<snapdata remixID="9727239"><project name="U1L3-AngleExperiments2-YMora-Antonio" 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="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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-0.5755395683453295" y="-0.437910541131813" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="10" 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="10" y="40.66666666666667"><block s="setHeading"><l>90</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="10" y="74.66666666666659"><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="10" y="108.6666666666667"><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="10" y="278.9999999999996"><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="226.33333333333343" y="104.6666666666667"><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="441.333333333334" y="101.66666666666666"><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><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-YMora-Antonio" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>