data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCCReports 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 }colorcolor1001123Takes 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) 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), 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?falsethis blocksaturation (HSV)value (brightness)transparencyred✐ last set asRGB✐ fair?falsethis blockgreen✐ last set asRGB✐ fair?falsethis blockblue✐ last set asRGB✐ fair?falsethis blockfair huevalue100color3.6index1index-1scale1255fromto1newHSVHSL✐ fair?truethis blockfair huecolorColorcolor300indexfloor15scale15grayscale15255fromto12✐ last set ascolor✐ fair?falsethis blocksaturation (HSL)lightnessfair saturation (HSV)saturationsaturation22✐ last set asHSV✐ fair?truethis blockfair value (brightness)brightnessbrightness33✐ last set asHSV✐ fair?truethis blockfair saturation (HSL)✐ last set asHSL2222✐ fair?truethis blockfair lightness✐ last set asHSL3333✐ fair?truethis blockfair HSL vectorthis blockfair HSV vectorthis blockHSL vectorthis blockHSV vectorthis blockRGB vectorthis blockRGB hex015number66red1612green1634blue1656this blockX11/W3C nameX11/W3C namelistvaluetruex11w3c44partial matches4matchhead matchesSUBSET throws here if it handles a unique match

1

HSVHSV100

The 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.

size crayon 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 } }huesaturation (HSV)value (brightness)transparencyRGB vectorredgreenblueRGB hexHSV vectorHSL vectorsaturation (HSL)lightnesscolorfair huenot setfair saturation (HSL)not setfair lightnessnot setfair HSL vectornot setfair saturation (HSV)2not setfair value (brightness)3not setfair HSV vectornot setcrayonnot setX11/W3C namenot setTakes a value from 0 to 15 and reports the corresponding hexadecimal digit. For internal use of the color library.

Changes 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.

size crayon color fair hue transparency (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 } }crayonRGB hexnumberlistI don't know how to handle

pt:lança o erro _

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 _ 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 _

de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ pt:captura _ _ cont3

de:wirf _ ca:llança _ es:lanzar _ fr:lance _ pt:lança _ catchtag

de:ignoriere _ ca:ignora _ es:ignorar _ fr:ignore _ pt:ignora _ Don't ask. Only for internal use by the SET PEN block.

true

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 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 _ ? Creates 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✐ last set asRGB✐ fair?false✐ raw HSV0100100