<snapdata remixID="11568601"><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="-173.20508075688826" y="-99.99999999999898" heading="300" 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="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="346" y="106"><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="514" y="403"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>