<snapdata remixID="11056373"><project name="testCasesStarterForAssignment-James Strickland" 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="46.68048769926486" y="30.39058011260056" heading="345" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" 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="78.91056910569102" y="55.227642276422785"><block s="receiveGo"><comment w="89.99999999999999" collapsed="false">This Sprite should make a 12 point flower  </comment></block><block s="clear"></block><block s="up"></block><block s="doForever"><script><block s="gotoXY"><l>70</l><l>0</l></block><block s="down"></block><block s="doRepeat"><l>10</l><script><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block></script></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-175" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="175.95,126.684,0,1" pen="tip" id="32"><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><blocks></blocks><variables></variables><scripts><script x="96" y="58"><block s="receiveGo"></block><block s="gotoXY"><l>-175</l><l>0</l></block><block s="bubble"><l>The Grey sprite should draw one 12 point flower</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="testCasesStarterForAssignment-James Strickland" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>