data:image/png;base64,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{
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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Instead of clicking twice, you can use REPEAT to automate.00Hello!2.3ballerina b.3ballerina c.3ballerina d.3