<snapdata remixID="12879356"><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 %&apos;amount&apos; %&apos;length&apos; %&apos;color&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="down"></block><block s="doRepeat"><block var="amount"/><script><custom-block s="set pen to crayon %s"><block var="color"/></custom-block><block s="forward"><block var="length"/></block><block s="forward"><block s="reportJoinWords"><list><l>-</l><block s="reportVariadicProduct"><list><block var="length"/><l>.6666</l></list></block></list></block></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="amount"/></block></block></script></block></script></block-definition><block-definition s="set pen to crayon %&apos;which&apos;" type="command" category="pen"><comment x="0" y="0" w="297.3333333333333" collapsed="false">Sets the pen color &#xD;to one of 100 preselected colors, like a box of 100 crayons.&#xD;The colors have names that are meant to be evocative.&#xD;They are organized in families, more or less corresponding&#xD;to spectral (rainbow) colors; the input slot has a two-level menu&#xD;in which you can hover over a family name to see the colors&#xD;of that family, each including a crayon number and an RGB value. &#xD;See Appendix A of the Snap! Reference Manual for more details.</comment><header></header><code></code><translations>ca:fixa el llapis de color _&#xD;</translations><inputs><input type="%s"><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 cinnamon #b87333=38&#xD;39 copper #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=54&#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;purples={&#xD;90 violet #8000ff=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>color</l></list></block><custom-block s="✐ initialize variables"></custom-block><block s="doIfElse"><block s="reportIsA"><block var="which"/><l><option>text</option></l></block><script><block s="doSetVar"><l>color</l><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>4</l><l/></block><block var="which"/></list></block></autolambda><list></list></block><block var="✐ crayon colors"/></block></block><block s="doIfElse"><block s="reportVariadicNotEquals"><list><block var="color"/><l></l></list></block><script><block s="doSetVar"><l>✐ last crayon</l><block s="reportListItem"><l>5</l><block var="color"/></block></block></script><script><custom-block s="error %txt"><block s="reportJoinWords"><list><l>No such crayon: </l><block var="which"/></list></block></custom-block></script></block></script><script><block s="doSetVar"><l>color</l><block s="reportListItem"><block s="reportVariadicSum"><list><block s="reportModulus"><block var="which"/><l>100</l></block><l>1</l></list></block><block var="✐ crayon colors"/></block></block><block s="doSetVar"><l>✐ last crayon</l><block s="reportModulus"><block var="which"/><l>100</l></block></block></script></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="set pen color to r: %&apos;r&apos; g: %&apos;g&apos; b: %&apos;b&apos;" type="command" category="pen" helper="true"><comment x="0" y="0" w="220.66666666666666" collapsed="false">Takes three inputs for red, green, and blue&#xD;values, each between 0 and 255.  0,0,0 is black; 255,255,255 is white.  255,255,0 is yellow, and so on.&#xD;&#xD;The SET PEN block in this library lets you set individual red, green, or blue without changing the others, lets you provide a list of three RGB color components, and lets you provide a six-digit hexadecimal number, the form in which RGB color values are usually found online.&#xD;&#xD;See Appendix A of the Snap! Reference Manual for details.</comment><header></header><code></code><translations>pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)&#xD;</translations><inputs><input type="%n">255</input><input type="%n">0</input><input type="%n">0</input></inputs><script><block s="doApplyExtension"><l>clr_setpen(clr)</l><list><block s="reportApplyExtension"><l>clr_rgba(r, g, b, a)</l><list><block var="r"/><block var="g"/><block var="b"/><block s="reportApplyExtension"><l>clr_channel(clr, rgba)</l><list><block s="reportApplyExtension"><l>clr_pen</l><list></list></block><l>a</l></list></block></list></block></list></block></script></block-definition><block-definition s="✐ initialize variables" type="command" category="pen" helper="true"><comment x="0" y="0" w="180" collapsed="false">Creates a bunch of global variables.&#xD;For internal use by Color library.</comment><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIf"><custom-block s="does var %s exist?"><l>✐ last crayon</l></custom-block><script><block s="doStopThis"><l><option>this block</option></l></block></script><list></list></block><custom-block s="create %s var %mult%txt"><l>global</l><list><l>✐ last crayon</l><l>✐ crayon colors</l></list></custom-block><block s="doIf"><block s="reportNot"><block s="reportIsA"><block var="✐ crayon colors"/><l><option>list</option></l></block></block><script><block s="doSetVar"><l>✐ crayon colors</l><block s="reportTextSplit"><custom-block s="multiline %mlt"><l>0,0,0,black,0&#xD;18,18,18,gray7,1&#xD;36,36,36,gray14,2&#xD;54,54,54,gray21,3&#xD;72,72,72,gray28,4&#xD;92,92,92,gray36,5&#xD;109,109,109,gray43,6&#xD;127,127,127,gray50,7&#xD;145,145,145,gray57,8&#xD;163,163,163,gray64,9&#xD;181,181,181,gray71,10&#xD;200,200,200,gray78,11&#xD;218,218,218,gray85,12&#xD;236,236,236,gray92,13&#xD;255,255,255,white,14&#xD;255,20,147,deep pink,15&#xD;255,105,180,hot pink,16&#xD;255,0,127,bright pink,17&#xD;227,11,93,raspberry,18&#xD;229,43,80,amaranth,19&#xD;255,0,0,red,20&#xD;144,0,32,burgundy,21&#xD;153,0,0,cherry,22&#xD;164,0,0,dark candy apple red,23&#xD;192,0,0,sanguine,24&#xD;128,0,0,maroon,25&#xD;201,0,22,crimson,26&#xD;217,77,17,Lists,27&#xD;255,8,0,candy apple red,28&#xD;255,56,0,coquelicot,29&#xD;139,69,19,saddle brown,30&#xD;123,63,0,chocolate,31&#xD;107,68,35,kobicha,32&#xD;112,66,20,sepia,33&#xD;149,69,53,chestnut,34&#xD;101,67,33,dark brown,35&#xD;150,75,0,brown,36&#xD;153,101,21,golden brown,37&#xD;184,115,51,cinnamon,38&#xD;210,105,30,copper,39&#xD;255,127,0,orange,40&#xD;255,88,0,Pantone orange,41&#xD;255,117,24,pumpkin,42&#xD;243,118,29,Variables,43&#xD;232,97,0,Spanish orange,44&#xD;204,85,0,burnt orange,45&#xD;203,65,11,sinopia,46&#xD;204,119,34,ochre,47&#xD;237,145,33,carrot,48&#xD;242,133,0,tangerine,49&#xD;255,255,0,yellow,50&#xD;230,168,34,Control,51&#xD;184,134,11,dark goldenrod,52&#xD;218,165,32,goldenrod,53&#xD;244,196,48,saffron,54&#xD;236,213,64,sandstorm,55&#xD;255,219,88,mustard,56&#xD;255,215,0,gold,57&#xD;254,227,62,egg yolk,58&#xD;251,225,8,rubber duck,59&#xD;0,255,0,lime,60&#xD;141,182,0,apple green,61&#xD;98,194,19,Operators,62&#xD;34,139,34,forest green,63&#xD;0,128,0,green,64&#xD;0,100,0,dark green,65&#xD;3,192,60,dark pastel green,66&#xD;80,200,120,emerald,67&#xD;62,180,137,mint,68&#xD;0,161,120,Pen,69&#xD;0,255,255,aqua,70&#xD;0,139,139,dark cyan,71&#xD;0,123,167,cerulean,72&#xD;113,166,210,iceberg,73&#xD;4,148,220,Sensing,74&#xD;0,128,128,teal,75&#xD;135,206,250,light sky blue,76&#xD;0,191,255,deep sky blue,77&#xD;30,144,255,dodger blue,78&#xD;0,127,255,azure,79&#xD;0,0,255,blue,80&#xD;25,25,112,midnight blue,81&#xD;0,51,153,dark powder blue,82&#xD;0,71,171,cobalt,83&#xD;21,96,189,denim,84&#xD;0,0,128,navy blue,85&#xD;70,130,180,steel blue,86&#xD;74,108,212,Motion,87&#xD;100,149,237,cornflower,88&#xD;106,90,205,slate blue,89&#xD;128,0,255,violet,90&#xD;143,86,227,Looks,91&#xD;111,45,168,grape,92&#xD;75,0,130,indigo,93&#xD;160,32,240,x11 purple,94&#xD;255,0,255,magenta,95&#xD;153,50,204,dark orchid,96&#xD;207,74,217,Sound,97&#xD;127,0,127,purple,98&#xD;139,0,139,dark magenta,99&#xD;0,255,255,cyan,100&#xD;255,0,255,fuchia,101&#xD;18,18,18,grey7,102&#xD;36,36,36,grey14,103&#xD;54,54,54,grey21,104&#xD;72,72,72,grey28,105&#xD;92,92,92,grey36,106&#xD;109,109,109,grey43,107&#xD;127,127,127,grey50,108&#xD;145,145,145,grey57,109&#xD;163,163,163,grey64,110&#xD;181,181,181,grey71,111&#xD;200,200,200,grey78,112&#xD;218,218,218,grey85,113&#xD;236,236,236,grey92,114</l></custom-block><l><option>csv</option></l></block></block></script><list></list></block></script></block-definition><block-definition s="change crayon by %&apos;amount&apos;" type="command" category="pen"><header></header><code></code><translations>ca:canvia de llapis de color saltant _&#xD;</translations><inputs><input type="%n"></input></inputs><script><custom-block s="set pen to crayon %s"><block s="reportVariadicSum"><list><block var="✐ last crayon"/><block var="amount"/></list></block></custom-block></script></block-definition><block-definition s="error %&apos;msg&apos;" type="command" category="control" helper="true"><header></header><code></code><translations>pt:lança o erro _&#xD;</translations><inputs><input type="%txt"></input></inputs><script><block s="doApplyExtension"><l>err_error(msg)</l><list><block var="msg"/></list></block></script></block-definition><block-definition s="create %&apos;_scope&apos; var %&apos;_names&apos;" type="command" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block creates  new variables on the selected scope: global (for all sprites), sprite (for this sprite only) or script (only for that blocks stack) with the names given (in &apos;names&apos; list).&#xD;&#xD;If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.</comment><header></header><code></code><translations>pt:cria as variáveis _ _&#xD;ca:crea les _ variables _&#xD;es:crear las _ variables _&#xD;de:erstellen _ var _&#xD;</translations><inputs><input type="%s" readonly="true">global<options>global&#xD;sprite&#xD;script</options></input><input type="%mult%txt"></input></inputs><script><block s="doWarp"><script><block s="doForEach"><l>_item</l><block var="_names"/><script><block s="doApplyExtension"><l>var_declare(scope, name)</l><list><block var="_scope"/><block var="_item"/></list></block></script></block></script></block></script></block-definition><block-definition s="does var %&apos;_name&apos; exist?" type="predicate" category="variables" helper="true"><comment x="0" y="0" w="146" collapsed="false">This block reports &quot;true&quot; if there is a variable with this given name (input slot) in that context.&#xD;&#xD;It can be a global, sprite or script variable.&#xD;&#xD;Otherwise it reports &quot;false&quot;.</comment><header></header><code></code><translations>pt:a variável _ existe&#xD;ca:existeix la variable _ ?&#xD;es:existe la variable _ ?&#xD;de:existiert var _ ?&#xD;</translations><inputs><input type="%s"></input></inputs><script><block s="doApplyExtension"><l>err_try(cmd, catch, err)</l><list><block s="reifyScript"><script><block s="doApplyExtension"><l>err_ignore</l><list><block s="reportApplyExtension"><l>var_get(name)</l><list><block var="_name"/></list></block></list></block><block s="doReport"><block s="reportBoolean"><l><bool>true</bool></l></block></block></script><list></list></block><block s="reifyScript"><script><block s="doReport"><block s="reportBoolean"><l><bool>false</bool></l></block></block></script><list></list></block><l></l></list></block><block s="doApplyExtension"><l>err_reset</l><list></list></block></script></block-definition><block-definition s="multiline %&apos;text&apos;" type="reporter" category="operators" helper="true"><header></header><code></code><translations>pt:o texto multilinha _&#xD;</translations><inputs><input type="%mlt"></input></inputs><script><block s="doReport"><block var="text"/></block></script></block-definition><block-definition s="pen crayon" type="reporter" category="pen"><header></header><code></code><translations>ca:llapis de color&#xD;</translations><inputs></inputs><script><custom-block s="✐ initialize variables"></custom-block><block s="doReport"><block var="✐ last crayon"/></block></script></block-definition><block-definition s="edit color" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doChangeVar"><l>color</l><block s="reportRandom"><l>8</l><l>12</l></block></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="color"/><l>100</l></list></block><script><block s="doSetVar"><l>color</l><block s="reportRandom"><l>1</l><l>99</l></block></block></script><list></list></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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="294"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="295"></list></costumes><sounds><list struct="atomic" id="296"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="47.320508075688394" y="7.3205080756892755" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="203,65,11,1" pen="tip" id="301"><costumes><list struct="atomic" id="302"></list></costumes><sounds><list struct="atomic" id="303"></list></sounds><blocks></blocks><variables></variables><scripts><script x="44" y="10"><block s="receiveGo"></block><block s="hide"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setHeading"><l>90</l></block><block s="clear"></block><custom-block s="set pen to crayon %s"><l>0</l></custom-block><block s="floodFill"></block><block s="gotoXY"><l>0</l><l>-20</l></block><block s="doSetVar"><l>color</l><l>11</l></block><block s="doWarp"><script><block s="doRepeat"><l>15</l><script><custom-block s="Pinwheel %s %s %s"><l>20</l><l>40</l><block var="color"/></custom-block><block s="up"></block><block s="forward"><l>20</l></block><block s="turnLeft"><l>30</l></block><custom-block s="edit color"></custom-block><block s="down"></block></script></block></script></block></script></scripts></sprite><watcher var="color" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher scope="Stage" s="reportMouseX" style="normal" x="10" y="31.000001999999995" color="4,148,220" hidden="true"/><watcher scope="Stage" s="reportMouseY" style="normal" x="10" y="52.00000399999999" color="4,148,220" hidden="true"/></sprites></stage><variables><variable name="✐ last crayon"><l>46</l></variable><variable name="✐ crayon colors"><list id="346"><item><list struct="atomic" id="347">0,0,0,black,0</list></item><item><list struct="atomic" id="348">18,18,18,gray7,1</list></item><item><list struct="atomic" id="349">36,36,36,gray14,2</list></item><item><list struct="atomic" id="350">54,54,54,gray21,3</list></item><item><list struct="atomic" id="351">72,72,72,gray28,4</list></item><item><list struct="atomic" id="352">92,92,92,gray36,5</list></item><item><list struct="atomic" id="353">109,109,109,gray43,6</list></item><item><list struct="atomic" id="354">127,127,127,gray50,7</list></item><item><list struct="atomic" id="355">145,145,145,gray57,8</list></item><item><list struct="atomic" id="356">163,163,163,gray64,9</list></item><item><list struct="atomic" id="357">181,181,181,gray71,10</list></item><item><list struct="atomic" id="358">200,200,200,gray78,11</list></item><item><list struct="atomic" id="359">218,218,218,gray85,12</list></item><item><list struct="atomic" id="360">236,236,236,gray92,13</list></item><item><list struct="atomic" id="361">255,255,255,white,14</list></item><item><list struct="atomic" id="362">255,20,147,deep pink,15</list></item><item><list struct="atomic" id="363">255,105,180,hot pink,16</list></item><item><list struct="atomic" 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