Trashos
Arcane
- Joined
- Dec 28, 2015
- Messages
- 3,413
How is either of these solutions different from randomly clicking on them until they line up? Also, "that affects an even amount of times the statues that need to end up unchanged, and an odd amount of times the statues that need to end up changed", can you elaborate? I don't understand what you are trying to say here.
You can cheese it by clicking at random, sure. I am giving you the organized solution.
Starting from Room 1 NORTH and ending at Room 2 SOUTH, I name the statues s1-s2-s3-s4-s5-s6. The relative buttons are b1-b2-b3-b4-b5-b6.
Step 1: Note initial condition of statues (up or down).
I am not there currently, and do not remember which statues need to change condition. Anyway, just note down the ones that need to change, so that all statues point the same direction.
Step 2: Write down what statues each button affects.
By trying each button and noticing the effect, you end up with the following list:
b1 affects s1, s2, s4
b2 affects s1, s2, s3
b3 affects s2, s3, s6
b4 affects s1, s4
b5 affects s5, s6
b6 affects s3, s5, s6
Step 3: Find a succession of buttons (order does not matter) that affects an even amount of times the statues that need to end up unchanged, and an odd amount of times the statues that need to end up changed.
Theoretical Example: Let's assume that you only want to change s2 and nothing else. You need to find a combination of buttons that changes only s2.
Solution: b1 and b4
Why?
s1: affected 2 times (even). Remains UNCHANGED.
s2: affected 1 time (odd). CHANGED.
s3: affected 0 times (even). UNCHANGED.
s4: affected 2 times (even). UNCHANGED.
s5: affected 0 times (even). UNCHANGED.
s6: affected 0 times (even). UNCHANGED.
Therefore, in order to change the condition of s2 (and s2 only), you need to press b1 and b4. Order does not matter.