<snapdata remixID="8515122"><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" id="1"><pentrails>data:image/png;base64,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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="0" y="119.99999999999997" heading="90" scale="0.3" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="145,26,68,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="5396151_thumb" center-x="240" center-y="180" image="data:image/png;base64,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" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="14" y="68"><custom-block s="draw brick, length: %n width: %n"><l>30</l><l>10</l></custom-block></script><script x="121" y="110"><custom-block s="rowA"></custom-block></script><script x="27" y="113"><custom-block s="rowB"></custom-block></script><script x="59" y="210"><block s="clear"></block></script><script x="214" y="192"><block s="changeScale"><l>-10</l></block></script><script x="55" y="253"><block s="hide"></block><block s="gotoXY"><l>-250</l><l>120</l></block><block s="down"></block><custom-block s="draw brick wall %n rows"><l>26</l></custom-block><block s="gotoXY"><l>-75</l><l>120</l></block><custom-block s="draw brick wall %n rows"><l>26</l></custom-block><block s="gotoXY"><l>100</l><l>120</l></block><custom-block s="draw brick wall %n rows"><l>26</l></custom-block><block s="gotoXY"><l>0</l><l>120</l></block><block s="show"></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="rowA" type="command" category="pen"><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>5</l></block></script></block></script></block-definition><block-definition s="rowB" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="forward"><l>5</l></block><custom-block s="draw brick, length: %n width: %n"><l>12</l><l>10</l></custom-block><block s="forward"><l>5</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>5</l></block></script></block><custom-block s="draw brick, length: %n width: %n"><l>12</l><l>10</l></custom-block></script></block-definition><block-definition s="draw brick wall %&apos;rows&apos; rows" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doFor"><l>i</l><l>1</l><block var="rows"/><script><block s="doIfElse"><custom-block s="even? %n"><block var="i"/></custom-block><script><custom-block s="rowB"></custom-block><block s="turnLeft"><l>180</l></block><block s="changeYPosition"><l>-15</l></block></script><script><custom-block s="rowA"></custom-block><block s="turnLeft"><l>180</l></block><block s="changeYPosition"><l>-15</l></block></script></block></script></block></script></block-definition><block-definition s="even? %&apos;number&apos;" type="predicate" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportEquals"><block s="reportModulus"><block var="number"/><l>2</l></block><l>0</l></block></block></script></block-definition></blocks><variables></variables></project><media name="U2L4-BrickWall" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>