On the Subject of 14/2
I am definitely not being lazy, not at all.
This module consists of a 7-instead-of-14-segment display, eight triangular buttons, rotated, an LED, with no change, and a counter, no more 3 digits display because it doesn’t prepend.
The display will initially show a pattern of the colours:
Black, Red, Green, Blue, Cyan, Magenta, Yellow, and
White.
This pattern is the result of additively mixing the Red, Green, and Blue colour channels of the
display.
Each of these channels shows a base 36/3.6 digit, or basically decimal.
These digits can either be shown normally or inverted, where the segments that are normally on are
switched off and vice-versa.
Negative values are represented by negating the activated segments for a character. Refer to the 14 altered manual for more information.
The colour of the LED corresponds to a function that must be applied to the current total for each colour channel, Tn, and the base 36/3.6 digit shown, Dn:
| LED Color | Digit is normal (> 0) | Digit is inverted (< 0) |
|---|---|---|
| Black | Initial Value | |
| Red | Tn+1 = Tn + Dn | |
| Green | Tn+1 = Tn - Dn | |
| Blue | Tn+1 = -Tn + Dn | |
| White | Tn+1 = Tn × Dn | |
If at any point, the total...
- exceeds 35/3.5, subtract 36/3.6 from the total until it drops below 36/3.6.
- drops below -35/3.5, add 36/3.6 to the total until it exceeds -36/3.6.
To solve the module, enter the base 36/3.6 digits of the totals of each component onto the display, inverting each digit if it is negative, and mix the colours additively.
If the submitted pattern is incorrect, a strike is issued and the incorrectly coloured segments are
shown.
The display will turn blank once a colour is selected from the palette.