I found a Master lock that I know the combo to (I consciously tried to not let knowing the combo influence the "where are the clicks" results).
Got 12 candidates and seven .5 numbers, just like it said. One of them was the correct last number. Throwing away the .5 numbers left four numbers with the same digit in the ones place and an odd man out which was indeed the correct last number.
The modulus trick produced the correct first number in the resulting candidate list and the second number candidate list contains the second number. So yeah, does work on this lock (where "work" == the method results in only 100 combinations to try manually, one of which I know is correct).
Got 12 candidates and seven .5 numbers, just like it said. One of them was the correct last number. Throwing away the .5 numbers left four numbers with the same digit in the ones place and an odd man out which was indeed the correct last number.
The modulus trick produced the correct first number in the resulting candidate list and the second number candidate list contains the second number. So yeah, does work on this lock (where "work" == the method results in only 100 combinations to try manually, one of which I know is correct).