<snapdata remixID="11688830"><project name="Do Now 2.2" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Do Now 2.2"><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="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="6"></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-240" y="190" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="25.999999999999986,145,95.8600008010864,1" pen="tip" id="12"><costumes><list struct="atomic" id="13"></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="660" y="212"><block s="doForever"><script><block s="forward"><l>2</l></block><block s="bounceOffEdge"></block></script><comment w="90" collapsed="false">forever example</comment></block></script><script x="51.000000000000114" y="23.83333333333337"><block s="receiveGo"></block><block s="setSize"><l>2</l></block><block s="setColor"><color>145,26,68,1</color></block><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>-240</l><l>-170</l></block><block s="setHeading"><l>90</l></block><block s="doRepeat"><l>18</l><script><block s="doRepeat"><l>2</l><script><block s="doRepeat"><l>24</l><script><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>10000000000</l></block></block><block s="doRepeat"><l>4</l><script><block s="down"><comment w="90" collapsed="true">larger redundancy example</comment></block><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></block><block s="up"></block><block s="forward"><l>20</l></block></script></block><block s="turn"><l>180</l></block><block s="changeXPosition"><l>10</l></block></script></block><block s="changeYPosition"><l>20</l></block><block s="changeXPosition"><l>-20</l></block></script></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Do Now 2.2" app="Snap! 7, https://snap.berkeley.edu" version="2"></media></snapdata>