<snapdata remixID="12203449"><project name="U1L3-AngleExperiments2" app="Snap! 7, 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="-4.547473508864641e-13" y="2.2737367544323206e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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>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>6</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>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="454" y="70"><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>6</l></block></block></script></block></script><script x="473" y="397"><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>6</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-AngleExperiments2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>