law div_mul
import lawful-words@0.1.0.0/proof_nat.bend as ProofNatimport Base
1127law div_mul:
1128 for +a: Nat
1129 for +b: Nat
1130 for +h: {Nat.is_lt(0n, b) == True{} : Bool}
1131 {Nat.div(Nat.mul(a, b), b) == a : Nat}
import lawful-words@0.1.0.0/proof_nat.bend as ProofNatimport Base
1127law div_mul:
1128 for +a: Nat
1129 for +b: Nat
1130 for +h: {Nat.is_lt(0n, b) == True{} : Bool}
1131 {Nat.div(Nat.mul(a, b), b) == a : Nat}