<snapdata remixID="9495900"><project name="U1-ArtProject" 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="true" 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="-49.903810567665914" y="213.5640646055101" heading="120" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="255,37,25,1" 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="12" y="13.333333333333343"><block s="receiveKey"><l><option>c</option></l><comment w="90" collapsed="false">When the c key is clicked the page will be cleared.</comment></block><block s="clear"></block></script><script x="10" y="96.33333333333326"><block s="receiveKey"><l><option>1</option></l><comment w="90" collapsed="false">When the number 1 key is pressed 2 pinwheels are drawn.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setColor"><color>162,29,255,1</color></block><block s="down"></block><custom-block s="Pinwheel, Branches: %s Size: %s Backup(+): %s"><l>6</l><l>70</l><l>80</l></custom-block><block s="up"></block><block s="forward"><l>100</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="Pinwheel, Branches: %s Size: %s Backup(+): %s"><l>12</l><l>80</l><l>90</l></custom-block><block s="up"></block></script><script x="11" y="354.66666666666674"><block s="receiveKey"><l><option>2</option></l><comment w="121" collapsed="false">When the number 2 key is pressed this code will draw a blue square with a red circle fiting inside it. </comment></block><block s="setColor"><color>10,31,255,1</color></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-50</l><l>100</l></block><block s="down"><comment w="90" collapsed="false">This part is used to build the rectangle</comment></block><custom-block s="Polygon: Sides: %s Size %s"><l>4</l><l>100</l></custom-block><block s="up"></block><block s="setColor"><color>255,37,25,1</color></block><block s="gotoXY"><l>33</l><l>100</l></block><block s="down"></block><block s="doRepeat"><l>20</l><script><block s="forward"><block s="reportProduct"><l>1</l><l>35</l></block></block><block s="turn"><l>20</l></block></script><comment w="90" collapsed="false">This part is used to build the circle</comment></block></script><script x="10" y="678.0000000000005"><block s="receiveKey"><l><option>3</option></l><comment w="90" collapsed="false">When the number 3 key is clicked it creates a group of nesting squares which are ten units larger than the last on.</comment></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>30</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>10</l></block></block><block s="turn"><l>90</l></block></script></block></script><comment x="546" y="10" w="90" collapsed="false"> All the my block  clicked have comments when you click the help button on the drop down menu.</comment></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Pinwheel, Branches: %&apos;Number of braches&apos; Size: %&apos;Size&apos; Backup(+): %&apos;Backup&apos;" type="command" category="motion"><comment w="90" collapsed="false">This code is build to draw 2 different colored pinwheels.&#xD;The 1st input decides the number of branches. &#xD;The 2nd input is used to decide the length of the piwheel&apos;s branch.&#xD;The third input is the positive value of how far the sprite goes back to create the pinwheel.  </comment><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 braches"/><script><block s="forward"><block var="Size"/></block><block s="forward"><block s="reportDifference"><l>0</l><block var="Backup"/></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="Number of braches"/></block></block></script></block></script></block-definition><block-definition s="Polygon: Sides: %&apos;Number of sides&apos; Size %&apos;Size&apos;" type="command" category="motion"><comment w="90" collapsed="false">This code converts the code used to make a pinwheel into code to build a polygon.&#xD;The first input is used to decide the number of sides the polygon will have.&#xD;The second input is used to decide the length of the sides. </comment><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="Number of sides"/><block var="Size"/><block s="reportDifference"><l>0</l><block var="Size"/></block></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1-ArtProject" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>