<snapdata remixID="13566382"><project name="U1L3-AngleExperiments2" app="Snap! 10, 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><primitives></primitives><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="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="35.0577898659692" y="-164.86180260634603" heading="129" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></list></sounds><blocks></blocks><variables></variables><scripts><script x="25" 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="25" y="40.66666666666664"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="25" 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="25" y="108.66666666666664"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>6</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>6</l></block></block></script></block></script><script x="256.33333333333337" y="112.00000000000001"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;5</comment></block><block s="down"></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="515.3333333333334" y="110.00000000000001"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;8</comment></block><block s="down"></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="30" y="556"><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="24.333333333333343" y="294"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;3</comment></block><block s="down"></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="277.33333333333337" y="321"><block s="clear"><comment w="68.5" collapsed="false">Script A.&#xD;3</comment></block><block s="down"></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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 10, https://snap.berkeley.edu" version="2"></media></snapdata>