<snapdata remixID="12229684"><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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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="392.66666666666674" y="18.333333333333343"><block s="clear"></block></script><script x="13" y="122.16666666666666"><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="222.66666666666674" y="128.33333333333334"><block s="clear"></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>1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="420.66666666666674" y="133.33333333333337"><block s="clear"></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="620.3333333333334" y="138.33333333333334"><block s="clear"></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" y="526"><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="10" y="307.33333333333337"><block s="clear"></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="213" y="308.33333333333337"><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>