pub broadcast proof fn lemma_div_is_ordered_by_denominator(x: int, y: int, z: int)
Expand description
requires
0 <= x,
1 <= y <= z,
ensures
#[trigger] (x / y) >= #[trigger] (x / z),

Proof that given two fractions with the same numerator, the order of the fractions is determined by the denominators. However, if the numerator is 0, the fractions are equal regardless of the denominators’ values. Specifically, given that 1 <= y <= z, we know x / y >= x / z.