Output of running accelerate-examples --cuda -k There are failures.

accelerate-examples-cuda-failure

running with CUDA backend
to display available options, rerun with '--help'

map-abs: Ok
map-plus: Ok
map-square: Ok
zip: Ok
zipWith-plus: Ok
fold-sum: Ok
fold-product: Ok
fold-maximum: Ok
fold-minimum: Ok
fold-2d-sum: Failed: 
>>> 48 : (-11.950698,-14.232292)
>>> 49 : (-10.271451,9.310837)
>>> 50 : (1.9082627,-6.180801)
>>> 51 : (-14.536123,-27.040016)
>>> 52 : (-18.518509,-34.046997)
>>> 53 : (4.6698575,20.663599)
>>> 54 : (-17.839539,3.4384055)
>>> 55 : (-7.2223577,-16.176008)
>>> 56 : (-21.89539,-30.087353)
>>> 57 : (7.5430455,6.513632)
>>> 58 : (-13.333348,-24.054008)
>>> 59 : (5.4384904,15.058423)
>>> 60 : (-17.720436,-7.59519)
>>> 61 : (-1.3965276,2.5995002)
>>> 62 : (7.118228,17.534113)
>>> 63 : (-0.76916933,-5.137066)
>>> 64 : (9.878393,19.266958)
>>> 65 : (0.80163056,14.61895)
>>> 66 : (-36.643047,-40.36545)
>>> 67 : (16.338188,31.464497)
>>> 68 : (16.929958,21.205105)
>>> 69 : (-21.081112,-20.877312)
>>> 70 : (17.23062,33.668896)
>>> 71 : (-7.582376,-11.853762)
>>> 72 : (-4.564976,5.1545143)
>>> 73 : (-9.512536,-9.742443)
>>> 74 : (7.4834456,3.7290797)
>>> 75 : (-13.074603,-23.860786)
>>> 76 : (2.4649792,-4.5660954)
>>> 77 : (12.313557,17.54118)
>>> 78 : (-5.2609415,-26.90445)
>>> 79 : (-8.044389,-12.103104)
>>> 80 : (21.78279,46.2464)
>>> 81 : (18.123001,4.555235)
>>> 82 : (11.80197,11.622772)
>>> 83 : (1.648123,-14.468303)
>>> 84 : (-10.0965,-5.5651402)
>>> 85 : (7.3103933,27.181261)
>>> 86 : (-15.328846,-16.286018)
>>> 87 : (0.5496562,7.37689)
>>> 88 : (23.634838,8.163822)
>>> 89 : (-25.317726,-13.313216)
>>> 90 : (16.370739,1.6923656)
>>> 91 : (2.8409915,-3.6662312)
>>> 92 : (8.88174,-12.27516)
>>> 93 : (5.565633,36.50249)
>>> 94 : (-11.366568,-4.9785805)
>>> 95 : (24.023428,9.234354)
>>> 96 : (5.436495,33.045673)
>>> 97 : (-9.964698,-0.113438606)
>>> 98 : (12.162165,24.004385)
>>> 99 : (-27.999092,-15.736401)
>>> 100 : (8.695406,2.3426635)
>>> 101 : (19.939426,3.453484)
>>> 102 : (3.5338862,5.6560693)
>>> 103 : (-13.431656,-4.7853603)
>>> 104 : (13.329077,26.719536)
>>> 105 : (-39.24846,-26.721846)
>>> 106 : (8.006617,-24.89413)
>>> 107 : (5.73438,11.815193)
>>> 108 : (2.3003826,10.487457)
>>> 109 : (3.7295413,35.449047)
>>> 110 : (-15.052339,-9.46119)
>>> 111 : (10.046862,6.3512216)
>>> 112 : (20.34549,6.6286106)
>>> 113 : (-15.547369,-9.524127)
>>> 114 : (0.41738784,3.5074043)
>>> 115 : (23.171492,29.128956)
>>> 116 : (-13.443309,-42.15578)
>>> 117 : (1.6841763,36.136543)
>>> 118 : (0.9837634,8.724637)
>>> 119 : (-5.6825914,5.687923)
>>> 120 : (-1.53717995e-2,1.7710352)
>>> 121 : (9.874337,18.713379)
>>> 122 : (11.661159,4.5662546)
>>> 123 : (-14.588852,-47.820717)
>>> 124 : (19.707846,27.33479)
>>> 125 : (12.122315,16.802685)
>>> 126 : (7.270376,-58.199043)
>>> 127 : (-4.795846,-29.990044)
>>> 128 : (4.8693533,-6.5832863)
>>> 129 : (16.239988,-6.032152)
>>> 130 : (24.146425,24.745596)
>>> 131 : (-0.36249214,-15.646061)
>>> 132 : (16.634829,13.095003)
>>> 133 : (3.4095597,30.104656)
>>> 134 : (-31.135044,-23.222916)
>>> 135 : (1.9844656,20.559334)
>>> 136 : (3.3790822,13.485387)
>>> 137 : (26.906239,22.712494)
>>> 138 : (12.009859,4.584949)
>>> 139 : (-16.778053,-17.926634)
>>> 140 : (4.874444,12.573781)
>>> 141 : (20.122913,48.744553)
>>> 142 : (1.7334813,20.880402)
>>> 143 : (17.292976,-20.706726)
>>> 144 : (8.408735,20.22917)
>>> 145 : (3.1603456,-2.1664104)
>>> 146 : (19.822744,-2.3910265)
>>> 147 : (-1.7322193,-4.6157665)
>>> 148 : (3.0475085,4.509959)
>>> 149 : (2.0143116,0.8803539)
>>> 150 : (-4.6876397,7.30359)
>>> 151 : (-18.563322,-30.427528)
>>> 152 : (6.9743414,20.629719)
>>> 153 : (4.103356,13.988039)
>>> 154 : (8.012856,0.7517853)
>>> 155 : (-10.789502,0.9800873)
>>> 156 : (-9.872313,0.47776318)
>>> 157 : (7.9420686e-2,20.148455)
>>> 158 : (10.765321,6.8191233)
>>> 159 : (-19.525389,-28.715015)
>>> 160 : (1.2748286,8.780653)
>>> 161 : (-6.3516903,-16.739141)
>>> 162 : (-11.958198,-8.288652)
>>> 163 : (-8.303016,7.0972285)
>>> 164 : (-18.080904,-36.44018)
>>> 165 : (15.663883,25.566584)
>>> 166 : (-23.403347,-12.972248)
>>> 167 : (5.78834,-17.711891)
>>> 168 : (-12.713079,12.119395)
>>> 169 : (19.171501,12.05525)
>>> 170 : (-8.127886,0.43046665)
>>> 171 : (14.450798,-10.680926)
>>> 172 : (-8.467862,-8.331289)
>>> 173 : (5.717536,15.781112)
>>> 174 : (-27.993977,-51.13222)
>>> 175 : (-10.648092,-44.99249)
>>> 176 : (-0.9062675,3.7900333)
>>> 177 : (-9.9732,-14.798576)
>>> 178 : (-31.103313,-14.964319)
>>> 179 : (7.3776813,-1.3108835)
>>> 180 : (-14.384256,-17.126045)
>>> 181 : (-14.042059,12.013746)
>>> 182 : (1.7114115,-4.3652606)
>>> 183 : (-30.827293,-19.682278)
>>> 184 : (0.6927105,10.402795)
>>> 185 : (4.8573422,0.88179994)
>>> 186 : (13.482715,-17.25769)
>>> 187 : (30.215372,5.6732063)
>>> 188 : (-2.9057257,13.922077)
>>> 189 : (4.821005,14.058901)
>>> 190 : (-8.903014,-6.6724977)
>>> 191 : (-29.532175,-14.472595)
>>> 192 : (3.3890975,-3.5421832)
>>> 193 : (-4.602677,13.541672)
>>> 194 : (-16.552095,-22.11242)
>>> 195 : (-7.638223,1.6059132)
>>> 196 : (3.4205215,-0.49431324)
>>> 197 : (-48.029037,-1.3183041)
>>> 198 : (-22.761303,17.660654)
>>> 199 : (4.3399997,17.892223)
>>> 200 : (0.44620323,46.692028)
>>> 201 : (-3.4553292,13.652197)
>>> 202 : (-4.3217955,-20.226875)
>>> 203 : (10.170967,-6.311178)
>>> 204 : (-4.364937,18.76878)
>>> 205 : (5.487839,5.647773)
>>> 206 : (5.599084,14.765629)
>>> 207 : (5.7391043,-16.481743)
>>> 208 : (-1.3519133,13.569969)
>>> 209 : (-25.693527,-30.216957)
>>> 210 : (-2.889635,-23.979273)
>>> 211 : (0.7797387,28.650126)
>>> 212 : (18.752655,-30.005827)
>>> 213 : (-0.9887333,42.273632)
>>> 214 : (4.902646,30.96492)
>>> 215 : (-21.562939,-7.786621)
>>> 216 : (21.81456,0.9096403)
>>> 217 : (-0.12999254,-30.71909)
>>> 218 : (12.921584,-6.9916315)
>>> 219 : (-26.37976,-39.651505)
>>> 220 : (-24.246725,0.6383953)
>>> 221 : (16.181974,-2.2601128)
>>> 222 : (-8.469362,-64.397766)
>>> 223 : (5.3655887,-20.36917)
>>> 224 : (-3.3297575,52.56311)
>>> 225 : (15.0601015,-9.556784)
>>> 226 : (20.40635,50.559937)
>>> 227 : (7.239434,-33.377098)
>>> 228 : (-1.0224751,-8.490711)
>>> 229 : (-1.7497935,57.84096)
>>> 230 : (-11.149786,15.447807)
>>> 231 : (-16.858839,17.04977)
>>> 232 : (6.1361694,21.427044)
>>> 233 : (10.51248,29.764576)
>>> 234 : (8.264548,-2.587739)
>>> 235 : (19.908684,5.405589)
>>> 236 : (15.98819,10.815239)
>>> 237 : (3.3456185,41.53768)
>>> 238 : (1.277074,20.370436)
>>> 239 : (6.082861,-16.01645)
>>> 240 : (7.6057787,23.961906)
>>> 241 : (0.9311141,12.606951)
>>> 242 : (-5.4829087,-21.025028)
>>> 243 : (9.470074,12.283569)
>>> 244 : (-12.189947,-14.312395)
>>> 245 : (19.044077,7.763008)
>>> 246 : (13.907457,54.952255)
>>> 247 : (-12.108306,-27.791794)
>>> 248 : (9.46435,54.70291)
>>> 249 : (6.391,24.828943)
>>> 250 : (29.172657,0.29200268)
>>> 251 : (-28.62525,-14.996925)
>>> 252 : (-5.2060432,18.134262)
>>> 253 : (-3.8465805,13.864786)
>>> 254 : (-8.52147,-17.623983)
>>> 255 : (-1.290656,14.695879)
>>> 256 : (17.761671,16.534563)
>>> 257 : (-9.078631,-20.508015)
>>> 258 : (-26.448116,-15.814449)
>>> 259 : (18.637894,40.978233)
>>> 260 : (-10.708497,-47.11358)
>>> 261 : (15.511457,52.29599)
>>> 262 : (25.426456,47.39759)
>>> 263 : (-14.183563,4.013963)
>>> 264 : (16.46351,22.47715)
>>> 265 : (1.2382073,-14.059198)
>>> 266 : (13.789375,-28.500757)
>>> 267 : (-25.633282,-57.635303)
>>> 268 : (22.823248,39.7063)
>>> 269 : (-16.766924,-11.419541)
>>> 270 : (-7.9396744,-79.341446)
>>> 271 : (-10.983155,-55.91449)
>>> 272 : (30.39353,68.20085)
>>> 273 : (-9.428807,-21.426466)
>>> 274 : (-9.765618,14.780922)
>>> 275 : (-21.623785,-62.97254)
>>> 276 : (-2.9475932,-14.19242)
>>> 277 : (11.130108,75.12198)
>>> 278 : (32.616756,42.10556)
>>> 279 : (12.107893,42.22209)
>>> 280 : (-1.3611673,0.6100497)
>>> 281 : (10.20913,21.441256)
>>> 282 : (-8.016376,-27.877605)
>>> 283 : (7.3161488,-10.252319)
>>> 284 : (3.843108,1.0609169)
>>> 285 : (14.761706,60.041702)
>>> 286 : (16.112766,45.317383)
>>> 287 : (-11.695452,-40.517597)
>>> 288 : (10.872304,28.980026)
>>> 289 : (23.324085,40.951233)
>>> 290 : (-9.438233,-20.29097)
>>> 291 : (-5.7687,-4.793751)
>>> 292 : (8.606714e-2,-5.7084856)
>>> 293 : (-26.406372,-17.108057)
>>> 294 : (25.622854,60.26905)
>>> 295 : (-2.1509042,-11.437376)
>>> 296 : (25.066174,65.01317)
>>> 297 : (20.7221,38.692276)
>>> 298 : (-13.628424,-42.383003)
>>> 299 : (6.6886044,13.319094)
>>> 300 : (0.61465055,25.415617)
>>> 301 : (-10.767694,4.0543704)
>>> 302 : (6.376108,9.676809)
>>> 303 : (25.761473,18.62003)
>>> 304 : (0.37486887,1.353672)
>>> 305 : (-9.0685005,-11.56867)
>>> 306 : (-13.4325485,-21.571522)
>>> 307 : (-5.1557074,18.947271)
>>> 308 : (-34.25039,-70.65294)
>>> 309 : (23.023762,56.14833)
>>> 310 : (4.383401,28.594646)
>>> 311 : (-5.9671626,0.83065224)
>>> 312 : (-10.702648,2.2896786)
>>> 313 : (6.8493924,-7.0716114)
>>> 314 : (9.037389,-18.95486)
>>> 315 : (-16.080704,-48.281048)

fold-2d-product: Ok
fold-2d-maximum: Failed: 
>>> 49 : (0.9974556,0.99935985)
>>> 51 : (0.99240434,0.99706244)
>>> 59 : (0.9828346,0.9940847)
>>> 60 : (0.99618506,0.9995351)
>>> 62 : (0.98743486,0.9985361)
>>> 64 : (0.9922731,0.99714935)
>>> 65 : (0.9978676,0.9914386)
>>> 66 : (0.9916867,0.98938596)
>>> 73 : (0.9969108,0.9993838)
>>> 82 : (0.99497724,0.9991591)
>>> 84 : (0.99888086,0.9998894)
>>> 86 : (0.9967234,0.9954617)
>>> 89 : (0.99762976,0.9994801)
>>> 91 : (0.9929862,0.998108)
>>> 97 : (0.99935985,0.9935529)
>>> 98 : (0.9901428,0.99457383)
>>> 107 : (0.99558866,0.99802995)
>>> 108 : (0.9995351,0.9968729)
>>> 109 : (0.99601746,0.9949101)
>>> 110 : (0.983431,0.9818585)
>>> 111 : (0.99474883,0.99028254)
>>> 112 : (0.9954748,0.9972496)
>>> 121 : (0.9958582,0.9993838)
>>> 137 : (0.99829566,0.9994801)
>>> 140 : (0.99714804,0.99961543)
>>> 143 : (0.9915395,0.9899498)
>>> 145 : (0.9997246,0.9977033)
>>> 146 : (0.9952675,0.99800515)
>>> 148 : (0.9960909,0.9942328)
>>> 149 : (0.99312234,0.9995214)
>>> 156 : (0.9990604,0.99617004)
>>> 158 : (0.9985361,0.9889176)
>>> 159 : (0.9966631,0.99429655)
>>> 161 : (0.9998213,0.9932691)
>>> 171 : (0.9995265,0.99515736)
>>> 173 : (0.9935925,0.9910188)
>>> 174 : (0.9947159,0.99578905)
>>> 179 : (0.9931514,0.9949362)
>>> 180 : (0.99643624,0.9930763)
>>> 191 : (0.9973,0.993171)
>>> 196 : (0.9942328,0.9930203)
>>> 197 : (0.9969344,0.9995214)
>>> 198 : (0.99957347,0.99832296)
>>> 203 : (0.99802995,0.99987936)
>>> 204 : (0.99150264,0.99341476)
>>> 205 : (0.9943876,0.99159193)
>>> 206 : (0.9889176,0.9874306)
>>> 212 : (0.99841285,0.9959018)
>>> 213 : (0.9981072,0.9969616)
>>> 215 : (0.99798334,0.99488497)
>>> 216 : (0.9965625,0.99908733)
>>> 219 : (0.9889102,0.99515736)
>>> 221 : (0.99675536,0.99863684)
>>> 223 : (0.99905324,0.9979887)
>>> 224 : (0.996788,0.99954236)
>>> 227 : (0.99420345,0.997916)
>>> 228 : (0.98256063,0.998819)
>>> 229 : (0.9975064,0.99545765)
>>> 230 : (0.9953048,0.9981011)
>>> 234 : (0.99694276,0.9984534)
>>> 235 : (0.993297,0.9982114)
>>> 237 : (0.9962431,0.99994373)
>>> 239 : (0.9943558,0.99862945)
>>> 242 : (0.99944186,0.99800515)
>>> 243 : (0.99706244,0.99971557)
>>> 245 : (0.99750733,0.9995214)
>>> 246 : (0.99709344,0.9920652)
>>> 250 : (0.99399817,0.99532866)
>>> 251 : (0.99987936,0.9975827)
>>> 252 : (0.995152,0.9979837)
>>> 253 : (0.99766886,0.9995887)
>>> 254 : (0.98608243,0.9975823)
>>> 256 : (0.99570465,0.99689996)
>>> 258 : (0.99747944,0.99973726)
>>> 261 : (0.9969616,0.9914316)
>>> 263 : (0.9918016,0.9883783)
>>> 264 : (0.99759066,0.99908733)
>>> 265 : (0.9939294,0.9993838)

fold-2d-minimum: Failed: 
>>> 51 : (-0.9882009,-0.99404097)
>>> 52 : (-0.99765486,-0.9965206)
>>> 56 : (-0.99713105,-0.9995132)
>>> 59 : (-0.9955769,-0.99773073)
>>> 66 : (-0.98871005,-0.9937269)
>>> 71 : (-0.9971571,-0.9958344)
>>> 73 : (-0.9997245,-0.9941784)
>>> 80 : (-0.997617,-0.9938609)
>>> 96 : (-0.99557835,-0.99969023)
>>> 101 : (-0.992842,-0.97535443)
>>> 103 : (-0.99713737,-0.9994822)
>>> 104 : (-0.992658,-0.9995132)
>>> 105 : (-0.99511385,-0.99213564)
>>> 108 : (-0.98893124,-0.9919775)
>>> 115 : (-0.986818,-0.98564607)
>>> 118 : (-0.9938719,-0.9971604)
>>> 126 : (-0.99986166,-0.9948992)
>>> 127 : (-0.9969114,-0.99410534)
>>> 128 : (-0.98915994,-0.9870653)
>>> 132 : (-0.9892523,-0.9905197)
>>> 134 : (-0.9943438,-0.9992491)
>>> 135 : (-0.99277526,-0.994728)
>>> 136 : (-0.9889732,-0.9998296)
>>> 142 : (-0.98719835,-0.9904528)
>>> 143 : (-0.99644035,-0.9917155)
>>> 146 : (-0.9964387,-0.9984471)
>>> 151 : (-0.9994822,-0.9971184)
>>> 152 : (-0.99657625,-0.9995132)
>>> 153 : (-0.99552447,-0.99213564)
>>> 156 : (-0.98951995,-0.9989095)
>>> 161 : (-0.99756265,-0.99975306)
>>> 163 : (-0.996192,-0.9983157)
>>> 164 : (-0.99859273,-0.99457324)
>>> 165 : (-0.9918432,-0.99298227)
>>> 170 : (-0.9924159,-0.9937546)
>>> 171 : (-0.9936433,-0.9952603)
>>> 172 : (-0.9986228,-0.997398)
>>> 175 : (-0.9953217,-0.99897796)
>>> 176 : (-0.9945691,-0.99017113)
>>> 180 : (-0.9905197,-0.9894843)
>>> 181 : (-0.99767476,-0.98880416)
>>> 182 : (-0.9992491,-0.9966789)
>>> 185 : (-0.9937665,-0.99897534)
>>> 188 : (-0.9987108,-0.99689376)
>>> 189 : (-0.9924157,-0.9961529)
>>> 191 : (-0.9911776,-0.9949168)
>>> 192 : (-0.99969023,-0.9900705)
>>> 193 : (-0.98783624,-0.9896003)
>>> 197 : (-0.99470913,-0.99174196)
>>> 207 : (-0.99562037,-0.99328774)
>>> 208 : (-0.9924022,-0.9851464)
>>> 209 : (-0.9980835,-0.99975306)
>>> 211 : (-0.9983157,-0.9947679)
>>> 212 : (-0.9886482,-0.99043554)
>>> 215 : (-0.99420136,-0.99208456)
>>> 223 : (-0.99897796,-0.9956462)
>>> 224 : (-0.9991446,-0.99283695)
>>> 226 : (-0.99810547,-0.9889053)
>>> 227 : (-0.9946369,-0.9971458)
>>> 229 : (-0.9976764,-0.99976665)
>>> 231 : (-0.99725825,-0.9962054)
>>> 232 : (-0.9998296,-0.99576324)
>>> 235 : (-0.9943159,-0.9969125)
>>> 236 : (-0.994622,-0.99593496)
>>> 238 : (-0.9998162,-0.99364066)
>>> 239 : (-0.9949168,-0.9932026)
>>> 243 : (-0.9932705,-0.9982128)
>>> 245 : (-0.99174196,-0.9871884)
>>> 250 : (-0.9941213,-0.99688834)
>>> 251 : (-0.9902275,-0.99773073)
>>> 257 : (-0.9972059,-0.99975306)
>>> 259 : (-0.9965896,-0.99411803)
>>> 262 : (-0.9932961,-0.9998152)
>>> 263 : (-0.99161506,-0.9987857)
>>> 264 : (-0.9947386,-0.993411)
>>> 267 : (-0.98666286,-0.99356717)

foldseg-sum: Ok
scanseg-sum: Ok
stencil-1D: Ok
stencil-2D: Ok
stencil-3D: Ok
stencil-3x3-cross: Ok
stencil-3x3-pair: Ok
stencil2-2D: Ok
permute-hist: Ok
backpermute-reverse: Ok
backpermute-transpose: Ok
init: Ok
tail: Ok
take: Ok
drop: Ok
slit: Ok
gather: Ok
gather-if: Ok
scatter: Ok
scatter-if: Ok
sasum: Ok
saxpy: Ok
dotp: Ok
filter: Ok
smvm: Ok
black-scholes: Ok
radixsort: Ok
io: test: fromPtr Int
test: fromPtr (Int,Double)
test: toPtr Int16
test: toPtr Int32
test: toPtr Int64
test: fromArray Int
Ok
io: +++ OK, passed 100 tests.
+++ OK, passed 100 tests.
+++ OK, passed 100 tests.
+++ OK, passed 100 tests.
+++ OK, passed 100 tests.
+++ OK, passed 100 tests.
+++ OK, passed 100 tests.
Ok
canny: Failed: no image file specified
integral-image: Failed: no image file specified
slices: Ok
slices: Ok
slices: Ok
slices: Ok
slices: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
sharing-recovery: Ok
bound-variables: Ok