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1 //@ skip if $hostOS == "windows"
2
3 // Verify that the dividend propagate the NeedsNegZero if the dividend requires it.
4 function moduloWithNegativeZeroDividend(a, b, c)
5 {
6 var temp = a * b;
7 return temp % c;
8 }
9 noInline(moduloWithNegativeZeroDividend);
10
11 // Warm up with integers. The test for NegZero should not be eliminated here.
12 for (var i = 1; i < 1e4; ++i) {
13 var result = moduloWithNegativeZeroDividend(i, 5, 5);
14 if (result !== 0)
15 throw "moduloWithNegativeZeroDividend(i, 5, 5), returned: " + result;
16 }
17
18 for (var i = 1; i < 1e4; ++i) {
19 // Produce negative zero in the multiplication.
20 var result = moduloWithNegativeZeroDividend(-i, 0, 2);
21 if (!(result === 0 && (1/result) === -Infinity))
22 throw "moduloWithNegativeZeroDividend(-i, 0, 2) failed, returned: " + result;
23
24 // A negative dividend can produce negative zero results.
25 var result = moduloWithNegativeZeroDividend(-i, 5, 5);
26 if (!(result === 0 && (1/result) === -Infinity))
27 throw "moduloWithNegativeZeroDividend(-i, 5, 5) failed, returned: " + result;
28 }
29
30 // Edge cases.
31 for (var i = 1; i < 1e4; ++i) {
32 var result = moduloWithNegativeZeroDividend(-i, 0, Infinity);
33 if (!(result === 0 && (1/result) === -Infinity))
34 throw "moduloWithNegativeZeroDividend(-i, 0, Infinity) failed, returned: " + result;
35
36 var result = moduloWithNegativeZeroDividend(-i, 0, -Infinity);
37 if (!(result === 0 && (1/result) === -Infinity))
38 throw "moduloWithNegativeZeroDividend(-i, 0, -Infinity) failed, returned: " + result;
39
40 var result = moduloWithNegativeZeroDividend(-i, 0, NaN);
41 if (result === result)
42 throw "moduloWithNegativeZeroDividend(-i, 0, NaN) failed, returned: " + result;
43 }
44
45
46 // In this case, the negative zero is irrelevant. The Neg Zero check can be eliminated.
47 function moduloWithUnusedNegativeZeroDividend(a, b, c)
48 {
49 var temp = a * b;
50 return (temp % c) | 0;
51 }
52 noInline(moduloWithUnusedNegativeZeroDividend);
53
54 for (var i = 1; i < 1e4; ++i) {
55 var result = moduloWithUnusedNegativeZeroDividend(i, 5, 5);
56 if (result !== 0)
57 throw "moduloWithUnusedNegativeZeroDividend(i, 5, 5), returned: " + result;
58 }
59
60 // Produce negative zero in the multiplication.
61 for (var i = 1; i < 1e4; ++i) {
62 var result = moduloWithUnusedNegativeZeroDividend(-i, 0, 2);
63 if (!(result === 0 && (1/result) === Infinity))
64 throw "moduloWithUnusedNegativeZeroDividend(-i, 0, 2) failed, returned: " + result;
65 }
66
67 for (var i = 1; i < 1e4; ++i) {
68 var result = moduloWithUnusedNegativeZeroDividend(-i, 0, Infinity);
69 if (!(result === 0 && (1/result) === Infinity))
70 throw "moduloWithUnusedNegativeZeroDividend(-i, 0, Infinity) failed, returned: " + result;
71
72 var result = moduloWithUnusedNegativeZeroDividend(-i, 0, -Infinity);
73 if (!(result === 0 && (1/result) === Infinity))
74 throw "moduloWithUnusedNegativeZeroDividend(-i, 0, -Infinity) failed, returned: " + result;
75
76 var result = moduloWithUnusedNegativeZeroDividend(-i, 0, NaN);
77 if (result !== 0)
78 throw "moduloWithUnusedNegativeZeroDividend(-i, 0, NaN) failed, returned: " + result;
79 }
80
81
82 // The sign of the divisor is completely irrelevant. This should never fail on negative zero divisors.
83 function moduloWithNegativeZeroDivisor(a, b, c)
84 {
85 var temp = a * b;
86 return c % temp;
87 }
88 noInline(moduloWithNegativeZeroDivisor);
89
90 // Warm up with integers.
91 for (var i = 1; i < 1e4; ++i) {
92 var result = moduloWithNegativeZeroDivisor(i, 2, i);
93 if (result !== i)
94 throw "moduloWithNegativeZeroDividend(i, 2, i), returned: " + result;
95
96 var result = moduloWithNegativeZeroDivisor(-i, 2, i);
97 if (result !== i)
98 throw "moduloWithNegativeZeroDividend(-i, 2, i), returned: " + result;
99 }
100
101 // Produce negative zero in the multiplication.
102 for (var i = 1; i < 1e4; ++i) {
103 var result = moduloWithNegativeZeroDivisor(-i, 0, 2);
104 if (result === result)
105 throw "moduloWithNegativeZeroDivisor(-i, 0, 2) failed, returned: " + result;
106 }