1 #ifndef MATH_GTEST_MATH_TEST_DATA_FABSF_DATA_H 2 #define MATH_GTEST_MATH_TEST_DATA_FABSF_DATA_H 3 4 DataFloatFloat g_fabsfData[] = { 5 {-0x1.000d6cp-10, 0x1.000d6cp-10}, 6 {-0x1p-149, 0x1p-149}, 7 {0x0p+0, 0x0p+0}, 8 {0x1p-149, 0x1p-149}, 9 {0x1.efd816p+99, 0x1.efd816p+99}, 10 {0x1.fe6268p+99, 0x1.fe6268p+99}, 11 {0x1.e7c42ap+99, 0x1.e7c42ap+99}, 12 {0x1.fffffep+19, 0x1.fffffep+19}, 13 {0x1.000002p+20, 0x1.000002p+20}, 14 {0x1.000002p+20, 0x1.000002p+20}, 15 {0x1.fffffep+14, 0x1.fffffep+14}, 16 {0x1.0000a6p+15, 0x1.0000a6p+15}, 17 {0x1.000002p+15, 0x1.000002p+15}, 18 {0x1.fffffep+9, 0x1.fffffep+9}, 19 {0x1.000a64p+10, 0x1.000a64p+10}, 20 {0x1.000002p+10, 0x1.000002p+10}, 21 {0x1.fffffep+8, 0x1.fffffep+8}, 22 {0x1.004bc6p+9, 0x1.004bc6p+9}, 23 {0x1.000002p+9, 0x1.000002p+9}, 24 {0x1.fffffep+6, 0x1.fffffep+6}, 25 {0x1.004bc6p+7, 0x1.004bc6p+7}, 26 {0x1.000002p+7, 0x1.000002p+7}, 27 {0x1.fffd2p+4, 0x1.fffd2p+4}, 28 {0x1.028f5cp+5, 0x1.028f5cp+5}, 29 {0x1.0000ap+5, 0x1.0000ap+5}, 30 {0x1.fff7ccp+3, 0x1.fff7ccp+3}, 31 {0x1.023d7p+4, 0x1.023d7p+4}, 32 {0x1.001896p+4, 0x1.001896p+4}, 33 {0x1.ffef9cp+2, 0x1.ffef9cp+2}, 34 {0x1.19999ap+3, 0x1.19999ap+3}, 35 {0x1.000002p+3, 0x1.000002p+3}, 36 {0x1.fffffep+1, 0x1.fffffep+1}, 37 {0x1.19999ap+2, 0x1.19999ap+2}, 38 {0x1.000002p+2, 0x1.000002p+2}, 39 {0x1.fffffep+0, 0x1.fffffep+0}, 40 {0x1.19999ap+1, 0x1.19999ap+1}, 41 {0x1.000002p+1, 0x1.000002p+1}, 42 {0x1.fffffep-1, 0x1.fffffep-1}, 43 {0x1.19999ap+0, 0x1.19999ap+0}, 44 {0x1.000002p+0, 0x1.000002p+0}, 45 {0x1.fffffep-2, 0x1.fffffep-2}, 46 {0x1p-1, 0x1p-1}, 47 {0x1.00054p-1, 0x1.00054p-1}, 48 {0x1.fffffep-3, 0x1.fffffep-3}, 49 {0x1p-2, 0x1p-2}, 50 {0x1.000002p-2, 0x1.000002p-2}, 51 {0x1.ffd60cp-4, 0x1.ffd60cp-4}, 52 {0x1p-3, 0x1p-3}, 53 {0x1.000002p-3, 0x1.000002p-3}, 54 {0x1.ffffe8p-5, 0x1.ffffe8p-5}, 55 {0x1.fbe76cp-5, 0x1.fbe76cp-5}, 56 {0x1.000002p-4, 0x1.000002p-4}, 57 {0x1.fffffep-6, 0x1.fffffep-6}, 58 {0x1p-5, 0x1p-5}, 59 {0x1.000002p-5, 0x1.000002p-5}, 60 {0x1.fffffep-8, 0x1.fffffep-8}, 61 {0x1.fffca6p-8, 0x1.fffca6p-8}, 62 {0x1.000002p-7, 0x1.000002p-7}, 63 {0x1.fffffep-10, 0x1.fffffep-10}, 64 {0x1p-9, 0x1p-9}, 65 {0x1.000006p-9, 0x1.000006p-9}, 66 {0x1.fffffep-11, 0x1.fffffep-11}, 67 {0x1.fffea8p-11, 0x1.fffea8p-11}, 68 {0x1.000002p-10, 0x1.000002p-10}, 69 {0x1.fca5p-16, 0x1.fca5p-16}, 70 {0x1.009652p-15, 0x1.009652p-15}, 71 {0x1.0055e8p-15, 0x1.0055e8p-15}, 72 {0x1.fe63acp-21, 0x1.fe63acp-21}, 73 {0x1.0006ep-20, 0x1.0006ep-20}, 74 {0x1.ffe488p-21, 0x1.ffe488p-21}, 75 {0x1.ffdec2p-101, 0x1.ffdec2p-101}, 76 {0x1.fd6762p-101, 0x1.fd6762p-101}, 77 {0x1.ffbd8ep-101, 0x1.ffbd8ep-101}, 78 {-0x1.fffffep+127, 0x1.fffffep+127}, 79 {0x1.fffffep+127, 0x1.fffffep+127}, 80 {0x0p+0, 0x0p+0}, 81 {0x0p+0, 0x0p+0}, 82 {0x1.fffffep+127, 0x1.fffffep+127}, 83 {-0x1.fffffep+127, 0x1.fffffep+127}, 84 {0x1.fffffep+127, 0x1.fffffep+127}, 85 {-0x1.fffffep+127, 0x1.fffffep+127}, 86 {0x1.921cc4p+1, 0x1.921cc4p+1}, 87 {-0x1.921ebap+1, 0x1.921ebap+1}, 88 {0x1.921fbep+0, 0x1.921fbep+0}, 89 {-0x1.921fb6p+0, 0x1.921fb6p+0}, 90 {0x1.000004p+0, 0x1.000004p+0}, 91 {-0x1.000002p+0, 0x1.000002p+0}, 92 {0x1.19999ap+0, 0x1.19999ap+0}, 93 {-0x1p+0, 0x1p+0}, 94 {0x1.fffffep-1, 0x1.fffffep-1}, 95 {-0x1.fff2e2p-1, 0x1.fff2e2p-1}, 96 {0x1.92153ap-1, 0x1.92153ap-1}, 97 {-0x1.92129ap-1, 0x1.92129ap-1}, 98 {0x1.00df04p-126, 0x1.00df04p-126}, 99 {-0x1.045b0cp-126, 0x1.045b0cp-126}, 100 {0x1.ff21p-127, 0x1.ff21p-127}, 101 {-0x1.f749ecp-127, 0x1.f749ecp-127}, 102 {0x1.fdd278p-127, 0x1.fdd278p-127}, 103 {-0x1.e5ddc4p-127, 0x1.e5ddc4p-127}, 104 {0x1.ea38c8p-127, 0x1.ea38c8p-127}, 105 {-0x1.ee93dp-127, 0x1.ee93dp-127}, 106 {0x1p-148, 0x1p-148}, 107 {-0x1p-148, 0x1p-148}, 108 {0x1p-149, 0x1p-149}, 109 {-0x1p-149, 0x1p-149}, 110 {0x0p+0, 0x0p+0}, 111 {-0x0p+0, 0x0p+0} 112 }; 113 114 #endif 115