<snapdata remixID="9278210"><project name="U1L3-AngleExperiments1" app="Snap! 5.4, http://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" 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="-93.58330249197843" y="3.000000000001336" heading="300" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="16.666666666666657" y="74.66666666666663"><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="108.66666666666663"><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="46" y="538.3333333333334"><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"><comment w="90" collapsed="false">add comment here...</comment></block></block></block></script><comment w="90" collapsed="false">This moves in the perfect way to create a pinwheel easy and efficent.</comment></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>