<snapdata remixID="8972562"><project name="U2L4-brickwall" app="Snap! 5.1, http://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" volume="100" pan="0" lines="flat" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" 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center-x="89.5" center-y="140.5" 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id="48"/></item></list></costumes><sounds><list struct="atomic" id="49"></list></sounds><blocks></blocks><variables></variables><scripts><script x="51" y="24"><block s="setScale"><l>30</l></block></script><script x="347" y="39"><block s="clear"></block></script><script x="508" y="44"><block s="gotoXY"><l>-35</l><l>30</l></block></script><script x="55" y="86"><block s="receiveGo"></block><block s="doAsk"><l>Do you want me to draw a wall?</l></block><block s="doIf"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doAsk"><l>How tall do you want it to be?</l></block><block s="doSetVar"><l>height</l><block s="getLastAnswer"></block></block><custom-block s="draw a brick wall with %s rows of brick width %s and length %s"><block var="height"/><l>20</l><l>30</l></custom-block></script></block><block s="doGlide"><l>1</l><l>-35</l><l>30</l></block></script><script x="281" y="266"><custom-block s="draw a brick wall with %s rows of brick width %s and length %s"><l></l><l></l><l></l></custom-block></script><script x="211" y="398"><custom-block s="row B"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><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;&#xD;try{&#xD;ide.savingPreferences = false;&#xD;&#xD;switch (which) {&#xD;    case &apos;Presentation mode&apos;:&#xD;        if (tf != ide.isAppMode) ide.toggleAppMode();&#xD;        break;&#xD;    case &apos;Retina display support&apos;:&#xD;        if (tf != isRetinaEnabled()) ide.toggleRetina();&#xD;        break;&#xD;    case &apos;Long form input dialog&apos;:&#xD;        if (tf != InputSlotDialogMorph.prototype.isLaunchingExpanded)&#xD;            ide.toggleLongFormInputDialog();&#xD;        break;&#xD;    case &apos;Plain prototype labels&apos;:&#xD;        if (tf != BlockLabelPlaceHolderMorph.prototype.plainLabel)&#xD;            ide.togglePlainPrototypeLabels();&#xD;        break;&#xD;    case &apos;Input sliders&apos;:&#xD;        MorphicPreferences.useSliderForInput = tf;&#xD;        break;&#xD;    case &apos;Execute on slider change&apos;:&#xD;        ArgMorph.prototype.executeOnSliderEdit = tf;&#xD;        break;&#xD;    case &apos;Clicking sound&apos;:&#xD;        if (tf != !!BlockMorph.prototype.snapSound)&#xD;            BlockMorph.prototype.toggleSnapSound();&#xD;        break;&#xD;    case &apos;Turbo mode&apos;:&#xD;        if (tf != stage.isFastTracked)&#xD;            ide.toggleFastTracking();&#xD;        break;&#xD;    case &apos;Flat design&apos;:&#xD;        if (tf == MorphicPreferences.isFlat) break;&#xD;        if (tf)&#xD;            ide.flatDesign();&#xD;        else&#xD;            ide.defaultDesign();&#xD;        break;&#xD;    case &apos;Keyboard editing&apos;:&#xD;            ScriptsMorph.prototype.enableKeyboard = tf;&#xD;        break;&#xD;    case &apos;Table support&apos;:&#xD;            List.prototype.enableTables = tf;&#xD;        break;&#xD;    case &apos;Table lines&apos;:&#xD;                TableMorph.prototype.highContrast = tf;&#xD;        break;&#xD;    case &apos;Visible stepping&apos;:&#xD;        if (tf != Process.prototype.enableSingleStepping)&#xD;            ide.toggleSingleStepping();&#xD;        break;&#xD;    case &apos;Thread safe scripts&apos;:&#xD;        stage.isThreadSafe = tf;&#xD;        break;&#xD;    case &apos;Prefer smooth animations&apos;:&#xD;        if (tf != (StageMorph.prototype.frameRate &gt; 0))&#xD;            ide.toggleVariableFrameRate();&#xD;        break;&#xD;    case &apos;Flat line ends&apos;:&#xD;        SpriteMorph.prototype.useFlatLineEnds = tf;&#xD;        break;&#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;        break;&#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;        break;&#xD;};&#xD;}&#xD;finally {&#xD;ide.savingPreferences = false;&#xD;};&#xD;</l></block><list><block var="which"/><block var="tf"/></list></block></script></block-definition><block-definition s="draw brick, length: %&apos;length&apos; width: %&apos;width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="setColor"><color>145,26,68,1</color></block><custom-block s="set flat line ends to %b"><block s="reportBoolean"><l><bool>true</bool></l></block></custom-block><block s="setSize"><block var="width"/></block><block s="down"></block><block s="forward"><block var="length"/></block><block s="up"></block></script></block-definition><block-definition s="set flat line ends to %&apos;flag&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%b"></input></inputs><script><custom-block s="set flag %s to %b"><l>Flat line ends</l><block var="flag"/></custom-block></script></block-definition><block-definition s="row A" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">Anthony Jiang and Aleksander Jopek Period 3</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>6</l><script><custom-block s="draw brick, length: %n width: %n"><l>30</l><l>10</l></custom-block><block s="forward"><l>3</l></block></script></block></script></block-definition><block-definition s="row B" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><custom-block s="draw brick, length: %n width: %n"><l>13.5</l><l>10</l><comment w="90" collapsed="false">Anthony Jiang and Aleksander Jopek Period 3</comment></custom-block><block s="forward"><l>3</l></block><block s="doRepeat"><l>5</l><script><custom-block s="draw brick, length: %n width: %n"><l>30</l><l>10</l></custom-block><block s="forward"><l>3</l></block></script></block><custom-block s="draw brick, length: %n width: %n"><l>13.5</l><l>10</l></custom-block></script></block-definition><block-definition s="brick wall rows: %&apos;rows&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs></block-definition><block-definition s="brick wall %&apos;rows&apos;" type="command" category="pen"><comment x="0" y="0" w="90" collapsed="false">Anthony Jiang and Aleksander Jopek&#xD;Period 3&#xD;</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="rows"/><script><block s="doIfElse"><custom-block s="even? %s"><block var="rows"/></custom-block><script><custom-block s="row A"></custom-block><block s="doChangeVar"><l>rows</l><l>1</l></block><block s="setXPosition"><l>0</l></block><block s="changeYPosition"><l>-13.5</l></block></script><script><custom-block s="row B"></custom-block><block s="doChangeVar"><l>rows</l><l>1</l></block><block s="setXPosition"><l>0</l></block><block s="changeYPosition"><l>-13.5</l></block></script></block></script></block></script></block-definition><block-definition s="even? %&apos;number&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportEquals"><block s="reportModulus"><block var="number"/><l>2</l></block><l>0</l></block><script><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script></block></script></block-definition><block-definition s="draw a brick wall with %&apos;rows&apos; rows of brick width %&apos;width&apos; and length %&apos;length&apos;" type="command" category="pen"><comment w="90" collapsed="false">Aleksander Jopek Period 3</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="rows"/><script><block s="doIfElse"><custom-block s="even? %s"><block var="rows"/></custom-block><script><block s="doRepeat"><l>6</l><script><custom-block s="draw brick, length: %n width: %n"><block var="length"/><block var="width"/></custom-block><block s="forward"><l>3</l></block></script></block><block s="doChangeVar"><l>rows</l><l>1</l></block><block s="setXPosition"><l>0</l></block><block s="changeYPosition"><block s="reportSum"><block s="reportProduct"><block var="width"/><l>-1</l></block><l>-3.5</l></block></block></script><script><custom-block s="draw brick, length: %n width: %n"><block s="reportQuotient"><block var="length"/><l>2.22222</l></block><block var="width"/></custom-block><block s="forward"><l>3</l></block><block s="doRepeat"><l>5</l><script><custom-block s="draw brick, length: %n width: %n"><block var="length"/><block var="width"/></custom-block><block s="forward"><l>3</l></block></script></block><custom-block s="draw brick, length: %n width: %n"><block s="reportQuotient"><block var="length"/><l>2.22222</l></block><block var="width"/></custom-block><block s="doChangeVar"><l>rows</l><l>1</l></block><block s="setXPosition"><l>0</l></block><block s="changeYPosition"><block s="reportSum"><block s="reportProduct"><block var="width"/><l>-1</l></block><l>-3.5</l></block></block></script></block></script></block></script></block-definition><block-definition s="draw" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition></blocks><variables><variable name="rows"><l>1</l></variable><variable name="height"><l>6</l></variable><variable name="#s"><l>10</l></variable></variables></project><media name="U2L4-brickwall" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>