<snapdata remixID="9531242"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" 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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="-9.094947017729282e-13" y="4.547473508864641e-13" 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="40.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="16.666666666666657" 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="16.666666666666657" y="108.66666666666666"><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"><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? So we can see the change in time.</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="230" y="124.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A. Triangle</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="445" y="127.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">Script A. Square</comment></block><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></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></blocks><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>