% SBT logged output ´ % target = (0,0,0) % widths = (1000,1000,1000) % grids = (20,20,20) % maxPoints = 10000 % maxErrors = 100 % T03: DistanceToIn(p,v) undershoots 1 240 -460 -880 0.76455048450853 0.56146676206095 0.31657168499181 % T03: DistanceToIn(p,v) undershoots 2 -240 -1420 -720 0.44232586846469 0.88465173692938 -0.1474419561549 % T03: DistanceToIn(p,v) undershoots 3 -240 -1420 -720 0.54647295551792 0.63461375479501 0.54647295551792 % T03: DistanceToIn(p,v) undershoots 4 600 -260 300 -0.67493030673215 0.58075398486255 -0.45518555570308 % T03: DistanceToIn(p,v) undershoots (any further such errors suppressed) 5 600 -260 300 -0.56852815389543 0.55589419491998 0.60643003082179 % TI: DistanceToOut(p,v) overshoots 6 380 660 60 -0.028182994438777 -0.76094084984698 0.64820887209187 % TI: DistanceToOut(p,v) overshoots 7 380 660 60 -0.26882430366606 -0.90186218004096 -0.33819831751536 % TI: DistanceToOut(p,v) overshoots 8 380 660 60 0.22543066255576 -0.94271004341498 0.24592435915173 % TI: DistanceToOut(p,v) overshoots 9 380 660 60 -0.13834289277321 -0.74705162097536 -0.65021159603411 % T0: DistanceToIn(p,v) undershoots 10 -100 -320 1140 0.31263890515437 0.63830443135683 -0.70343753659732 % T02: DistanceToIn(p) should be zero 11 1.5543122344752e-15 360 470 0.59896390874172 0.47286624374346 -0.64625053311606 % T02: DistanceToOut(p) should be zero 12 842 7.9936057773011e-15 -458.57142857143 -0.48220312400353 0.68886160571932 0.54124840449375 % T0: DistanceToIn(p,v) undershoots 13 0 -2580 600 0.11492169051725 0.97985862441024 -0.16330977073504 % T02: DistanceToOut(p) should be zero 14 1.0724754417879e-13 764.5871559633 133.21100917431 0.94793360915387 -0.26089915848272 -0.1826294109379 % TI: DistanceToOut(p,v) overshoots (any further such errors suppressed) 15 180 300 -400 0.066600920431081 -0.84361165879369 -0.53280736344864 % T02: DistanceToOut(p) should be zero 16 7.8159700933611e-14 380.27777777778 60 0.80533688389362 0.59281742842169 0 % T02: DistanceToIn(p) should be zero 17 -1.0214051826551e-14 198.38709677419 -333.22580645161 0.82865783775678 0.4677907148627 -0.30740532690977 % T02: DistanceToOut(p) should be zero 18 1.5709655798446e-13 438.64077669903 -305.2427184466 0.66472367142315 0.38721767267368 0.63890915991157 % T02: DistanceToIn(p) should be zero 19 -6.8944849829222e-14 218.70967741935 -547.09677419355 0.73092520298355 0.33009525296031 0.59731521964247 % T02: DistanceToOut(p) should be zero (any further such errors suppressed) 20 3.441691376338e-14 373.76623376623 -63.376623376623 0.77317654918193 0.58239272535782 0.25103134713699 % T02: DistanceToIn(p) should be zero 21 -8.55981951986e-14 192.53731343284 -405.37313432836 0.8583397269269 0.51244162801606 0.025622081400803 % T02: DistanceToIn(p) should be zero (any further such errors suppressed) 22 -4.1633363423443e-15 344.52830188679 325.28301886792 0.677818085393 0.56271690108098 -0.47319375772719 % TO2: DistanceToOut(p,v) overshoots 23 380 731.57894736842 -1000 -0.26120694521599 -0.56365709230818 0.78362083564796 % T0: DistanceToIn(p,v) undershoots 24 900 -580 80 -0.38668390384815 0.92209238609943 -0.014872457840313 % T0: DistanceToIn(p,v) undershoots 25 1260 -220 1760 -0.43719322153057 0.2105004399962 -0.87438644306115 % T0: DistanceToIn(p,v) undershoots (any further such errors suppressed) 26 420 -1720 1920 -0.077782812750719 0.65467200731855 -0.75190052325695 % TO2: DistanceToOut(p,v) overshoots 27 408.31358423706 912.84172611 -508.14853990176 -0.34443131104989 -0.92452615071287 0.16315167365521 % TO2: DistanceToOut(p,v) overshoots 28 419.63115428659 907.69471429116 139.26230857317 -0.15064871543094 -0.94155447144339 -0.30129743086188 % TO2: DistanceToOut(p,v) overshoots 29 3.0586644328423e-14 511.30434782609 -478.26086956522 0.62413415724865 -0.7326792280745 0.27136267706463 % TO2: DistanceToOut(p,v) overshoots (any further such errors suppressed) 30 340 660 -1000 -0.22291128503014 -0.50155039131782 0.83591731886303 % TI: DistanceToOut(p,v) undershoots 31 440 740 -160 -0.47151277765795 -0.79299876242474 0.38578318172014 % TO: DistanceToIn(p,v) overshoots 32 -1140 -1200 -580 0.58159480581771 0.61220505875548 0.53567942641104 % TO3: DistanceToIn(p,v) overshoots 33 40 -500 400 -0.076540325847744 0.95675407309679 0.28064786144173 % TO: DistanceToIn(p,v) overshoots 34 -380 -400 620 0.6777075562561 0.71337637500642 0.17834409375161 % TO: DistanceToIn(p,v) overshoots 35 -660 -40 -740 0.66507391647737 0.040307510089538 0.74568893665645 % TO: DistanceToIn(p,v) overshoots 36 -660 -40 -740 0.90377046315181 0.054773967463746 0.42449824784403 % TO: DistanceToIn(p,v) overshoots (any further such errors suppressed) 37 -700 -280 -100 0.92822666349662 0.37129066539865 -0.023205666587415 % TI: DistanceToOut(p,v) undershoots 38 500 100 -40 -0.78995250553336 -0.15799050110667 -0.59246437915002 % TO3: DistanceToIn(p,v) overshoots 39 -320 800 440 0.32807494355511 -0.82018735888777 -0.46867849079301 % TO3: DistanceToIn(p,v) overshoots 40 -1100 -720 -480 0.82622734280755 0.54080335165585 -0.15773431089962 % T0: DistanceToIn(p,v) == kInfinity 41 -320 -480 100 0.55095613186443 0.82643419779665 -0.11599076460304 % T02: SurfaceNormal and DistanceToOut disagree on normal 42 8.9844798267791e-14 1000 -875 -0.59336181172098 0.79114908229464 0.14834045293024 % TO3: DistanceToIn(p,v) overshoots 43 -1240 -500 780 0.9172360395706 0.36985324176234 -0.14794129670493 % TI: DistanceToOut(p,v) undershoots 44 200 40 -960 -0.59304999573791 -0.11860999914758 0.79638142284805 % T02: DistanceToOut(p,v) undershoots 45 928.47669088526 371.3906763541 282.40296414427 -0.84638895846168 -0.33855558338467 -0.41110320839567 % T02: DistanceToOut(p,v) undershoots 46 297.01492537313 118.80597014925 -1000 -0.217642875033 -0.087057150013201 0.97213817514742 % T02: SurfaceNormal and DistanceToOut disagree on normal 47 1000 6.5836225360272e-14 287.5 0.63036598321755 -0.63036598321755 -0.45307555043761 % T02: SurfaceNormal and DistanceToOut disagree on normal 48 1000 5.6232796197264e-14 -233.33333333333 0.5848870951943 -0.45491218515112 0.67153703522308 % T02: DistanceToOut(p,v) undershoots 49 800 600 148.88888888889 -0.63829385913779 -0.47872039435334 -0.60283308918569 % TO3: DistanceToIn(p,v) overshoots (any further such errors suppressed) 50 420 -60 -1080 -0.58446185699095 0.083494550998706 0.8071139929875 % T0: DistanceToIn(p,v) == kInfinity 51 -600 -200 -1020 0.40809217853492 0.13603072617831 0.90274936463784 % T0: DistanceToIn(p,v) == kInfinity 52 -480 -240 200 0.82114762590643 0.41057381295322 0.39641609526517 % T02: SurfaceNormal and DistanceToOut disagree on normal 53 1000 3.1086244689504e-14 758.94736842105 0.69274356898942 -0.69274356898942 -0.20053103312852 % T02: SurfaceNormal and DistanceToOut disagree on normal (any further such errors suppressed) 54 1000 2.7755575615629e-14 -781.97802197802 0.69699578260331 -0.69699578260331 0.16850447491509 % T02: DistanceToOut(p,v) undershoots 55 297.35849056604 594.71698113208 1000 -0.20200188255409 -0.40400376510819 -0.89217498128058 % TI: DistanceToOut(p,v) undershoots 56 280 840 -400 -0.31621556657753 -0.94864669973258 -0.0087837657382646 % T02: DistanceToOut(p,v) undershoots (any further such errors suppressed) 57 980.58067569092 196.11613513818 866.65224326514 -0.56767436203741 -0.11353487240748 -0.81538681092647 % TI: DistanceToOut(p,v) undershoots (any further such errors suppressed) 58 100 400 920 -0.20154737427968 -0.80618949711871 -0.55627075301191 % T0: DistanceToIn(p,v) == kInfinity 59 -880 -1100 -460 0.54815096786203 0.68518870982753 0.47963209687927 % End of test (maximum number points) ´ % Statistics: points=10000 errors=760163 errors reported=59 % inside=629 outside=9320 surface=51 % cpu time=100 %(End of file)