<snapdata remixID="8660397"><project name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" 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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="false" 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="82.97141609399094" y="47.74037070210404" heading="60.00000000002092" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,69.68000000000002,25.999999999999986,1" 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="33.33333333333337" y="10"><block s="down"></block><block s="doForever"><script><block s="doWait"><l>.0001</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block></script><comment w="210" collapsed="true">Kai Gonzalez&#xD;Angelica Gonzalez&#xD;&#xD;pen color changes as different lines are drawn</comment></block></script><script x="10" y="571.4666666666667"><block s="clear"></block><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script><comment w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on its&#xD;TOPMOST block.  (In this case, the REPEAT block.)&#xD;You will see a menu of options. Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment></block></script><script x="20" y="159.4666666666667"><block s="bounceOffEdge"></block><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block><block s="doIfElse"><block s="reportLessThan"><block s="getPenAttribute"><l><option>size</option></l></block><l>15</l></block><script><block s="changeSize"><l>5</l></block></script><script><block s="changeSize"><l>-5</l></block></script><comment w="253" collapsed="true">Kai Gonzalez&#xD;Angelica&#xD;&#xD;every time a new pinwheel is drawn the size changes</comment></block></script><script x="211" y="658.4666666666666"><block s="clear"></block><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="352" y="584.4666666666666"><block s="clear"></block><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="550" y="639"><block s="clear"></block><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="420" y="509.9999999999999"><block s="doForever"><script><block s="doWait"><l>.0001</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block></script><comment w="210" collapsed="true">Kai Gonzalez&#xD;Angelica Gonzalez&#xD;&#xD;pen color changes as different lines are drawn</comment></block></script><script x="182" y="116.66666666666669"><block s="up"><comment w="80" collapsed="true">Angelica Gonzalez &#xD;Kai Gonzalez&#xD;to reset the sprite back to the center and clear the screen</comment></block><block s="clear"></block><block s="doGotoObject"><l><option>center</option></l></block><block s="down"></block></script><script x="21" y="446.4666666666667"><block s="bounceOffEdge"><comment w="157" collapsed="true">Angelica Gonzalez&#xD;Kai Gonzalez&#xD;creates two pinwheels that will. vary in color for every line </comment></block><custom-block s="2 pinwheels, branch: %s"><l>3</l></custom-block></script><script x="475" y="361.6666666666667"><block s="forward"><l>100</l></block><block s="turn"><l>15</l></block></script><script x="246" y="206.66666666666669"><block s="bounceOffEdge"></block><custom-block s="pinwheel, branche: %s size %s backup %s"><l>100</l><l>2</l><l>100</l><comment w="252" collapsed="true">Kai Gonzalez&#xD;Angelica Gonzalez&#xD;&#xD;number of branches will change how many are drawn</comment></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branche: %&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="clear"></block><block s="doWait"><l>.0001</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block><block s="doIf"><block s="reportGreaterThan"><block var="backup"/><l>0</l></block><script><block s="doSetVar"><l>backup</l><block s="reportDifference"><l>0</l><block var="backup"/></block><comment w="94" collapsed="true">Angelica Gonzalez&#xD;Kai Gonzalez&#xD;when positivevalue is input to the backup, the script will respond as if it was negative</comment></block></script></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/><comment w="158" collapsed="false">Kai Gonzalez&#xD;Angelica Gonzalez&#xD;changed the size of the pinwheel</comment></block><block s="forward"><block var="backup"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block></script></block></script></block-definition><block-definition s="2 pinwheels, branch: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="doWait"><l>.0001</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block></script></block><block s="up"></block><block s="forward"><l>150</l></block><block s="turn"><l>-30</l></block><block s="doWait"><l>.0001</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block><block s="down"></block><block s="doRepeat"><block s="reportSum"><block var="number of branches"/><l>1</l></block><script><block s="forward"><l>100</l></block><block s="forward"><l>-70</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block s="reportSum"><block var="number of branches"/><l>1</l></block></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block></script></block></script></block-definition><block-definition s="Always" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="bounceOffEdge"></block><custom-block s="2 pinwheels, branch: %s"><l>3</l></custom-block><block s="doForever"><script><block s="doWait"><l>.0001</l></block><block s="changePenHSVA"><l><option>hue</option></l><l>20</l></block></script><comment w="210" collapsed="false">Kai Gonzalez&#xD;Angelica Gonzalez&#xD;&#xD;pen color changes as different lines are drawn</comment></block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>