the pair of equations a = bq + r and 0 \leq r < |b|, which with integers a and b (b \not= 0) have unique integer solutions for q and r, forming the basis for Euclidean division
the pair of equations a = bq + r and 0 \leq r < |b|, which with integers a and b (b \not= 0) have unique integer solutions for q and r, forming the basis for Euclidean division
the pair of equations a = bq + r and 0 \leq r < |b|, which with integers a and b (b \not= 0) have unique integer solutions for q and r, forming the basis for Euclidean division