<snapdata remixID="9557655"><project name="2.2 Warm Up Prep" 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" id="1"><pentrails>data:image/png;base64,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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="0" y="-2.842170943040401e-14" heading="210" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="90,240,255,1" 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="34" y="10"><block s="receiveKey"><l><option>1</option></l></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="setColor"><color>120,255,26,1</color></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block></script><script x="669" y="11.666666666666629"><block s="receiveKey"><l><option>3</option></l><comment w="90" collapsed="false">Draw a circle (hint: Computers don&apos;t really draw circles, they draw a 360 sided polygon)</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>240,39,0,1</color></block><block s="doRepeat"><l>360</l><script><block s="forward"><l>1</l></block><block s="turnLeft"><l>1</l></block></script></block></script><script x="341.9999999999999" y="12.666666666666629"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">Draw a hexagon (6 sided shape)</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>20,146,255,1</color></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>60</l></block></script></block></script><script x="44.999999999999915" y="326.49999999999966"><block s="receiveKey"><l><option>4</option></l><comment w="90" collapsed="false">Use repeat blocks to simplify this code.</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="setColor"><color>90,240,255,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>180</l></block></script></block></script><script x="712" y="352.6666666666663"><block s="receiveKey"><l><option>6</option></l><comment w="90" collapsed="false">Draw three squares side by side. The three squares should be touching.</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>1,122,1,1</color></block></script><script x="359.9999999999999" y="344.66666666666663"><block s="receiveKey"><l><option>5</option></l><comment w="90" collapsed="false">Draw two squares side by side. The two squares should be touching.</comment></block><block s="clear"></block><block s="up"></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-100</l><l>-100</l></block><block s="down"></block><block s="setColor"><color>255,133,172,1</color></block><block s="doRepeat"><l>10</l><script><block s="forward"><l>10</l></block></script></block></script><script x="263.99999999999966" y="659.9999999999993"><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block><block s="turnLeft"><l>120</l></block><block s="forward"><l>100</l></block></script><script x="34" y="681.9999999999993"><block s="forward"><l>100</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="2.2 Warm Up Prep" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>