Reduced residue system modulo n prime p.



A book I am reading contains the following problem:
"If (r_1),...,(r_p) is any reduced residue system modulo n prime p,
prove that Prod{(r_j) | 1<=j<=p-1} is congruent to -1 modulo p."
What is "reduced residue system modulo n prime p"? What is the
difference between "reduced residue system modulo n prime p" and
normal reduced residue system modulo n?
Thanks in advance.
.



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