data:image/png;base64,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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.ca:fixa el llapis de color _
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
}123ca:canvia de llapis de color saltant _
ca:llapis de color
This 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.ca:$brush fixa el _ del llapis a _ _
color
color number
crayon
fair hue
~1
size
transparency
X11/W3C name
~2
(3D color spaces)={
fair HSL={
fair hue
fair saturation (HSL)
fair lightness
fair HSL vector
}
fair HSV={
fair hue
fair saturation (HSV)
fair value (brightness)
fair HSV vector
}
HSL={
hue
saturation (HSL)
lightness
HSL vector
}
HSV={
hue
saturation (HSV)
value (brightness)
HSV vector
}
RGB (0-255)={
red
green
blue
RGB(A) vector
RGB(A) hex
}
}§_ext_clr_numbersNote to myself: When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding "unfair" values, and "raw HSL" contains the numbers the user actually gave. It has to be this way because in the case of HSV, there is no "HSV" variable; rather, we use the pen's actual remembered-by-Javascript color's HSV coordinates. So our HSL variable has to be analogous to that. In both cases "raw" means the numbers the user gave us.1HSV✐ raw HSL100HSV100The identity function reports its input.This block reports the pen size, color, or transparency, in all the same ways that the SET PEN block allows you to set those pen properties. (It will also report the current crayon number, if the pen color was most recently set with SET PEN TO CRAYON.)
See Appendix A of the Snap! Reference Manual for details. ca:$brush _ del llapis
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 vector
RGBA vector
RGB(A) hex
}
}huesaturation (HSV)value (brightness)transparencyRGB vectorRGBA vectorredgreenblueRGB(A) hex1616HSV vectorHSL vectorsaturation (HSL)lightnesscolor numbercolorfair huenot setfair saturation (HSL)not setfair lightnessnot setfair HSL vectornot setfair saturation (HSV)2not setfair value (brightness)3not setfair HSV vectornot setcrayonX11/W3C nameChanges any pen property by the specified amount. Some color scales can't be adjusted this way unless the color was first SET using that scale.
Vectors (e.g., RGB color as a list of three numbers) can be incremented
by a vector as the amount. X11/W3C names can't be incremented.ca:$brush augmenta _ del llapis en _
color number
crayon
fair hue
~1
size
transparency
~2
(3D color spaces)={
fair HSL={
fair hue
fair saturation (HSL)
fair lightness
fair HSL vector
}
fair HSV={
fair hue
fair saturation (HSV)
fair value (brightness)
fair HSV vector
}
HSL={
hue
saturation (HSL)
lightness
HSL vector
}
HSV={
hue
saturation (HSV)
value (brightness)
HSV vector
}
RGB (0-255)={
red
green
blue
RGB vector
RGBA vector
}
}crayonRGB hexI don't know how to handle pt:lança o erro _
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
cont3de:wirf _
ca:llança _
es:lanzar _
fr:lance _
pt:lança _
catchtagde:ignoriere _
ca:ignora _
es:ignorar _
fr:ignore _
pt:ignora _
combines any number of colors, reporting the result of mixing them, either additively (like colored light beams) or subtractively (like paints). If the result is too bright (additive) or too dark (subtractive), try the "averaged" versions, which will make the brightness more like the brightnesses of the input colors.ca:$brush barreja colors _ amb criteri _
additive (light)
additive (averaged)
subtractive (ideal)
subtractive (averaged)
simulated paint
paint (sRGB corrected)waveformssum of weightscombined waveformweighted geometric mean of waveformssum of weightscombined waveformTback to RGBT5.47813E-05 0.000184722 0.000935514 0.003096265 0.009507714 0.017351596 0.022073595 0.016353161 0.002002407 -0.016177731 -0.033929391 -0.046158952 -0.06381706 -0.083911194 -0.091832385 -0.08258148 -0.052950086 -0.012727224 0.037413037 0.091701812 0.147964686 0.181542886 0.210684154 0.210058081 0.181312094 0.132064724 0.093723787 0.057159281 0.033469657 0.018235464 0.009298756 0.004023687 0.002068643 0.00109484 0.000454231 0.000255925-4.65552E-05 -0.000157894 -0.000806935 -0.002707449 -0.008477628 -0.016058258 -0.02200529 -0.020027434 -0.011137726 0.003784809 0.022138944 0.038965605 0.063361718 0.095981626 0.126280277 0.148575844 0.149044804 0.14239936 0.122084916 0.09544734 0.067421931 0.035691251 0.01313278 -0.002384996 -0.009409573 -0.009888983 -0.008379513 -0.005606153 -0.003444663 -0.001921041 -0.000995333 -0.000435322 -0.000224537 -0.000118838 -4.93038E-05 -2.77789E-050.00032594 0.001107914 0.005677477 0.01918448 0.060978641 0.121348231 0.184875618 0.208804428 0.197318551 0.147233899 0.091819086 0.046485543 0.022982618 0.00665036 -0.005816014 -0.012450334 -0.015524259 -0.016712927 -0.01570093 -0.013647887 -0.011317812 -0.008077223 -0.005863171 -0.003943485 -0.002490472 -0.001440876 -0.000852895 -0.000458929 -0.000248389 -0.000129773 -6.41985E-05 -2.71982E-05 -1.38913E-05 -7.35203E-06 -3.05024E-06 -1.71858E-06newsRGBRGB vector255addmax255RGB vectorThis block reports a color. 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.ca:$brush color amb _ _ _
color
color number
crayon
fair hue
X11/W3C name
~
fair HSL=fair HSL vector
fair HSV=fair HSV vector
HSL=HSL vector
HSV=HSV vector
RGB (0-255)=RGB vector
RGB hex§_ext_clr_numberscolor numbercolor300index15scale1515255fromto122crayon132X11/W3C nameRGB hexcolorRGB vectorHSV vectorHSL vectorfair HSV vectorindex-1scale1index1color100fair HSL vectorindex-1scale1index1color110050ca:$brush _ del color _
nearest color number
crayon number
fair hue
~1
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 vector
RGBA vector
RGB hex
}
}X11/W3C namenearest color numberrgbhslhsvrgbtransparencytransparencyRGB vectorRGBA vectorRGB hexredgreenbluehsvfalseHSV vectorhuesaturation (HSV)value (brightness)hsltrueHSL vectorsaturation (HSL)lightnessHSLlightnessfair lightness310030.9833.333333330.986.9444444516.944444451.96100fair lightnessfair saturation (HSL)210075.9493610075.949366.9444444516.944444451.96100fair saturation (HSL)fair HSL vectorfair lightness310030.9833.333333330.986.9444444516.944444458.823529100fair lightnessfair saturation (HSL)210075.9493610075.949366.9444444516.944444458.823529100fair saturation (HSL)fair HSL vectorfair hue11111111fair huefair saturation (HSL)fair lightnessfair HSL vectorbrownfair value (brightness)310054.5166.66666666754.516.9444444516.944444451.96100fair value (brightness)fair saturation (HSV)210086.3310086.336.9444444516.944444451.96100fair saturation (HSV)fair HSV vectorfair value (brightness)310054.5166.66666666754.516.9444444516.944444451.96100fair value (brightness)fair saturation (HSV)210086.3310086.336.9444444516.944444451.96100fair saturation (HSV)fair HSV vectorfair hue11111111fair huefair saturation (HSV)fair value (brightness)fair HSV vectorbrownfair somethingCan't get here -- please post project and screenshot to forum.This block reports the pen color
(as a color, not as a list of numbers).ca:✐ color de llapis actual
de:fange _ _
ca:agafa _ _
es:atrapar _ _
fr:attrape _ _
pt:captura _ _
contde:wirf _ _
ca:llança _ _
es:lanzar _ _
fr:lance _ _
pt:lança _ _
catchtagSets 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.ca:✐ fixa el llapis de color _ _
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)
ca:fixa el llapis al color r: _ g: _ b: _
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)
ca:fixa el llapis al color h: _ s: _ v: _
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)
Takes a value from 0 to 15 and reports
the corresponding hexadecimal digit.
For internal use of the color library.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 HSL010050not a crayonnot an X11 color11000hues1fair hues00hue101100021000✐ fair hue table10111smallest componentrgb255smallest component2rgb2552Red family8.7Brown/orange family17yellow501427.7522.334green52cyan67blue83.33333333purple9550505left of blackfalsehue603.61001003.6100100hue mod 100, other components cut off at [0, 100]value100color3.6index1index-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 match144partial matchesfalse4matchhead matchesfalseSUBSET throws here if it handles a unique match2015866161216341656fair hue
transparency
~2
(3D color spaces)={
fair HSL={
fair hue
fair saturation (HSL)
fair lightness
}
fair HSV={
fair hue
fair saturation (HSV)
fair value (brightness)
}
HSL={
hue
saturation (HSL)
lightness
}
HSV={
hue
saturation (HSV)
value (brightness)
}
RGB (0-255)={
red
green
blue
}
}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.huesaturation (HSV)value (brightness)saturation (HSL)lightnesstransparencyredgreenbluefair huefair saturation (HSV)fair value (brightness)fair saturation (HSL)fair lightness✐ 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 portion of the first input string starting after the first occurrence of the second string. If the second string isn't found in the first string, reports an empty string.pt:o texto de _ depois 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 True if the first input string contains the second input string, otherwise false.
Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.pt:o texto de _ antes de _
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
scriptThis 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) hex300