MontezumaI
Spazmatism
I was tinkering around, and conjured something that sort of replicates CSGO's cases, with there being a 50% chance of grey, (or 100% chance if opening cobble)
It uses faulty logic lamps and actuators to block the 3rd dart path, starting at the left. For the first and 2nd path, it acts like a basic cycle thing, going White-Lightblue-Blue-Purple-Pink-Red-Gold rapidly. The switch on the left, next to me, will toggle the first dart trap and the logic gates at the bottom. Once the dart reaches the end, the 2nd dart trap is activated, and then the 3rd. The 3rd one acts like the other 2 but ends at any one of the blocks instead, based on how far the logic gates got, with their repeated 50/50 chances.
The image here shows what it looks like when it roles pink at a 3.125% chance. Unlike my advanced version, this IS compatible with tshock, as it doesn't use junction boxes.
The random chances are:
White - 1/2 (50%)
Ultrabright/Lightblue - 1/4 (25%)
Blue - 1/8 (12.5%)
Purple - 1/16 (6.25%)
Pink - 1/32 (3.125%)
Red - 1/64 (1.5625%)
Gold/Knife - 1/128 (0.78125%)
If anything else needs explaining, just ask below, I'll probably answer.
It uses faulty logic lamps and actuators to block the 3rd dart path, starting at the left. For the first and 2nd path, it acts like a basic cycle thing, going White-Lightblue-Blue-Purple-Pink-Red-Gold rapidly. The switch on the left, next to me, will toggle the first dart trap and the logic gates at the bottom. Once the dart reaches the end, the 2nd dart trap is activated, and then the 3rd. The 3rd one acts like the other 2 but ends at any one of the blocks instead, based on how far the logic gates got, with their repeated 50/50 chances.
The image here shows what it looks like when it roles pink at a 3.125% chance. Unlike my advanced version, this IS compatible with tshock, as it doesn't use junction boxes.
The random chances are:
White - 1/2 (50%)
Ultrabright/Lightblue - 1/4 (25%)
Blue - 1/8 (12.5%)
Purple - 1/16 (6.25%)
Pink - 1/32 (3.125%)
Red - 1/64 (1.5625%)
Gold/Knife - 1/128 (0.78125%)
If anything else needs explaining, just ask below, I'll probably answer.