<snapdata remixID="15032327"><project name="DellaDixonMakeRectangle" 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="DellaDixonMakeRectangle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="makeRectangle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="doWait"><l>2</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="turn"><l>90</l></block><block s="forward"><l>100</l></block><block s="turn"><l>90</l></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="31"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="32"></list></costumes><sounds><list struct="atomic" id="33"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="0" y="0" heading="105" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="38"><costumes><list struct="atomic" id="39"></list></costumes><sounds><list struct="atomic" id="40"></list></sounds><blocks></blocks><variables></variables><scripts><script x="88" y="72"><block s="receiveGo"></block><custom-block s="makeRectangle"></custom-block></script><comment x="203.62890625" y="29" w="215" collapsed="true">What angle will you need to create a circle? How many times will you need to repeat the blocks? .</comment><comment x="285" y="10" w="80" collapsed="true">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></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="46"><costumes><list struct="atomic" id="47"></list></costumes><sounds><list struct="atomic" id="48"></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="DellaDixonMakeRectangle" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>