<snapdata remixID="11540862"><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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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="86.60254037844334" y="50.000000000000114" heading="180" 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="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="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</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="231" y="151"><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></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="410" y="74.16666666666666"><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="forward"><l></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>