<snapdata remixID="12579755"><project name="Square using division" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Square using division"><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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</pentrails><costumes><list 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="0" y="1.3780222754135277e-13" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,254,250,1" 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="10" y="340"><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="65" y="10"><block s="down"><comment w="234.33333333333334" collapsed="true">It&apos;s best to put the pen down before drawing.</comment></block><block s="setHeading"><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="gotoXY"><l>0</l><l>0</l><comment w="188.33333333333334" collapsed="true">You might (or might not) need this.</comment></block><block s="clear"></block></script><script x="296" y="160.5"><block s="doRepeat"><l>3</l><script><block s="down"><comment w="68.5" collapsed="false">Comp Sci</comment></block><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="41" y="174.83333333333337"><block s="doRepeat"><l>4</l><script><block s="down"><comment w="68.5" collapsed="false">Comp Sci</comment></block><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></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Square using division" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>