data:image/png;base64,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 printing style. Overlay image, then copy it’s properties onto the stage.
§_objectsMenu5doti11
Better printing style, gets the pixels from an sprite and prints them.
§_objectsMenu5truefalsecurrent index0pixelsdrawing11drawing show prog11
11.
Print the image from a pixel list. The length and width of the pixel image is required. 3 passes is the ideal number.
§_objectsMenu3604801truefalse0drawing11drawing show prog11Replace a color with another color.
rgbrgbRGB value
000255Create a blank template consisting of one color.
360480rgbRender something.
false
11 last random
Create a status message
2noneReport a random RGBA value
Gets the pixel location of the rgb value
rgbvaluevalueindex
Create a pixel map for every pixel. Very resource intensive. (especially for very large images)
pixel mapuniqueslengthi1If the R, G, B values are the same
Get the current costume’s pixels
5050Replace colors with a color.
Report a color range.
rr g b a010Report a color item
rr g b aGet current costume pixels for a sprite.
§_objectsMenuCreate a color pixel with the rgb value.
Swap a row with another
rr g b agr g b arrvalueggvaluebbvalueaavaluerbagbabgaagbBrightens the specific colors by a value.
0index of pixels to replaceindexindexJust brighten the image. Recommended to normalize the list after brightening.
01234itemReplace a range of pixels with a single color.
Get the current costume of a sprite.
§_objectsMenuCompress the pixels into rows and columns.
§_objectsMenupixelsheightwidthcompresspixel index1i1
Uncompress the compressed sprite pixels into a single list.
heightwidth1uncompressedi1Get the row and column of a compressed sprite list.
11Get the row of a compressed sprite list.
1Get costume properties for a sprite.
heightheight width name pixels extent§_objectsMenuFixes the list if there are any illegal values.
Replace specific indexes with a color.
1Set the transparency of an image to a value.
0valueChange the transparency of the image by a value.
0valueGet a costume from a sprite and switch to it.
§_objectsMenuGet the background’s pixels.
Generate a color that is not transparent.
Blank transparent color.
Swap two colors in a list.
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