<snapdata remixID="9597016"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="1" 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" scheduled="false" 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id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item></list></costumes><sounds><list struct="atomic" id="4"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="0" heading="174" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="227,0,255,1" pen="tip" id="9"><costumes><list struct="atomic" id="10"></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="10.000000000000028"><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="30" y="40.666666666666686"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="30" y="74.66666666666671"><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="30" y="108.6666666666668"><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="30" y="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>205,0,252,1</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>227,0,255,1</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="229.33333333333343" y="122.66666666666688"><block s="doRepeat"><l>3</l><script><block s="forward"><l>200</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="426.3333333333335" y="121.66666666666683"><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></scripts></sprite></sprites></stage><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><variables></variables></project><media name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>