; Author: Carl Mueller, Jr. IDIV PROC ; Descr: Signed integer divide. For a "fast" integer divide for ; numbers less than $8000, use the "Fast" entry point. ; Input: R1 = Dividend (Numerator) ; R2 = Divisor (Denominator) ; Output: R0 = Quotient ; R1 = Remainder ; R2 = Divisor (2's complement if Divisor negative) ; Notes: - Quotient = 0 if you pass in a Divisor of 0 (undefined). ; - Signed entry point handles values of -32,768 correctly. ; - Register and space compatible with EXEC's signed ; division routine at $1DFB. ; Costs: 40 locations MOVR R1, R1 ; Dividend signed ? BPL @@NumPlus ; no, so now check Divisor's sign NEGR R1 ; yes, so get 2's complement first MVO@ R5, R6 ; save RetAddr MVII #@@Negate, R5 ; make Quotient negative on exit @@NumPlus: MOVR R2, R0 ; Divisor .. BPL @@DenPlus ; .15 == 0 ? if yes, already positive NEGR R2 ; .15 == 1 ? if yes, make positive MVO@ R5, R6 ; save RetAddr MVII #@@Negate, R5 ; make Quotient negative on exit BMI @@DenMinus ; == 32,768 ? if yes, special handling @@Fast: MOVR R2, R0 ; Divisor .. @@DenPlus: BZE @@DenZero ; == 0 ? if yes, undefined -- return 0 SUBR R0, R0 ; Count = 0 @@Count: RRC R0, 1 ; Count++ SLL R2, 1 ; Denominator <<= 1 CMPR R1, R2 ; Divisor * 2^X .. Dividend ? BNC @@Count ; < ? if yes, check next multiple BNZE @@Divide ; > ? if yes, past highest multiple CLRR R1 ; Remainder = 0 INCR R0 ; Quotient.X = 1 @@Divide: SLR R2, 1 ; Denominator >>= 1 @@DenMinus: CMPR R2, R1 ; Remainder >= Divisor * 2^X ? BNC @@B0 ; no, so set Quotient.X = 0 SUBR R2, R1 ; yes, so set Quotient.X = 1 ; (Remainder -= Divisor * 2^X) @@B0: RLC R0, 1 ; --Count == 0 ? (Quotient.X <- C) BNC @@Divide ; no, so get more bits for Quotient @@DenZero: JR R5 ; return to caller @@Negate: NEGR R0 ; make Quotient negative (or positive) MVI@ R6, R7 ; return to caller (or Negate) ENDP