<snapdata remixID="13265478"><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="0" y="0" heading="234" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="down"></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>3</l></block></block></script></block></script><script x="658" y="109"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></block><block s="doRepeat"><l>6</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="888" y="230.66666666666674"><block s="forward"><l>-100</l></block></script><script x="649" y="325"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="down"></block><block s="doRepeat"><l>6</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="799" y="422.66666666666674"><block s="forward"><l>-100</l></block></script><script x="22.666666666666657" y="334"><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></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>