<snapdata remixID="9286266"><project name="Perfect Pinwheel block" app="Snap! 5.4, 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" penlog="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="-67.60254037844447" y="-11.999999999999119" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="16.666666666666657" 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="16.666666666666657" y="40.66666666666667"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" y="74.66666666666664"><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="16.666666666666657" y="108.66666666666664"><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="16.666666666666657" y="279.00000000000006"><block s="clear"></block><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="30" y="531.3333333333334"><custom-block s="Pinwheel, Branches %s"><l>10</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;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Perfect Pinwheel block" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>