data:image/png;base64,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-100360100-100color10grays={
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 copper #b87333=38
39 cinnamon #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=55
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
}
violets={
90 violet #8f00ff=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
}distance112233index11050-50360100-100color10Sets 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
}123Takes 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)
25500Creates a bunch of global variables.
For internal use by Color library.global✐ last crayon✐ crayon colorspt:lança o erro _
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 '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 _ ?
err_resetpt:o texto multilinha _
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