<snapdata remixID="13562378"><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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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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="12" 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="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="74.66666666666664"><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="108.66666666666663"><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="278.99999999999994"><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="84" y="103.99999999999994"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="249" y="121.99999999999994"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="464" y="30.999999999999986"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="516" y="200.83333333333331"><block s="forward"><l>-100</l></block></script><script x="532" y="249.83333333333331"><block s="forward"><l>-100</l></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>