data:image/png;base64,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data:image/png;base64,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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), color number, crayon, or X11/W3C color name. See Appendix A in the Snap! Reference Manual for details.
color color number crayon fair hue ~1 size transparency X11/W3C name ~2 (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(A) vector RGB(A) hex } }function () { // add/edit menus but don't forget to edit other slot manual menu options to match var color_number=[ "0 black=0", "14 white=14", "20 spectral red=20", "25 darkest red=25", "30 saddle brown=30", "35 darkest brown=35", "40 spectral orange=40", "45 darkest orange=45", "50 spectral yellow=50", "55 darkest yellow=55", "60 spectral green=60", "65 darkest green=65", "70 spectral cyan=70", "75 darkest cyan=75", "80 spectral blue=80", "85 darkest blue=85", "90 spectral violet=90", "95 magenta=95"]; var fair_hue=[ "0 red=0", "12.5 brown=12.5", "25 orange=25", "37.5 yellow=37.5", "50 green=50", "62.5 cyan=62.5", "75 blue=75", "87.5 violet=87.5"]; var crayon=[ "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"]]; function makeMenuHelper(items, output) { // in an array, walk through the items in pairs var i = 0; while (i < items.length) { var label = items[i]; var possiblyNested = items[i+1]; // if possiblyNested is array, it is a nest under label // if possiblyNested is string, it is just a sibling if (possiblyNested === undefined) { // label is actually the last element of the list var hasEquals = label.split("="); if (hasEquals.length == 2) { output[hasEquals[0]] = hasEquals[1]; i += 1; } else if (hasEquals.length == 3) { output[hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]] = hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]; i += 1; } else { output[label] = label; i += 1; } } else if (typeof possiblyNested == "string") { var hasEquals = label.split("="); if (hasEquals.length == 2) { output[hasEquals[0]] = hasEquals[1]; i += 1; } else if (hasEquals.length == 3) { output[hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]] = hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]; i += 1; } else { output[label] = label; i += 1; } } else if (Array.isArray(possiblyNested)) { var nestingOutput = {}; makeMenuHelper(possiblyNested, nestingOutput); output[label] = nestingOutput; i += 2 } else { throw new Error("Bad value at index " + i); } } } var ide = world.children[0]; var menuVarName = this.parent.blockSpec; try { menuVarName = this.parent.cachedInputs[0].children[0].text; } catch(err) { menuPoss = this.parent.children; menuPoss = menuPoss.filter(function (e) { return (e instanceof InputSlotMorph)}); menuVarName = menuPoss[0].children[0].text; } menuVarName = menuVarName.replace(" ","_"); try { var menu = eval(menuVarName); var output = {}; makeMenuHelper(menu, output); return output; } catch(err) { } }Note to myself: When the user sets a fair dimension, say fair HSL, variable HSL contains the corresponding "unfair" values, and "raw HSL" contains the numbers the user actually gave. It has to be this way because in the case of HSV, there is no "HSV" variable; rather, we use the pen's actual remembered-by-Javascript color's HSV coordinates. So our HSL variable has to be analogous to that. In both cases "raw" means the numbers the user gave us.
1
HSV✐ raw HSL100HSV100
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.
color color number crayon fair hue ~1 size transparency X11/W3C name ~2 (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 RGBA vector RGB(A) hex } }huesaturation (HSV)value (brightness)transparencyRGB vectorRGBA vectorredgreenblueRGB(A) hex1616HSV vectorHSL vectorsaturation (HSL)lightnesscolor numbercolorfair huenot setfair saturation (HSL)not setfair lightnessnot setfair HSL vectornot setfair saturation (HSV)2not setfair value (brightness)3not setfair HSV vectornot setcrayonX11/W3C name
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.
color number crayon fair hue ~1 size transparency ~2 (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 RGBA vector } }crayonRGB hexI don't know how to handle
pt:lança o erro _
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 _
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 _ ?
combines any number of colors, reporting the result of mixing them, either additively (like colored light beams) or subtractively (like paints). If the result is too bright (additive) or too dark (subtractive), try the "averaged" versions, which will make the brightness more like the brightnesses of the input colors.
additive (light) additive (averaged) subtractive (ideal) subtractive (averaged) simulated paint paint (sRGB corrected)waveformssum of weightscombined waveformweighted geometric mean of waveformssum of weightscombined waveformTback to RGBT5.47813E-05 0.000184722 0.000935514 0.003096265 0.009507714 0.017351596 0.022073595 0.016353161 0.002002407 -0.016177731 -0.033929391 -0.046158952 -0.06381706 -0.083911194 -0.091832385 -0.08258148 -0.052950086 -0.012727224 0.037413037 0.091701812 0.147964686 0.181542886 0.210684154 0.210058081 0.181312094 0.132064724 0.093723787 0.057159281 0.033469657 0.018235464 0.009298756 0.004023687 0.002068643 0.00109484 0.000454231 0.000255925-4.65552E-05 -0.000157894 -0.000806935 -0.002707449 -0.008477628 -0.016058258 -0.02200529 -0.020027434 -0.011137726 0.003784809 0.022138944 0.038965605 0.063361718 0.095981626 0.126280277 0.148575844 0.149044804 0.14239936 0.122084916 0.09544734 0.067421931 0.035691251 0.01313278 -0.002384996 -0.009409573 -0.009888983 -0.008379513 -0.005606153 -0.003444663 -0.001921041 -0.000995333 -0.000435322 -0.000224537 -0.000118838 -4.93038E-05 -2.77789E-050.00032594 0.001107914 0.005677477 0.01918448 0.060978641 0.121348231 0.184875618 0.208804428 0.197318551 0.147233899 0.091819086 0.046485543 0.022982618 0.00665036 -0.005816014 -0.012450334 -0.015524259 -0.016712927 -0.01570093 -0.013647887 -0.011317812 -0.008077223 -0.005863171 -0.003943485 -0.002490472 -0.001440876 -0.000852895 -0.000458929 -0.000248389 -0.000129773 -6.41985E-05 -2.71982E-05 -1.38913E-05 -7.35203E-06 -3.05024E-06 -1.71858E-06newsRGBRGB vector255addmax255RGB vector
pt:o texto multilinha _
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 _
Reports the portion of the first input string starting after the first occurrence of the second string. If the second string isn't found in the first string, reports an empty string.
pt:o texto de _ depois de _
Reports the character position (starting from 1) of the beginning of the first input string inside the second input string. If it's not found, reports 0.
pt:a posição de _ em _
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 _
Reports the portion of the first input (string) starting at the position given by the second input (counting from 1, like LETTER n OF) and ending at the position given by the third input (also counting from 1). If the third input is empty, reports the portion from the first position to the end of the string. If a position number is negative, counts from the end backward, so -1 is the last character, -2 is the next to last, etc.
pt:o texto de _ entre as posições _ e _ , inclusive
Reports True if the first input string contains the second input string, otherwise false. Comparison is case-independent by default; use USE CASE-INDEPENDENT COMPARISONS to change that.
pt:o texto de _ antes de _
Reports the input text with lower case letters instead of capital letters in the input. Uses the user's locale's rules for case conversion.
pt:em minúsculas _
This block reports a color. 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), color number, crayon, or X11/W3C color name. See Appendix A in the Snap! Reference Manual for details.
color color number crayon fair hue X11/W3C name ~ fair HSL=fair HSL vector fair HSV=fair HSV vector HSL=HSL vector HSV=HSV vector RGB (0-255)=RGB vector RGB hexfunction () { // add/edit menus but don't forget to edit 2nd slot manual menu options as well to match var color_number=[ "0 black=0", "14 white=14", "20 spectral red=20", "25 darkest red=25", "30 saddle brown=30", "35 darkest brown=35", "40 spectral orange=40", "45 darkest orange=45", "50 spectral yellow=50", "55 darkest yellow=55", "60 spectral green=60", "65 darkest green=65", "70 spectral cyan=70", "75 darkest cyan=75", "80 spectral blue=80", "85 darkest blue=85", "90 spectral violet=90", "95 magenta=95"]; var fair_hue=[ "0 red=0", "12.5 brown=12.5", "25 orange=25", "37.5 yellow=37.5", "50 green=50", "62.5 cyan=62.5", "75 blue=75", "87.5 violet=87.5"]; var crayon=[ "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"]]; function makeMenuHelper(items, output) { // in an array, walk through the items in pairs var i = 0; while (i < items.length) { var label = items[i]; var possiblyNested = items[i+1]; // if possiblyNested is array, it is a nest under label // if possiblyNested is string, it is just a sibling if (possiblyNested === undefined) { // label is actually the last element of the list var hasEquals = label.split("="); if (hasEquals.length == 2) { output[hasEquals[0]] = hasEquals[1]; i += 1; } else if (hasEquals.length == 3) { output[hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]] = hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]; i += 1; } else { output[label] = label; i += 1; } } else if (typeof possiblyNested == "string") { var hasEquals = label.split("="); if (hasEquals.length == 2) { output[hasEquals[0]] = hasEquals[1]; i += 1; } else if (hasEquals.length == 3) { output[hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]] = hasEquals[0]+"\u00A0"+"="+"\u00A0"+hasEquals[2]; i += 1; } else { output[label] = label; i += 1; } } else if (Array.isArray(possiblyNested)) { var nestingOutput = {}; makeMenuHelper(possiblyNested, nestingOutput); output[label] = nestingOutput; i += 2 } else { throw new Error("Bad value at index " + i); } } } var ide = world.children[0]; var menuVarName = this.parent.blockSpec; try { menuVarName = this.parent.cachedInputs[0].children[0].text; } catch(err) { menuPoss = this.parent.children; menuPoss = menuPoss.filter(function (e) { return (e instanceof InputSlotMorph)}); menuVarName = menuPoss[0].children[0].text; } menuVarName = menuVarName.replace(" ","_"); try { var menu = eval(menuVarName); var output = {}; makeMenuHelper(menu, output); return output; } catch(err) { } }color numbercolor300index15scale1515255fromto122crayon132X11/W3C nameRGB hexcolorRGB vectorHSV vectorHSL vectorfair HSV vectorindex-1scale1index1color100fair HSL vectorindex-1scale1index1color110050
nearest color number crayon number fair hue ~1 transparency X11/W3C name ~2 (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 RGBA vector RGB hex } }X11/W3C namenearest color numberrgbhslhsvrgbtransparencytransparencyRGB vectorRGBA vectorRGB hexredgreenbluehsvfalseHSV vectorhuesaturation (HSV)value (brightness)hsltrueHSL vectorsaturation (HSL)lightnessHSLlightnessfair lightness310030.9833.333333330.986.9444444516.944444451.96100fair lightnessfair saturation (HSL)210075.9493610075.949366.9444444516.944444451.96100fair saturation (HSL)fair HSL vectorfair lightness310030.9833.333333330.986.9444444516.944444458.823529100fair lightnessfair saturation (HSL)210075.9493610075.949366.9444444516.944444458.823529100fair saturation (HSL)fair HSL vectorfair hue11111111fair huefair saturation (HSL)fair lightnessfair HSL vectorbrownfair value (brightness)310054.5166.66666666754.516.9444444516.944444451.96100fair value (brightness)fair saturation (HSV)210086.3310086.336.9444444516.944444451.96100fair saturation (HSV)fair HSV vectorfair value (brightness)310054.5166.66666666754.516.9444444516.944444451.96100fair value (brightness)fair saturation (HSV)210086.3310086.336.9444444516.944444451.96100fair saturation (HSV)fair HSV vectorfair hue11111111fair huefair saturation (HSV)fair value (brightness)fair HSV vectorbrownfair somethingCan't get here -- please post project and screenshot to forum.
This block reports the pen color (as a color, not as a list of numbers).
de:fange _ _ ca:agafa _ _ es:atrapar _ _ fr:attrape _ _ pt:captura _ _ cont
de:wirf _ _ ca:llança _ _ es:lanzar _ _ fr:lance _ _ pt:lança _ _ catchtag
Sets 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 }✐ last set ascrayon✐ fair?false1231
Takes 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) 25500
Takes 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) 0.30.70.6
Reports 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)
Takes a value from 0 to 15 and reports the corresponding hexadecimal digit. For internal use of the color library.
Don't ask. Only for internal use by the SET PEN block.
truetrue
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✐ X11✐ crayon colors✐ fair hue table✐ colors✐ brights✐ pivots✐ HSV brights✐ HSL brights✐ HSV colors✐ HSL colors✐ X11 catch✐ dimension names✐ dimension dispatch✐ last set asRGB✐ fair?false✐ raw HSV0100100✐ HSL010050✐ raw HSL010050
not a crayon
not an X11 color
11000hues1fair hues00hue101100021000✐ fair hue table10
11
1
smallest componentrgb255
smallest component2rgb255
2Red family8.7Brown/orange family17yellow501427.7522.334green52cyan67blue83.33333333purple9550505left of black
falsehue603.61001003.6100100
hue mod 100, other components cut off at [0, 100]
value100color3.6index1index-1scale1255fromto1newHSVHSL✐ fair?true
color300index15scale15grayscale15255fromto121✐ last set ascolor number✐ fair?true✐ raw HSL10050✐ raw HSV100100
015866161216341656✐ last set asRGB✐ fair?false1
44partial matchestrue4matchhead matchestrueSUBSET throws here if it handles a unique match1
44partial matchesfalse4matchhead matchesfalseSUBSET throws here if it handles a unique match2
015866161216341656
fair hue transparency ~2 (3D color spaces)={ fair HSL={ fair hue fair saturation (HSL) fair lightness } fair HSV={ fair hue fair saturation (HSV) fair value (brightness) } HSL={ hue saturation (HSL) lightness } HSV={ hue saturation (HSV) value (brightness) } RGB (0-255)={ red green blue } }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.huesaturation (HSV)value (brightness)saturation (HSL)lightnesstransparencyredgreenbluefair huefair saturation (HSV)fair value (brightness)fair saturation (HSL)fair lightness
✐ last set asHSL33✐ fair?false1
✐ last set asRGB✐ fair?false
✐ last set asRGB✐ fair?false
✐ last set asRGB✐ fair?false
✐ last set asRGB✐ fair?false
0
4value0255131✐ last set asRGB✐ fair?false
✐ last set asHSL22✐ fair?false1
✐ last set asHSL✐ HSL11000100✐ raw HSL✐ fair?false1
✐ last set asHSV✐ fair?false✐ raw HSV1310031
100if USED TO BE fairHSL✐ fair?false1
✐ last set asHSL2222✐ fair?true1
✐ last set asHSL3333✐ fair?true1
2313
22✐ last set asHSV✐ fair?true1
33✐ last set asHSV✐ fair?true1
23131
exYposexPenSize
falsea1121false182false
falseYposTop112YposDown1-12YposTop212YposDown2-12trueTop?false2falseYposTop8YposDown-818trueTop?falsefalse14falseYposTop16YposDown-1618trueTop?falsefalse
Top?false8
.75.0540true
aantalDruips0
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pink,15255,105,180,hot pink,16255,0,127,bright pink,17227,11,93,raspberry,18229,43,80,amaranth,19255,0,0,red,20144,0,32,burgundy,21153,0,0,cherry,22164,0,0,dark candy apple red,23192,0,0,sanguine,24128,0,0,maroon,25201,0,22,crimson,26217,77,17,Lists,27255,8,0,candy apple red,28255,56,0,coquelicot,29139,69,19,saddle brown,30123,63,0,chocolate,31107,68,35,kobicha,32112,66,20,sepia,33149,69,53,chestnut,34101,67,33,dark brown,35150,75,0,brown,36153,101,21,golden brown,37184,115,51,cinnamon,38210,105,30,copper,39255,127,0,orange,40255,88,0,Pantone orange,41255,117,24,pumpkin,42243,118,29,Variables,43232,97,0,Spanish orange,44204,85,0,burnt orange,45203,65,11,sinopia,46204,119,34,ochre,47237,145,33,carrot,48242,133,0,tangerine,49255,255,0,yellow,50230,168,34,Control,51184,134,11,dark goldenrod,52218,165,32,goldenrod,53244,196,48,saffron,54236,213,64,sandstorm,55255,219,88,mustard,56255,215,0,gold,57254,227,62,egg yolk,58251,225,8,rubber duck,590,255,0,lime,60141,182,0,apple green,6198,194,19,Operators,6234,139,34,forest green,630,128,0,green,640,100,0,dark green,653,192,60,dark pastel green,6680,200,120,emerald,6762,180,137,mint,680,161,120,Pen,690,255,255,aqua,700,139,139,dark cyan,710,123,167,cerulean,72113,166,210,iceberg,734,148,220,Sensing,740,128,128,teal,75135,206,250,light sky blue,760,191,255,deep sky blue,7730,144,255,dodger blue,780,127,255,azure,790,0,255,blue,8025,25,112,midnight blue,810,51,153,dark powder blue,820,71,171,cobalt,8321,96,189,denim,840,0,128,navy blue,8570,130,180,steel blue,8674,108,212,Motion,87100,149,237,cornflower,88106,90,205,slate blue,89128,0,255,violet,90143,86,227,Looks,91111,45,168,grape,9275,0,130,indigo,93160,32,240,x11 purple,94255,0,255,magenta,95153,50,204,dark orchid,96207,74,217,Sound,97127,0,127,purple,98139,0,139,dark 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