data:image/png;base64,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100151true231.751.75This block allows you to set the pen's color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels). The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), or X11/W3C color name.
See Appendix A in the Snap! Reference Manual for details.size
color
fair hue
transparency
X11/W3C name
(3D color spaces)={
fair HSL={
fair hue
fair saturation (HSL)
fair lightness
fair HSL vector
}
fair HSV={
fair hue
fair saturation (HSV)
fair value (brightness)
fair HSV vector
}
HSL={
hue
saturation (HSL)
lightness
HSL vector
}
HSV={
hue
saturation (HSV)
value (brightness)
HSV vector
}
RGB (0-255)={
red
green
blue
RGB vector
RGB hex
}
}255100We have to do this last test to rule out the vector options, which aren't numbers; their code makes three recursive calls and we catch range issues then.sizehueHSLHSV✐ fair?falsesaturation (HSV)value (brightness)transparencyred✐ last set asRGB✐ fair?falsegreen✐ last set asRGB✐ fair?falseblue✐ last set asRGB✐ fair?falsefair huevalue100color3.6index1index-1scale1255fromto1newHSVHSL✐ fair?truefair huecolorColorcolor300index15scale15grayscale15255fromto12✐ last set ascolor✐ fair?falsesaturation (HSL)lightnessfair saturation (HSV)22✐ last set asHSV✐ fair?truefair value (brightness)33✐ last set asHSV✐ fair?truefair saturation (HSL)✐ last set asHSL2222✐ fair?truefair lightness✐ last set asHSL3333✐ fair?truefair HSL vectorfair HSV vectorHSL vectorHSV vectorRGB vectorRGB hex01566red1612green1634blue1656X11/W3C nameX11/W3C name44partial matches4matchhead matchesSUBSET throws here if it handles a unique matchDon't ask.
Only for internal use by the SET PEN block.trueThis block allows you to set the pen's color, transparency (on a scale from 0=opaque to 100=invisible), or size (in pixels). The color can be set in many ways, including RGB values, HSV values, HSL values, fair HSV or HSL (based on a modified spectrum that gives each spectral color equal space and promotes brown to a color), color number, crayon, or X11/W3C color name.
See Appendix A in the Snap! Reference Manual for details.color
color number
crayon
fair hue
~1
size
transparency
X11/W3C name
~2
(3D color spaces)={
fair HSL={
fair hue
fair saturation (HSL)
fair lightness
fair HSL vector
}
fair HSV={
fair hue
fair saturation (HSV)
fair value (brightness)
fair HSV vector
}
HSL={
hue
saturation (HSL)
lightness
HSL vector
}
HSV={
hue
saturation (HSV)
value (brightness)
HSV vector
}
RGB (0-255)={
red
green
blue
RGB(A) vector
RGB(A) hex
}
}§_ext_clr_numbersNote to myself: When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding "unfair" values, and "raw HSL" contains the numbers the user actually gave. It has to be this way because in the case of HSV, there is no "HSV" variable; rather, we use the pen's actual remembered-by-Javascript color's HSV coordinates. So our HSL variable has to be analogous to that. In both cases "raw" means the numbers the user gave us.1HSV✐ raw HSL100HSV100pt:lança o erro _
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
pt:lança _
catchtagde:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
pt:ignora _
Sets the pen color
to one of 100 preselected colors, like a box of 100 crayons.
The colors have names that are meant to be evocative.
They are organized in families, more or less corresponding
to spectral (rainbow) colors; the input slot has a two-level menu
in which you can hover over a family name to see the colors
of that family, each including a crayon number and an RGB value.
See Appendix A of the Snap! Reference Manual for more details.grays={
0 black #000000=0
1 gray7 #121212=1
2 gray14 #242424=2
3 gray21 #363636=3
4 gray28 #484848=4
5 gray36 #5c5c5c=5
6 gray43 #6d6d6d=6
7 gray50 #7f7f7f=7
8 gray57 #919191=8
9 gray64 #a3a3a3=9
10 gray71 #b5b5b5=10
11 gray78 #c8c8c8=11
12 gray85 #dadada=12
13 gray92 #ececec=13
14 white #ffffff=14
}
pinks={
15 deep pink #ff1493=15
16 hot pink #ff69b4=16
17 bright pink #ff007f=17
18 raspberry #e30b5d=18
19 amaranth #e52b50=19
}
reds={
20 red #ff0000=20
21 burgundy #900020=21
22 cherry #990000=22
23 dark candy apple red #a40000=23
24 sanguine #c00000=24
25 maroon #800000=25
26 crimson #c90016=26
27 Lists #d94d11=27
28 candy apple red #ff0800=28
29 coquelicot #ff3800=29
}
browns={
30 saddle brown #8b4513=30
31 chocolate #7b3f00=31
32 kobicha #6b4423=32
33 sepia #704214=33
34 chestnut #954535=34
35 dark brown #654321=35
36 brown #964b00=36
37 golden brown #996515=37
38 cinnamon #b87333=38
39 copper #d2691e=39
}
oranges={
40 orange #ff7f00=40
41 Pantone orange #ff5800=41
42 pumpkin #ff7518=42
43 Variables #f3761d=43
44 Spanish orange #e86100=44
45 burnt orange #cc5500=45
46 sinopia #cb410b=46
47 ochre #cc7722=47
48 carrot #ed9121=48
49 tangerine #f28500=49
}
yellows={
50 yellow #ffff00=50
51 Control #e6a822=51
52 dark goldenrod #b8860b=52
53 goldenrod #daa520=53
54 saffron #f4c430=54
55 sandstorm #ecd540=55
56 mustard #ffdb58=56
57 gold #ffd700=57
58 egg yolk #fee33e=58
59 rubber duck #fbe108=59
}
greens={
60 lime #00ff00=60
61 apple green #8db600=61
62 Operators #62c213=62
63 forest green #228b22=63
64 green #008000=64
65 dark green #006400=65
66 dark pastel green #03c03c=66
67 emerald #50c878=67
68 mint #3eb489=68
69 Pen #00a178=69
}
cyans={
70 aqua (cyan) #00ffff=70
71 dark cyan #008b8b=71
72 cerulean #007ba7=72
73 iceberg #71a6d2=73
74 Sensing #0494dc=74
75 teal #008080=75
76 light sky blue #87cefa=76
77 deep sky blue #00bfff=77
78 dodger blue #1e90ff=78
79 azure #007fff=79
}
blues={
80 blue #0000ff=80
81 midnight blue #191970=81
82 dark powder blue #003399=82
83 cobalt #0047ab=83
84 denim #1560bd=84
85 navy blue #000080=85
86 steel blue #4682b4=86
87 Motion #4a6cd4=87
88 cornflower #6495ed=88
89 slate blue #6a5acd=89
}
purples={
90 violet #8000ff=90
91 Looks #8f56e3=91
92 grape #6f2da8=92
93 indigo #4b0082=93
94 x11 purple #a020f0=94
95 magenta (fuchia) #ff00ff=95
96 dark orchid #9932cc=96
97 Sound #cf4ad9=97
98 purple #7f007f=98
99 dark magenta #8b008b=99
}✐ last set ascrayon✐ fair?false1231Takes three inputs for red, green, and blue
values, each between 0 and 255. 0,0,0 is black; 255,255,255 is white. 255,255,0 is yellow, and so on.
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.
See Appendix A of the Snap! Reference Manual for details.pt:altera a cor da tua caneta para vermelho _ , verde _ e azul _ (0 a 255)
25500Takes three inputs for hue, saturation, and value ("brightness")
values, each between 0 and 1. 0,0,0 is black; 0,0,1 is white. 0.15,1,1 is yellow, and so on.
The SET PEN block in this library lets you set individual hue, saturation, or value without changing the others, lets you provide a list of three HSV color components, and lets you
use the very much superior HSL (hue, saturation, lightness)
color space.
See Appendix A of the Snap! Reference Manual for details.pt:altera a cor da caneta para matiz _ , saturação _ e brilho _ (0 a 1)
0.30.70.6Reports the current pen color as a list of three RGB values in the range 0-255. The PEN block in this library provides a large set of ways to examine the color.
See Appendix A in the Snap! Reference Manual for details.pt:a cor da caneta em RGB (vermelho, verde e azul; 0 a 255)
Reports the current pen color as a list of three HSV values
in the range 0-1.
See Appendix A in the Snap! Reference Manual for details.pt:a cor da caneta em HSV (matiz, saturação e brilho, 0 a 1)
Don't ask.
Only for internal use by the SET PEN block.truetrueCreates a bunch of global variables.
For internal use by Color library.global✐ last set as✐ fair?✐ color scale✐ HSL✐ last crayon✐ last X11✐ raw HSL✐ raw HSV✐ X11✐ crayon colors✐ fair hue table✐ colors✐ brights✐ pivots✐ HSV brights✐ HSL brights✐ HSV colors✐ HSL colors✐ X11 catch✐ dimension names✐ dimension dispatch✐ last set asRGB✐ fair?false✐ raw HSV0100100✐ HSL010050✐ raw HSL010050value100color3.6index1index-1scale1255fromto1newHSVHSL✐ fair?truecolor300index15scale15grayscale15255fromto121✐ last set ascolor number✐ fair?true✐ raw HSL10050✐ raw HSV100100015866161216341656✐ last set asRGB✐ fair?false144partial matchestrue4matchhead matchestrueSUBSET throws here if it handles a unique match1✐ last set asHSL33✐ fair?false1✐ last set asRGB✐ fair?false✐ last set asRGB✐ fair?false✐ last set asRGB✐ fair?false✐ last set asRGB✐ fair?false04value0255131✐ last set asRGB✐ fair?false✐ last set asHSL22✐ fair?false1✐ last set asHSL✐ HSL11000100✐ raw HSL✐ fair?false1✐ last set asHSV✐ fair?false✐ raw HSV1310031100if USED TO BE fairHSL✐ fair?false1✐ last set asHSL2222✐ fair?true1✐ last set asHSL3333✐ fair?true1231322✐ last set asHSV✐ fair?true133✐ last set asHSV✐ fair?true123131pt:o texto multilinha _
Reports the part of the first string up to the first instance of the second string inside it. If the second string isn't found, reports the entire first string.pt:o texto de _ antes de _
Reports the character position (starting from 1) of the beginning of the first input string inside the second input string.
If it's not found, reports 0.pt:a posição de _ em _
If input is TRUE, comparisons made by functions in the string library will be case-independent (so "FOO" = "foo"). This is the default.
If input is FALSE, comparisons will be exact.pt:altera comparações ignorando distinção minúsculas/maiúsculas para _
Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string.
If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.pt:o texto de _ entre as posições _ e _ , inclusive
Reports the input text with lower case letters instead of capital letters in the input. Uses the user's locale's rules for case conversion.pt:em minúsculas _
err_resetThis 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 'names' list).
If there is already a variable with that name in that scope, it does nothing: no errors and no overwrites.pt:cria as variáveis _ _
ca:crea les _ variables _
es:crear las _ variables _
de:erstellen _ var _
globalglobal
sprite
scripteach itemvar ide = this.parentThatIsA(IDE_Morph);
ide.flushBlocksCache('variables'); // b/c of inheritance
ide.refreshPalette();This block reports "true" if there is a variable with this given name (input slot) in that context.
It can be a global, sprite or script variable.
Otherwise it reports "false".pt:a variável _ existe
ca:existeix la variable _ ?
es:existe la variable _ ?
de:existiert var _ ?
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number,crayon,fair hue,size,transparency,X11/W3C name,fair saturation (HSL),fair lightness,fair HSL vector,fair saturation (HSV),fair value (brightness),fair HSV vector,hue,saturation (HSL),lightness,HSL vector,saturation (HSV),value (brightness),HSV vector,red,green,blue,RGB(A) vector,RGB(A) hex-120.0000000000001,-362.99999999999994,0-199.99999999999977,433.33333333333326,0