<snapdata remixID="12600611"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U1L3-AngleExperiments2"><notes></notes><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><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" hyperops="true" codify="false" inheritance="false" sublistIDs="false" id="47"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="48"></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50.000000000000455" y="86.60254037844433" heading="330" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" pen="tip" id="54"><costumes><list struct="atomic" id="55"></list></costumes><sounds><list struct="atomic" id="56"></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?</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="299" y="116"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>5</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>5</l></block></block></script></block></script><script x="569" y="119"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="623" y="320"><block s="clear"><comment w="68.5" collapsed="false">Script A.</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="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="612" y="468.83333333333326"><block s="forward"><l>-100</l></block><block s="doWait"><l>.5</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>