Yes that's exactly right. Whilst we're here, I'll just give you a quick lesson in using switches.
1 switch = 2 combinations
2 switches = 4 combinations
3 switches = 8 combinations
4 switches = 16 combinations
5 switches = 32 combinations
So, using just two switches, the outcomes would look like this...
Outcome 1
Switch 1 = set
Switch 2 = clear
Outcome 2
Switch 1 = clear
Switch 2 = set
Outcome 3
Switch 1 = set
Switch 2 = set
Outcome 4
Switch 1 = clear
Switch 2 = clear
Cool, that's easy, right? Now, imagine if you used 5 switches for 32 outcomes, and you had to write 32 triggers which each held a different combination. That would be tricky as hell, right? That's why the pros use a special system which assigns a unique number to each combination.
Here, I'll show you how it works. Let's use 3 switches this time, to give 8 possible outcomes. Now, imagine the first switch = 1, the second switch = 2, the third switch = 4, the fourth switch = 8, and so on. Let's say we want to find the 3rd, 4th, and 5th combinations. Simply add the switches, starting from the highest switch working down until you get your combination number, and you set those switches. Look below to see what I mean...
3rd combination
Switch 1WW+1WW+1WWSet
Switch 2WW+2WW+2WWSet
Switch 3WW+4WWWWWiClear
WWWWWWWWWW2 + 1 = 3
4th combination
Switch 1WW+1WWWWWiClear
Switch 2WW+2WWWWWiClear
Switch 3WW+4WW+4WWSet
WWWWWWWWWW4
5th combination
Switch 1WW+1WW+1WWSet
Switch 2WW+2WWWWWiClear
Switch 3WW+4WW+4WWSet
WWWWWWWWWW4 + 1 = 5
Sorry if that's too confusing. It's not essential for you to learn that, but it may provide you some good insight.
None.