<snapdata remixID="11515153"><project name="Snap! Lab1" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Snap! Lab1"><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" id="47"><pentrails>data:image/png;base64,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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="3.410605131648481e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,4,3,1" 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="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="40.66666666666663"><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="74.66666666666652"><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="108.66666666666652"><block s="clear"><comment w="68.5" collapsed="false">Script A.</comment></block><block s="doRepeat"><l>60</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>60</l></block></block></script></block></script><script x="16.666666666666657" y="278.99999999999983"><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="368" y="116.56666666666672"><block s="clear"></block><block s="doRepeat"><l>10</l><script><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="478" y="149.4000000000001"><block s="forward"><l>-100</l></block></script><script x="232" y="142"><block s="doRepeat"><l>4</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>4</l></block></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Snap! Lab1" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>