| 1 | % SBT logged output Ž |
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| 2 | % target = (0,0,0) |
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| 3 | % widths = (1000,1000,0.2) |
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| 4 | % grids = (20,20,0.01) |
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| 5 | % maxPoints = 10000 |
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| 6 | % maxErrors = 100 |
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| 7 | % T02: DistanceToOut(p) should be zero |
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| 8 | 1 279.45909403534 192.22785693113 -0.015202839736746 0.19151035892578 0.98149058949463 7.1816384597168e-05 |
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| 9 | % T02: DistanceToOut(p) should be zero |
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| 10 | 2 261.22818758317 355.39007009325 0.010267364819808 0.79653189290801 0.60459649702656 -0.00013915316201405 |
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| 11 | % T02: DistanceToIn(p) should be zero |
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| 12 | 3 271.4995701911 486.22298632693 -0.010777873290866 0.490261236723 -0.87157553195199 0.000108946941494 |
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| 13 | % T02: DistanceToOut(p) should be zero |
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| 14 | 4 389.48571428571 162.28571428571 0.0054857142857143 -0.280566991744 0.95983444543999 -2.2150025664e-05 |
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| 15 | % T02: DistanceToOut(p) should be zero |
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| 16 | 5 200.53117473943 473.3104155008 0.02850960602809 0.85232271101854 -0.5230162090341 -0.00020339519240215 |
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| 17 | % T02: DistanceToOut(p) should be zero (any further such errors suppressed) |
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| 18 | 6 417.85348996975 430.57921561555 0 -0.95447997803503 -0.29827499313595 0 |
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| 19 | % T02: DistanceToIn(p) should be zero |
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| 20 | 7 468.62382718874 207.66328246163 -0.021856445174815 -0.61144749860387 0.79128499819325 8.9918749794687e-05 |
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| 21 | % T02: DistanceToIn(p) should be zero |
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| 22 | 8 268.42402838272 326.56980312116 0.0056820985680054 0.57476924377977 0.81831553351696 -6.332203533167e-05 |
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| 23 | % T02: DistanceToIn(p) should be zero |
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| 24 | 9 -70.530792283386 400 -0.026801132803762 0.99999999764514 0 6.8627450818784e-05 |
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| 25 | % T02: DistanceToIn(p) should be zero (any further such errors suppressed) |
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| 26 | 10 281.72396357229 303.60109344131 0.0035440774470105 0.3690329476969 0.92941631271813 -3.4169717379343e-05 |
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| 27 | % TI: DistanceToOut(p,v) undershoots |
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| 28 | 11 280 420 0 -0.99999996875 0 -0.0002499999921875 |
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| 29 | % T02: DistanceToOut(p,v) undershoots |
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| 30 | 12 772 236 0.1 0.59999998125 0.799999975 -0.0002499999921875 |
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| 31 | % T0: DistanceToIn(p,v) undershoots |
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| 32 | 13 0 40 0.17 0 0.99999996875 -0.0002499999921875 |
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| 33 | % T0: DistanceToIn(p,v) undershoots |
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| 34 | 14 -200 600 0.18 0.799999975 -0.59999998125 -0.0002499999921875 |
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| 35 | % T02: SurfaceNormal and DistanceToOut disagree on normal |
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| 36 | 15 0 1000 0.1 0 0.99999997488109 0.00022413792540438 |
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| 37 | % T0: DistanceToIn(p,v) undershoots |
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| 38 | 16 960 -300 0.27 -0.799999975 0.59999998125 -0.0002499999921875 |
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| 39 | % T0: DistanceToIn(p,v) undershoots |
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| 40 | 17 -2200 420 0.62 0.99999996875 0 -0.0002499999921875 |
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| 41 | % TO: DistanceToIn(p,v) overshoots |
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| 42 | 18 320 680 0.11 0.99999996875 0 -0.0002499999921875 |
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| 43 | % T02: DistanceToOut(p,v) undershoots |
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| 44 | 19 -20 609.83606557377 0.0025409836065574 0 -0.99999996875 0.0002499999921875 |
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| 45 | % T0: DistanceToIn(p,v) undershoots (any further such errors suppressed) |
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| 46 | 20 300 680 0.1 0 0.99999996875 -0.0002499999921875 |
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| 47 | % TO: DistanceToIn(p,v) overshoots |
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| 48 | 21 340 1220 0.24 0 -0.99999996875 -0.0002499999921875 |
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| 49 | % T0: DistanceToIn(p,v) == kInfinity |
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| 50 | 22 -40 160 -0.1 0 0.99999996875 0.0002499999921875 |
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| 51 | % TO: DistanceToIn(p,v) overshoots |
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| 52 | 23 -580 180 0.21 0.99999996875 0 -0.0002499999921875 |
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| 53 | % T0: DistanceToIn(p,v) == kInfinity |
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| 54 | 24 0 -200 -0.05 0.047565149361643 0.9988681365945 -4.7565149361643e-05 |
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| 55 | % T03: DistanceToIn(p,v) undershoots |
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| 56 | 25 0 -200 -0.05 -0.19611613479875 0.98058067399376 5.8834840439626e-05 |
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| 57 | % T03: DistanceToIn(p,v) undershoots |
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| 58 | 26 0 -200 -0.05 0.99948009716438 0.032241293456916 0.00018538743737726 |
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| 59 | % TO: DistanceToIn(p,v) overshoots |
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| 60 | 27 740 140 0.11 -0.59999998125 0.799999975 -0.0002499999921875 |
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| 61 | % TO: DistanceToIn(p,v) overshoots (any further such errors suppressed) |
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| 62 | 28 -280 1220 0.36 0.72413790840517 -0.68965515086207 -0.0002499999921875 |
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| 63 | % TO2: DistanceToOut(p,v) overshoots |
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| 64 | 29 19.84962406015 654.88721804511 0.013796992481203 -0.799999975 -0.59999998125 0.0002499999921875 |
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| 65 | % T02: DistanceToOut(p,v) undershoots |
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| 66 | 30 40 820 0.1 0 0.99999996875 -0.0002499999921875 |
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| 67 | % T02: SurfaceNormal and DistanceToOut disagree on normal |
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| 68 | 31 280 960 0.1 0.6877446353607 0.72595267065852 0.00019104017648908 |
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| 69 | % TO2: DistanceToOut(p,v) overshoots |
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| 70 | 32 300 760 0.1 -0.99999996875 0 -0.0002499999921875 |
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| 71 | % T02: DistanceToIn(p,v) == kInfinity |
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| 72 | 33 145.45454545455 720 0.033636363636364 -0.99999996875 0 0.0002499999921875 |
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| 73 | % TO2: DistanceToOut(p,v) overshoots |
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| 74 | 34 -9.9364960703952e-14 860 0.1 0.99999996875 0 -0.0002499999921875 |
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| 75 | % TO2: DistanceToOut(p,v) overshoots |
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| 76 | 35 820 220 0.1 0 0.99999996875 -0.0002499999921875 |
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| 77 | % TI: DistanceToOut(p,v) undershoots |
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| 78 | 36 380 80 -0.01 0 0.99999996875 0.0002499999921875 |
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| 79 | % T02: DistanceToOut(p,v) undershoots |
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| 80 | 37 -40 739.45945945946 0.035135135135135 0 -0.99999996875 0.0002499999921875 |
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| 81 | % End of test (maximum number points) Ž |
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| 82 | % Statistics: points=10000 errors=388936 errors reported=37 |
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| 83 | % inside=84 outside=9913 surface=3 |
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| 84 | % cpu time=184 |
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| 85 | %(End of file) |
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