<snapdata remixID="9758101"><project name="Lab 2.2: Another Brick in the Wall" app="Snap! 6, https://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" 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="-239.6390977443609" y="179.72932330827066" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,26,68,1" 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="20" y="20"><block s="receiveGo"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-240</l><l>-180</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>1</l></block><block s="doRepeat"><l>18</l><script><block s="doRepeat"><l>24</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block></script><comment w="90" collapsed="false">This Loop moves the sprite forward 20 forward and 10 up, and by repeating twice effectively draws a brick (rectangle </comment></block><block s="forward"><l>20</l><comment w="90" collapsed="false">By moving twenty steps the sprite is set up in position to draw the next brick.</comment></block></script><comment w="90" collapsed="false">This code draws the first line of bricks.</comment></block><block s="doRepeat"><l>2</l><script><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block></script><comment w="90" collapsed="false">This code repositions the sprite to draw the offset row of bricks.</comment></block><block s="doRepeat"><l>23</l><script><block s="doRepeat"><l>2</l><script><block s="forward"><l>20</l></block><block s="turn"><l>90</l></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block></script><comment w="90" collapsed="false">This code drawsd the offset row of bricks, and is the exact same as the first row except the sprite rotates in a different direction.</comment></block><block s="forward"><l>20</l><comment w="90" collapsed="false">This line moves the sprite 20 steps forward to reposition itself for the next brick.</comment></block></script><comment w="90" collapsed="false">This code draws the offset line of bricks.</comment></block><block s="turn"><l>90</l><comment w="90" collapsed="false">This code repositions the spirte back to its starting x, with a greater y to repeat the cycle of drawing to lines of bricks..</comment></block><block s="forward"><l>10</l></block><block s="turn"><l>90</l></block><block s="forward"><l>-10</l></block></script><comment w="90" collapsed="false">This draws two lines of bricks 18 times..</comment></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Lab 2.2: Another Brick in the Wall" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>