<snapdata remixID="9493009"><project name="Art with Polygons page 2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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="true" hyperops="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="-9.510565162959892" y="3.0901699437526133" heading="108" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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><script x="11" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block></script><script x="11" y="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="11" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="11" y="108.6666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="11" y="279.0000000000001"><block s="clear"></block></script><script x="512.3333333333334" y="62.99999999999997"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="538.3333333333334" y="216.00000000000003"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.5</l></block><block s="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="511.33333333333337" y="382.83333333333326"><block s="doRepeat"><l>2</l><script><block s="forward"><l>150</l></block><block s="doSayFor"><l>length is drawn</l><l>2</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>75</l></block><block s="doSayFor"><l>height is drawn</l><l>2</l></block><block s="turnLeft"><l></l></block></script></block></script><script x="10" y="327.83333333333337"><block s="doRepeat"><l>60</l><script><block s="setColor"><color>0,4,3,1</color></block><block s="setSize"><l>1</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>255,254,250,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>3</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>60</l></block></block></script><comment w="358.8333333333333" collapsed="false">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></block></script><script x="294" y="602.6666666666665"><custom-block s="nest squares %n"><l>100</l></custom-block></script><script x="80" y="596.1666666666665"><custom-block s="pinwheel branches %s %n"><l>4</l><l>200</l></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="setting %&apos;which&apos;" type="reporter" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;User&#xD;Presentation mode&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale&#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></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l>which</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        return ide.projectNotes;&#xD;    case &apos;Project name&apos;:&#xD;        return ide.projectName;&#xD;    case &apos;User&apos;:&#xD;        return SnapCloud.username;&#xD;    case &apos;Presentation mode&apos;:&#xD;        return ide.isAppMode;&#xD;    case &apos;Language&apos;:&#xD;        return SnapTranslator.language;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        return SyntaxElementMorph.prototype.scale;&#xD;    case &apos;Stage size&apos;:&#xD;        return new List([StageMorph.prototype.dimensions.x,&#xD;                                   StageMorph.prototype.dimensions.y]);&#xD;    case &apos;Stage scale&apos;:&#xD;       return stage.scale;&#xD;    case &apos;Retina display support&apos;:&#xD;        return isRetinaEnabled();&#xD;    case &apos;Long form input dialog&apos;:&#xD;        return InputSlotDialogMorph.prototype.isLaunchingExpanded;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        return BlockLabelPlaceHolderMorph.prototype.plainLabel;&#xD;    case &apos;Input sliders&apos;:&#xD;        return MorphicPreferences.useSliderForInput;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        return ArgMorph.prototype.executeOnSliderEdit;&#xD;    case &apos;Clicking sound&apos;:&#xD;        return !!BlockMorph.prototype.snapSound;&#xD;    case &apos;Turbo mode&apos;:&#xD;        return stage.isFastTracked;&#xD;    case &apos;Flat design&apos;:&#xD;        return MorphicPreferences.isFlat;&#xD;    case &apos;Keyboard editing&apos;:&#xD;        return ScriptsMorph.prototype.enableKeyboard;&#xD;    case &apos;Table support&apos;:&#xD;        return List.prototype.enableTables;&#xD;    case &apos;Table lines&apos;:&#xD;        return TableMorph.prototype.highContrast;&#xD;    case &apos;Visible stepping&apos;:&#xD;        return Process.prototype.enableSingleStepping;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        return stage.isThreadSafe;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        return StageMorph.prototype.frameRate &gt; 0;&#xD;    case &apos;Flat line ends&apos;:&#xD;        return SpriteMorph.prototype.useFlatLineEnds;&#xD;    case &apos;Codification support&apos;:&#xD;        return StageMorph.prototype.enableCodeMapping;&#xD;    case &apos;Inheritance support&apos;:&#xD;        return StageMorph.prototype.enableInheritance;&#xD;    default: return which;&#xD;}</l></block><list><block var="which"/></list></block></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;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        return;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        return;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        return;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        return;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        return;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        return;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        return;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        return;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) return;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        return;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;            if (ScriptsMorph.prototype.enableKeyboard) {&#xD;                ide.removeSetting(&apos;keyboard&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;keyboard&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;            if (List.prototype.enableTables) {&#xD;                ide.removeSetting(&apos;tables&apos;);&#xD;            } else {&#xD;                ide.saveSetting(&apos;tables&apos;, false);&#xD;            }&#xD;        return;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;                if (TableMorph.prototype.highContrast) {&#xD;                    ide.saveSetting(&apos;tableLines&apos;, true);&#xD;                } else {&#xD;                    ide.removeSetting(&apos;tableLines&apos;);&#xD;                }&#xD;        return;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        return;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        return;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        return;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        return;&#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;        return;&#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;        return;&#xD;}</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="set value %&apos;which&apos; to %&apos;value&apos;" type="command" category="sensing"><header></header><code></code><translations></translations><inputs><input type="%s" readonly="true"><options>Project notes&#xD;Project name&#xD;Language&#xD;Zoom blocks&#xD;Stage size&#xD;Stage scale</options></input><input type="%s"></input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>which</l><l>value</l></list><l>var   stage = this.parentThatIsA(StageMorph),&#xD;        ide = stage.parentThatIsA(IDE_Morph),&#xD;        world = stage.parentThatIsA(WorldMorph);&#xD;&#xD;switch (which) {&#xD;    case &apos;Project notes&apos;:&#xD;        ide.projectNotes = value;&#xD;        return;&#xD;    case &apos;Project name&apos;:&#xD;        ide.setProjectName(value);&#xD;        return;&#xD;    case &apos;Language&apos;:&#xD;        ide.setLanguage(value);&#xD;        return;&#xD;    case &apos;Zoom blocks&apos;:&#xD;        if (!isNaN(value)) ide.setBlocksScale(Math.min(value, 12));&#xD;        return;&#xD;    case &apos;Stage size&apos;:&#xD;        if ((value instanceof List) &amp;&amp; value.length()==2&#xD;                       &amp;&amp; !isNaN(value.at(1)) &amp;&amp; !isNaN(value.at(2)))&#xD;            ide.setStageExtent(new Point(value.at(1), value.at(2)));&#xD;        return;&#xD;    case &apos;Stage scale&apos;:&#xD;        ide.toggleStageSize(value != 1, Math.max(0.1, value));&#xD;        return;&#xD;};</l></block><list><block var="which"/><block var="value"/></list></block></script></block-definition><block-definition s="pinwheel branches %&apos;number of branches&apos; %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>10</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="size"/></block></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="nest squares %&apos;exitNumber&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="exitNumber"/><script><custom-block s="pinwheel branches %s %n"><l>4</l><block s="reportProduct"><block var="i"/><l>10</l></block></custom-block></script></block></script></block-definition></blocks><variables></variables></project><media name="Art with Polygons page 2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>