<snapdata remixID="13599028"><project name="U1L3-AngleExperiments2" app="Snap! 10, 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><primitives></primitives><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="48"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="49"></list></costumes><sounds><list struct="atomic" id="50"></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="55"><costumes><list struct="atomic" id="56"></list></costumes><sounds><list struct="atomic" id="57"></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="74.6666666666666"><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="108.6666666666666"><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><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! 10, https://snap.berkeley.edu" version="2"></media></snapdata>