<snapdata remixID="11511851"><project name="U1L3-AngleExperiments2" app="Snap! 7, 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="80.90169943749379" y="-140.12585384440706" heading="222" 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"></block></script><script x="16.666666666666657" y="40.66666666666666"><block s="setHeading"><l>0</l></block></script><script x="16.666666666666657" y="74.66666666666666"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="16.666666666666657" y="108.66666666666666"><block s="clear"><comment w="68.5" collapsed="false">3 Lines</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="281" y="112.16666666666666"><block s="clear"><comment w="90" collapsed="false">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="580" y="102.16666666666666"><block s="clear"></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><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>