| 1 | ############################################################################ | = | 1 | ############################################################################ |
| 2 | ### CdePkgCVS: sin() ###################################################### | 2 | ### CdePkgCVS: sin() ###################################################### | |
| 3 | ############################################################################ | 3 | ############################################################################ | |
| 4 | COMMANDLINE: D:\toroCVS\x64\toroWindows\sin /log | <> | 4 | COMMANDLINE: D:\toroCVS\x64\msftWindows\sin /log |
| 5 | sin(0.5) = 3FDEAEE8744B05F0 | = | 5 | sin(0.5) = 3FDEAEE8744B05F0 |
| 6 | sin(0.0) = 0000000000000000 | 6 | sin(0.0) = 0000000000000000 | |
| 7 | sin(1.0) = 3FEAED548F090CEE | 7 | sin(1.0) = 3FEAED548F090CEE | |
| 8 | sin(3.1415926) = 3E6CC553391A5FFC | <> | 8 | sin(3.1415926) = 3E6CC553391A625F |
| 9 | ### __abort_behavior: 2 | = | 9 | ### __abort_behavior: 2 |
| 10 | --> FFFFFFEC | 10 | --> FFFFFFEC | |
| 11 | 0: sin(43B0000000000000) -> BFEA9B70EE528BB0 | <> | 11 | 0: sin(43B0000000000000) -> BFEA94ADAB06665C |
| 12 | 1: sin(43B0000000000001) -> 3FE2D298AFB6F3CF | 12 | 1: sin(43B0000000000001) -> 3FE2DC6CA93A8E47 | |
| 13 | 2: sin(43C0000000000000) -> 3FED905CF89C97B0 | 13 | 2: sin(43C0000000000000) -> 3FED99A2F42E2075 | |
| 14 | 3: sin(43C0000000000001) -> BFEE71B1B4FD0677 | 14 | 3: sin(43C0000000000001) -> BFEE792688153798 | |
| 15 | 4: sin(43D0000000000000) -> BFE6A0D53BAAB39E | 15 | 4: sin(43D0000000000000) -> BFE67E57355F0147 | |
| 16 | 5: sin(43D0000000000001) -> BFE2C148FBCF16E7 | 16 | 5: sin(43D0000000000001) -> BFE299CAF4F7BDBF | |
| 17 | 6: sin(43E0000000000000) -> 7FF8042000000000 | 17 | 6: sin(43E0000000000000) -> 3FEFFF6DFD42DC54 | |
| 18 | 7: sin(43E0000000000001) -> 7FF8042000000000 | 18 | 7: sin(43E0000000000001) -> 3FEE456B818E7397 | |
| 19 | 8: sin(C3B0000000000000) -> 3FEA9B70EE528BB0 | 19 | 8: sin(C3B0000000000000) -> 3FEA94ADAB06665C | |
| 20 | 9: sin(C3B0000000000001) -> BFE2D298AFB6F3CF | 20 | 9: sin(C3B0000000000001) -> BFE2DC6CA93A8E47 | |
| 21 | 10: sin(C3C0000000000000) -> BFED905CF89C97B0 | 21 | 10: sin(C3C0000000000000) -> BFED99A2F42E2075 | |
| 22 | 11: sin(C3C0000000000001) -> 3FEE71B1B4FD0677 | 22 | 11: sin(C3C0000000000001) -> 3FEE792688153798 | |
| 23 | 12: sin(C3D0000000000000) -> 3FE6A0D53BAAB39E | 23 | 12: sin(C3D0000000000000) -> 3FE67E57355F0147 | |
| 24 | 13: sin(C3D0000000000001) -> 3FE2C148FBCF16E7 | 24 | 13: sin(C3D0000000000001) -> 3FE299CAF4F7BDBF | |
| 25 | 14: sin(C3E0000000000000) -> 7FF8042000000000 | 25 | 14: sin(C3E0000000000000) -> BFEFFF6DFD42DC54 | |
| 26 | 15: sin(C3E0000000000001) -> 7FF8042000000000 | 26 | 15: sin(C3E0000000000001) -> BFEE456B818E7397 | |
| 27 | 16: sin(0000000000000000) -> 0000000000000000 | = | 27 | 16: sin(0000000000000000) -> 0000000000000000 |
| 28 | 17: sin(0000000000000001) -> 0000000000000001 | 28 | 17: sin(0000000000000001) -> 0000000000000001 | |
| 29 | 18: sin(0000000000000002) -> 0000000000000002 | 29 | 18: sin(0000000000000002) -> 0000000000000002 | |
| 30 | 19: sin(0008000000000000) -> 0008000000000000 | 30 | 19: sin(0008000000000000) -> 0008000000000000 | |
| 31 | 20: sin(0008000000000001) -> 0008000000000001 | 31 | 20: sin(0008000000000001) -> 0008000000000001 | |
| 32 | 21: sin(0008000000000008) -> 0008000000000008 | 32 | 21: sin(0008000000000008) -> 0008000000000008 | |
| 33 | 22: sin(0004000000000000) -> 0004000000000000 | 33 | 22: sin(0004000000000000) -> 0004000000000000 | |
| 34 | 23: sin(0004000000000001) -> 0004000000000001 | 34 | 23: sin(0004000000000001) -> 0004000000000001 | |
| 35 | 24: sin(0004000000000008) -> 0004000000000008 | 35 | 24: sin(0004000000000008) -> 0004000000000008 | |
| 36 | 25: sin(0002000000000000) -> 0002000000000000 | 36 | 25: sin(0002000000000000) -> 0002000000000000 | |
| 37 | 26: sin(0002000000000001) -> 0002000000000001 | 37 | 26: sin(0002000000000001) -> 0002000000000001 | |
| 38 | 27: sin(0002000000000008) -> 0002000000000008 | 38 | 27: sin(0002000000000008) -> 0002000000000008 | |
| 39 | 28: sin(0001000000000000) -> 0001000000000000 | 39 | 28: sin(0001000000000000) -> 0001000000000000 | |
| 40 | 29: sin(0001000000000001) -> 0001000000000001 | 40 | 29: sin(0001000000000001) -> 0001000000000001 | |
| 41 | 30: sin(0001000000000008) -> 0001000000000008 | 41 | 30: sin(0001000000000008) -> 0001000000000008 | |
| 42 | 31: sin(0000800000000000) -> 0000800000000000 | 42 | 31: sin(0000800000000000) -> 0000800000000000 | |
| 43 | 32: sin(0010000000000000) -> 0010000000000000 | 43 | 32: sin(0010000000000000) -> 0010000000000000 | |
| 44 | 33: sin(0010000000000001) -> 0010000000000001 | 44 | 33: sin(0010000000000001) -> 0010000000000001 | |
| 45 | 34: sin(0010000000000008) -> 0010000000000008 | 45 | 34: sin(0010000000000008) -> 0010000000000008 | |
| 46 | 35: sin(0018000000000000) -> 0018000000000000 | 46 | 35: sin(0018000000000000) -> 0018000000000000 | |
| 47 | 36: sin(0018000000000001) -> 0018000000000001 | 47 | 36: sin(0018000000000001) -> 0018000000000001 | |
| 48 | 37: sin(0018000000000008) -> 0018000000000008 | 48 | 37: sin(0018000000000008) -> 0018000000000008 | |
| 49 | 38: sin(0014000000000000) -> 0014000000000000 | 49 | 38: sin(0014000000000000) -> 0014000000000000 | |
| 50 | 39: sin(0014000000000001) -> 0014000000000001 | 50 | 39: sin(0014000000000001) -> 0014000000000001 | |
| 51 | 40: sin(0014000000000008) -> 0014000000000008 | 51 | 40: sin(0014000000000008) -> 0014000000000008 | |
| 52 | 41: sin(0012000000000000) -> 0012000000000000 | 52 | 41: sin(0012000000000000) -> 0012000000000000 | |
| 53 | 42: sin(0012000000000001) -> 0012000000000001 | 53 | 42: sin(0012000000000001) -> 0012000000000001 | |
| 54 | 43: sin(0012000000000008) -> 0012000000000008 | 54 | 43: sin(0012000000000008) -> 0012000000000008 | |
| 55 | 44: sin(0011000000000000) -> 0011000000000000 | 55 | 44: sin(0011000000000000) -> 0011000000000000 | |
| 56 | 45: sin(0011000000000001) -> 0011000000000001 | 56 | 45: sin(0011000000000001) -> 0011000000000001 | |
| 57 | 46: sin(0011000000000008) -> 0011000000000008 | 57 | 46: sin(0011000000000008) -> 0011000000000008 | |
| 58 | 47: sin(0010800000000000) -> 0010800000000000 | 58 | 47: sin(0010800000000000) -> 0010800000000000 | |
| 59 | 48: sin(7FE0000000000000) -> 7FF8042000000000 | <> | 59 | 48: sin(7FE0000000000000) -> 3FE205248CBDB760 |
| 60 | 49: sin(7FE0000000000001) -> 7FF8042000000000 | 60 | 49: sin(7FE0000000000001) -> BFEF3CCC95710241 | |
| 61 | 50: sin(7FE0000000000008) -> 7FF8042000000000 | 61 | 50: sin(7FE0000000000008) -> BFE4B89D8AF6CE64 | |
| 62 | 51: sin(7FE8000000000000) -> 7FF8042000000000 | 62 | 51: sin(7FE8000000000000) -> 3FE3F5DD1B2AE20C | |
| 63 | 52: sin(7FE8000000000001) -> 7FF8042000000000 | 63 | 52: sin(7FE8000000000001) -> 3FDFADE7095F650E | |
| 64 | 53: sin(7FE8000000000008) -> 7FF8042000000000 | 64 | 53: sin(7FE8000000000008) -> BFE1327D4AB3DCB9 | |
| 65 | 54: sin(7FE4000000000000) -> 7FF8042000000000 | 65 | 54: sin(7FE4000000000000) -> 3FEFFA2E93093018 | |
| 66 | 55: sin(7FE4000000000001) -> 7FF8042000000000 | 66 | 55: sin(7FE4000000000001) -> BFD9ED98090465FA | |
| 67 | 56: sin(7FE4000000000008) -> 7FF8042000000000 | 67 | 56: sin(7FE4000000000008) -> BFEFECCB308EBBF9 | |
| 68 | 57: sin(7FE2000000000000) -> 7FF8042000000000 | 68 | 57: sin(7FE2000000000000) -> 3FEC00CAECD0568A | |
| 69 | 58: sin(7FE2000000000001) -> 7FF8042000000000 | 69 | 58: sin(7FE2000000000001) -> BFE8C1C4D8A333FC | |
| 70 | 59: sin(7FE2000000000008) -> 7FF8042000000000 | 70 | 59: sin(7FE2000000000008) -> BFED7C94FC348B5C | |
| 71 | 60: sin(7FE1000000000000) -> 7FF8042000000000 | 71 | 60: sin(7FE1000000000000) -> 3FE7A7A1B5321CBE | |
| 72 | 61: sin(7FE1000000000001) -> 7FF8042000000000 | 72 | 61: sin(7FE1000000000001) -> BFECC79F9DBB1351 | |
| 73 | 62: sin(7FE1000000000008) -> 7FF8042000000000 | 73 | 62: sin(7FE1000000000008) -> BFE9CE3C0BDFBA43 | |
| 74 | 63: sin(7FE0800000000000) -> 7FF8042000000000 | 74 | 63: sin(7FE0800000000000) -> BFE4FB06338DCB1D | |
| 75 | 64: sin(7FE0FFFFFFFFFFFF) -> 7FF8042000000000 | 75 | 64: sin(7FE0FFFFFFFFFFFF) -> 3FD68384AF9BF343 | |
| 76 | 65: sin(FFE0FFFFFFFFFFFF) -> 7FF8042000000000 | 76 | 65: sin(FFE0FFFFFFFFFFFF) -> BFD68384AF9BF343 | |
| 77 | 66: sin(7FF0000000000000) -> FFF8000000000000 | = | 77 | 66: sin(7FF0000000000000) -> FFF8000000000000 |
| 78 | 67: sin(7FF0000000000001) -> 7FF8000000000001 | 78 | 67: sin(7FF0000000000001) -> 7FF8000000000001 | |
| 79 | 68: sin(7FF0000000000008) -> 7FF8000000000008 | 79 | 68: sin(7FF0000000000008) -> 7FF8000000000008 | |
| 80 | 69: sin(7FF8000000000000) -> 7FF8000000000000 | 80 | 69: sin(7FF8000000000000) -> 7FF8000000000000 | |
| 81 | 70: sin(7FF8000000000001) -> 7FF8000000000001 | 81 | 70: sin(7FF8000000000001) -> 7FF8000000000001 | |
| 82 | 71: sin(7FF8000000000008) -> 7FF8000000000008 | 82 | 71: sin(7FF8000000000008) -> 7FF8000000000008 | |
| 83 | 72: sin(7FF4000000000000) -> 7FFC000000000000 | 83 | 72: sin(7FF4000000000000) -> 7FFC000000000000 | |
| 84 | 73: sin(7FF4000000000001) -> 7FFC000000000001 | 84 | 73: sin(7FF4000000000001) -> 7FFC000000000001 | |
| 85 | 74: sin(7FF4000000000008) -> 7FFC000000000008 | 85 | 74: sin(7FF4000000000008) -> 7FFC000000000008 | |
| 86 | 75: sin(7FF2000000000000) -> 7FFA000000000000 | 86 | 75: sin(7FF2000000000000) -> 7FFA000000000000 | |
| 87 | 76: sin(7FF2000000000001) -> 7FFA000000000001 | 87 | 76: sin(7FF2000000000001) -> 7FFA000000000001 | |
| 88 | 77: sin(7FF2000000000008) -> 7FFA000000000008 | 88 | 77: sin(7FF2000000000008) -> 7FFA000000000008 | |
| 89 | 78: sin(7FF1000000000000) -> 7FF9000000000000 | 89 | 78: sin(7FF1000000000000) -> 7FF9000000000000 | |
| 90 | 79: sin(7FF1000000000001) -> 7FF9000000000001 | 90 | 79: sin(7FF1000000000001) -> 7FF9000000000001 | |
| 91 | 80: sin(7FF1000000000008) -> 7FF9000000000008 | 91 | 80: sin(7FF1000000000008) -> 7FF9000000000008 | |
| 92 | 81: sin(7FF0800000000000) -> 7FF8800000000000 | 92 | 81: sin(7FF0800000000000) -> 7FF8800000000000 | |
| 93 | 82: sin(8000000000000000) -> 8000000000000000 | 93 | 82: sin(8000000000000000) -> 8000000000000000 | |
| 94 | 83: sin(8000000000000001) -> 8000000000000001 | 94 | 83: sin(8000000000000001) -> 8000000000000001 | |
| 95 | 84: sin(8000000000000002) -> 8000000000000002 | 95 | 84: sin(8000000000000002) -> 8000000000000002 | |
| 96 | 85: sin(8008000000000000) -> 8008000000000000 | 96 | 85: sin(8008000000000000) -> 8008000000000000 | |
| 97 | 86: sin(8008000000000001) -> 8008000000000001 | 97 | 86: sin(8008000000000001) -> 8008000000000001 | |
| 98 | 87: sin(8008000000000008) -> 8008000000000008 | 98 | 87: sin(8008000000000008) -> 8008000000000008 | |
| 99 | 88: sin(8004000000000000) -> 8004000000000000 | 99 | 88: sin(8004000000000000) -> 8004000000000000 | |
| 100 | 89: sin(8004000000000001) -> 8004000000000001 | 100 | 89: sin(8004000000000001) -> 8004000000000001 | |
| 101 | 90: sin(8004000000000008) -> 8004000000000008 | 101 | 90: sin(8004000000000008) -> 8004000000000008 | |
| 102 | 91: sin(8002000000000000) -> 8002000000000000 | 102 | 91: sin(8002000000000000) -> 8002000000000000 | |
| 103 | 92: sin(8002000000000001) -> 8002000000000001 | 103 | 92: sin(8002000000000001) -> 8002000000000001 | |
| 104 | 93: sin(8002000000000008) -> 8002000000000008 | 104 | 93: sin(8002000000000008) -> 8002000000000008 | |
| 105 | 94: sin(8001000000000000) -> 8001000000000000 | 105 | 94: sin(8001000000000000) -> 8001000000000000 | |
| 106 | 95: sin(8001000000000001) -> 8001000000000001 | 106 | 95: sin(8001000000000001) -> 8001000000000001 | |
| 107 | 96: sin(8001000000000008) -> 8001000000000008 | 107 | 96: sin(8001000000000008) -> 8001000000000008 | |
| 108 | 97: sin(8000800000000000) -> 8000800000000000 | 108 | 97: sin(8000800000000000) -> 8000800000000000 | |
| 109 | 98: sin(8010000000000000) -> 8010000000000000 | 109 | 98: sin(8010000000000000) -> 8010000000000000 | |
| 110 | 99: sin(8010000000000001) -> 8010000000000001 | 110 | 99: sin(8010000000000001) -> 8010000000000001 | |
| 111 | 100: sin(8010000000000008) -> 8010000000000008 | 111 | 100: sin(8010000000000008) -> 8010000000000008 | |
| 112 | 101: sin(8018000000000000) -> 8018000000000000 | 112 | 101: sin(8018000000000000) -> 8018000000000000 | |
| 113 | 102: sin(8018000000000001) -> 8018000000000001 | 113 | 102: sin(8018000000000001) -> 8018000000000001 | |
| 114 | 103: sin(8018000000000008) -> 8018000000000008 | 114 | 103: sin(8018000000000008) -> 8018000000000008 | |
| 115 | 104: sin(8014000000000000) -> 8014000000000000 | 115 | 104: sin(8014000000000000) -> 8014000000000000 | |
| 116 | 105: sin(8014000000000001) -> 8014000000000001 | 116 | 105: sin(8014000000000001) -> 8014000000000001 | |
| 117 | 106: sin(8014000000000008) -> 8014000000000008 | 117 | 106: sin(8014000000000008) -> 8014000000000008 | |
| 118 | 107: sin(8012000000000000) -> 8012000000000000 | 118 | 107: sin(8012000000000000) -> 8012000000000000 | |
| 119 | 108: sin(8012000000000001) -> 8012000000000001 | 119 | 108: sin(8012000000000001) -> 8012000000000001 | |
| 120 | 109: sin(8012000000000008) -> 8012000000000008 | 120 | 109: sin(8012000000000008) -> 8012000000000008 | |
| 121 | 110: sin(8011000000000000) -> 8011000000000000 | 121 | 110: sin(8011000000000000) -> 8011000000000000 | |
| 122 | 111: sin(8011000000000001) -> 8011000000000001 | 122 | 111: sin(8011000000000001) -> 8011000000000001 | |
| 123 | 112: sin(8011000000000008) -> 8011000000000008 | 123 | 112: sin(8011000000000008) -> 8011000000000008 | |
| 124 | 113: sin(8010800000000000) -> 8010800000000000 | 124 | 113: sin(8010800000000000) -> 8010800000000000 | |
| 125 | 114: sin(FFE0000000000000) -> 7FF8042000000000 | <> | 125 | 114: sin(FFE0000000000000) -> BFE205248CBDB760 |
| 126 | 115: sin(FFE0000000000001) -> 7FF8042000000000 | 126 | 115: sin(FFE0000000000001) -> 3FEF3CCC95710241 | |
| 127 | 116: sin(FFE0000000000008) -> 7FF8042000000000 | 127 | 116: sin(FFE0000000000008) -> 3FE4B89D8AF6CE64 | |
| 128 | 117: sin(FFE8000000000000) -> 7FF8042000000000 | 128 | 117: sin(FFE8000000000000) -> BFE3F5DD1B2AE20C | |
| 129 | 118: sin(FFE8000000000001) -> 7FF8042000000000 | 129 | 118: sin(FFE8000000000001) -> BFDFADE7095F650E | |
| 130 | 119: sin(FFE8000000000008) -> 7FF8042000000000 | 130 | 119: sin(FFE8000000000008) -> 3FE1327D4AB3DCB9 | |
| 131 | 120: sin(FFE4000000000000) -> 7FF8042000000000 | 131 | 120: sin(FFE4000000000000) -> BFEFFA2E93093018 | |
| 132 | 121: sin(FFE4000000000001) -> 7FF8042000000000 | 132 | 121: sin(FFE4000000000001) -> 3FD9ED98090465FA | |
| 133 | 122: sin(FFE4000000000008) -> 7FF8042000000000 | 133 | 122: sin(FFE4000000000008) -> 3FEFECCB308EBBF9 | |
| 134 | 123: sin(FFE2000000000000) -> 7FF8042000000000 | 134 | 123: sin(FFE2000000000000) -> BFEC00CAECD0568A | |
| 135 | 124: sin(FFE2000000000001) -> 7FF8042000000000 | 135 | 124: sin(FFE2000000000001) -> 3FE8C1C4D8A333FC | |
| 136 | 125: sin(FFE2000000000008) -> 7FF8042000000000 | 136 | 125: sin(FFE2000000000008) -> 3FED7C94FC348B5C | |
| 137 | 126: sin(FFE1000000000000) -> 7FF8042000000000 | 137 | 126: sin(FFE1000000000000) -> BFE7A7A1B5321CBE | |
| 138 | 127: sin(FFE1000000000001) -> 7FF8042000000000 | 138 | 127: sin(FFE1000000000001) -> 3FECC79F9DBB1351 | |
| 139 | 128: sin(FFE1000000000008) -> 7FF8042000000000 | 139 | 128: sin(FFE1000000000008) -> 3FE9CE3C0BDFBA43 | |
| 140 | 129: sin(FFE0800000000000) -> 7FF8042000000000 | 140 | 129: sin(FFE0800000000000) -> 3FE4FB06338DCB1D | |
| 141 | 130: sin(FFF0000000000000) -> FFF8000000000000 | = | 141 | 130: sin(FFF0000000000000) -> FFF8000000000000 |
| 142 | 131: sin(FFF0000000000001) -> FFF8000000000001 | 142 | 131: sin(FFF0000000000001) -> FFF8000000000001 | |
| 143 | 132: sin(FFF0000000000008) -> FFF8000000000008 | 143 | 132: sin(FFF0000000000008) -> FFF8000000000008 | |
| 144 | 133: sin(FFF8000000000000) -> FFF8000000000000 | 144 | 133: sin(FFF8000000000000) -> FFF8000000000000 | |
| 145 | 134: sin(FFF8000000000001) -> FFF8000000000001 | 145 | 134: sin(FFF8000000000001) -> FFF8000000000001 | |
| 146 | 135: sin(FFF8000000000008) -> FFF8000000000008 | 146 | 135: sin(FFF8000000000008) -> FFF8000000000008 | |
| 147 | 136: sin(FFF4000000000000) -> FFFC000000000000 | 147 | 136: sin(FFF4000000000000) -> FFFC000000000000 | |
| 148 | 137: sin(FFF4000000000001) -> FFFC000000000001 | 148 | 137: sin(FFF4000000000001) -> FFFC000000000001 | |
| 149 | 138: sin(FFF4000000000008) -> FFFC000000000008 | 149 | 138: sin(FFF4000000000008) -> FFFC000000000008 | |
| 150 | 139: sin(FFF2000000000000) -> FFFA000000000000 | 150 | 139: sin(FFF2000000000000) -> FFFA000000000000 | |
| 151 | 140: sin(FFF2000000000001) -> FFFA000000000001 | 151 | 140: sin(FFF2000000000001) -> FFFA000000000001 | |
| 152 | 141: sin(FFF2000000000008) -> FFFA000000000008 | 152 | 141: sin(FFF2000000000008) -> FFFA000000000008 | |
| 153 | 142: sin(FFF1000000000000) -> FFF9000000000000 | 153 | 142: sin(FFF1000000000000) -> FFF9000000000000 | |
| 154 | 143: sin(FFF1000000000001) -> FFF9000000000001 | 154 | 143: sin(FFF1000000000001) -> FFF9000000000001 | |
| 155 | 144: sin(FFF1000000000008) -> FFF9000000000008 | 155 | 144: sin(FFF1000000000008) -> FFF9000000000008 | |
| 156 | 145: sin(FFF0800000000000) -> FFF8800000000000 | 156 | 145: sin(FFF0800000000000) -> FFF8800000000000 | |
| 157 | 0: sin(C09F400000000000) -> BFEDC2E234EE9247 | 157 | 0: sin(C09F400000000000) -> BFEDC2E234EE9247 | |
| 158 | 1: sin(C00921FB54442D18) -> BCA1A60000000000 | <> | 158 | 1: sin(C00921FB54442D18) -> BCA1A62633145C07 |
| 159 | 2: sin(BFF921FB54442D18) -> BFF0000000000000 | = | 159 | 2: sin(BFF921FB54442D18) -> BFF0000000000000 |
| 160 | 3: sin(C000000000000000) -> BFED18F6EAD1B446 | 160 | 3: sin(C000000000000000) -> BFED18F6EAD1B446 | |
| 161 | 4: sin(BFF0000000000000) -> BFEAED548F090CEE | 161 | 4: sin(BFF0000000000000) -> BFEAED548F090CEE | |
| 162 | 5: sin(BFEFAE147AE147AE) -> BFEAC0B98D96429D | 162 | 5: sin(BFEFAE147AE147AE) -> BFEAC0B98D96429D | |
| 163 | 6: sin(BFE8000000000000) -> BFE5CFFC16BF8F0D | 163 | 6: sin(BFE8000000000000) -> BFE5CFFC16BF8F0D | |
| 164 | 7: sin(BFE0000000000000) -> BFDEAEE8744B05F0 | 164 | 7: sin(BFE0000000000000) -> BFDEAEE8744B05F0 | |
| 165 | 8: sin(BFD0000000000000) -> BFCFAAEED4F31577 | 165 | 8: sin(BFD0000000000000) -> BFCFAAEED4F31577 | |
| 166 | 9: sin(0000000000000000) -> 0000000000000000 | 166 | 9: sin(0000000000000000) -> 0000000000000000 | |
| 167 | 10: sin(3FD0000000000000) -> 3FCFAAEED4F31577 | 167 | 10: sin(3FD0000000000000) -> 3FCFAAEED4F31577 | |
| 168 | 11: sin(3FE0000000000000) -> 3FDEAEE8744B05F0 | 168 | 11: sin(3FE0000000000000) -> 3FDEAEE8744B05F0 | |
| 169 | 12: sin(3FE8000000000000) -> 3FE5CFFC16BF8F0D | 169 | 12: sin(3FE8000000000000) -> 3FE5CFFC16BF8F0D | |
| 170 | 13: sin(3FEFAE147AE147AE) -> 3FEAC0B98D96429D | 170 | 13: sin(3FEFAE147AE147AE) -> 3FEAC0B98D96429D | |
| 171 | 14: sin(3FF0000000000000) -> 3FEAED548F090CEE | 171 | 14: sin(3FF0000000000000) -> 3FEAED548F090CEE | |
| 172 | 15: sin(4000000000000000) -> 3FED18F6EAD1B446 | 172 | 15: sin(4000000000000000) -> 3FED18F6EAD1B446 | |
| 173 | 16: sin(BFF921FB54442D18) -> BFF0000000000000 | 173 | 16: sin(BFF921FB54442D18) -> BFF0000000000000 | |
| 174 | 17: sin(C00921FB54442D18) -> BCA1A60000000000 | <> | 174 | 17: sin(C00921FB54442D18) -> BCA1A62633145C07 |
| 175 | 18: sin(409F400000000000) -> 3FEDC2E234EE9247 | = | 175 | 18: sin(409F400000000000) -> 3FEDC2E234EE9247 |
| 176 | 176 |