To clarify, you pick the options you want, and add those numbers together to put in the CV. Yes, it is exactly like CV29.
It works like this (if you want to learn how you can have one CV number represent 4 diffeernet options all at the same time):
bit 7 bit 6 bit 5 bit4 bit 3 bit 2 bit 1 bit 0
Taking the sections one at a time:
bit 3-2-1-0, 4 bits, lets us pick a values from 0-15. 16 horn choices.
0000 = 0, 0001 = 1, 0010 = 2, 0011 = 3, 0100 = 4, 0101 = 5, 0110 - 6, 0111 =7
1000 = 8, 1001 = 9, 1010 = 10, 1011 = 11, 1100 = 12, 1101 = 13, 1110 = 14, and 1111 = 15.
bits 5 and 4, 2 bits, lets us pick 4 possible values, but they are 0, 16, 32, or 48 - you have those 4 bits for the horn to the right. Assuming horn choice 0:
000000 = 0, horn 0, prime mover 0. 010000 = 16, horn 0, prime mover 1.
100000 = 32, horn 0, prime mover 2. And 110000 = 48, horn 0, prime mover 3
Bit 6, the bell, lets us pick 2 possible options, 0 or 1. But we have those prime mover and horn bits to the right. So assuming prime mover 0 and horn 0, we have:
0000000 = 0, horn 0, prime mover 0, bell 0 or 1000000 = 64, horn 0, prime mover 0, bell 1
Bit 7, the brake squal, also gives 2 choices. But gain, we have the bell, prime mover, and horn bits to the right, so:
00000000 = 0, horn 0, prime mover 0, bell 0, brake 0 or
10000000 = 128, horn 0, prime mover 0, bell 0, brake 1.
So you string together each of the options you want. Say you want brake 0, bell 1, the third priome mover, and sixth horn:
brake 0 = 0. Bell 1 = 1. Third Prime mover = 10. Sixth Horn = 0101
The full 8 bits would be 01100101 (no magic, just what I wrote on the line above)
You can transla