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- while max < x:
- min = max + 1
- if level % 2 == 1: # odd
- n *= 2
- max += n
- else: # even
- n *= 3
- max += n
- level += 1
- pos = ceil( (x - min + 1) / pair )
- a = f(n)
- b = f(a[0] - 1)
- parent = b[0] + a[3] - 1
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