<snapdata remixID="14563392"><project name="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="2020 - U1L3-AngleExperiments2 (starter)"><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="43.70160244488193" y="-134.4997023927914" heading="117" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="113.6666666666666"><block s="clear"><comment w="80" 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="16.666666666666657" y="284.0000000000001"><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="doWait"><l>1</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="411" y="10"><block s="clear"><comment w="80" 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="544" y="219"><block s="clear"><comment w="80" 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="502" y="461.16666666666663"><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="16.666666666666657" y="40.833333333333286"><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="225.66666666666663" y="112.66666666666666"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="224.66666666666663" y="170.66666666666663"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"></block></script><script x="599" y="392.8333333333333"><block s="forward"><l>-100</l></block></script><script x="602" y="447"><block s="forward"><l>-100</l></block></script><script x="633" y="497.83333333333337"><block s="forward"><l>-100</l></block></script><script x="280" y="513.1666666666666"><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="2020 - U1L3-AngleExperiments2 (starter)" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>