<snapdata remixID="9694095"><project name="Brick Maker" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes>1 to start "brick building" &#xD;2 to set variable height and width of brick</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="false" hyperops="true" codify="false" inheritance="true" 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="-240" y="190" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="196.911,222.45893999999998,252.45,1" 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="12" y="134.8333333333333"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">Main Function</comment></block><block s="clear"></block><block s="gotoXY"><l>-240</l><block s="reportSum"><l>-180</l><block var="Brick.h"/></block></block><block s="down"></block><block s="doRepeat"><block s="reportMonadic"><l><option>ceiling</option></l><block s="reportQuotient"><l>180</l><block var="Brick.h"/></block></block><script><block s="doRepeat"><block s="reportQuotient"><l>480</l><block var="Brick.w"/></block><script><custom-block s="Brick Shape %s %s"><block var="Brick.h"/><block var="Brick.w"/></custom-block></script></block><custom-block s="Transit %b %n %s"><l><bool>true</bool></l><block var="Brick.h"/><block var="Brick.w"/></custom-block><block s="doRepeat"><block s="reportQuotient"><l>480</l><block var="Brick.w"/></block><script><custom-block s="Brick Shape %s %s"><block var="Brick.h"/><block var="Brick.w"/></custom-block></script></block><custom-block s="Transit %b %n %s"><l><bool>false</bool></l><block var="Brick.h"/><block var="Brick.w"/></custom-block></script></block></script><comment x="495" y="25.333333333333314" w="90" collapsed="false">Brick Shape Function moves sprite in the shape of the brick. Randomizes colour each time used. Number input 1=height. Number input 2=width.</comment><comment x="387" y="27.333333333333314" w="90" collapsed="false">Transit Function: On=Offset, Off=Normal</comment><script x="13" y="10"><block s="receiveGo"><comment w="90" collapsed="true">setup</comment></block><block s="setColor"><color>240,33,0,1</color></block><block s="clear"></block><block s="doSetVar"><l>Brick.h</l><l>10</l></block><block s="doSetVar"><l>Brick.w</l><l>20</l></block></script><script x="277" y="223.33333333333334"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">Variable height and width checker</comment></block><block s="up"></block><block s="gotoXY"><l>-240</l><l>150</l></block><block s="doAsk"><l>brick height?</l></block><block s="doSetVar"><l>Brick.h</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>brick width?</l></block><block s="doSetVar"><l>Brick.w</l><block s="getLastAnswer"></block></block></script></scripts></sprite><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="52.00000399999999" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="10" y="94.00000799999998" color="4,148,220" hidden="true"/><watcher var="Brick.h" style="normal" x="10" y="115.00000999999997" color="243,118,29" hidden="true"/><watcher var="Brick.w" style="normal" x="10" y="136.00001199999997" color="243,118,29" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="91" y="13" color="4,148,220" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Brick Shape %&apos;Height&apos; %&apos;Width&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="forward"><block var="Width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="Height"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="Width"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="Height"/></block><block s="turn"><l>90</l></block><block s="forward"><block var="Width"/></block><block s="setPenHSVA"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setPenHSVA"><l><option>saturation</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="setPenHSVA"><l><option>brightness</option></l><block s="reportRandom"><l>75</l><l>100</l></block></block></script></block-definition><block-definition s="Transit %&apos;Mode&apos; %&apos;Height&apos; %&apos;Width&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%b"></input><input type="%n"></input><input type="%s"></input></inputs><script><block s="doIfElse"><block var="Mode"/><script><block s="up"></block><block s="gotoXY"><block s="reportSum"><l>-240</l><block s="reportQuotient"><block var="Width"/><l>2</l></block></block><block s="reportSum"><block s="yPosition"></block><block var="Height"/></block></block><block s="down"></block></script><script><block s="up"></block><block s="gotoXY"><l>-240</l><block s="reportSum"><block s="yPosition"></block><block var="Height"/></block></block><block s="down"></block></script></block></script></block-definition><block-definition s="Width Calculation" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><l></l></block></script></block-definition></blocks><variables><variable name="Brick.h"><l>10</l></variable><variable name="Brick.w"><l>20</l></variable></variables></project><media name="Brick Maker" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>