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data:image/png;base64,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 only need to complete ONE challenge to earn EPIC credit.Reports 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