data:image/png;base64,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 cumulative GPA is 3Sets 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
}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 colorsca:canvia de llapis de color saltant _
pt: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 _
ca:llapis de color
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