(2/29)(3/29)(4/29)(5/29)(6/29)(7/29)(8/29)(9/29... -

2×3×4×…×292928the fraction with numerator 2 cross 3 cross 4 cross … cross 29 and denominator 29 to the 28th power end-fraction (29 Factorial), though we skip the at the start, so it's Denominator: 292829 to the 28th power (since there are 28 terms from

people in a room of 29 possible "slots" (like days in February during a leap year) all have unique values, the formula looks like: (2/29)(3/29)(4/29)(5/29)(6/29)(7/29)(8/29)(9/29...

The behavior of this sequence depends entirely on where it stops: The sequence will eventually include the term If it goes past (2/29)(3/29)(4/29)(5/29)(6/29)(7/29)(8/29)(9/29...

29!2928the fraction with numerator 29 exclamation mark and denominator 29 to the 28th power end-fraction 4. Probability Context (2/29)(3/29)(4/29)(5/29)(6/29)(7/29)(8/29)(9/29...