<snapdata remixID="11664561"><project name="U1L3-AngleExperiments2.1" 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-AngleExperiments2.1"><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" 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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="-4.547473508864641e-13" y="2.5579538487363607e-13" heading="90" 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="11.333333333333314" 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="11.333333333333314" y="40.66666666666663"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="11.333333333333314" y="74.66666666666663"><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="11.333333333333314" y="122.16666666666663"><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="18.333333333333314" y="312"><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>3</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="334.66666666666663" y="122.16666666666663"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>1</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>4</l></block></block></script></block></script><script x="391" y="21.500000000000057"><block s="clear"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block></script><script x="485" y="408.8333333333335"><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="526" y="90.83333333333348"><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>.5</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2.1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>