<snapdata remixID="10659850"><project name="u1l4" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><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" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="-13.397459621557118" y="50.00000000000051" heading="270" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></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="74.66666666666666"><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="108.6666666666666"><block s="clear"><comment w="80" 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="279.0000000000001"><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="332" y="104.66666666666666"><block s="clear"><comment w="80" collapsed="false">3 branch</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l></l></block><block s="forward"><l>-100</l></block><block s="doWait"><l></l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block></script></block></script><script x="486" y="222.66666666666666"><block s="clear"><comment w="80" collapsed="false">triangle</comment></block><block s="doRepeat"><l>3</l><script><block s="forward"><l>100</l></block><block s="doWait"><l></l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>3</l></block></block><block s="doWait"><l></l></block></script></block></script><script x="508" y="375.66666666666663"><block s="clear"><comment w="80" collapsed="false">triangle</comment></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l></l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block><block s="doWait"><l></l></block></script></block></script></scripts></sprite></sprites></stage><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><variables></variables></project><media name="u1l4" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>