700     fn eval_magic_u32_div(n: u32, magic: &MU32) -> u32 {  in eval_magic_u32_div()
701         let mut q = mulhw_u32(n, magic.mul_by);  in eval_magic_u32_div()
702         if magic.do_add {  in eval_magic_u32_div()
703             assert!(magic.shift_by >= 1 && magic.shift_by <= 32);  in eval_magic_u32_div()
707             q = t >> (magic.shift_by - 1);  in eval_magic_u32_div()
709             assert!(magic.shift_by >= 0 && magic.shift_by <= 31);  in eval_magic_u32_div()
710             q >>= magic.shift_by;  in eval_magic_u32_div()
716     fn eval_magic_u32_rem(n: u32, d: u32, magic: &MU32) -> u32 {  in eval_magic_u32_rem()
717         let mut q = mulhw_u32(n, magic.mul_by);  in eval_magic_u32_rem()
718         if magic.do_add {  in eval_magic_u32_rem()
719             assert!(magic.shift_by >= 1 && magic.shift_by <= 32);  in eval_magic_u32_rem()
723             q = t >> (magic.shift_by - 1);  in eval_magic_u32_rem()
725             assert!(magic.shift_by >= 0 && magic.shift_by <= 31);  in eval_magic_u32_rem()
726             q >>= magic.shift_by;  in eval_magic_u32_rem()
733     fn eval_magic_u64_div(n: u64, magic: &MU64) -> u64 {  in eval_magic_u64_div()
734         let mut q = mulhw_u64(n, magic.mul_by);  in eval_magic_u64_div()
735         if magic.do_add {  in eval_magic_u64_div()
736             assert!(magic.shift_by >= 1 && magic.shift_by <= 64);  in eval_magic_u64_div()
740             q = t >> (magic.shift_by - 1);  in eval_magic_u64_div()
742             assert!(magic.shift_by >= 0 && magic.shift_by <= 63);  in eval_magic_u64_div()
743             q >>= magic.shift_by;  in eval_magic_u64_div()
749     fn eval_magic_u64_rem(n: u64, d: u64, magic: &MU64) -> u64 {  in eval_magic_u64_rem()
750         let mut q = mulhw_u64(n, magic.mul_by);  in eval_magic_u64_rem()
751         if magic.do_add {  in eval_magic_u64_rem()
752             assert!(magic.shift_by >= 1 && magic.shift_by <= 64);  in eval_magic_u64_rem()
756             q = t >> (magic.shift_by - 1);  in eval_magic_u64_rem()
758             assert!(magic.shift_by >= 0 && magic.shift_by <= 63);  in eval_magic_u64_rem()
759             q >>= magic.shift_by;  in eval_magic_u64_rem()
766     fn eval_magic_s32_div(n: i32, d: i32, magic: &MS32) -> i32 {  in eval_magic_s32_div()
767         let mut q: i32 = mulhw_s32(n, magic.mul_by);  in eval_magic_s32_div()
768         if d > 0 && magic.mul_by < 0 {  in eval_magic_s32_div()
770         } else if d < 0 && magic.mul_by > 0 {  in eval_magic_s32_div()
773         assert!(magic.shift_by >= 0 && magic.shift_by <= 31);  in eval_magic_s32_div()
774         q = q >> magic.shift_by;  in eval_magic_s32_div()
782     fn eval_magic_s32_rem(n: i32, d: i32, magic: &MS32) -> i32 {  in eval_magic_s32_rem()
783         let mut q: i32 = mulhw_s32(n, magic.mul_by);  in eval_magic_s32_rem()
784         if d > 0 && magic.mul_by < 0 {  in eval_magic_s32_rem()
786         } else if d < 0 && magic.mul_by > 0 {  in eval_magic_s32_rem()
789         assert!(magic.shift_by >= 0 && magic.shift_by <= 31);  in eval_magic_s32_rem()
790         q = q >> magic.shift_by;  in eval_magic_s32_rem()
799     fn eval_magic_s64_div(n: i64, d: i64, magic: &MS64) -> i64 {  in eval_magic_s64_div()
800         let mut q: i64 = mulhw_s64(n, magic.mul_by);  in eval_magic_s64_div()
801         if d > 0 && magic.mul_by < 0 {  in eval_magic_s64_div()
803         } else if d < 0 && magic.mul_by > 0 {  in eval_magic_s64_div()
806         assert!(magic.shift_by >= 0 && magic.shift_by <= 63);  in eval_magic_s64_div()
807         q = q >> magic.shift_by;  in eval_magic_s64_div()
815     fn eval_magic_s64_rem(n: i64, d: i64, magic: &MS64) -> i64 {  in eval_magic_s64_rem()
816         let mut q: i64 = mulhw_s64(n, magic.mul_by);  in eval_magic_s64_rem()
817         if d > 0 && magic.mul_by < 0 {  in eval_magic_s64_rem()
819         } else if d < 0 && magic.mul_by > 0 {  in eval_magic_s64_rem()
822         assert!(magic.shift_by >= 0 && magic.shift_by <= 63);  in eval_magic_s64_rem()
823         q = q >> magic.shift_by;  in eval_magic_s64_rem()
883             let magic: MU32 = magic_u32(d);  in test_magic_generators_give_correct_numbers()  localVariable
887                 let q = eval_magic_u32_div(n, &magic);  in test_magic_generators_give_correct_numbers()
934             let magic: MS32 = magic_s32(d);  in test_magic_generators_give_correct_numbers()  localVariable
938                 let q = eval_magic_s32_div(n, d, &magic);  in test_magic_generators_give_correct_numbers()
974             let magic: MU64 = magic_u64(d);  in test_magic_generators_give_correct_numbers()  localVariable
978                 let q = eval_magic_u64_div(n, &magic);  in test_magic_generators_give_correct_numbers()
1025             let magic: MS64 = magic_s64(d);  in test_magic_generators_give_correct_numbers()  localVariable
1029                 let q = eval_magic_s64_div(n, d, &magic);  in test_magic_generators_give_correct_numbers()
1161             let magic = magic_u32(divisor);  localVariable
1162             let actual_div = eval_magic_u32_div(numerator, &magic);
1163             let actual_rem = eval_magic_u32_rem(numerator, divisor, &magic);
1174             let magic = magic_u64(divisor);  localVariable
1175             let actual_div = eval_magic_u64_div(numerator, &magic);
1176             let actual_rem = eval_magic_u64_rem(numerator, divisor, &magic);
1190             let magic = magic_s32(divisor);  localVariable
1191             let actual_div = eval_magic_s32_div(numerator, divisor, &magic);
1192             let actual_rem = eval_magic_s32_rem(numerator, divisor, &magic);
1206             let magic = magic_s64(divisor);  localVariable
1207             let actual_div = eval_magic_s64_div(numerator, divisor, &magic);
1208             let actual_rem = eval_magic_s64_rem(numerator, divisor, &magic);