% SBT logged output ´ % /solid/G4Tubs 0 1 1 0 90 % target = (0,0,0) % widths = (1000,1000,1000) % grids = (0,0,0) % maxPoints = 10000 % maxErrors = 100 % T03: DistanceToIn(p,v) undershoots DistanceToIn = 259.51001457858 1 105.4021031615 -133.8358001598 1259.5100145786 0.032654714757847 0.16322906217297 -0.98604763721953 % T03: DistanceToIn(p,v) undershoots DistanceToIn = 1918.6602570681 2 -1918.6602570681 -1539.7652308707 954.23482743017 0.82192354434087 0.5695917775624 -0.0026256792365095 % T03: DistanceToIn(p,v) undershoots DistanceToIn = 677.26259775598 3 290.30066475358 -677.26259775598 -1097.7075887957 0.37878574983972 0.51434531850239 0.7693960287479 % TI: DistanceToOut(p,v) overshoots DistanceToIn = 28.448026926792 4 189.26143476253 28.448026926792 -694.37607271274 -0.97307705965147 -0.23045468808413 -0.0034165362707125 % TI: DistanceToOut(p,v) overshoots DistanceToIn = 28.448026926792 5 189.26143476253 28.448026926792 -694.37607271274 -0.95249261890234 -0.26083550973886 0.15723437218315 % T02: DistanceToOut(p) should be zero DistanceToIn = 695.76211397287 6 3.9246383920499e-14 52.180863951376 -282.09234211521 0.4166278550492 -0.052243929124762 -0.90757468137157 % T0: DistanceToIn(p,v) undershoots DistanceToIn = 275.36388882074 7 109.68852194875 -9.2379148440118 1275.3638888207 0.04035737663636 0.01911336021467 -0.99900248328637 % TI: DistanceToOut(p,v) overshoots DistanceToIn = 165.4280662792 8 314.92226359776 165.4280662792 -714.47607335498 -0.10436840774805 -0.14907249580053 0.98330291693859 % T02: DistanceToIn(p) should be zero DistanceToIn = 992.46246671158 9 522.09853918062 852.88517127774 -154.54887414002 -0.31999270080951 -0.79262157063221 -0.51899491056962 % T02: DistanceToIn(p) should be zero DistanceToIn = 992.46246671158 10 554.93279029458 831.89518465722 -232.75148641261 -0.28017474994088 -0.7779961187755 -0.56233810885073 % T0: DistanceToIn(p,v) undershoots DistanceToIn = 1056.0977754285 11 243.90600396867 -1056.0977754285 1073.3736000457 -0.026339199655015 0.52276134368425 -0.85207207682858 % T02: DistanceToOut(p) should be zero DistanceToIn = 1056.0977754285 12 305.30471634359 2.076117056049e-14 -472.3522441488 0.032779770368126 0.56383336434554 -0.82523779839838 % T03: DistanceToIn(p,v) undershoots DistanceToIn = 1056.0977754285 13 243.90600396867 -1056.0977754285 1073.3736000457 -0.11974573154797 0.88217138112161 -0.45544990295973 % T03: DistanceToIn(p,v) undershoots (any further such errors suppressed) DistanceToIn = 1056.0977754285 14 243.90600396867 -1056.0977754285 1073.3736000457 0.24105887400568 0.85083339837865 -0.46687594440767 % T02: DistanceToOut(p) should be zero DistanceToIn = 636.60645529968 15 793.72462054373 608.27726140528 -177.11808345522 -0.61401368415285 -0.58899051723314 -0.52543064840423 % T02: DistanceToIn(p) should be zero DistanceToIn = 636.60645529968 16 790.1217635159 612.94991542419 -243.30692773331 -0.59028000031174 -0.55589956912481 -0.5852736029233 % T02: DistanceToIn(p) should be zero DistanceToIn = 565.87010709781 17 851.39200177856 524.52994128791 317.09499929001 -0.50670140111066 -0.37963116882709 -0.77403738008411 % T02: DistanceToIn(p) should be zero (any further such errors suppressed) DistanceToIn = 297.64397734906 18 4.873185188714e-14 788.33628966355 715.9287670924 0.11732511098986 -0.47106255364355 -0.87426248283112 % T02: DistanceToOut(p) should be zero DistanceToIn = 1405.1109389128 19 4.9293902293357e-14 16.713412141653 -792.47035754839 0.88649151621622 0.054964374893086 0.45946894255137 % T02: DistanceToOut(p) should be zero (any further such errors suppressed) DistanceToIn = 1405.1109389128 20 8.5709217501062e-14 122.24892954318 -862.09558008906 0.89856111917381 0.12320212927224 0.42119965628179 % T0: DistanceToIn(p,v) undershoots DistanceToIn = 792.1570984328 21 -692.90084872116 -792.1570984328 -169.17652269206 0.67488398024959 0.64124237625569 -0.36515726488245 % T0: DistanceToIn(p,v) undershoots DistanceToIn = 68.526308112772 22 758.9940192694 -68.526308112772 740.75471769522 -0.28847805920677 0.15198152777236 -0.94534756813157 % TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0 23 678.80912393642 734.31476443054 -420.46126505962 -0.54295936820793 -0.78287972001415 -0.30380004684959 % T0: DistanceToIn(p,v) undershoots (any further such errors suppressed) DistanceToIn = 1298.4417328977 24 1092.2489818576 -1298.4417328977 -507.0962141798 -0.5588178678431 0.82115164138564 -0.11589897509884 % TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0 25 515.9992482817 856.58903551979 -499.77868737569 -0.26769121603991 -0.9201337518869 -0.28582388195111 % TI: DistanceToOut(p,v) overshoots DistanceToIn = 187.88525586496 26 643.93868621866 187.88525586496 199.33798759822 -0.41252460071482 -0.7475262205666 0.52060349919155 % TI: DistanceToOut(p,v) overshoots (any further such errors suppressed) DistanceToIn = 187.88525586496 27 643.93868621866 187.88525586496 199.33798759822 -0.8054840439439 -0.54304045672969 0.23728151488599 % TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0 28 292.86374246318 516.89965109456 -1000 -0.17696888275708 -0.8343514746758 0.52205328391077 % TO2: DistanceToOut(p,v) overshoots DistanceToIn = 0 29 336.68360544622 114.2228133517 -1000 -0.42121205542185 -0.2450742240862 0.87322335576635 % TO2: DistanceToOut(p,v) overshoots (any further such errors suppressed) DistanceToIn = 0 30 919.16430997285 393.87430897704 96.196874569925 -0.76683048470285 -0.57392434355057 0.28737058932752 % End of test (maximum number points) ´ % Statistics: points=10000 errors=794628 errors reported=30 % inside=632 outside=9368 surface=0 % cpu time=38 %(End of file)