<snapdata remixID="10502900"><project name="U1L3-AngleExperiments2" app="Snap! 6, https://snap.berkeley.edu" 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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="14.314482547738862" y="12.91306063588695" heading="48" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,31,224,1" 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="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>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="37.66666666666663" y="322.8333333333333"><block s="doRepeat"><l>12</l><script><block s="setColor"><color>204,46,0,1</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>0,31,224,1</color><comment w="280.83333333333337" collapsed="true">Why is this change in pen color and size useful here?</comment></block><block s="setSize"><l>6</l></block><block s="forward"><l>-100</l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script><comment w="358.8333333333333" collapsed="true">Script B.&#xD;The second hand on a clock must make 60 small turns to make a full rotation.</comment></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>