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It might be more efficient if people can associate a rainbow superset combined with a rainbow subset, visually. You'd need to experiment. Take the rainbow's common colors ROYGBIV. Omit Indigo since it's too close to Violet; omit double colors, like Red-Red. You end up with 6 colors ROYGBV. That's 6x6 - 6 slots, hence 30, which encompasses the 26-letter alphabet. If you find Orange to be too close to Red, omit Orange and add Black to the end of the rainbow, hence a color code RYGBVK, achieving the same range of 30. Hence you have A=RO or RY, B=RY or RG, etc.

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Beulah Wilkinson

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Alexandre Ferry

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It might be more efficient if people can associate a rainbow superset combined with a rainbow subset, visually. You'd need to experiment. Take the rainbow's common colors ROYGBIV. Omit Indigo since it's too close to Violet; omit double colors, like Red-Red. You end up with 6 colors ROYGBV. That's 6x6 - 6 slots, hence 30, which encompasses the 26-letter alphabet. If you find Orange to be too close to Red, omit Orange and add Black to the end of the rainbow, hence a color code RYGBVK, achieving the same range of 30. Hence you have A=RO or RY, B=RY or RG, etc.

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11y ago

It might be more efficient if people can associate a rainbow superset combined with a rainbow subset, visually. You'd need to experiment. Take the rainbow's common colors ROYGBIV. Omit Indigo since it's too close to Violet; omit double colors, like Red-Red. You end up with 6 colors ROYGBV. That's 6x6 - 6 slots, hence 30, which encompasses the 26-letter alphabet. If you find Orange to be too close to Red, omit Orange and add Black to the end of the rainbow, hence a color code RYGBVK, achieving the same range of 30. Hence you have A=RO or RY, B=RY or RG, etc.

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Q: Why might colored coded files be more efficient?
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