ZX SPECTRUM STANDARD PALETTE WITH //BLENDED// 8×8 DITHERING ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ COUNT OF COLORS PLAIN 1-BIT 8×8 CELLS: 15 (NOT SHOWN in the –rotated– charts below) DITHERED 1-BIT 8×8 CELLS: 3528 (56*63 in the charts below). .............................................................................. OVERALL UNIQUE BLENDINGS FROM DECIMALS: (>24 bpp – above the current true color spec) 3543 virtually (15+3528 above) UNIQUE BLENDINGS FROM INTEGERS: (24 bpp) Only 3399 visible colors with the bright and dim values below (15+3384 w/o duplicate, or 3400 with the gray 127 that outlines the black frame at 1:1 size…) NB calculated, non-filtered colors (else you'd get inaccurate blendings – even e.g. from 4096 px˛ ditherings down to 1 px˛ using Lanczos in any converter…). ============================================================================== PLAIN COLORS BRIGHT INTEGERS: 255 255 255 = BRIGHT white 255 255 0 = BRIGHT yellow 0 255 255 = BRIGHT cyan 0 255 0 = BRIGHT green 255 0 255 = BRIGHT magenta 255 0 0 = BRIGHT red 0 0 255 = BRIGHT blue {0 0 0 = BRIGHT black (= DIM black)} REMOVED DUPLICATE [R] [G] [B] DIM INTEGERS: 205 205 205 = DIM white 205 205 0 = DIM yellow 0 205 205 = DIM cyan 0 205 0 = DIM green 205 0 205 = DIM magenta 205 0 0 = DIM red 0 0 205 = DIM blue 0 0 0 = DIM black (= {REMOVED} BRIGHT black) [R] [G] [B] NB bright and dim values are reminded (see at the end of this documentation). ------------------------------------------------------------------------------ BLENDED COLORS BRIGHT INTEGERS: 255 255 4 4 255 255 4 255 4 255 4 255 255 4 4 4 4 255 4 4 4 4 255 251 4 255 0 255 4 251 255 4 0 4 4 251 4 4 0 0 255 4 251 4 255 251 4 4 0 4 255 0 4 4 251 4 251 251 4 0 0 4 251 0 4 0 255 0 4 4 0 255 4 0 4 4 0 251 4 0 0 0 0 4 255 255 8 8 255 255 8 255 8 255 8 255 255 8 8 8 8 255 8 8 8 8 255 247 8 255 0 255 8 247 255 8 0 8 8 247 8 8 0 0 255 8 247 8 255 247 8 8 0 8 255 0 8 8 247 8 247 247 8 0 0 8 247 0 8 0 255 0 8 8 0 255 8 0 8 8 0 247 8 0 0 0 0 8 255 255 12 12 255 255 12 255 12 255 12 255 255 12 12 12 12 255 12 12 12 12 255 243 12 255 0 255 12 243 255 12 0 12 12 243 12 12 0 0 255 12 243 12 255 243 12 12 0 12 255 0 12 12 243 12 243 243 12 0 0 12 243 0 12 0 255 0 12 12 0 255 12 0 12 12 0 243 12 0 0 0 0 12 255 255 16 16 255 255 16 255 16 255 16 255 255 16 16 16 16 255 16 16 16 16 255 239 16 255 0 255 16 239 255 16 0 16 16 239 16 16 0 0 255 16 239 16 255 239 16 16 0 16 255 0 16 16 239 16 239 239 16 0 0 16 239 0 16 0 255 0 16 16 0 255 16 0 16 16 0 239 16 0 0 0 0 16 255 255 20 20 255 255 20 255 20 255 20 255 255 20 20 20 20 255 20 20 20 20 255 235 20 255 0 255 20 235 255 20 0 20 20 235 20 20 0 0 255 20 235 20 255 235 20 20 0 20 255 0 20 20 235 20 235 235 20 0 0 20 235 0 20 0 255 0 20 20 0 255 20 0 20 20 0 235 20 0 0 0 0 20 255 255 24 24 255 255 24 255 24 255 24 255 255 24 24 24 24 255 24 24 24 24 255 231 24 255 0 255 24 231 255 24 0 24 24 231 24 24 0 0 255 24 231 24 255 231 24 24 0 24 255 0 24 24 231 24 231 231 24 0 0 24 231 0 24 0 255 0 24 24 0 255 24 0 24 24 0 231 24 0 0 0 0 24 255 255 28 28 255 255 28 255 28 255 28 255 255 28 28 28 28 255 28 28 28 28 255 227 28 255 0 255 28 227 255 28 0 28 28 227 28 28 0 0 255 28 227 28 255 227 28 28 0 28 255 0 28 28 227 28 227 227 28 0 0 28 227 0 28 0 255 0 28 28 0 255 28 0 28 28 0 227 28 0 0 0 0 28 255 255 32 32 255 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227 28 227 227 0 0 255 227 28 227 255 28 227 227 0 227 255 0 227 227 28 227 28 28 227 0 0 227 28 0 227 0 255 0 227 227 0 255 227 0 227 227 0 28 227 0 0 0 0 227 255 255 231 231 255 255 231 255 231 255 231 255 255 231 231 231 231 255 231 231 231 231 255 24 231 255 0 255 231 24 255 231 0 231 231 24 231 231 0 0 255 231 24 231 255 24 231 231 0 231 255 0 231 231 24 231 24 24 231 0 0 231 24 0 231 0 255 0 231 231 0 255 231 0 231 231 0 24 231 0 0 0 0 231 255 255 235 235 255 255 235 255 235 255 235 255 255 235 235 235 235 255 235 235 235 235 255 20 235 255 0 255 235 20 255 235 0 235 235 20 235 235 0 0 255 235 20 235 255 20 235 235 0 235 255 0 235 235 20 235 20 20 235 0 0 235 20 0 235 0 255 0 235 235 0 255 235 0 235 235 0 20 235 0 0 0 0 235 255 255 239 239 255 255 239 255 239 255 239 255 255 239 239 239 239 255 239 239 239 239 255 16 239 255 0 255 239 16 255 239 0 239 239 16 239 239 0 0 255 239 16 239 255 16 239 239 0 239 255 0 239 239 16 239 16 16 239 0 0 239 16 0 239 0 255 0 239 239 0 255 239 0 239 239 0 16 239 0 0 0 0 239 255 255 243 243 255 255 243 255 243 255 243 255 255 243 243 243 243 255 243 243 243 243 255 12 243 255 0 255 243 12 255 243 0 243 243 12 243 243 0 0 255 243 12 243 255 12 243 243 0 243 255 0 243 243 12 243 12 12 243 0 0 243 12 0 243 0 255 0 243 243 0 255 243 0 243 243 0 12 243 0 0 0 0 243 255 255 247 247 255 255 247 255 247 255 247 255 255 247 247 247 247 255 247 247 247 247 255 8 247 255 0 255 247 8 255 247 0 247 247 8 247 247 0 0 255 247 8 247 255 8 247 247 0 247 255 0 247 247 8 247 8 8 247 0 0 247 8 0 247 0 255 0 247 247 0 255 247 0 247 247 0 8 247 0 0 0 0 247 255 255 251 251 255 255 251 255 251 255 251 255 255 251 251 251 251 255 251 251 251 251 255 4 251 255 0 255 251 4 255 251 0 251 251 4 251 251 0 0 255 251 4 251 255 4 251 251 0 251 255 0 251 251 4 251 4 4 251 0 0 251 4 0 251 0 255 0 251 251 0 255 251 0 251 251 0 4 251 0 0 0 0 251 BRIGHT DECIMALS: 255 255 3.984375 3.984375 255 255 3.984375 255 3.984375 255 3.984375 255 255 3.984375 3.984375 3.984375 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255 11.953125 255 11.953125 255 11.953125 255 255 11.953125 11.953125 11.953125 11.953125 255 11.953125 11.953125 11.953125 11.953125 255 243.046875 11.953125 255 0 255 11.953125 243.046875 255 11.953125 0 11.953125 11.953125 243.046875 11.953125 11.953125 0 0 255 11.953125 243.046875 11.953125 255 243.046875 11.953125 11.953125 0 11.953125 255 0 11.953125 11.953125 243.046875 11.953125 243.046875 243.046875 11.953125 0 0 11.953125 243.046875 0 11.953125 0 255 0 11.953125 11.953125 0 255 11.953125 0 11.953125 11.953125 0 243.046875 11.953125 0 0 0 0 11.953125 255 255 15.9375 15.9375 255 255 15.9375 255 15.9375 255 15.9375 255 255 15.9375 15.9375 15.9375 15.9375 255 15.9375 15.9375 15.9375 15.9375 255 239.0625 15.9375 255 0 255 15.9375 239.0625 255 15.9375 0 15.9375 15.9375 239.0625 15.9375 15.9375 0 0 255 15.9375 239.0625 15.9375 255 239.0625 15.9375 15.9375 0 15.9375 255 0 15.9375 15.9375 239.0625 15.9375 239.0625 239.0625 15.9375 0 0 15.9375 239.0625 0 15.9375 0 255 0 15.9375 15.9375 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41.640625 163.359375 0 0 163.359375 41.640625 0 163.359375 0 205 0 163.359375 163.359375 0 205 163.359375 0 163.359375 163.359375 0 41.640625 163.359375 0 0 0 0 163.359375 205 205 166.5625 166.5625 205 205 166.5625 205 166.5625 205 166.5625 205 205 166.5625 166.5625 166.5625 166.5625 205 166.5625 166.5625 166.5625 166.5625 205 38.4375 166.5625 205 0 205 166.5625 38.4375 205 166.5625 0 166.5625 166.5625 38.4375 166.5625 166.5625 0 0 205 166.5625 38.4375 166.5625 205 38.4375 166.5625 166.5625 0 166.5625 205 0 166.5625 166.5625 38.4375 166.5625 38.4375 38.4375 166.5625 0 0 166.5625 38.4375 0 166.5625 0 205 0 166.5625 166.5625 0 205 166.5625 0 166.5625 166.5625 0 38.4375 166.5625 0 0 0 0 166.5625 205 205 169.765625 169.765625 205 205 169.765625 205 169.765625 205 169.765625 205 205 169.765625 169.765625 169.765625 169.765625 205 169.765625 169.765625 169.765625 169.765625 205 35.234375 169.765625 205 0 205 169.765625 35.234375 205 169.765625 0 169.765625 169.765625 35.234375 169.765625 169.765625 0 0 205 169.765625 35.234375 169.765625 205 35.234375 169.765625 169.765625 0 169.765625 205 0 169.765625 169.765625 35.234375 169.765625 35.234375 35.234375 169.765625 0 0 169.765625 35.234375 0 169.765625 0 205 0 169.765625 169.765625 0 205 169.765625 0 169.765625 169.765625 0 35.234375 169.765625 0 0 0 0 169.765625 205 205 172.96875 172.96875 205 205 172.96875 205 172.96875 205 172.96875 205 205 172.96875 172.96875 172.96875 172.96875 205 172.96875 172.96875 172.96875 172.96875 205 32.03125 172.96875 205 0 205 172.96875 32.03125 205 172.96875 0 172.96875 172.96875 32.03125 172.96875 172.96875 0 0 205 172.96875 32.03125 172.96875 205 32.03125 172.96875 172.96875 0 172.96875 205 0 172.96875 172.96875 32.03125 172.96875 32.03125 32.03125 172.96875 0 0 172.96875 32.03125 0 172.96875 0 205 0 172.96875 172.96875 0 205 172.96875 0 172.96875 172.96875 0 32.03125 172.96875 0 0 0 0 172.96875 205 205 176.171875 176.171875 205 205 176.171875 205 176.171875 205 176.171875 205 205 176.171875 176.171875 176.171875 176.171875 205 176.171875 176.171875 176.171875 176.171875 205 28.828125 176.171875 205 0 205 176.171875 28.828125 205 176.171875 0 176.171875 176.171875 28.828125 176.171875 176.171875 0 0 205 176.171875 28.828125 176.171875 205 28.828125 176.171875 176.171875 0 176.171875 205 0 176.171875 176.171875 28.828125 176.171875 28.828125 28.828125 176.171875 0 0 176.171875 28.828125 0 176.171875 0 205 0 176.171875 176.171875 0 205 176.171875 0 176.171875 176.171875 0 28.828125 176.171875 0 0 0 0 176.171875 205 205 179.375 179.375 205 205 179.375 205 179.375 205 179.375 205 205 179.375 179.375 179.375 179.375 205 179.375 179.375 179.375 179.375 205 25.625 179.375 205 0 205 179.375 25.625 205 179.375 0 179.375 179.375 25.625 179.375 179.375 0 0 205 179.375 25.625 179.375 205 25.625 179.375 179.375 0 179.375 205 0 179.375 179.375 25.625 179.375 25.625 25.625 179.375 0 0 179.375 25.625 0 179.375 0 205 0 179.375 179.375 0 205 179.375 0 179.375 179.375 0 25.625 179.375 0 0 0 0 179.375 205 205 182.578125 182.578125 205 205 182.578125 205 182.578125 205 182.578125 205 205 182.578125 182.578125 182.578125 182.578125 205 182.578125 182.578125 182.578125 182.578125 205 22.421875 182.578125 205 0 205 182.578125 22.421875 205 182.578125 0 182.578125 182.578125 22.421875 182.578125 182.578125 0 0 205 182.578125 22.421875 182.578125 205 22.421875 182.578125 182.578125 0 182.578125 205 0 182.578125 182.578125 22.421875 182.578125 22.421875 22.421875 182.578125 0 0 182.578125 22.421875 0 182.578125 0 205 0 182.578125 182.578125 0 205 182.578125 0 182.578125 182.578125 0 22.421875 182.578125 0 0 0 0 182.578125 205 205 185.78125 185.78125 205 205 185.78125 205 185.78125 205 185.78125 205 205 185.78125 185.78125 185.78125 185.78125 205 185.78125 185.78125 185.78125 185.78125 205 19.21875 185.78125 205 0 205 185.78125 19.21875 205 185.78125 0 185.78125 185.78125 19.21875 185.78125 185.78125 0 0 205 185.78125 19.21875 185.78125 205 19.21875 185.78125 185.78125 0 185.78125 205 0 185.78125 185.78125 19.21875 185.78125 19.21875 19.21875 185.78125 0 0 185.78125 19.21875 0 185.78125 0 205 0 185.78125 185.78125 0 205 185.78125 0 185.78125 185.78125 0 19.21875 185.78125 0 0 0 0 185.78125 205 205 188.984375 188.984375 205 205 188.984375 205 188.984375 205 188.984375 205 205 188.984375 188.984375 188.984375 188.984375 205 188.984375 188.984375 188.984375 188.984375 205 16.015625 188.984375 205 0 205 188.984375 16.015625 205 188.984375 0 188.984375 188.984375 16.015625 188.984375 188.984375 0 0 205 188.984375 16.015625 188.984375 205 16.015625 188.984375 188.984375 0 188.984375 205 0 188.984375 188.984375 16.015625 188.984375 16.015625 16.015625 188.984375 0 0 188.984375 16.015625 0 188.984375 0 205 0 188.984375 188.984375 0 205 188.984375 0 188.984375 188.984375 0 16.015625 188.984375 0 0 0 0 188.984375 205 205 192.1875 192.1875 205 205 192.1875 205 192.1875 205 192.1875 205 205 192.1875 192.1875 192.1875 192.1875 205 192.1875 192.1875 192.1875 192.1875 205 12.8125 192.1875 205 0 205 192.1875 12.8125 205 192.1875 0 192.1875 192.1875 12.8125 192.1875 192.1875 0 0 205 192.1875 12.8125 192.1875 205 12.8125 192.1875 192.1875 0 192.1875 205 0 192.1875 192.1875 12.8125 192.1875 12.8125 12.8125 192.1875 0 0 192.1875 12.8125 0 192.1875 0 205 0 192.1875 192.1875 0 205 192.1875 0 192.1875 192.1875 0 12.8125 192.1875 0 0 0 0 192.1875 205 205 195.390625 195.390625 205 205 195.390625 205 195.390625 205 195.390625 205 205 195.390625 195.390625 195.390625 195.390625 205 195.390625 195.390625 195.390625 195.390625 205 9.609375 195.390625 205 0 205 195.390625 9.609375 205 195.390625 0 195.390625 195.390625 9.609375 195.390625 195.390625 0 0 205 195.390625 9.609375 195.390625 205 9.609375 195.390625 195.390625 0 195.390625 205 0 195.390625 195.390625 9.609375 195.390625 9.609375 9.609375 195.390625 0 0 195.390625 9.609375 0 195.390625 0 205 0 195.390625 195.390625 0 205 195.390625 0 195.390625 195.390625 0 9.609375 195.390625 0 0 0 0 195.390625 205 205 198.59375 198.59375 205 205 198.59375 205 198.59375 205 198.59375 205 205 198.59375 198.59375 198.59375 198.59375 205 198.59375 198.59375 198.59375 198.59375 205 6.40625 198.59375 205 0 205 198.59375 6.40625 205 198.59375 0 198.59375 198.59375 6.40625 198.59375 198.59375 0 0 205 198.59375 6.40625 198.59375 205 6.40625 198.59375 198.59375 0 198.59375 205 0 198.59375 198.59375 6.40625 198.59375 6.40625 6.40625 198.59375 0 0 198.59375 6.40625 0 198.59375 0 205 0 198.59375 198.59375 0 205 198.59375 0 198.59375 198.59375 0 6.40625 198.59375 0 0 0 0 198.59375 205 205 201.796875 201.796875 205 205 201.796875 205 201.796875 205 201.796875 205 205 201.796875 201.796875 201.796875 201.796875 205 201.796875 201.796875 201.796875 201.796875 205 3.203125 201.796875 205 0 205 201.796875 3.203125 205 201.796875 0 201.796875 201.796875 3.203125 201.796875 201.796875 0 0 205 201.796875 3.203125 201.796875 205 3.203125 201.796875 201.796875 0 201.796875 205 0 201.796875 201.796875 3.203125 201.796875 3.203125 3.203125 201.796875 0 0 201.796875 3.203125 0 201.796875 0 205 0 201.796875 201.796875 0 205 201.796875 0 201.796875 201.796875 0 3.203125 201.796875 0 0 0 0 201.796875 ^ Spreadsheet formula (from 'DIM DECIMALS' chart above, at line 1): R=ROUND(('Dim-Color1'!A$1*(64-LINE())+'Dim-Color2'!A$1*LINE())/64;) G=ROUND(('Dim-Color1'!B$1*(64-LINE())+'Dim-Color2'!B$1*LINE())/64;) B=ROUND(('Dim-Color1'!C$1*(64-LINE())+'Dim-Color2'!C$1*LINE())/64;) Now up to 8-bit computer/console PALETTES, even 24-bit TRUE COLOR images may be converted more or less faithfully with these 8×8-dithered cells of ZX Spectrum ('Speccy') colors. REMINDERS: • The bright Speccy values are set to the maximum RGB saturation, while their dim counterparts are from the ZX Art gallery (205 simply and commonly replacing 255 in this zxart.ee community). • The DUPLICATES (found in their 1×1-pixel downsampling and likely in the tables above) may be managed manually (to bind a unique cell to their ambiguously downsampled colors). • The enlarged cell may limit the SIZE of the input image by the way (a single ZX Spectrum screen can only show 32×24 of these pseudo pixels – or 768 8×8-pixel text characters using up to 64 glyphs). • The 8×8 DITHERING can be achieved and replaced by any ordered pattern (my early map of the dithered Speccy palette focused on the smoothness and simplicity of the gradients, which necessarily assigned a basic/common, fine/neutral Bayer-alike structure to all of them); or the dithering can show more artistic alternatives (1. a convincing tile set may suffice with more display distance/resolution, provided the 1-bit pixel ratios remain unchanged, or 2. the cells may be locally edited, with the same ink/paper 8×8 text attributes, in a single or multiple passes by hand). • Furtherly or eventually, some related and reverting DOWNSAMPLING (e.g. a 1/8 downscaling via the Lanczos filter) might simulate the removal of this coloring layer by cancelling the pixel noise/texture (although a per-cell processing, or preferably preselected SUBSTITUTIONS, are advised to prevent the per-image mixing errors). The tabulated COLUMNS were preserved in this doc file (which is unsafe in plain text), for copy purpose and convenience (this should ease your extra processing, e.g. from pasting the lines to a spreadsheet). dpla 2015-05-02 dithering 2021-03-11 +blending 2021-03-17 final doc