVariadicProduct"><list><block var="size"/><l>.75</l></list></block></custom-block><block s="up"></block><block s="forward"><block s="reportQuotient"><block var="size"/><l>-2</l></block></block></script></block></script></block-definition><block-definition s="warped circle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doStopThis"><l><option>all but this script</option></l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>Angle</l><l>0</l></block><block s="setHeading"><block var="Angle"/></block><block s="doRepeat"><l>360</l><script><block s="setSize"><l>3</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>Resolution</l><l>4</l></block><block s="doSetVar"><l>Fan out angle</l><l>60</l></block><custom-block s="warpped draw a leaf of size %s and return"><l>175</l></custom-block><block s="doSetVar"><l>Angle</l><block s="reportVariadicSum"><list><block var="Angle"/><l>1</l></list></block></block><block s="setHeading"><block var="Angle"/></block></script></block></script></block-definition><block-definition s="circle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doStopThis"><l><option>all but this script</option></l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>Angle</l><l>0</l></block><block s="setHeading"><block var="Angle"/></block><block s="doRepeat"><l>360</l><script><block s="setSize"><l>3</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>Resolution</l><l>4</l></block><block s="doSetVar"><l>Fan out angle</l><l>60</l></block><custom-block s="draw a leaf of size %s and return"><l>175</l></custom-block><block s="doSetVar"><l>Angle</l><block s="reportVariadicSum"><list><block var="Angle"/><l>1</l></list></block></block><block s="setHeading"><block var="Angle"/></block></script></block></script></block-definition><block-definition s="warped striped circle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doStopThis"><l><option>all but this script</option></l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>Angle</l><l>0</l></block><block s="setHeading"><block var="Angle"/></block><block s="doUntil"><block s="reportVariadicGreaterThanOrEquals"><list><block var="Angle"/><l>360</l></list></block><script><block s="setSize"><l>3</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>Resolution</l><l>4</l></block><block s="doSetVar"><l>Fan out angle</l><l>60</l></block><custom-block s="warpped draw a leaf of size %s and return"><l>175</l></custom-block><block s="doSetVar"><l>Angle</l><block s="reportVariadicSum"><list><block var="Angle"/><l>3</l></list></block></block><block s="setHeading"><block var="Angle"/></block></script></block></script></block-definition><block-definition s="striped circle" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doStopThis"><l><option>all but this script</option></l></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSetVar"><l>Angle</l><l>0</l></block><block s="setHeading"><block var="Angle"/></block><block s="doUntil"><block s="reportVariadicGreaterThanOrEquals"><list><block var="Angle"/><l>360</l></list></block><script><block s="setSize"><l>3</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="doSetVar"><l>Resolution</l><l>4</l></block><block s="doSetVar"><l>Fan out angle</l><l>60</l></block><custom-block s="draw a leaf of size %s and return"><l>175</l></custom-block><block s="doSetVar"><l>Angle</l><block s="reportVariadicSum"><list><block var="Angle"/><l>3</l></list></block></block><block s="setHeading"><block var="Angle"/></block></script></block></script></block-definition><block-definition s="Triangle Fractal" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>3</l><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>255</l></list></block></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>3</l><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>255</l></list></block></block><block s="forward"><l>25</l></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="Hexagon Fractal" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="show"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="gotoXY"><l>-25</l><l>75</l></block><block s="down"></block><block s="doRepeat"><l>6</l><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>6</l><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>0</l><l>255</l><l>0</l><l>255</l></list></block></block><block s="forward"><l>50</l></block><block s="doRepeat"><l>6</l><script><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>0</l><l>0</l><l>255</l><l>255</l></list></block></block><block s="forward"><l>25</l></block><block s="turn"><l>60</l></block></script></block><block s="turn"><l>60</l></block></script></block><block s="turn"><l>60</l></block></script></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="0" color="0,0,0,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="509"></list></costumes><sounds><list struct="atomic" id="510"></list></sounds><variables></variables><blocks></blocks><scripts><script x="28" y="89.33333333333334"><block s="receiveKey"><l><option>b</option></l><list></list></block><block s="setBackgroundColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>0</l><l>0</l><l>0</l><l>255</l></list></block></block></script><script x="36" y="163.33333333333337"><block s="receiveKey"><l><option>w</option></l><list></list></block><block s="setBackgroundColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>255</l><l>255</l><l>255</l></list></block></block></script><script x="40" y="233.33333333333337"><block s="receiveCondition"><block s="reportVariadicOr"><list><block s="reportKeyPressed"><l><option>0</option></l></block><block s="reportKeyPressed"><l><option>n</option></l></block></list></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><script x="42" y="313"><block s="receiveCondition"><block s="reportVariadicOr"><list><block s="reportKeyPressed"><l><option>1</option></l></block><block s="reportKeyPressed"><l><option>f</option></l></block><block s="reportKeyPressed"><l><option>t</option></l></block></list></block></block><block s="doSetGlobalFlag"><l><option>turbo mode</option></l><block s="reportBoolean"><l><bool>true</bool></l></block></block></script></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.1368683772161603e-12" y="-180" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="162.0054903628341,255,0,1" pen="tip" id="578"><costumes><list struct="atomic" id="579"></list></costumes><sounds><list struct="atomic" id="580"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" y="10"><block s="receiveGo"></block><block s="doStopThis"><l><option>all but this script</option></l></block><block s="up"></block><block s="setSize"><l>3</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="gotoXY"><l>0</l><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block></block><block s="doSetVar"><l>Angle</l><l>0</l></block><block s="doSetVar"><l>Resolution</l><l>4</l></block><block s="doSetVar"><l>Fan out angle</l><l>60</l></block><block s="setHeading"><block var="Angle"/></block><block s="clear"></block><block s="show"></block><custom-block s="draw a leaf of size %s and return"><l>175</l></custom-block></script><script x="157.9999999999999" y="24"><block s="show"></block><custom-block s="circle"></custom-block></script><script x="218.66666666666663" y="25.33333333333303"><block s="show"></block><custom-block s="striped circle"></custom-block></script><script x="313.9999999999999" y="28.333333333333144"><block s="hide"></block><custom-block s="warped circle"></custom-block></script><script x="413.9999999999999" y="30.33333333333303"><block s="hide"></block><custom-block s="warped striped circle"></custom-block></script><script x="16" y="314.3333333333335"><block s="receiveKey"><l><option>3</option></l><list></list></block><block s="doStopThis"><l><option>all but this script</option></l></block><custom-block s="Triangle Fractal"></custom-block></script><comment x="31.33333333333337" y="425.3333333333336" w="286" collapsed="false">For set pen hue\/ to (ln\/ of size)*20:&#xD;LN is normal&#xD;abs, neg, ceiling, floor, atan, and id is chaotic.&#xD;sqrt is cool.&#xD;sin, cos, tan, log, lg looks normal.&#xD;tan, e^, 10^, and 2^ are chaotic but cool.&#xD;asin, acos, is a solid color.</comment><script x="275.9999999999999" y="73.99999999999983"><block s="doStopThis"><l><option>all but this script</option></l></block><block s="up"></block><block s="setSize"><l>3</l></block><block s="setPenColorDimension"><l><option>r-g-b(-a)</option></l><block s="reportNewList"><list><l>255</l><l>0</l><l>0</l><l>255</l></list></block></block><block s="gotoXY"><l>0</l><block s="reportAttributeOf"><l><option>bottom</option></l><l>Stage</l></block></block><block s="doSetVar"><l>Angle</l><l>0</l></block><block s="doSetVar"><l>Resolution</l><l>4</l></block><block s="doSetVar"><l>Fan out angle</l><l>60</l></block><block s="setHeading"><block var="Angle"/></block><block s="clear"></block><block s="show"></block><custom-block s="warpped draw a leaf of size %s and return"><l>175</l></custom-block></script><script x="174.33333333333337" y="329.0000000000002"><block s="receiveKey"><l><option>6</option></l><list></list></block><block s="doStopThis"><l><option>all but this script</option></l></block><custom-block s="Hexagon Fractal"></custom-block></script></scripts></sprite><watcher var="Resolution" style="normal" x="10" y="10" color="243,118,29" 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