<snapdata remixID="14571188"><project name="hutzell_emma-grace_2.1" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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select="1"><scene name="hutzell_emma-grace_2.1"><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="99.45218953682638" y="10.452846326766007" heading="228" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="17,4,0,1" 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="37" y="10"><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block></script><script x="37" y="43.99999999999997"><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="37" y="78.00000000000006"><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>3</l></block></block></script></block></script><script x="37.99999999999994" y="278.0000000000002"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block></script><script x="37.99999999999994" y="348.66666666666697"><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="10" y="530.3333333333326"><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="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="forward"><l>100</l></block><block s="doWait"><l>1</l></block><block s="setColor"><color>17,4,0,1</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="hutzell_emma-grace_2.1" app="Snap! 11.0.3, https://snap.berkeley.edu" version="2"></media></snapdata>