<snapdata remixID="14652650"><project name="Gallegos - U1L3-AngleExperiments2" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Gallegos - 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" 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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="-99.45218953682775" y="-10.452846326765126" heading="264" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="20" y="20"><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="20" y="55.83333333333334"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="20" y="94.83333333333334"><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="20" y="133.83333333333334"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="20" y="308.6666666666667"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>8</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>8</l></block></block></script></block></script><script x="20" y="462.5"><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>4</l></block></block></script></block></script><script x="20" y="616.3333333333333"><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="Gallegos - U1L3-AngleExperiments2" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>