<snapdata remixID="14767762"><project name="brybry part 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="brybry part 2"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="make circle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="turn"><l>15</l></block><block s="forward"><l>10</l></block></script></block></script></block-definition></blocks><primitives></primitives><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" id="15"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="16"></list></costumes><sounds><list struct="atomic" id="17"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-50.04983837549139" y="-50.04983837549128" heading="285" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="22"><costumes><list struct="atomic" id="23"></list></costumes><sounds><list struct="atomic" id="24"></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="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><custom-block s="make circle"></custom-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="35" y="125"><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="35"><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></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="brybry part 2" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>