- Timestamp:
- Jun 12, 2004, 12:25:56 PM (22 years ago)
- File:
-
- 1 edited
Legend:
- Unmodified
- Added
- Removed
-
trunk/psLib/test/image/verified/tst_psImageStats02.stdout
r890 r1018 114 114 \----------------------------------------------------------------------------------/ 115 115 116 (0.000000, 341605184.000000)117 (1.000000, 660202496.000000)118 (2.000000, 978799808.000000)119 (3.000000, 1297397120.000000)120 (4.000000, 1615994496.000000)121 (5.000000, 1934591744.000000)122 (6.000000, 2253189120.000000)123 (7.000000, 2571786496.000000)124 (8.000000, 2890383872.000000)125 (9.000000, 3208980992.000000)126 (1.000000, 1 0411743232.000000)127 (2.000000, 2 0754436096.000000)128 (3.000000, 3 1097128960.000000)129 (4.000000, 4 1439821824.000000)130 (5.000000, 5 1782512640.000000)131 (6.000000, 6 2125203456.000000)132 (7.000000, 7 2467898368.000000)133 (8.000000, 8 2810593280.000000)134 (9.000000, 9 3153280000.000000)135 (10.000000, 10 3495974912.000000)136 (2.000000, 2 0506945536.000000)137 (3.000000, 40898662400.000000)138 (4.000000, 61290381312.000000)139 (5.000000, 81682096128.000000)140 (6.000000, 1 02073819136.000000)141 (7.000000, 1 22465533952.000000)142 (8.000000, 1 42857256960.000000)143 (9.000000, 163248963584.000000)144 (10.000000, 183640686592.000000)145 (11.000000, 2 04032409600.000000)146 (3.000000, 30651992064.000000)147 (4.000000, 61142335488.000000)148 (5.000000, 91632680960.000000)149 (6.000000, 122123026432.000000)150 (7.000000, 152613371904.000000)151 (8.000000, 183103717376.000000)152 (9.000000, 213594062848.000000)153 (10.000000, 244084391936.000000)154 (11.000000, 274574737408.000000)155 (12.000000, 305065099264.000000)156 (4.000000, 40871669760.000000)157 (5.000000, 81534902272.000000)158 (6.000000, 122198147072.000000)159 (7.000000, 1 62861383680.000000)160 (8.000000, 203524620288.000000)161 (9.000000, 244187856896.000000)162 (10.000000, 284851109888.000000)163 (11.000000, 325514330112.000000)164 (12.000000, 366177583104.000000)165 (13.000000, 406840803328.000000)166 (5.000000, 5 1190751232.000000)167 (6.000000, 10 2125821952.000000)168 (7.000000, 15 3060900864.000000)169 (8.000000, 20 3995971584.000000)170 (9.000000, 25 4931042304.000000)171 (10.000000, 30 5866113024.000000)172 (11.000000, 35 6801183744.000000)173 (12.000000, 40 7736254464.000000)174 (13.000000, 45 8671325184.000000)175 (14.000000, 50 9606395904.000000)176 (6.000000, 61634031616.000000)177 (7.000000, 1 22964549632.000000)178 (8.000000, 184295063552.000000)179 (9.000000, 245625569280.000000)180 (10.000000, 306956107776.000000)181 (11.000000, 368286597120.000000)182 (12.000000, 429617119232.000000)183 (13.000000, 490947641344.000000)184 (14.000000, 552278163456.000000)185 (15.000000, 613608652800.000000)186 (7.000000, 72226283520.000000)187 (8.000000, 144100524032.000000)188 (9.000000, 215974756352.000000)189 (10.000000, 287848988672.000000)190 (11.000000, 359723237376.000000)191 (12.000000, 431597453312.000000)192 (13.000000, 503471702016.000000)193 (14.000000, 575345917952.000000)194 (15.000000, 647220166656.000000)195 (16.000000, 719094415360.000000)196 (8.000000, 82992300032.000000)197 (9.000000, 165583192064.000000)198 (10.000000, 248174100480.000000)199 (11.000000, 330765008896.000000)200 (12.000000, 413355900928.000000)201 (13.000000, 495946792960.000000)202 (14.000000, 578537717760.000000)203 (15.000000, 661128609792.000000)204 (16.000000, 743719501824.000000)205 (17.000000, 826310393856.000000)206 (9.000000, 93956857856.000000)207 (10.000000, 187462041600.000000)208 (11.000000, 280967217152.000000)209 (12.000000, 374472409088.000000)210 (13.000000, 467977568256.000000)211 (14.000000, 561482760192.000000)212 (15.000000, 654987952128.000000)213 (16.000000, 748493144064.000000)214 (17.000000, 841998336000.000000)215 (18.000000, 935503462400.000000)116 (0.000000, -69840.000000) 117 (1.000000, -135200.000000) 118 (2.000000, -200560.000000) 119 (3.000000, -265920.000000) 120 (4.000000, -331280.000000) 121 (5.000000, -396640.000000) 122 (6.000000, -462000.000000) 123 (7.000000, -527360.000000) 124 (8.000000, -592720.000000) 125 (9.000000, -658080.000000) 126 (1.000000, 1108128.000000) 127 (2.000000, 2201856.000000) 128 (3.000000, 3295584.000000) 129 (4.000000, 4389312.000000) 130 (5.000000, 5483040.000000) 131 (6.000000, 6576768.000000) 132 (7.000000, 7670496.000000) 133 (8.000000, 8764224.000000) 134 (9.000000, 9857952.000000) 135 (10.000000, 10951680.000000) 136 (2.000000, 27349008.000000) 137 (3.000000, 54532576.000000) 138 (4.000000, 81716144.000000) 139 (5.000000, 108899712.000000) 140 (6.000000, 136083280.000000) 141 (7.000000, 163266848.000000) 142 (8.000000, 190450416.000000) 143 (9.000000, 217633984.000000) 144 (10.000000, 244817552.000000) 145 (11.000000, 272001120.000000) 146 (3.000000, 103435392.000000) 147 (4.000000, 206308864.000000) 148 (5.000000, 309182336.000000) 149 (6.000000, 412055808.000000) 150 (7.000000, 514929280.000000) 151 (8.000000, 617802752.000000) 152 (9.000000, 720676224.000000) 153 (10.000000, 823549696.000000) 154 (11.000000, 926423168.000000) 155 (12.000000, 1029296640.000000) 156 (4.000000, 254149872.000000) 157 (5.000000, 506982624.000000) 158 (6.000000, 759815360.000000) 159 (7.000000, 1012648128.000000) 160 (8.000000, 1265480832.000000) 161 (9.000000, 1518313728.000000) 162 (10.000000, 1771146368.000000) 163 (11.000000, 2023979008.000000) 164 (12.000000, 2276811776.000000) 165 (13.000000, 2529644800.000000) 166 (5.000000, 504275040.000000) 167 (6.000000, 1006005760.000000) 168 (7.000000, 1507736576.000000) 169 (8.000000, 2009467264.000000) 170 (9.000000, 2511197952.000000) 171 (10.000000, 3012928768.000000) 172 (11.000000, 3514659328.000000) 173 (12.000000, 4016390144.000000) 174 (13.000000, 4518120960.000000) 175 (14.000000, 5019851776.000000) 176 (6.000000, 878593536.000000) 177 (7.000000, 1752830208.000000) 178 (8.000000, 2627066880.000000) 179 (9.000000, 3501303552.000000) 180 (10.000000, 4375540224.000000) 181 (11.000000, 5249777152.000000) 182 (12.000000, 6124013568.000000) 183 (13.000000, 6998250496.000000) 184 (14.000000, 7872486912.000000) 185 (15.000000, 8746723328.000000) 186 (7.000000, 1401887744.000000) 187 (8.000000, 2796908032.000000) 188 (9.000000, 4191927808.000000) 189 (10.000000, 5586948096.000000) 190 (11.000000, 6981967872.000000) 191 (12.000000, 8376987648.000000) 192 (13.000000, 9772007424.000000) 193 (14.000000, 11167027200.000000) 194 (15.000000, 12562048000.000000) 195 (16.000000, 13957066752.000000) 196 (8.000000, 2098940672.000000) 197 (9.000000, 4187690496.000000) 198 (10.000000, 6276440064.000000) 199 (11.000000, 8365190144.000000) 200 (12.000000, 10453940224.000000) 201 (13.000000, 12542689280.000000) 202 (14.000000, 14631439360.000000) 203 (15.000000, 16720189440.000000) 204 (16.000000, 18808938496.000000) 205 (17.000000, 20897689600.000000) 206 (9.000000, 2994534400.000000) 207 (10.000000, 5974630400.000000) 208 (11.000000, 8954726400.000000) 209 (12.000000, 11934822400.000000) 210 (13.000000, 14914918400.000000) 211 (14.000000, 17895014400.000000) 212 (15.000000, 20875110400.000000) 213 (16.000000, 23855204352.000000) 214 (17.000000, 26835300352.000000) 215 (18.000000, 29815394304.000000) 216 216 217 217 ---> TESTPOINT PASSED (psImageStats functions{Calculate Chebyshev Polynomials, no mask} | tst_psImageStats02.c)
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