<snapdata remixID="13145896"><project name="the wall" 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="the wall"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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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="true">builds a brick</comment></block><block s="forward"><l>40</l><comment w="153" collapsed="true">builds a 2nd brick</comment></block><block s="turnLeft"><l>90</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>90</l></block><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="316.666015625" collapsed="true">repeats the whole code 21 times to build a row</comment></block><block s="forward"><l>10</l><comment w="161" collapsed="true">adjusts itself for 2nd row</comment></block><block s="turnLeft"><l>90</l></block><block s="up"></block><block s="forward"><l>10</l></block><block s="down"></block><block s="doRepeat"><l>21</l><script><block s="forward"><l>10</l></block><block 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color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="the wall" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>