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==Definition==
==Definition==


A positive rational number q belongs to the [minp;maxp;fmin;fmax]-limit, called the '''prime-bounded and factor-bounded limit''', if q ∈ pmin-min-prime-limit ∩ pmax-max-prime-limit ∩ fmin-min-factor-limit ∩ fmax-max-factor-limit
A positive rational number q belongs to the [minp;maxp;fmin;fmax]-limit, called the '''prime-bounded and factor-bounded limit''', if q ∈ pmin-min-prime-limit ∩ pmax-max-prime-limit ∩ fmin-min-factor-limit ∩ fmax-max-factor-limit.


===Examples===
===Examples===