<snapdata remixID="10681682"><project name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" 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type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel,branches %s number of branches %s backup %s size"><block var="branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="ploygon sides %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><custom-block s="pinwheel,branches %s number of branches %s backup %s size"><block var="sides"/><l>0</l><l>100</l></custom-block></script></block-definition><block-definition s="circle size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="clear"></block><block s="down"></block><block s="doRepeat"><l>360</l><script><block s="forward"><block var="size"/></block><block s="forward"><block s="reportDifference"><l>0</l><block 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costume="1" 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 id="130"><item><ref mediaID="Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="131"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="2.2737367544323206e-13" y="2.842170943040401e-14" heading="326.7502857142706" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="255,23.13999999999995,22.000000000000007,1" pen="tip" id="136"><costumes><list struct="atomic" id="137"></list></costumes><sounds><list struct="atomic" id="138"></list></sounds><blocks></blocks><variables></variables><scripts><script x="15" y="358.1666666666663"><block s="gotoXY"><l>0</l><l>0</l></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="21" y="172"><block s="gotoXY"><l>0</l><l>0</l></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>3</l></block><comment w="90" collapsed="true">Changing the denominator here will change the amount of sides the pinwheel has, you also have to change the imput for repaeat to the same number. (see code below fo ex. ) </comment></block></script><comment w="90" collapsed="true">This code makes a triangle pinwheel, it is the same code to make a normal triangle (repeat 3x: move x steps -size and turn 360/3 or 120 degrees) the only difference is that it moves back (negative steps) extending sides beyond the triangle and creating a pinwheel. </comment></block></script><script x="22" y="10"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doRepeat"><l>3</l><script><block s="down"></block><block s="forward"><l>100</l></block><block s="turn"><l>120</l></block></script><comment w="90" collapsed="true">this code will make a triangle, if you change steps input the size will change. If you change the repeat input the and the degrees the shape will change. (ex- change repeat to 4 and turn degrees to 90 the code will make a square.)</comment></block></script><script x="15" y="540.3333333333317"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="setColor"><color>145,26,68,1</color></block><block s="setSize"><l>3</l></block><block s="down"></block><custom-block s="pinwheel,branches %s number of branches %s backup %s size"><l>3</l><l>20</l><l>100</l><comment w="90" collapsed="true">This block basically combines the code above into one bloc, the number of branches is the same as the imput of the repeat/ turn block, the size is the same as the imput of the move and the backup is the same as the imput for the negative move. </comment></custom-block></script><script x="22" y="696.999999999998"><block s="gotoXY"><l>0</l><l>0</l></block><block s="down"></block><block s="clear"></block><custom-block s="ploygon sides %s"><l>3</l><comment w="90" collapsed="true">Whatever the user inputs here will determine the number of sides for a shape (ex:input 3=triangle)&#xD;Inside the block is the pinwheel block, but the backup is set to zero, makeing a normal shape rather than a pinwheel. </comment></custom-block></script><script x="22" y="803.5000000000005"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="asterisk branches %s Length %s"><l>6</l><l>20</l><comment w="90" collapsed="true">Similar to the polygon block this block has the pinwheel branches inside it but the input for backup is the same as the imput for size, basically making the sprite go all the way back to the center befroe drawing a new branch, makin a asterik.</comment></custom-block></script><script x="35" y="1123.5"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="Squares"><comment w="90" collapsed="true">This block makes a spiral-square. It uses the baisc code to make a square, but eveytime the code runs the length increases time 2, increasing the overall shape of the square.</comment></custom-block></script><script x="50" y="1663.9999999999984"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="square-circle"><comment w="90" collapsed="true">This block holds the previous code into one block.</comment></custom-block></script><script x="36" y="1237"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="circle size %s"><l></l><comment w="90" collapsed="true">this block makes a circle, and the size is based on the users imput, only to make the block more fun I changed the hue and size. </comment></custom-block></script><script x="45" y="1446.6666666666656"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>length</l><l>1</l><l>100</l><script><block s="forward"><block s="reportProduct"><l>2</l><block var="length"/></block></block><block s="turn"><l>90</l></block><block s="forward"><block s="reportProduct"><l>.001</l><block var="length"/></block></block><block s="turn"><l>359</l></block></script><comment w="90" collapsed="true">This block combines inside of the square and  circle block. </comment></block></script><script x="36" y="1341.5000000000005"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="Spiral"><comment w="90" collapsed="true">This block makes a circle- spiral</comment></custom-block></script><script x="51" y="1781.833333333332"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><custom-block s="hex"><comment w="90" collapsed="true">This is the same block as square-circle but it only turns 70 degrees, making a hexagon. </comment></custom-block></script><script x="61" y="1907.6666666666658"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="setColor"><color>255,234,224,1</color></block><block s="doForever"><script><block s="doWarp"><script><custom-block s="hex"></custom-block></script><comment w="90" collapsed="true">The warp block stops all other running scripts and runs your code faster</comment></block></script></block></script><script x="58" y="2097.499999999998"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>i</l><l>0</l><l>50</l><script><block s="clear"></block><block s="doWarp"><script><custom-block s="square-circle"></custom-block></script></block></script><comment w="90" collapsed="true">This is similar to the previous code but instead of the wrap block being in a forever, it is in a for loops, so will stop (once i=50) (also i used the square- circle block instead of hex)</comment></block></script><script x="62" y="2312.000000000002"><block s="clear"></block><block s="gotoXY"><l>-20</l><l>0</l></block><block s="down"></block><block s="hide"></block><block s="doForever"><script><block s="doFor"><l>i</l><l>0</l><l>50</l><script><block s="doGotoObject"><l><option>random position</option></l></block><block s="setColor"><color>255,121,22,1</color></block><block s="changePenColorDimension"><l><option>hue</option></l><block s="reportRandom"><l>1</l><l>100</l></block></block><block s="clear"></block><block s="doWarp"><script><custom-block s="pinwheel,branches %s number of branches %s backup %s size"><l>12</l><l>50</l><block var="i"/></custom-block></script></block></script><comment w="90" collapsed="true">This is basically just a warped pinwheel block, but it moves to a random postion and changes color, so it looks cool. </comment></block></script></block></script><script x="30" y="886.1666666666669"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="down"></block><block s="doFor"><l>i</l><l>1</l><l>50</l><script><block s="doRepeat"><l>4</l><script><block s="forward"><block s="reportProduct"><block var="i"/><l>5</l></block></block><block s="turn"><l>90</l></block></script><comment w="80" collapsed="true">This repeat block creates a square, but since it has i as an imput (which increase) the size of the square changes each time</comment></block></script><comment w="91" collapsed="true">This is a for loop-  the code inside the block will run starting with the vairble i set to 1. Everytime the code runs i will increase by 1, so each time the input i changes and the output changes. </comment></block></script><script x="392" y="387.33333333333314"><custom-block s="circle size %s"><l></l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U1L3-Pinwheel" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" 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mediaID="Stage_cst_Untitled"/></media></snapdata>