<snapdata remixID="15011437"><project name="CircleStarterCode" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="19"></list></costumes><sounds><list struct="atomic" id="20"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="110.2941493815008" y="20.104612083568952" heading="174" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="25"><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="452" y="65" w="80" collapsed="false">Hint for this Assignment: You will need to repeat lines of code multiple times. Can you find a block that allows you to repeat commands? .</comment><script x="193" y="137"><block s="receiveGo"><comment w="215" collapsed="false">What angle will you need to create a circle? How many times will you need to repeat the blocks? .</comment></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turn"><l>1</l></block></script></block><block s="up"></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-202" y="156" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="150.45,0,0,1" pen="tip" id="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><blocks></blocks><variables></variables><scripts><script x="60" y="63"><block s="receiveGo"></block><block s="doForever"><script><block s="gotoXY"><l>-202</l><l>156</l></block><block s="doSayFor"><l>Hint for this Assignment: You will need to repeat lines of code multiple times. Can you find a block that allows you to repeat commands? You will need to get the correct angle as well. </l><l>60</l></block></script></block></script></scripts></sprite><watcher scope="Sprite(2)" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/></sprites></stage><variables></variables></scene></scenes></project><media name="CircleStarterCode" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>