<snapdata remixID="8642664"><project name="U1L3-AngleExperiments1" app="Snap! 5.1, http://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" volume="100" pan="0" lines="flat" ternary="true" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,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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="9.094947017729282e-13" y="50.000000000001194" heading="91.5789473683858" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="145,26,68,1" 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="20" y="10"><block s="setHeading"><l>45</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="setSize"><l>20</l></block><block s="down"></block><block s="forward"><l>150</l></block></script><script x="20" y="131"><block s="clear"></block><block s="doSetVar"><l>brnaches</l><l>1</l></block><block s="doForever"><script><block s="down"></block><custom-block s="Pinwheel, Branches: %s Backup: %s Size: %s"><block var="brnaches"/><l>15</l><l>30</l></custom-block><block s="doWait"><l>0.3</l></block><block s="clear"></block><block s="doChangeVar"><l>brnaches</l><l>1</l></block></script></block></script><script x="20" y="317"><block s="turn"><block s="reportQuotient"><l>360</l><l>8</l></block></block></script><script x="20" y="360"><block s="hide"></block></script><script x="20" y="396"><block s="doFor"><l>sides</l><l>1</l><l>12</l><script><custom-block s="Polygon, Sides: %s Side length %s"><block s="reportSum"><block var="sides"/><l>3</l></block><block var="sides"/></custom-block></script></block></script><script x="20" y="475"><block var="siides"/></script><script x="20" y="505"><block s="reportProduct"><l></l><l>3</l></block></script><script x="20" y="538"><block s="forward"><l>100</l><comment w="227.33333333333334" collapsed="false">B. It&apos;s easier to see what&apos;s happening if the script waits between steps.&#xD;&#xD;Remember, you can use Visible Stepping instead&#xD;of adding WAIT blocks.</comment></block><block s="doWait"><l>0.5</l></block><block s="forward"><l>-100</l></block></script><script x="20" y="643"><block s="clear"></block></script><script x="20" y="679"><block s="forward"><l>100</l><comment w="282.99999999999994" collapsed="false">C. After drawing the spike, turn half way around (&quot;do a 180&quot;).&#xD;&#xD;How many times must you run this script to get the sprite to face the way it started (facing &quot;right&quot; or &quot;to the east&quot;)?&#xD;&#xD;Use Visible Stepping if needed.</comment></block><block s="forward"><l>-100</l></block><block s="turn"><l>180</l></block><block s="clear"></block><block s="doRepeat"><l>2</l><script><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>90</l></block></script><comment w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment></block></script><script x="20" y="875"><custom-block s="Asterisk, Branches: %s Branch length: %s"><l>7</l><l>50</l></custom-block></script><script x="20" y="914"><block s="doWait"><l>1</l></block></script><script x="20" y="953"><block s="up"></block><block s="setColor"><color>164,255,122,1</color></block></script><script x="20" y="1010"><block s="doBroadcast"><l>time</l></block></script><script x="20" y="1050"><custom-block s="Polygon2, Sides: %s Side length %s"><l>360</l><l>1</l></custom-block></script><script x="20" y="1089"><custom-block s="Polygon, Sides: %s Side length %s"><l>360</l><l>1</l><comment w="184.83333333333334" collapsed="false">A. Click this script. What does it do?</comment></custom-block></script><script x="20" y="1146"><block s="setColor"><color>145,26,68,1</color></block></script><script x="20" y="1185"><block s="turnLeft"><l>180</l></block></script><script x="20" y="1226"><custom-block s="Pinwheel, Branches: %s Backup: %s Size: %s"><l>3</l><l>40</l><l>40</l></custom-block></script><script x="20" y="1265"><block s="down"></block></script><script x="20" y="1301"><block var="size"/></script><script x="20" y="1331"><block s="forward"><l>10</l></block></script><script x="20" y="1370"><custom-block s="Pinwheel, Branches: %s Backup: %s Size: %s"><l>360</l><l>100</l><l>100</l></custom-block></script><script x="20" y="1409"><block s="clear"></block></script><script x="300.8271504375" y="609.800002"><block s="reportSum"><block var="sides"/><l>3</l></block></script><script x="310.15234475" y="458.4000009999999"><block var="sides"/></script><script x="136.8369160625" y="504.4000019999999"><block var="sides"/></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="0.9191004623407935" y="-78.16271834476333" heading="191" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="41,0,51,1" pen="tip" id="122"><costumes><list struct="atomic" id="123"></list></costumes><sounds><list struct="atomic" id="124"></list></sounds><blocks></blocks><variables></variables><scripts><script x="160" y="97"><block s="receiveMessage"><l>time</l></block></script><script x="145.999999" y="360.16666566666663"><block s="doForever"><script><block s="hide"></block></script></block></script><script x="265.5859395" y="642.000002"><block var="size"/></script><script x="618.5859395" y="533.000002"><block s="reportMonadic"><l><option>neg</option></l><block var="backup"/></block></script><script x="429.000001" y="264.000001"><block s="forward"><l></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><script x="237.000001" y="326.000001"><block s="forward"><l>100</l></block><block s="doRepeat"><l>360</l><script><block s="gotoXY"><l>20</l><l>20</l></block></script></block></script><script x="249" y="243"><block s="xPosition"></block></script><script x="603.4794931875" y="272.000001"><block var="number of branches"/></script><script x="40" y="201"><block s="down"></block><block s="setColor"><color>41,0,51,1</color></block><custom-block s="Pinwheel, Branches: %s Backup: %s Size: %s"><l>360</l><l>100</l><l>100</l></custom-block></script></scripts></sprite><watcher var="brnaches" style="normal" x="10" y="10" color="243,118,29" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="not too small triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="fancy triangle %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy triangle %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="not too small square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="not too small hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="fancy square %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>4</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy square %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>90</l></block></script></block></script></block></script></block-definition><block-definition s="fancy hexagon %&apos;size&apos;" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportGreaterThan"><block var="size"/><l>9</l></block><script><block s="doRepeat"><l>6</l><script><block s="forward"><block var="size"/></block><custom-block s="fancy hexagon %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>60</l></block></script></block></script></block></script></block-definition><block-definition s="asterisk, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="setHeading"><block var="heading"/></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%code"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"><options>grays={&#xD;0 black #000000=0&#xD;1 gray7 #121212=1&#xD;2 gray14 #242424=2&#xD;3 gray21 #363636=3&#xD;4 gray28 #484848=4&#xD;5 gray36 #5c5c5c=5&#xD;6 gray43 #6d6d6d=6&#xD;7 gray50 #7f7f7f=7&#xD;8 gray57 #919191=8&#xD;9 gray64 #a3a3a3=9&#xD;10 gray71 #b5b5b5=10&#xD;11 gray78 #c8c8c8=11&#xD;12 gray85 #dadada=12&#xD;13 gray92 #ececec=13&#xD;14 white #ffffff=14&#xD;}&#xD;pinks={&#xD;15 deep pink #ff1493=15&#xD;16 hot pink #ff69b4=16&#xD;17 bright pink #ff007f=17&#xD;18 raspberry #e30b5d=18&#xD;19 amaranth #e52b50=19&#xD;}&#xD;reds={&#xD;20 red #ff0000=20&#xD;21 burgundy #900020=21&#xD;22 cherry #990000=22&#xD;23 dark candy apple red #a40000=23&#xD;24 sanguine #c00000=24&#xD;25 maroon #800000=25&#xD;26 crimson #c90016=26&#xD;27 Lists #d94d11=27&#xD;28 candy apple red #ff0800=28&#xD;29 coquelicot #ff3800=29&#xD;}&#xD;browns={&#xD;30 saddle brown #8b4513=30&#xD;31 chocolate #7b3f00=31&#xD;32 kobicha #6b4423=32&#xD;33 sepia #704214=33&#xD;34 chestnut #954535=34&#xD;35 dark brown #654321=35&#xD;36 brown #964b00=36&#xD;37 golden brown #996515=37&#xD;38 copper #b87333=38&#xD;39 cinnamon #d2691e=39&#xD;}&#xD;oranges={&#xD;40 orange #ff7f00=40&#xD;41 Pantone orange #ff5800=41&#xD;42 pumpkin #ff7518=42&#xD;43 Variables #f3761d=43&#xD;44 Spanish orange #e86100=44&#xD;45 burnt orange #cc5500=45&#xD;46 sinopia #cb410b=46&#xD;47 ochre #cc7722=47&#xD;48 carrot #ed9121=48&#xD;49 tangerine #f28500=49&#xD;}&#xD;yellows={&#xD;50 yellow #ffff00=50&#xD;51 Control #e6a822=51&#xD;52 dark goldenrod #b8860b=52&#xD;53 goldenrod #daa520=53&#xD;54 saffron #f4c430=55&#xD;55 sandstorm #ecd540=55&#xD;56 mustard #ffdb58=56&#xD;57 gold #ffd700=57&#xD;58 egg yolk #fee33e=58&#xD;59 rubber duck #fbe108=59&#xD;}&#xD;greens={&#xD;60 lime #00ff00=60&#xD;61 apple green #8db600=61&#xD;62 Operators #62c213=62&#xD;63 forest green #228b22=63&#xD;64 green #008000=64&#xD;65 dark green #006400=65&#xD;66 dark pastel green #03c03c=66&#xD;67 emerald #50c878=67&#xD;68 mint #3eb489=68&#xD;69 Pen #00a178=69&#xD;}&#xD;cyans={&#xD;70 aqua (cyan) #00ffff=70&#xD;71 dark cyan #008b8b=71&#xD;72 cerulean #007ba7=72&#xD;73 iceberg #71a6d2=73&#xD;74 Sensing #0494dc=74&#xD;75 teal #008080=75&#xD;76 light sky blue #87cefa=76&#xD;77 deep sky blue #00bfff=77&#xD;78 dodger blue #1e90ff=78&#xD;79 azure #007fff=79&#xD;}&#xD;blues={&#xD;80 blue #0000ff=80&#xD;81 midnight blue #191970=81&#xD;82 dark powder blue #003399=82&#xD;83 cobalt #0047ab=83&#xD;84 denim #1560bd=84&#xD;85 navy blue #000080=85&#xD;86 steel blue #4682b4=86&#xD;87 Motion #4a6cd4=87&#xD;88 cornflower #6495ed=88&#xD;89 slate blue #6a5acd=89&#xD;}&#xD;violets={&#xD;90 violet #8f00ff=90&#xD;91 Looks #8f56e3=91&#xD;92 grape #6f2da8=92&#xD;93 indigo #4b0082=93&#xD;94 x11 purple #a020f0=94&#xD;95 magenta (fuchia) #ff00ff=95&#xD;96 dark orchid #9932cc=96&#xD;97 Sound #cf4ad9=97&#xD;98 purple #7f007f=98&#xD;99 dark magenta #8b008b=99&#xD;}</options></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>color</l></list></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportSum"><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></block><block var="colors"/></block></block><custom-block s="set pen color to r: %n g: %n b: %n"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="color"/></block></custom-block></script></block-definition><block-definition s="nearest crayon to %&apos;old color&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doDeclareVariables"><list><l>colors</l><l>min value</l><l>min index</l><l>index</l><l>distance</l><l>color</l></list></block><block s="doSetVar"><l>min value</l><l>1000</l></block><block s="doSetVar"><l>min index</l><l>-1</l></block><block s="doSetVar"><l>index</l><l>1</l></block><block s="doSetVar"><l>colors</l><block s="reportMap"><block s="reifyReporter"><autolambda><block s="reportTextSplit"><l></l><l>,</l></block></autolambda><list></list></block><block s="reportTextSplit"><custom-block s="multiline %code"><l>0,0,0&#xD;18,18,18&#xD;36,36,36&#xD;54,54,54&#xD;72,72,72&#xD;92,92,92&#xD;109,109,109&#xD;127,127,127&#xD;145,145,145&#xD;163,163,163&#xD;181,181,181&#xD;200,200,200&#xD;218,218,218&#xD;236,236,236&#xD;255,255,255&#xD;255,20,147&#xD;255,105,180&#xD;255,0,127&#xD;227,11,93&#xD;229,43,80&#xD;255,0,0&#xD;144,0,32&#xD;153,0,0&#xD;164,0,0&#xD;192,0,0&#xD;128,0,0&#xD;201,0,22&#xD;217,77,17&#xD;255,8,0&#xD;255,56,0&#xD;139,69,19&#xD;123,63,0&#xD;107,68,35&#xD;112,66,20&#xD;149,69,53&#xD;101,67,33&#xD;150,75,0&#xD;153,101,21&#xD;184,115,51&#xD;210,105,30&#xD;255,127,0&#xD;255,88,0&#xD;255,117,24&#xD;243,118,29&#xD;232,97,0&#xD;204,85,0&#xD;203,65,11&#xD;204,119,34&#xD;237,145,33&#xD;242,133,0&#xD;255,255,0&#xD;230,168,34&#xD;184,134,11&#xD;218,165,32&#xD;244,196,48&#xD;236,213,64&#xD;255,219,88&#xD;255,215,0&#xD;254,227,62&#xD;251,225,8&#xD;0,255,0&#xD;141,182,0&#xD;98,194,19&#xD;34,139,34&#xD;0,128,0&#xD;0,100,0&#xD;3,192,60&#xD;80,200,120&#xD;62,180,137&#xD;0,161,120&#xD;0,255,255&#xD;0,139,139&#xD;0,123,167&#xD;113,166,210&#xD;4,148,220&#xD;0,128,128&#xD;135,206,250&#xD;0,191,255&#xD;30,144,255&#xD;0,127,255&#xD;0,0,255&#xD;25,25,112&#xD;0,51,153&#xD;0,71,171&#xD;21,96,189&#xD;0,0,128&#xD;70,130,180&#xD;74,108,212&#xD;100,149,237&#xD;106,90,205&#xD;143,0,255&#xD;143,86,227&#xD;111,45,168&#xD;75,0,130&#xD;160,32,240&#xD;255,0,255&#xD;153,50,204&#xD;207,74,217&#xD;127,0,127&#xD;139,0,139</l></custom-block><l><option>line</option></l></block></block></block><block s="doWarp"><script><block s="doRepeat"><l>100</l><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block var="index"/><block var="colors"/></block></block><block s="doIf"><block s="reportEquals"><block var="color"/><block var="old color"/></block><script><block s="doReport"><block s="reportDifference"><block var="index"/><l>1</l></block></block></script></block><block s="doSetVar"><l>distance</l><block s="reportSum"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>1</l><block var="color"/></block><block s="reportListItem"><l>1</l><block var="old color"/></block></block></block><block s="reportSum"><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>2</l><block var="color"/></block><block s="reportListItem"><l>2</l><block var="old color"/></block></block></block><block s="reportMonadic"><l><option>abs</option></l><block s="reportDifference"><block s="reportListItem"><l>3</l><block var="color"/></block><block s="reportListItem"><l>3</l><block var="old color"/></block></block></block></block></block></block><block s="doIf"><block s="reportLessThan"><block var="distance"/><block var="min value"/></block><script><block s="doSetVar"><l>min value</l><block var="distance"/></block><block s="doSetVar"><l>min index</l><block var="index"/></block></script></block><block s="doChangeVar"><l>index</l><l>1</l></block></script></block><block s="doReport"><block s="reportDifference"><block var="min index"/><l>1</l></block></block></script></block></script></block-definition><block-definition s="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doRun"><block s="reportJSFunction"><list><l>r</l><l>g</l><l>b</l></list><l>this.setColor(new Color(r, g, b));</l></block><list><block var="r"/><block var="g"/><block var="b"/></list></block></script></block-definition><block-definition s="RGB color" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="evaluate"><block s="reportJSFunction"><list><l></l></list><l>return new List([this.color.r, this.color.g, this.color.b]);</l></block><list></list></block></block></script></block-definition><block-definition s="change crayon by %&apos;diff&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %n"><block s="reportSum"><custom-block s="nearest crayon to %l"><custom-block s="RGB color"></custom-block></custom-block><block var="diff"/></block></custom-block></script></block-definition><block-definition s="setup" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="down"></block></script></block-definition><block-definition s="pinwheel, %&apos;spokes&apos; spokes" type="command" category="other"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doDeclareVariables"><list><l>color</l><l>x position</l><l>y position</l><l>heading</l></list></block><block s="doSetVar"><l>color</l><l>20</l></block><block s="setSize"><l>2</l></block><block s="doRepeat"><block var="spokes"/><script><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="doSetVar"><l>x position</l><block s="xPosition"></block></block><block s="doSetVar"><l>y position</l><block s="yPosition"></block></block><block s="doSetVar"><l>heading</l><block s="direction"></block></block><block s="forward"><l>50</l></block><block s="doWait"><l>0.2</l></block><block s="doGlide"><l>0.5</l><block var="x position"/><block var="y position"/></block><block s="turn"><l>4</l></block><custom-block s="set pen to crayon %n"><block var="color"/></custom-block><block s="doRepeat"><block s="reportDifference"><block s="reportQuotient"><l>360</l><block var="spokes"/></block><l>8</l></block><script><block s="turn"><l>1</l></block><block s="forward"><l>30</l></block><block s="forward"><l>-30</l></block></script></block><block s="setHeading"><block var="heading"/></block><custom-block s="set pen to crayon %n"><l>0</l></custom-block><block s="forward"><l>50</l></block><block s="forward"><l>-50</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="spokes"/></block></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="doChangeVar"><l>color</l><l>10</l></block></script></block></script></block-definition><block-definition s="Pinwheel, Branches: %&apos;number of branches&apos; Backup: %&apos;backup&apos; Size: %&apos;size&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 s="reportMonadic"><l><option>neg</option></l><block var="backup"/></block></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="Asterisk, 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 Backup: %s Size: %s"><block var="Branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition><block-definition s="Polygon, Sides: %&apos;sides&apos; Side length %&apos;length&apos;" type="command" category="motion"><comment x="0" y="0" w="184.83333333333334" collapsed="false">This creates a special type of pinwheel called a polygon using the pinwheel block. &#xD;Sam Wade and Eric Sim</comment><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="Pinwheel, Branches: %s Backup: %s Size: %s"><block var="sides"/><block s="reportMonadic"><l><option>neg</option></l><block var="length"/></block><block var="length"/></custom-block></script></block-definition><block-definition s="Polygon2, Sides: %&apos;sides&apos; Side 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><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="Nest Polygons polygons %&apos;polygons&apos; sides %&apos;sides&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doFor"><l>length</l><l>1</l><block var="polygons"/><script><custom-block s="Polygon, Sides: %s Side length %s"><block var="sides"/><block s="reportProduct"><block var="length"/><l>4</l></block></custom-block></script></block></script><scripts><script x="102.0595723125" y="189.000002"><block var="sides"/></script><script x="162.8369170625" y="189.000004"><block var="sides"/></script></scripts></block-definition></blocks><variables><variable name="brnaches"><l>9</l></variable></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>