<snapdata remixID="12528136"><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" 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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="0,8,46,1" 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="542.3333333333333" y="45.666666666666686"><block s="clear"></block><block s="setHeading"><l>0</l></block><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="594.3333333333333" y="177.33333333333337"><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="617.3333333333333" y="356.33333333333337"><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="37" y="194.50000000000006"><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="30" y="386.33333333333337"><block s="clear"></block><block s="doRepeat"><l>60</l><script><block s="setColor"><color>10,25,255,1</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>0,8,46,1</color><comment w="280.83333333333337" collapsed="false">Why is this change in pen color and size useful here?&#xD;It&apos;s useful because the blue line guides and shows where the black line will follow</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="79.00000000000006" y="45.33333333333334"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><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></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>