<snapdata remixID="9495864"><project name="Sanjana-Art Project" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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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" 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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="168.44543073355794" y="40.86029656020162" heading="44" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,160,208,1" 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="69" y="45.00000000000003"><block s="receiveKey"><l><option>c</option></l><comment w="90" collapsed="false">This code just allows me to clear everythin on the stage by simply clicking a key.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="396" y="36.00000000000003"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">This code allows me to draw pinwheels by making a pinwheel block and selecting a color.</comment></block><block s="down"></block><block s="setColor"><color>255,181,219,1</color></block><custom-block s="pinwheel, branches: %s size %s backup %s"><l>4</l><l>60</l><l>-20</l></custom-block><block s="up"></block><block s="forward"><l>100</l></block><block s="down"></block><block s="setColor"><color>255,160,208,1</color></block><custom-block s="pinwheel, branches: %s size %s backup %s"><l>9</l><l>80</l><l>-20</l></custom-block></script><script x="44" y="154.00000000000003"><block s="receiveKey"><l><option>2</option></l><comment w="90" collapsed="false">This code allows me to create a circle inside of the square by creating a circle block.</comment></block><block s="down"></block><block s="setColor"><color>13,15,255,1</color></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="turn"><l>90</l></block></script></block><block s="setColor"><color>242,40,0,1</color></block><block s="forward"><l>50</l></block><custom-block s="circle"></custom-block></script><script x="288" y="285"><block s="receiveKey"><l><option>3</option></l><comment w="90" collapsed="false">This code allows me to click a number on the keyboard to draw a certain amount of squares up to 10. .</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doAsk"><l>How many squares do you want to draw</l></block><block s="doRepeat"><block s="getLastAnswer"></block><script><block s="turn"><l>90</l></block><block s="forward"><l>50</l></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>20</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos; size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script></block></script></block-definition><block-definition s="square, branches %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches: %s size %s backup %s"><block var="branches"/><l></l><l></l></custom-block></script></block-definition><block-definition s="circle" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>360</l><script><block s="forward"><l>.85</l></block><block s="turn"><l>1</l></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Sanjana-Art Project" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>