<snapdata remixID="10488249"><project name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" 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name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="flat" ternary="true" hyperops="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="-176" y="132" heading="250" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,0,0,1" pen="tip" id="8"><costumes><list id="9"><item><costume name="Untitled" center-x="-53" center-y="166.875" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAFUAAABUCAYAAADzqXv/AAAAAXNSR0IArs4c6QAAAUtJREFUeF7t0sEJwkAURdFvJ5ZmJ2qHlmAnSiCCZifmujoDWQxk7uLwDjNznM9z39xdvxQ4zMxlZs7ru+t6/zLj93cBqMEeoEINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpUINBIKkpf4B9TYzy+f8ILBd6g8pT18CC+pyHkj2E3ihnvZLKj0BvyOkUrc4ma4AAAAASUVORK5CYII=" id="10"/></item></list></costumes><sounds><list struct="atomic" id="11"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11.666666666666657" y="10"><block s="down"><comment w="184.83333333333334" collapsed="true">A. Click this script. What does it do?</comment></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block></script><script x="11.666666666666657" y="100.33333333333334"><block s="clear"></block><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="11.666666666666657" y="221.3333333333334"><block s="clear"></block><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></script><script x="15.666666666666657" y="368"><block s="clear"></block></script><comment x="167.25065104166663" y="379.83333333333337" w="145.5000000000001" collapsed="false">D. Instead of clicking twice, you can use REPEAT to automate.</comment><script x="16.66666666666663" y="411.83333333333326"><block s="doRepeat"><l>2</l><script><block s="doWait"><l>0.5</l></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="turn"><l>120</l></block></script></block></script><script x="517" y="129.33333333333334"><block s="setColor"><color>253,14,0,1</color></block><block s="setSize"><l>10</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>15</l></block><block s="up"></block><block s="forward"><l>5</l></block><block s="turn"><l>5</l></block></script></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="-301.9385655478602" y="-276.6828516582817" heading="290" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,161,120,1" pen="tip" id="67"><costumes><list struct="atomic" id="68"></list></costumes><sounds><list struct="atomic" id="69"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20.00000000000003"><block s="setColor"><color>198,255,32,1</color></block><block s="setSize"><l>10</l></block><block s="doSetGlobalFlag"><l><option>flat line ends</option></l><l><bool>true</bool></l></block><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><l>15</l></block><block s="up"></block><block s="forward"><l>5</l></block><block s="turn"><l>5</l></block></script></block></script></scripts></sprite></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 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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></blocks><variables></variables></project><media name="U1L3-AngleExperiments1" app="Snap! 6, https://snap.berkeley.edu" version="1"></media></snapdata>