<snapdata remixID="14691361"><project name="drawCircleStarterCode" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><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"/><sprite name="Sprite" idx="1" x="111.41180954897482" y="-155.76092656378034" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="15"><costumes><list struct="atomic" id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><blocks></blocks><variables></variables><scripts><script x="88" y="61"><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="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turnLeft"><l>15</l></block><block s="forward"><l>10</l></block></script><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="495" y="357.83333333333337"><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block></script><script x="723" y="260"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></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="61"><costumes><list struct="atomic" id="62"></list></costumes><sounds><list struct="atomic" id="63"></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></sprites></stage><variables></variables></scene></scenes></project><media name="drawCircleStarterCode" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"></media></snapdata>