<snapdata remixID="14161630"><project name="U1L3-AngleExperiments2 ST" app="Snap! 10.4.5, 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 ST"><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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</pentrails><costumes><list 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="0" 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="74.66666666666666"><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>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="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="386" y="118.16666666666666"><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="doWait"><l>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script></block></script><script x="641" y="113.16666666666666"><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><script x="768" y="423.33333333333337"><block s="clear"></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2 ST" app="Snap! 10.4.5, https://snap.berkeley.edu" version="2"></media></snapdata>