<snapdata remixID="13245202"><project name="U1L3-AngleExperiments2" app="Snap! 9.0, 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"><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" id="47"><pentrails>data:image/png;base64,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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="-177.95708614270347" y="-9.326335692419747" heading="234" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="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="16.666666666666657" y="279"><block s="clear"></block></script><script x="490" y="43.33333333333334"><block s="down"></block><block s="clear"></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>6</l></block></block></script></block></script><script x="29.666666666666657" y="355.8333333333333"><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>