<snapdata remixID="8814627"><project name="U2L4-FractalArt" 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="flat" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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s="setHeading"><l>90</l></block></script><script x="20" y="268"><block s="clear"></block></script><script x="20" y="304"><block s="receiveGo"></block><block s="down"></block><custom-block s="Square Fractal size: %s"><l>50</l></custom-block></script><script x="20" y="396"><custom-block s="Draw brick wall %n rows with Bricks per Row: %s of Brick Length: %s Width: %s Mortar: %s"><l>20</l><l>25</l><l>30</l><l>10</l><l>4</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Triangle Fractal size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>5</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="Triangle Fractal size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Square Fractal size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>5</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="Square Fractal size: %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="Any Fractal size: %&apos;size&apos; sides: %&apos;side&apos; minsize: %&apos;minsize&apos; layersize: %&apos;layersize&apos;" type="command" category="motion"><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="doIf"><block s="reportGreaterThan"><block var="size"/><block var="minsize"/></block><script><block s="doRepeat"><block var="side"/><script><block s="forward"><block var="size"/></block><custom-block s="Any Fractal size: %s sides: %s minsize: %s layersize: %s"><block s="reportQuotient"><block var="size"/><block var="layersize"/></block><block var="side"/><block var="minsize"/><block var="layersize"/></custom-block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="side"/></block></block></script></block></script></block></script></block-definition><block-definition s="Lolipop" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="doWarp"><script><custom-block s="Any Fractal size: %s sides: %s minsize: %s layersize: %s"><l>100</l><l>100</l><l>2</l><l>2</l></custom-block></script></block></script></block-definition><block-definition s="set flag %&apos;which&apos; to %&apos;tf&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Presentation mode&#xD;Retina display support&#xD;Long form input dialog&#xD;Plain prototype labels&#xD;Input sliders&#xD;Execute on slider change&#xD;Clicking sound&#xD;Turbo mode&#xD;Flat design&#xD;Keyboard editing&#xD;Table support&#xD;Table lines&#xD;Visible stepping&#xD;Thread safe scripts&#xD;Prefer smooth animations&#xD;Flat line ends&#xD;Codification support&#xD;Inheritance support</options></input><input type="%b"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>tf</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;if (tf != !!tf) return;&#xD;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;        break;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;        break;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#xD;    case &apos;Codification support&apos;:&#xD;        if (tf != StageMorph.prototype.enableCodeMapping) {&#xD;            StageMorph.prototype.enableCodeMapping = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;    case &apos;Inheritance support&apos;:&#xD;        if (tf != StageMorph.prototype.enableInheritance) {&#xD;            StageMorph.prototype.enableInheritance = tf;&#xD;            ide.currentSprite.blocksCache.variables = null;&#xD;            ide.currentSprite.paletteCache.variables = null;&#xD;            ide.refreshPalette();&#xD;        }&#xD;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="draw brick, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="set flat line ends to %b"><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><block s="setSize"><block var="width"/></block><block s="down"></block><block s="forward"><block var="length"/></block><block 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