<snapdata remixID="9557510"><project name="Rosen_Alana - 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="90" 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="10" 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="645.0000000000001" 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="318" 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="21" y="326.49999999999955"><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>6</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="688.0000000000001" y="352.6666666666662"><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><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>100</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>100</l></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="336" y="344.6666666666665"><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>4</l><script><block s="forward"><l>100</l></block><block s="turnLeft"><l>90</l></block></script></block><block s="forward"><l>100</l></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></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables></variables></project><media name="Rosen_Alana - 2.2 Warm Up Prep" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>