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MathLinks Contest 2nd
6.1
0261 parity with floor function 2nd edition Round 6 p1
0261 parity with floor function 2nd edition Round 6 p1
Source:
May 10, 2021
algebra
floor function
function
Problem Statement
Determine the parity of the positive integer
N
N
N
, where
N
=
⌊
2002
!
2001
⋅
2003
⌋
.
N = \lfloor \frac{2002!}{2001 \cdot2003} \rfloor.
N
=
⌊
2001
⋅
2003
2002
!
⌋
.
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