1 // Copyright (C) 1988-1994 Sun Microsystems, Inc. 2550 Garcia Avenue
2 // Mountain View, California 94043 All rights reserved.
4 // Any person is hereby authorized to download, copy, use, create bug fixes,
5 // and distribute, subject to the following conditions:
7 // 1. the software may not be redistributed for a fee except as
8 // reasonable to cover media costs;
9 // 2. any copy of the software must include this notice, as well as
10 // any other embedded copyright notices; and
11 // 3. any distribution of this software or derivative works thereof
12 // must comply with all applicable U.S. export control laws.
14 // THE SOFTWARE IS MADE AVAILABLE "AS IS" AND WITHOUT EXPRESS OR IMPLIED
15 // WARRANTY OF ANY KIND, INCLUDING BUT NOT LIMITED TO THE IMPLIED
16 // WARRANTIES OF DESIGN, MERCHANTIBILITY, FITNESS FOR A PARTICULAR
17 // PURPOSE, NON-INFRINGEMENT, PERFORMANCE OR CONFORMANCE TO
20 // BY DOWNLOADING AND/OR USING THIS SOFTWARE, THE USER WAIVES ALL CLAIMS
21 // AGAINST SUN MICROSYSTEMS, INC. AND ITS AFFILIATED COMPANIES IN ANY
22 // JURISDICTION, INCLUDING BUT NOT LIMITED TO CLAIMS FOR DAMAGES OR
23 // EQUITABLE RELIEF BASED ON LOSS OF DATA, AND SPECIFICALLY WAIVES EVEN
24 // UNKNOWN OR UNANTICIPATED CLAIMS OR LOSSES, PRESENT AND FUTURE.
26 // IN NO EVENT WILL SUN MICROSYSTEMS, INC. OR ANY OF ITS AFFILIATED
27 // COMPANIES BE LIABLE FOR ANY LOST REVENUE OR PROFITS OR OTHER SPECIAL,
28 // INDIRECT AND CONSEQUENTIAL DAMAGES, EVEN IF IT HAS BEEN ADVISED OF THE
29 // POSSIBILITY OF SUCH DAMAGES.
31 // This file is provided with no support and without any obligation on the
32 // part of Sun Microsystems, Inc. ("Sun") or any of its affiliated
33 // companies to assist in its use, correction, modification or
34 // enhancement. Nevertheless, and without creating any obligation on its
35 // part, Sun welcomes your comments concerning the software and requests
36 // that they be sent to fdlibm-comments@sunpro.sun.com.
38 T(RN
, 0x0p
+0, 0x0p
+0, 0x0p
+0, 0)
39 T(RN
, -0x0p
+0, -0x0p
+0, 0x0p
+0, 0)
40 T(RZ
, 0x0p
+0, 0x0p
+0, 0x0p
+0, 0)
41 T(RZ
, -0x0p
+0, -0x0p
+0, 0x0p
+0, 0)
42 T(RU
, 0x0p
+0, 0x0p
+0, 0x0p
+0, 0)
43 T(RU
, -0x0p
+0, -0x0p
+0, 0x0p
+0, 0)
44 T(RD
, 0x0p
+0, 0x0p
+0, 0x0p
+0, 0)
45 T(RD
, -0x0p
+0, -0x0p
+0, 0x0p
+0, 0)
46 // sqrtd(+max) is finite
47 T(RN
, 0x1.fffffffffffffp
+1023, 0x1.fffffffffffffp
+511, -0x1p
-1, INEXACT
)
48 T(RZ
, 0x1.fffffffffffffp
+1023, 0x1.fffffffffffffp
+511, -0x1p
-1, INEXACT
)
49 T(RU
, 0x1.fffffffffffffp
+1023, 0x1p
+512, 0x1p
-2, INEXACT
)
50 T(RD
, 0x1.fffffffffffffp
+1023, 0x1.fffffffffffffp
+511, -0x1p
-1, INEXACT
)
51 // sqrtd(4457404589857209) = 66763797
52 T(RN
, 0x1.fabf8c265b372p
+51, 0x1.fd5e0a8p
+25, 0x0p
+0, 0)
53 T(RZ
, 0x1.fabf8c265b372p
+51, 0x1.fd5e0a8p
+25, 0x0p
+0, 0)
54 T(RU
, 0x1.fabf8c265b372p
+51, 0x1.fd5e0a8p
+25, 0x0p
+0, 0)
55 T(RD
, 0x1.fabf8c265b372p
+51, 0x1.fd5e0a8p
+25, 0x0p
+0, 0)
56 // sqrtd(3911242719325041) = 62539929
57 T(RN
, 0x1.bca8251d4d6e2p
+51, 0x1.dd244c8p
+25, 0x0p
+0, 0)
58 T(RZ
, 0x1.bca8251d4d6e2p
+51, 0x1.dd244c8p
+25, 0x0p
+0, 0)
59 T(RU
, 0x1.bca8251d4d6e2p
+51, 0x1.dd244c8p
+25, 0x0p
+0, 0)
60 T(RD
, 0x1.bca8251d4d6e2p
+51, 0x1.dd244c8p
+25, 0x0p
+0, 0)
62 T(RN
, 0x1p
+2, 0x1p
+1, 0x0p
+0, 0)
63 T(RZ
, 0x1p
+2, 0x1p
+1, 0x0p
+0, 0)
64 T(RU
, 0x1p
+2, 0x1p
+1, 0x0p
+0, 0)
65 T(RD
, 0x1p
+2, 0x1p
+1, 0x0p
+0, 0)
66 // sqrtd(x) for x=1,1+ulp,1-ulp
67 T(RN
, 0x1.0000000000001p
+0, 0x1p
+0, -0x1p
-1, INEXACT
)
68 T(RN
, 0x1p
+0, 0x1p
+0, 0x0p
+0, 0)
69 T(RN
, 0x1.fffffffffffffp
-1, 0x1.fffffffffffffp
-1, -0x1p
-1, INEXACT
)
70 T(RZ
, 0x1.0000000000001p
+0, 0x1p
+0, -0x1p
-1, INEXACT
)
71 T(RZ
, 0x1p
+0, 0x1p
+0, 0x0p
+0, 0)
72 T(RZ
, 0x1.fffffffffffffp
-1, 0x1.fffffffffffffp
-1, -0x1p
-1, INEXACT
)
73 T(RU
, 0x1.0000000000001p
+0, 0x1.0000000000001p
+0, 0x1p
-1, INEXACT
)
74 T(RU
, 0x1p
+0, 0x1p
+0, 0x0p
+0, 0)
75 T(RU
, 0x1.fffffffffffffp
-1, 0x1p
+0, 0x1p
-2, INEXACT
)
76 T(RD
, 0x1.0000000000001p
+0, 0x1p
+0, -0x1p
-1, INEXACT
)
77 T(RD
, 0x1p
+0, 0x1p
+0, 0x0p
+0, 0)
78 T(RD
, 0x1.fffffffffffffp
-1, 0x1.fffffffffffffp
-1, -0x1p
-1, INEXACT
)
79 // sqrtd(+min) is non-zero
80 T(RN
, 0x1p
-1022, 0x1p
-511, 0x0p
+0, 0)
81 T(RZ
, 0x1p
-1022, 0x1p
-511, 0x0p
+0, 0)
82 T(RU
, 0x1p
-1022, 0x1p
-511, 0x0p
+0, 0)
83 T(RD
, 0x1p
-1022, 0x1p
-511, 0x0p
+0, 0)
84 T(RN
, 0x1p
-1074, 0x1p
-537, 0x0p
+0, 0)
85 T(RZ
, 0x1p
-1074, 0x1p
-537, 0x0p
+0, 0)
86 T(RU
, 0x1p
-1074, 0x1p
-537, 0x0p
+0, 0)
87 T(RD
, 0x1p
-1074, 0x1p
-537, 0x0p
+0, 0)
88 // random arguments between 0 8
89 T(RN
, 0x1.766bdb2b5006dp
+1, 0x1.b5d6fec392e7dp
+0, 0x1.81aab2p
-2, INEXACT
)
90 T(RN
, 0x1.b6546fb825911p
+2, 0x1.4efb330ef0b43p
+1, 0x1.d98b1ap
-2, INEXACT
)
91 T(RN
, 0x1.e165309de7505p
+2, 0x1.5f0d324d38bdp
+1, -0x1.f328fp
-4, INEXACT
)
92 T(RN
, 0x1.541dcfba96889p
+0, 0x1.271370ec508dp
+0, -0x1.eda75cp
-4, INEXACT
)
93 T(RN
, 0x1.754c3e27084ddp
+1, 0x1.b52eb45df30b2p
+0, -0x1.d43724p
-3, INEXACT
)
94 T(RN
, 0x1.ebe1e1b093c41p
+1, 0x1.f5d722e54e976p
+0, 0x1.6bca84p
-2, INEXACT
)
95 T(RN
, 0x1.940d8d18455f5p
+2, 0x1.419df976f692dp
+1, -0x1.8720aap
-2, INEXACT
)
96 T(RN
, 0x1.dae714a51b239p
+2, 0x1.5cad1a5584b9ap
+1, -0x1.3595b8p
-3, INEXACT
)
97 T(RN
, 0x1.a9f2d1079de4dp
+1, 0x1.d2ff13bff7b67p
+0, 0x1.e9c98p
-2, INEXACT
)
98 T(RN
, 0x1.57dd33103b871p
-3, 0x1.a397d7b1e31f2p
-2, -0x1.222098p
-3, INEXACT
)
100 T(RN
, inf
, inf
, 0x0p
+0, 0)
101 T(RZ
, inf
, inf
, 0x0p
+0, 0)
102 T(RU
, inf
, inf
, 0x0p
+0, 0)
103 T(RD
, inf
, inf
, 0x0p
+0, 0)
105 T(RN
, nan
, nan
, 0x0p
+0, 0)
107 T(RN
, -0x1p
-1074, nan
, 0x0p
+0, INVALID
)
108 T(RN
, -0x1p
+0, nan
, 0x0p
+0, INVALID
)
109 T(RN
, -inf
, nan
, 0x0p
+0, INVALID
)
110 T(RD
, 0x1p
-1072, 0x1p
-536, 0x0p
+0, 0)
111 T(RD
, 0x1p
-1024, 0x1p
-512, 0x0p
+0, 0)
112 T(RD
, 0x1p
-1020, 0x1p
-510, 0x0p
+0, 0)
113 T(RD
, 0x1p
-148, 0x1p
-74, 0x0p
+0, 0)
114 T(RD
, 0x1p
-146, 0x1p
-73, 0x0p
+0, 0)
115 T(RD
, 0x1p
-128, 0x1p
-64, 0x0p
+0, 0)
116 T(RD
, 0x1p
-126, 0x1p
-63, 0x0p
+0, 0)
117 T(RD
, 0x1p
-124, 0x1p
-62, 0x0p
+0, 0)
118 T(RD
, 0x1.2p
-15, 0x1.8p
-8, 0x0p
+0, 0)
119 T(RD
, 0x1p
-8, 0x1p
-4, 0x0p
+0, 0)
120 T(RD
, 0x1.2p
-5, 0x1.8p
-3, 0x0p
+0, 0)
121 T(RD
, 0x1p
-4, 0x1p
-2, 0x0p
+0, 0)
122 T(RD
, 0x1.2p
+3, 0x1.8p
+1, 0x0p
+0, 0)
123 T(RD
, 0x1p
+8, 0x1p
+4, 0x0p
+0, 0)
124 T(RD
, 0x1.2p
+11, 0x1.8p
+5, 0x0p
+0, 0)
125 T(RD
, 0x1.9f24p
+14, 0x1.46p
+7, 0x0p
+0, 0)
126 T(RD
, 0x1.b3c4p
+14, 0x1.4ep
+7, 0x0p
+0, 0)
127 T(RD
, 0x1.d3a4p
+14, 0x1.5ap
+7, 0x0p
+0, 0)
128 T(RD
, 0x1.f4a4p
+14, 0x1.66p
+7, 0x0p
+0, 0)
129 T(RD
, 0x1.ffe4p
+14, 0x1.6ap
+7, 0x0p
+0, 0)
130 T(RD
, 0x1.2p
+21, 0x1.8p
+10, 0x0p
+0, 0)
131 T(RD
, 0x1p
+124, 0x1p
+62, 0x0p
+0, 0)
132 T(RD
, 0x1p
+126, 0x1p
+63, 0x0p
+0, 0)
133 T(RD
, 0x1p
+1020, 0x1p
+510, 0x0p
+0, 0)
134 T(RD
, 0x1p
+1022, 0x1p
+511, 0x0p
+0, 0)
135 T(RD
, 0x1.ffffffffffffep
-1023, 0x1.ffffffffffffep
-512, -0x1p
+0, INEXACT
)
136 T(RD
, 0x1.0000000000002p
-1022, 0x1p
-511, -0x1p
+0, INEXACT
)
137 T(RD
, 0x1.ffffffffffff7p
-1, 0x1.ffffffffffffbp
-1, -0x1p
-1, INEXACT
)
138 T(RD
, 0x1.ffffffffffff8p
-1, 0x1.ffffffffffffbp
-1, -0x1p
+0, INEXACT
)
139 T(RD
, 0x1.ffffffffffff9p
-1, 0x1.ffffffffffffcp
-1, -0x1p
-1, INEXACT
)
140 T(RD
, 0x1.ffffffffffffap
-1, 0x1.ffffffffffffcp
-1, -0x1p
+0, INEXACT
)
141 T(RD
, 0x1.ffffffffffffbp
-1, 0x1.ffffffffffffdp
-1, -0x1p
-1, INEXACT
)
142 T(RD
, 0x1.ffffffffffffcp
-1, 0x1.ffffffffffffdp
-1, -0x1p
+0, INEXACT
)
143 T(RD
, 0x1.ffffffffffffdp
-1, 0x1.ffffffffffffep
-1, -0x1p
-1, INEXACT
)
144 T(RD
, 0x1.ffffffffffffep
-1, 0x1.ffffffffffffep
-1, -0x1p
+0, INEXACT
)
145 T(RD
, 0x1.0000000000002p
+0, 0x1p
+0, -0x1p
+0, INEXACT
)
146 T(RD
, 0x1.0000000000003p
+0, 0x1.0000000000001p
+0, -0x1p
-1, INEXACT
)
147 T(RD
, 0x1.0000000000004p
+0, 0x1.0000000000001p
+0, -0x1p
+0, INEXACT
)
148 T(RD
, 0x1.0000000000005p
+0, 0x1.0000000000002p
+0, -0x1p
-1, INEXACT
)
149 T(RD
, 0x1.0000000000006p
+0, 0x1.0000000000002p
+0, -0x1p
+0, INEXACT
)
150 T(RD
, 0x1.0000000000007p
+0, 0x1.0000000000003p
+0, -0x1p
-1, INEXACT
)
151 T(RD
, 0x1.ffffffffffffep
+1021, 0x1.ffffffffffffep
+510, -0x1p
+0, INEXACT
)
152 T(RD
, 0x1.0000000000002p
+1022, 0x1p
+511, -0x1p
+0, INEXACT
)
153 T(RD
, nan
, nan
, 0x0p
+0, 0)
154 T(RD
, nan
, nan
, 0x0p
+0, 0)
155 T(RD
, -0x1p
-1074, nan
, 0x0p
+0, INVALID
)
156 T(RD
, -0x1p
-1073, nan
, 0x0p
+0, INVALID
)
157 T(RD
, -0x1.4p
-1072, nan
, 0x0p
+0, INVALID
)
158 T(RD
, -0x1.cp
-1072, nan
, 0x0p
+0, INVALID
)
159 T(RD
, -0x1.2p
-1071, nan
, 0x0p
+0, INVALID
)
160 T(RD
,-0x1.fffffffffffeep
-1023, nan
, 0x0p
+0, INVALID
)
161 T(RD
,-0x1.ffffffffffff2p
-1023, nan
, 0x0p
+0, INVALID
)
162 T(RD
,-0x1.ffffffffffff8p
-1023, nan
, 0x0p
+0, INVALID
)
163 T(RD
,-0x1.ffffffffffffap
-1023, nan
, 0x0p
+0, INVALID
)
164 T(RD
,-0x1.ffffffffffffcp
-1023, nan
, 0x0p
+0, INVALID
)
165 T(RD
,-0x1.ffffffffffffep
-1023, nan
, 0x0p
+0, INVALID
)
166 T(RD
,-0x1.ffffffffffffdp
-1022, nan
, 0x0p
+0, INVALID
)
167 T(RD
, -0x1p
-1021, nan
, 0x0p
+0, INVALID
)
168 T(RD
,-0x1.0000000000001p
-1021, nan
, 0x0p
+0, INVALID
)
169 T(RD
, -0x1p
-52, nan
, 0x0p
+0, INVALID
)
170 T(RD
, -0x1p
-51, nan
, 0x0p
+0, INVALID
)
171 T(RD
, -0x1.8p
-51, nan
, 0x0p
+0, INVALID
)
172 T(RD
, -0x1p
+0, nan
, 0x0p
+0, INVALID
)
173 T(RD
, -0x1.0000000000002p
+1, nan
, 0x0p
+0, INVALID
)
174 T(RD
, -0x1.8000000000004p
+1, nan
, 0x0p
+0, INVALID
)
175 T(RD
, -0x1.ffffffffffffbp
+1, nan
, 0x0p
+0, INVALID
)
176 T(RD
,-0x1.ffffffffffffcp
+1021, nan
, 0x0p
+0, INVALID
)
177 T(RD
,-0x1.0000000000002p
+1022, nan
, 0x0p
+0, INVALID
)
178 T(RD
,-0x1.fffffffffffffp
+1022, nan
, 0x0p
+0, INVALID
)
179 T(RD
,-0x1.0000000000002p
+1023, nan
, 0x0p
+0, INVALID
)
180 T(RD
, -inf
, nan
, 0x0p
+0, INVALID
)
181 T(RN
, 0x1p
-1072, 0x1p
-536, 0x0p
+0, 0)
182 T(RN
, 0x1p
-1024, 0x1p
-512, 0x0p
+0, 0)
183 T(RN
, 0x1p
-1020, 0x1p
-510, 0x0p
+0, 0)
184 T(RN
, 0x1p
-148, 0x1p
-74, 0x0p
+0, 0)
185 T(RN
, 0x1p
-146, 0x1p
-73, 0x0p
+0, 0)
186 T(RN
, 0x1p
-128, 0x1p
-64, 0x0p
+0, 0)
187 T(RN
, 0x1p
-126, 0x1p
-63, 0x0p
+0, 0)
188 T(RN
, 0x1p
-124, 0x1p
-62, 0x0p
+0, 0)
189 T(RN
, 0x1.2p
-15, 0x1.8p
-8, 0x0p
+0, 0)
190 T(RN
, 0x1p
-8, 0x1p
-4, 0x0p
+0, 0)
191 T(RN
, 0x1.2p
-5, 0x1.8p
-3, 0x0p
+0, 0)
192 T(RN
, 0x1p
-4, 0x1p
-2, 0x0p
+0, 0)
193 T(RN
, 0x1.2p
+3, 0x1.8p
+1, 0x0p
+0, 0)
194 T(RN
, 0x1p
+8, 0x1p
+4, 0x0p
+0, 0)
195 T(RN
, 0x1.2p
+11, 0x1.8p
+5, 0x0p
+0, 0)
196 T(RN
, 0x1.9f24p
+14, 0x1.46p
+7, 0x0p
+0, 0)
197 T(RN
, 0x1.b3c4p
+14, 0x1.4ep
+7, 0x0p
+0, 0)
198 T(RN
, 0x1.d3a4p
+14, 0x1.5ap
+7, 0x0p
+0, 0)
199 T(RN
, 0x1.f4a4p
+14, 0x1.66p
+7, 0x0p
+0, 0)
200 T(RN
, 0x1.ffe4p
+14, 0x1.6ap
+7, 0x0p
+0, 0)
201 T(RN
, 0x1.2p
+21, 0x1.8p
+10, 0x0p
+0, 0)
202 T(RN
, 0x1p
+124, 0x1p
+62, 0x0p
+0, 0)
203 T(RN
, 0x1p
+126, 0x1p
+63, 0x0p
+0, 0)
204 T(RN
, 0x1p
+1020, 0x1p
+510, 0x0p
+0, 0)
205 T(RN
, 0x1p
+1022, 0x1p
+511, 0x0p
+0, 0)
206 T(RN
, 0x1.ffffffffffffep
-1023, 0x1.fffffffffffffp
-512, 0x1.000008p
-54, INEXACT
)
207 T(RN
, 0x1.0000000000002p
-1022, 0x1.0000000000001p
-511, 0x1.fffff8p
-54, INEXACT
)
208 T(RN
, 0x1.ffffffffffff7p
-1, 0x1.ffffffffffffbp
-1, -0x1p
-1, INEXACT
)
209 T(RN
, 0x1.ffffffffffff8p
-1, 0x1.ffffffffffffcp
-1, 0x1p
-50, INEXACT
)
210 T(RN
, 0x1.ffffffffffff9p
-1, 0x1.ffffffffffffcp
-1, -0x1p
-1, INEXACT
)
211 T(RN
, 0x1.ffffffffffffap
-1, 0x1.ffffffffffffdp
-1, 0x1.2p
-51, INEXACT
)
212 T(RN
, 0x1.ffffffffffffbp
-1, 0x1.ffffffffffffdp
-1, -0x1p
-1, INEXACT
)
213 T(RN
, 0x1.ffffffffffffcp
-1, 0x1.ffffffffffffep
-1, 0x1.000002p
-52, INEXACT
)
214 T(RN
, 0x1.ffffffffffffdp
-1, 0x1.ffffffffffffep
-1, -0x1p
-1, INEXACT
)
215 T(RN
, 0x1.ffffffffffffep
-1, 0x1.fffffffffffffp
-1, 0x1.000008p
-54, INEXACT
)
216 T(RN
, 0x1.0000000000002p
+0, 0x1.0000000000001p
+0, 0x1.fffff8p
-54, INEXACT
)
217 T(RN
, 0x1.0000000000003p
+0, 0x1.0000000000001p
+0, -0x1p
-1, INEXACT
)
218 T(RN
, 0x1.0000000000004p
+0, 0x1.0000000000002p
+0, 0x1.fffffep
-52, INEXACT
)
219 T(RN
, 0x1.0000000000005p
+0, 0x1.0000000000002p
+0, -0x1p
-1, INEXACT
)
220 T(RN
, 0x1.0000000000006p
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