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author | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 19:33:14 +0000 |
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committer | Daniel Baumann <daniel.baumann@progress-linux.org> | 2024-04-07 19:33:14 +0000 |
commit | 36d22d82aa202bb199967e9512281e9a53db42c9 (patch) | |
tree | 105e8c98ddea1c1e4784a60a5a6410fa416be2de /js/src/jit-test/tests/bigint/asIntN.js | |
parent | Initial commit. (diff) | |
download | firefox-esr-36d22d82aa202bb199967e9512281e9a53db42c9.tar.xz firefox-esr-36d22d82aa202bb199967e9512281e9a53db42c9.zip |
Adding upstream version 115.7.0esr.upstream/115.7.0esrupstream
Signed-off-by: Daniel Baumann <daniel.baumann@progress-linux.org>
Diffstat (limited to 'js/src/jit-test/tests/bigint/asIntN.js')
-rw-r--r-- | js/src/jit-test/tests/bigint/asIntN.js | 473 |
1 files changed, 473 insertions, 0 deletions
diff --git a/js/src/jit-test/tests/bigint/asIntN.js b/js/src/jit-test/tests/bigint/asIntN.js new file mode 100644 index 0000000000..392d8f63b0 --- /dev/null +++ b/js/src/jit-test/tests/bigint/asIntN.js @@ -0,0 +1,473 @@ +const tests = [ + [-0x10000000000000001n, 0, 0n], + [-0x10000000000000000n, 0, 0n], + [-0xffffffffffffffffn, 0, 0n], + [-0xfffffffffffffffen, 0, 0n], + [-0x8000000000000001n, 0, 0n], + [-0x8000000000000000n, 0, 0n], + [-0x7fffffffffffffffn, 0, 0n], + [-0x7ffffffffffffffen, 0, 0n], + [-0x100000001n, 0, 0n], + [-0x100000000n, 0, 0n], + [-0xffffffffn, 0, 0n], + [-0xfffffffen, 0, 0n], + [-0x80000001n, 0, 0n], + [-0x80000000n, 0, 0n], + [-0x7fffffffn, 0, 0n], + [-0x7ffffffen, 0, 0n], + [-9n, 0, 0n], + [-8n, 0, 0n], + [-7n, 0, 0n], + [-6n, 0, 0n], + [-5n, 0, 0n], + [-4n, 0, 0n], + [-3n, 0, 0n], + [-2n, 0, 0n], + [-1n, 0, 0n], + [0n, 0, 0n], + [1n, 0, 0n], + [2n, 0, 0n], + [3n, 0, 0n], + [4n, 0, 0n], + [5n, 0, 0n], + [6n, 0, 0n], + [7n, 0, 0n], + [8n, 0, 0n], + [9n, 0, 0n], + [0x7ffffffen, 0, 0n], + [0x7fffffffn, 0, 0n], + [0x80000000n, 0, 0n], + [0x80000001n, 0, 0n], + [0xfffffffen, 0, 0n], + [0xffffffffn, 0, 0n], + [0x100000000n, 0, 0n], + [0x100000001n, 0, 0n], + [0x7ffffffffffffffen, 0, 0n], + [0x7fffffffffffffffn, 0, 0n], + [0x8000000000000000n, 0, 0n], + [0x8000000000000001n, 0, 0n], + [0xfffffffffffffffen, 0, 0n], + [0xffffffffffffffffn, 0, 0n], + [0x10000000000000000n, 0, 0n], + [0x10000000000000001n, 0, 0n], + [-0x10000000000000001n, 1, -1n], + [-0x10000000000000000n, 1, 0n], + [-0xffffffffffffffffn, 1, -1n], + [-0xfffffffffffffffen, 1, 0n], + [-0x8000000000000001n, 1, -1n], + [-0x8000000000000000n, 1, 0n], + [-0x7fffffffffffffffn, 1, -1n], + [-0x7ffffffffffffffen, 1, 0n], + [-0x100000001n, 1, -1n], + [-0x100000000n, 1, 0n], + [-0xffffffffn, 1, -1n], + [-0xfffffffen, 1, 0n], + [-0x80000001n, 1, -1n], + [-0x80000000n, 1, 0n], + [-0x7fffffffn, 1, -1n], + [-0x7ffffffen, 1, 0n], + [-9n, 1, -1n], + [-8n, 1, 0n], + [-7n, 1, -1n], + [-6n, 1, 0n], + [-5n, 1, -1n], + [-4n, 1, 0n], + [-3n, 1, -1n], + [-2n, 1, 0n], + [-1n, 1, -1n], + [0n, 1, 0n], + [1n, 1, -1n], + [2n, 1, 0n], + [3n, 1, -1n], + [4n, 1, 0n], + [5n, 1, -1n], + [6n, 1, 0n], + [7n, 1, -1n], + [8n, 1, 0n], + [9n, 1, -1n], + [0x7ffffffen, 1, 0n], + [0x7fffffffn, 1, -1n], + [0x80000000n, 1, 0n], + [0x80000001n, 1, -1n], + [0xfffffffen, 1, 0n], + [0xffffffffn, 1, -1n], + [0x100000000n, 1, 0n], + [0x100000001n, 1, -1n], + [0x7ffffffffffffffen, 1, 0n], + [0x7fffffffffffffffn, 1, -1n], + [0x8000000000000000n, 1, 0n], + [0x8000000000000001n, 1, -1n], + [0xfffffffffffffffen, 1, 0n], + [0xffffffffffffffffn, 1, -1n], + [0x10000000000000000n, 1, 0n], + [0x10000000000000001n, 1, -1n], + [-0x10000000000000001n, 2, -1n], + [-0x10000000000000000n, 2, 0n], + [-0xffffffffffffffffn, 2, 1n], + [-0xfffffffffffffffen, 2, -2n], + [-0x8000000000000001n, 2, -1n], + [-0x8000000000000000n, 2, 0n], + [-0x7fffffffffffffffn, 2, 1n], + [-0x7ffffffffffffffen, 2, -2n], + [-0x100000001n, 2, -1n], + [-0x100000000n, 2, 0n], + [-0xffffffffn, 2, 1n], + [-0xfffffffen, 2, -2n], + [-0x80000001n, 2, -1n], + [-0x80000000n, 2, 0n], + [-0x7fffffffn, 2, 1n], + [-0x7ffffffen, 2, -2n], + [-9n, 2, -1n], + [-8n, 2, 0n], + [-7n, 2, 1n], + [-6n, 2, -2n], + [-5n, 2, -1n], + [-4n, 2, 0n], + [-3n, 2, 1n], + [-2n, 2, -2n], + [-1n, 2, -1n], + [0n, 2, 0n], + [1n, 2, 1n], + [2n, 2, -2n], + [3n, 2, -1n], + [4n, 2, 0n], + [5n, 2, 1n], + [6n, 2, -2n], + [7n, 2, -1n], + [8n, 2, 0n], + [9n, 2, 1n], + [0x7ffffffen, 2, -2n], + [0x7fffffffn, 2, -1n], + [0x80000000n, 2, 0n], + [0x80000001n, 2, 1n], + [0xfffffffen, 2, -2n], + [0xffffffffn, 2, -1n], + [0x100000000n, 2, 0n], + [0x100000001n, 2, 1n], + [0x7ffffffffffffffen, 2, -2n], + [0x7fffffffffffffffn, 2, -1n], + [0x8000000000000000n, 2, 0n], + [0x8000000000000001n, 2, 1n], + [0xfffffffffffffffen, 2, -2n], + [0xffffffffffffffffn, 2, -1n], + [0x10000000000000000n, 2, 0n], + [0x10000000000000001n, 2, 1n], + [-0x10000000000000001n, 31, -1n], + [-0x10000000000000000n, 31, 0n], + [-0xffffffffffffffffn, 31, 1n], + [-0xfffffffffffffffen, 31, 2n], + [-0x8000000000000001n, 31, -1n], + [-0x8000000000000000n, 31, 0n], + [-0x7fffffffffffffffn, 31, 1n], + [-0x7ffffffffffffffen, 31, 2n], + [-0x100000001n, 31, -1n], + [-0x100000000n, 31, 0n], + [-0xffffffffn, 31, 1n], + [-0xfffffffen, 31, 2n], + [-0x80000001n, 31, -1n], + [-0x80000000n, 31, 0n], + [-0x7fffffffn, 31, 1n], + [-0x7ffffffen, 31, 2n], + [-9n, 31, -9n], + [-8n, 31, -8n], + [-7n, 31, -7n], + [-6n, 31, -6n], + [-5n, 31, -5n], + [-4n, 31, -4n], + [-3n, 31, -3n], + [-2n, 31, -2n], + [-1n, 31, -1n], + [0n, 31, 0n], + [1n, 31, 1n], + [2n, 31, 2n], + [3n, 31, 3n], + [4n, 31, 4n], + [5n, 31, 5n], + [6n, 31, 6n], + [7n, 31, 7n], + [8n, 31, 8n], + [9n, 31, 9n], + [0x7ffffffen, 31, -2n], + [0x7fffffffn, 31, -1n], + [0x80000000n, 31, 0n], + [0x80000001n, 31, 1n], + [0xfffffffen, 31, -2n], + [0xffffffffn, 31, -1n], + [0x100000000n, 31, 0n], + [0x100000001n, 31, 1n], + [0x7ffffffffffffffen, 31, -2n], + [0x7fffffffffffffffn, 31, -1n], + [0x8000000000000000n, 31, 0n], + [0x8000000000000001n, 31, 1n], + [0xfffffffffffffffen, 31, -2n], + [0xffffffffffffffffn, 31, -1n], + [0x10000000000000000n, 31, 0n], + [0x10000000000000001n, 31, 1n], + [-0x10000000000000001n, 32, -1n], + [-0x10000000000000000n, 32, 0n], + [-0xffffffffffffffffn, 32, 1n], + [-0xfffffffffffffffen, 32, 2n], + [-0x8000000000000001n, 32, -1n], + [-0x8000000000000000n, 32, 0n], + [-0x7fffffffffffffffn, 32, 1n], + [-0x7ffffffffffffffen, 32, 2n], + [-0x100000001n, 32, -1n], + [-0x100000000n, 32, 0n], + [-0xffffffffn, 32, 1n], + [-0xfffffffen, 32, 2n], + [-0x80000001n, 32, 0x7fffffffn], + [-0x80000000n, 32, -0x80000000n], + [-0x7fffffffn, 32, -0x7fffffffn], + [-0x7ffffffen, 32, -0x7ffffffen], + [-9n, 32, -9n], + [-8n, 32, -8n], + [-7n, 32, -7n], + [-6n, 32, -6n], + [-5n, 32, -5n], + [-4n, 32, -4n], + [-3n, 32, -3n], + [-2n, 32, -2n], + [-1n, 32, -1n], + [0n, 32, 0n], + [1n, 32, 1n], + [2n, 32, 2n], + [3n, 32, 3n], + [4n, 32, 4n], + [5n, 32, 5n], + [6n, 32, 6n], + [7n, 32, 7n], + [8n, 32, 8n], + [9n, 32, 9n], + [0x7ffffffen, 32, 0x7ffffffen], + [0x7fffffffn, 32, 0x7fffffffn], + [0x80000000n, 32, -0x80000000n], + [0x80000001n, 32, -0x7fffffffn], + [0xfffffffen, 32, -2n], + [0xffffffffn, 32, -1n], + [0x100000000n, 32, 0n], + [0x100000001n, 32, 1n], + [0x7ffffffffffffffen, 32, -2n], + [0x7fffffffffffffffn, 32, -1n], + [0x8000000000000000n, 32, 0n], + [0x8000000000000001n, 32, 1n], + [0xfffffffffffffffen, 32, -2n], + [0xffffffffffffffffn, 32, -1n], + [0x10000000000000000n, 32, 0n], + [0x10000000000000001n, 32, 1n], + [-0x10000000000000001n, 33, -1n], + [-0x10000000000000000n, 33, 0n], + [-0xffffffffffffffffn, 33, 1n], + [-0xfffffffffffffffen, 33, 2n], + [-0x8000000000000001n, 33, -1n], + [-0x8000000000000000n, 33, 0n], + [-0x7fffffffffffffffn, 33, 1n], + [-0x7ffffffffffffffen, 33, 2n], + [-0x100000001n, 33, 0xffffffffn], + [-0x100000000n, 33, -0x100000000n], + [-0xffffffffn, 33, -0xffffffffn], + [-0xfffffffen, 33, -0xfffffffen], + [-0x80000001n, 33, -0x80000001n], + [-0x80000000n, 33, -0x80000000n], + [-0x7fffffffn, 33, -0x7fffffffn], + [-0x7ffffffen, 33, -0x7ffffffen], + [-9n, 33, -9n], + [-8n, 33, -8n], + [-7n, 33, -7n], + [-6n, 33, -6n], + [-5n, 33, -5n], + [-4n, 33, -4n], + [-3n, 33, -3n], + [-2n, 33, -2n], + [-1n, 33, -1n], + [0n, 33, 0n], + [1n, 33, 1n], + [2n, 33, 2n], + [3n, 33, 3n], + [4n, 33, 4n], + [5n, 33, 5n], + [6n, 33, 6n], + [7n, 33, 7n], + [8n, 33, 8n], + [9n, 33, 9n], + [0x7ffffffen, 33, 0x7ffffffen], + [0x7fffffffn, 33, 0x7fffffffn], + [0x80000000n, 33, 0x80000000n], + [0x80000001n, 33, 0x80000001n], + [0xfffffffen, 33, 0xfffffffen], + [0xffffffffn, 33, 0xffffffffn], + [0x100000000n, 33, -0x100000000n], + [0x100000001n, 33, -0xffffffffn], + [0x7ffffffffffffffen, 33, -2n], + [0x7fffffffffffffffn, 33, -1n], + [0x8000000000000000n, 33, 0n], + [0x8000000000000001n, 33, 1n], + [0xfffffffffffffffen, 33, -2n], + [0xffffffffffffffffn, 33, -1n], + [0x10000000000000000n, 33, 0n], + [0x10000000000000001n, 33, 1n], + [-0x10000000000000001n, 63, -1n], + [-0x10000000000000000n, 63, 0n], + [-0xffffffffffffffffn, 63, 1n], + [-0xfffffffffffffffen, 63, 2n], + [-0x8000000000000001n, 63, -1n], + [-0x8000000000000000n, 63, 0n], + [-0x7fffffffffffffffn, 63, 1n], + [-0x7ffffffffffffffen, 63, 2n], + [-0x100000001n, 63, -0x100000001n], + [-0x100000000n, 63, -0x100000000n], + [-0xffffffffn, 63, -0xffffffffn], + [-0xfffffffen, 63, -0xfffffffen], + [-0x80000001n, 63, -0x80000001n], + [-0x80000000n, 63, -0x80000000n], + [-0x7fffffffn, 63, -0x7fffffffn], + [-0x7ffffffen, 63, -0x7ffffffen], + [-9n, 63, -9n], + [-8n, 63, -8n], + [-7n, 63, -7n], + [-6n, 63, -6n], + [-5n, 63, -5n], + [-4n, 63, -4n], + [-3n, 63, -3n], + [-2n, 63, -2n], + [-1n, 63, -1n], + [0n, 63, 0n], + [1n, 63, 1n], + [2n, 63, 2n], + [3n, 63, 3n], + [4n, 63, 4n], + [5n, 63, 5n], + [6n, 63, 6n], + [7n, 63, 7n], + [8n, 63, 8n], + [9n, 63, 9n], + [0x7ffffffen, 63, 0x7ffffffen], + [0x7fffffffn, 63, 0x7fffffffn], + [0x80000000n, 63, 0x80000000n], + [0x80000001n, 63, 0x80000001n], + [0xfffffffen, 63, 0xfffffffen], + [0xffffffffn, 63, 0xffffffffn], + [0x100000000n, 63, 0x100000000n], + [0x100000001n, 63, 0x100000001n], + [0x7ffffffffffffffen, 63, -2n], + [0x7fffffffffffffffn, 63, -1n], + [0x8000000000000000n, 63, 0n], + [0x8000000000000001n, 63, 1n], + [0xfffffffffffffffen, 63, -2n], + [0xffffffffffffffffn, 63, -1n], + [0x10000000000000000n, 63, 0n], + [0x10000000000000001n, 63, 1n], + [-0x10000000000000001n, 64, -1n], + [-0x10000000000000000n, 64, 0n], + [-0xffffffffffffffffn, 64, 1n], + [-0xfffffffffffffffen, 64, 2n], + [-0x8000000000000001n, 64, 0x7fffffffffffffffn], + [-0x8000000000000000n, 64, -0x8000000000000000n], + [-0x7fffffffffffffffn, 64, -0x7fffffffffffffffn], + [-0x7ffffffffffffffen, 64, -0x7ffffffffffffffen], + [-0x100000001n, 64, -0x100000001n], + [-0x100000000n, 64, -0x100000000n], + [-0xffffffffn, 64, -0xffffffffn], + [-0xfffffffen, 64, -0xfffffffen], + [-0x80000001n, 64, -0x80000001n], + [-0x80000000n, 64, -0x80000000n], + [-0x7fffffffn, 64, -0x7fffffffn], + [-0x7ffffffen, 64, -0x7ffffffen], + [-9n, 64, -9n], + [-8n, 64, -8n], + [-7n, 64, -7n], + [-6n, 64, -6n], + [-5n, 64, -5n], + [-4n, 64, -4n], + [-3n, 64, -3n], + [-2n, 64, -2n], + [-1n, 64, -1n], + [0n, 64, 0n], + [1n, 64, 1n], + [2n, 64, 2n], + [3n, 64, 3n], + [4n, 64, 4n], + [5n, 64, 5n], + [6n, 64, 6n], + [7n, 64, 7n], + [8n, 64, 8n], + [9n, 64, 9n], + [0x7ffffffen, 64, 0x7ffffffen], + [0x7fffffffn, 64, 0x7fffffffn], + [0x80000000n, 64, 0x80000000n], + [0x80000001n, 64, 0x80000001n], + [0xfffffffen, 64, 0xfffffffen], + [0xffffffffn, 64, 0xffffffffn], + [0x100000000n, 64, 0x100000000n], + [0x100000001n, 64, 0x100000001n], + [0x7ffffffffffffffen, 64, 0x7ffffffffffffffen], + [0x7fffffffffffffffn, 64, 0x7fffffffffffffffn], + [0x8000000000000000n, 64, -0x8000000000000000n], + [0x8000000000000001n, 64, -0x7fffffffffffffffn], + [0xfffffffffffffffen, 64, -2n], + [0xffffffffffffffffn, 64, -1n], + [0x10000000000000000n, 64, 0n], + [0x10000000000000001n, 64, 1n], + [-0x10000000000000001n, 65, 0xffffffffffffffffn], + [-0x10000000000000000n, 65, -0x10000000000000000n], + [-0xffffffffffffffffn, 65, -0xffffffffffffffffn], + [-0xfffffffffffffffen, 65, -0xfffffffffffffffen], + [-0x8000000000000001n, 65, -0x8000000000000001n], + [-0x8000000000000000n, 65, -0x8000000000000000n], + [-0x7fffffffffffffffn, 65, -0x7fffffffffffffffn], + [-0x7ffffffffffffffen, 65, -0x7ffffffffffffffen], + [-0x100000001n, 65, -0x100000001n], + [-0x100000000n, 65, -0x100000000n], + [-0xffffffffn, 65, -0xffffffffn], + [-0xfffffffen, 65, -0xfffffffen], + [-0x80000001n, 65, -0x80000001n], + [-0x80000000n, 65, -0x80000000n], + [-0x7fffffffn, 65, -0x7fffffffn], + [-0x7ffffffen, 65, -0x7ffffffen], + [-9n, 65, -9n], + [-8n, 65, -8n], + [-7n, 65, -7n], + [-6n, 65, -6n], + [-5n, 65, -5n], + [-4n, 65, -4n], + [-3n, 65, -3n], + [-2n, 65, -2n], + [-1n, 65, -1n], + [0n, 65, 0n], + [1n, 65, 1n], + [2n, 65, 2n], + [3n, 65, 3n], + [4n, 65, 4n], + [5n, 65, 5n], + [6n, 65, 6n], + [7n, 65, 7n], + [8n, 65, 8n], + [9n, 65, 9n], + [0x7ffffffen, 65, 0x7ffffffen], + [0x7fffffffn, 65, 0x7fffffffn], + [0x80000000n, 65, 0x80000000n], + [0x80000001n, 65, 0x80000001n], + [0xfffffffen, 65, 0xfffffffen], + [0xffffffffn, 65, 0xffffffffn], + [0x100000000n, 65, 0x100000000n], + [0x100000001n, 65, 0x100000001n], + [0x7ffffffffffffffen, 65, 0x7ffffffffffffffen], + [0x7fffffffffffffffn, 65, 0x7fffffffffffffffn], + [0x8000000000000000n, 65, 0x8000000000000000n], + [0x8000000000000001n, 65, 0x8000000000000001n], + [0xfffffffffffffffen, 65, 0xfffffffffffffffen], + [0xffffffffffffffffn, 65, 0xffffffffffffffffn], + [0x10000000000000000n, 65, -0x10000000000000000n], + [0x10000000000000001n, 65, -0xffffffffffffffffn], +]; + +function f(tests) { + for (let test of tests) { + let input = test[0], bits = test[1], expected = test[2]; + + assertEq(BigInt.asIntN(bits, input), expected); + } +} + +for (let i = 0; i < 10; ++i) { + f(tests); +} |