<snapdata remixID="9596897"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" 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name="Stage" width="480" height="360" costume="2" 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 id="2"><item><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" id="3"/></item><item><costume name="Untitled(2)" center-x="240" center-y="180" 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AgAN0kwQIECBAQID9AAECBAgQCAQEOEA3SYAAAQIELmhgaBBRNtU9AAAAAElFTkSuQmCC" id="4"/></item></list></costumes><sounds><list struct="atomic" id="5"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><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="33,0,205,1" pen="tip" id="10"><costumes><list struct="atomic" id="11"></list></costumes><sounds><list struct="atomic" id="12"></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>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="279"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>255,232,21,1</color></block><block s="setSize"><l>8</l></block><block s="forward"><l>100</l></block><block s="doWait"><l>0</l></block><block s="setColor"><color>33,0,205,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>4</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="526" y="110.66666666666666"><block s="forward"><l>-100</l></block></script><script x="230" y="136.66666666666666"><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="460" y="147.66666666666666"><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="335" y="122.66666666666666"><block s="forward"><l>-100</l></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>