<snapdata remixID="13113966"><project name="PINWHEEL" app="Snap! 9.0, https://snap.berkeley.edu" 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</thumbnail><scenes select="1"><scene name="PINWHEEL"><notes></notes><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="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/><comment w="96" collapsed="true">The sprite draws each branch the length that the user inputted, which was passed into the parameter size.</comment></block><block s="forward"><block s="reportVariadicProduct"><list><block var="backup"/><l>-1</l></list></block><comment w="90" collapsed="true">After drawing each branch, the sprite has to go backwards, so backup is made negative.</comment></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block><comment w="90" collapsed="true">This block tells the sprite to turn for 360 divided by the argument number of branches degrees. When this code segment is repeated number of branches times, the sprite will have turned in a full circle.</comment></block></script><comment w="90" collapsed="true">This block tells the sprite to draw a branch as many times as the argument says.</comment></block></script></block-definition></blocks><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="false" sublistIDs="false" 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</pentrails><costumes><list struct="atomic" id="26"></list></costumes><sounds><list struct="atomic" id="27"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-1.8189894035458565e-12" y="3.979039320256561e-13" heading="218.1428571428537" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,126.80000000000003,25.999999999999986,1" pen="tip" id="32"><costumes><list struct="atomic" id="33"></list></costumes><sounds><list struct="atomic" id="34"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="20" y="20" w="242.66666666666666" collapsed="false">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><script x="20" y="122"><block s="receiveGo"></block><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l><comment w="90" collapsed="true">The sprite defaults to the center of the stage, helping to keep the drawing in view.</comment></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="doAsk"><l>How many pinwheels?</l><comment w="90" collapsed="true">If the user wants to have multiple pinwheels, which can create different shapes, they can store a number in the variable numPinwheels.</comment></block><block s="doSetVar"><l>numPinwheels</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many branches in each pinwheel?</l><comment w="90" collapsed="true">The user can input how many sides they want on the pinwheel here, which gets stored in branches.</comment></block><block s="doSetVar"><l>branches</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How long should each branch be?</l><comment w="90" collapsed="true">This line of code asks the user how  long they want each branch to be, which is stored in answer, and then transferred to the variable size.</comment></block><block s="doSetVar"><l>size</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>How many backspaces?</l><comment w="90" collapsed="true">Here, the user inputs how far the sprite goes backwards before drawing the next branch of the pinwheel. If this value is small, there will be less overhang on each side of the pinwheel.</comment></block><block s="doSetVar"><l>backspaces</l><block s="getLastAnswer"></block></block><block s="doRepeat"><block var="numPinwheels"/><script><custom-block s="pinwheel, branches: %n size: %n backup: %n"><block var="branches"/><block var="size"/><block var="backspaces"/><comment w="90" collapsed="true">This procedure takes the variables branches, size, and backspaces as arguments and draws a pinwheel.</comment></custom-block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numPinwheels"/></block><comment w="90" collapsed="true">After drawing each pinwheel, the sprite will turn slightly, creating a circle of pinwheels once the code has looped numPinwheels times.</comment></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l><comment w="90" collapsed="true">This line of code slightly alters the color of each pinwheel, which creates a rainbow fading effect.</comment></block></script><comment w="90" collapsed="true">If the user inputs a number greater than 1 for numPinwheels, then this code will be repeated that many times, drawing multiple pinwheels.</comment></block><block s="hide"><comment w="90" collapsed="true">After all of the pinwheels have been drawn, the sprite disappears so that the entire image is unobstructed.</comment></block></script><script x="20" y="560.8333333333333"><block s="down"><comment w="90" collapsed="true">The groups of code below were just tests to initially see how pinwheel drawing works. They are not part of the main program above.</comment></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>3</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="20" y="732.5"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><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></block></script><script x="20" y="904.1666666666666"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><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="20" y="1075.8333333333335"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></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></script><script x="20" y="1247.5000000000002"><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><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><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><block s="clear"></block><block s="doRepeat"><l>21</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>21</l></block></block></script></block></script></scripts></sprite><watcher var="branches" style="normal" x="10" y="9.999999999999986" color="243,118,29" hidden="true"/><watcher var="numPinwheels" style="normal" x="10" y="31.000001999999967" color="243,118,29" hidden="true"/><watcher var="backspaces" style="normal" x="10" y="9.999999999999986" color="243,118,29" hidden="true"/><watcher var="size" style="normal" x="10" y="31.000001999999967" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="branches"><l>8</l></variable><variable name="numPinwheels"><l>12</l></variable><variable name="backspaces"><l>70</l></variable><variable name="size"><l>100</l></variable></variables></scene></scenes></project><media name="PINWHEEL" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>