sherpa is hosted by Hepforge, IPPP Durham
close Warning: Can't synchronize with repository "(default)" (/hepforge/svn/sherpa does not appear to be a Subversion repository.). Look in the Trac log for more information.

Ticket #56: output3.out

File output3.out, 38.4 KB (added by Generic User (don't modify these fields), 14 years ago)
Line 
1Welcome to Sherpa, Chris Boddy (SLHC 2008). Initialization of framework underway.
2Run_Parameter::Init(): Setting memory limit to 3.76438 GB.
3-----------------------------------------------------------------------------
4-----------    Event generation run with SHERPA started .......   -----------
5-----------------------------------------------------------------------------
6................................................ |       +                   
7................................................ ||  |       +  +           
8...................................        ....  | |         /   +           
9................. ................   _,_ |  ....  ||         +|  +  +       
10...............................  __.'  ,\|  ...  ||    /    +|          +   
11.............................. (  \    \   ...  | |  |   + + \         +   
12.............................  (    \   -/  .... ||       +    |          + 
13........ ...................  <S   /()))))~~~~~~~~##     +     /\    +       
14............................ (!H   (~~)))))~~~~~~#/     +  +    |  +         
15................ ........... (!E   (~~~)))))     /|/    +         +         
16............................ (!R   (~~~)))))   |||   + +            +       
17..... ...................... (!P    (~~~~)))   /|  + +          +           
18............................ (!A>    (~~~~~~~~~##        + +        +       
19............................. ~~(!    '~~~~~~~ \       +     + +      +     
20...............................  `~~~QQQQQDb //   |         + + +        +   
21........................ ..........   IDDDDP||     \  + + + + +             +
22....................................  IDDDI||       \                      +
23.................................... IHD HD||         \ + +  + + + + +      +
24...................................  IHD ##|            :-) + +\          + 
25......... ............... ......... IHI ## /      /   +  + + + +\       +   
26................................... IHI/ /       /      + + + +        +     
27................................... ## | | /    / + +      + + /      +     
28....................... /TT\ .....  ##/ ///  / + + + + + + +/       +       
29......................./TTT/T\ ... /TT\/\\\ / + + + + + + +/   \         +   
30version 1.2.0 ......../TTT/TTTT\...|TT/T\\\/   +    ++  + /                 
31-----------------------------------------------------------------------------
32
33     SHERPA version 1.2.0                                             
34                                                                             
35     Authors:        Tanju Gleisberg, Stefan Hoeche, Frank Krauss,           
36                     Marek Schoenherr, Steffen Schumann, Frank Siegert,     
37                     Jan Winter.
38     Former Authors: Timo Fischer, Ralf Kuhn, Thomas Laubrich,               
39                     Andreas Schaelicke                                     
40                                                                             
41     This program uses a lot of genuine and original research work           
42     by other people. Users are encouraged to refer to                       
43     the various original publications.                                     
44                                                                             
45     Users are kindly asked to refer to the documentation                   
46     published under JHEP 02(2009)007                                       
47                                                                             
48     Please visit also our homepage                                         
49                                                                             
50       http://www.sherpa-mc.de                                               
51                                                                             
52     for news, bugreports, updates and new releases.                         
53                                                                             
54-----------------------------------------------------------------------------
55
56Initialize the Standard Model from  / Model.dat
57 List of Particle Data
58      IDName       kfc   MASS[<kfc>]    WIDTH[<kfc>]   STABLE[<kfc>]  MASSIVE[<kfc>]  ACTIVE[<kfc>]
59           d         1          0.01               0               1               0              1
60           u         2         0.005               0               1               0              1
61           s         3           0.2               0               1               0              1
62           c         4          1.42               0               1               0              1
63           b         5           4.8               0               1               0              1
64           t         6           175             1.5               1               1              1
65          e-        11      0.000511               0               1               0              1
66        nu_e        12             0               0               1               0              1
67         mu-        13         0.105               0               1               0              1
68       nu_mu        14             0               0               1               0              1
69        tau-        15         1.777        2.36e-12               0               0              1
70      nu_tau        16             0               0               1               0              1
71           G        21             0               0               1               0              1
72           P        22             0               0               1               0              1
73           Z        23        91.188            2.49               1               1              1
74          W+        24        80.419            2.06               1               1              1
75          h0        25           120          0.0037               1               1              1
76
77 List of Particle Containers
78    IDName     kfc     Constituents
79    lepton      90     {e-,e+,mu-,mu+,tau-,tau+}
80  neutrino      91     {nu_e,nu_eb,nu_mu,nu_mub,nu_tau,nu_taub}
81   fermion      92     {d,db,u,ub,s,sb,c,cb,b,bb,e-,e+,mu-,mu+,tau-,tau+,nu_e,nu_eb,nu_mu,nu_mub,nu_tau,nu_taub}
82         j      93     {d,db,u,ub,s,sb,c,cb,b,bb,G}
83         Q      94     {d,db,u,ub,s,sb,c,cb,b,bb}
84         r      99     {d,db,u,ub,s,sb,c,cb,b,bb,G,P}
85
86Initialized the beams Monochromatic*Monochromatic
87PDF set 'cteq6l' loaded from 'libCTEQ6Sherpa'.
88PDF set 'cteq6l' loaded from 'libCTEQ6Sherpa'.
89Initialized the ISR: (SF)*(SF)
90Initialized the Beam_Remnant_Handler.
91Initialized the Shower_Handler.
92Initialized the Fragmentation_Handler.
93+----------------------------------+
94|                                  |
95|      [31mCCC[0m  [32mOOO[0m  [34mM[0m   [34mM[0m I [33mX[0m   [33mX[0m     |
96|     [31mC[0m    [32mO[0m   [32mO[0m [34mMM[0m [34mMM[0m I  [33mX[0m [33mX[0m      |
97|     [31mC[0m    [32mO[0m   [32mO[0m [34mM[0m [34mM[0m [34mM[0m I   [33mX[0m       |
98|     [31mC[0m    [32mO[0m   [32mO[0m [34mM[0m   [34mM[0m I  [33mX[0m [33mX[0m      |
99|      [31mCCC[0m  [32mOOO[0m  [34mM[0m   [34mM[0m I [33mX[0m   [33mX[0m     |
100|                                  |
101+==================================+
102|  Color dressed  Matrix Elements  |
103|     http://comix.freacafe.de     |
104|   please cite  JHEP12(2008)039   |
105+----------------------------------+
106Matrix_Element_Handler::BuildProcesses(): Looking for processes ........................................................................................................................................................................................................................................................................................................ done ( 173560 kB, 2000.39 s ).
107Matrix_Element_Handler::InitializeProcesses(): Performing tests ............
108  Amplitude::GaugeTest(): Large deviation {
109         4.29281321334e+26
110     vs  4.40783197711e+26
111     =>    -0.026094180624
112  }
113.
114  Amplitude::GaugeTest(): Large deviation {
115         1.54112957198e+26
116     vs  4.60794982939e+26
117     =>    -0.665549836904
118  }
119.
120  Amplitude::GaugeTest(): Large deviation {
121         1.01448382203e+27
122     vs  7.75322686342e+26
123     =>     0.308466577719
124  }
125.
126  Amplitude::GaugeTest(): Large deviation {
127         5.17679468929e+24
128     vs  1.08629382285e+24
129     =>      3.76555659287
130  }
131.
132  Amplitude::GaugeTest(): Large deviation {
133          1.2325757644e+20
134     vs  5.88366206965e+19
135     =>      1.09491257284
136  }
137.
138  Amplitude::GaugeTest(): Large deviation {
139         2.96571236033e+17
140     vs   3.3587056624e+17
141     =>    -0.117007365805
142  }
143.
144  Amplitude::GaugeTest(): Large deviation {
145         4.80860266767e+19
146     vs   2.9112476344e+20
147     =>    -0.834826738514
148  }
149.
150  Amplitude::GaugeTest(): Large deviation {
151         3.30358265662e+18
152     vs  3.70698963028e+18
153     =>    -0.108823334809
154  }
155.
156  Amplitude::GaugeTest(): Large deviation {
157          4.7895539269e+17
158     vs  4.27779352168e+17
159     =>     0.119631862227
160  }
161.
162  Amplitude::GaugeTest(): Large deviation {
163         2.65080057099e+15
164     vs  2.90169226042e+15
165     =>   -0.0864639206753
166  }
167.
168  Amplitude::GaugeTest(): Large deviation {
169         1.86716395601e+20
170     vs  4.41074486376e+20
171     =>    -0.576678313146
172  }
173.
174  Amplitude::GaugeTest(): Large deviation {
175         1.75237760637e+14
176     vs  1.43923262994e+14
177     =>     0.217577735469
178  }
179.
180  Amplitude::GaugeTest(): Large deviation {
181          1.6101447096e+18
182     vs  2.14615132045e+18
183     =>    -0.249752478191
184  }
185.
186  Amplitude::GaugeTest(): Large deviation {
187         8.24204607021e+15
188     vs  5.52718800392e+15
189     =>     0.491182508062
190  }
191.
192  Amplitude::GaugeTest(): Large deviation {
193          1.2417391271e+21
194     vs  3.05239107325e+20
195     =>      3.06808661571
196  }
197.
198  Amplitude::GaugeTest(): Large deviation {
199         5.23410883819e+19
200     vs  3.60588835828e+19
201     =>      0.45154489494
202  }
203.
204  Amplitude::GaugeTest(): Large deviation {
205         1.02809081797e+15
206     vs  8.30679580527e+15
207     =>    -0.876234971694
208  }
209.
210  Amplitude::GaugeTest(): Large deviation {
211         1.95893166422e+18
212     vs  1.90540291262e+18
213     =>    0.0280931404303
214  }
215.
216  Amplitude::GaugeTest(): Large deviation {
217         9.19564610287e+16
218     vs  8.82214703708e+16
219     =>    0.0423365269497
220  }
221.
222  Amplitude::GaugeTest(): Large deviation {
223         6.20396329852e+15
224     vs    6.192793297e+15
225     =>    0.0018037097284
226  }
227..
228  Amplitude::GaugeTest(): Large deviation {
229         2.65876138746e+17
230     vs  1.64111444889e+17
231     =>     0.620095045322
232  }
233.
234  Amplitude::GaugeTest(): Large deviation {
235         1.12177149589e+18
236     vs       3.959145e+17
237     =>      1.83336805268
238  }
239.
240  Amplitude::GaugeTest(): Large deviation {
241         6.43540536606e+17
242     vs   1.1729847462e+18
243     =>    -0.451364957054
244  }
245.
246  Amplitude::GaugeTest(): Large deviation {
247         1.56163865123e+17
248     vs   1.6447109302e+17
249     =>   -0.0505087413524
250  }
251.
252  Amplitude::GaugeTest(): Large deviation {
253         8.94504354857e+20
254     vs  9.81113213295e+20
255     =>   -0.0882761105083
256  }
257.
258  Amplitude::GaugeTest(): Large deviation {
259         1.52358853831e+15
260     vs  1.95693988082e+15
261     =>    -0.221443359989
262  }
263.
264  Amplitude::GaugeTest(): Large deviation {
265          1.9948502885e+17
266     vs   1.5201704604e+17
267     =>     0.312254342827
268  }
269.
270  Amplitude::GaugeTest(): Large deviation {
271         1.09506537826e+17
272     vs  1.11694853931e+17
273     =>     -0.01959191519
274  }
275.
276  Amplitude::GaugeTest(): Large deviation {
277         4.77570058332e+18
278     vs  3.45223986696e+18
279     =>     0.383362908538
280  }
281.
282  Amplitude::GaugeTest(): Large deviation {
283         3.38851196373e+16
284     vs  3.28934308567e+17
285     =>    -0.896985146411
286  }
287.
288  Amplitude::GaugeTest(): Large deviation {
289         6.80609195023e+24
290     vs  7.86152218003e+24
291     =>    -0.134252655609
292  }
293.
294  Amplitude::GaugeTest(): Large deviation {
295          3.8366813154e+22
296     vs  3.04403377568e+22
297     =>     0.260393805765
298  }
299.
300  Amplitude::GaugeTest(): Large deviation {
301         1.06314390364e+17
302     vs  1.11009310501e+17
303     =>    -0.042293030338
304  }
305.
306  Amplitude::GaugeTest(): Large deviation {
307         6.96040389638e+22
308     vs  4.42264179393e+22
309     =>     0.573811359975
310  }
311.
312  Amplitude::GaugeTest(): Large deviation {
313         6.53735294167e+22
314     vs  1.13715795152e+23
315     =>    -0.425114784368
316  }
317.
318  Amplitude::GaugeTest(): Large deviation {
319          5.2278538409e+24
320     vs  8.16938069767e+24
321     =>     -0.36006730077
322  }
323.
324  Amplitude::GaugeTest(): Large deviation {
325         7.88749818563e+14
326     vs   7.4852938609e+14
327     =>    0.0537326031834
328  }
329.
330  Amplitude::GaugeTest(): Large deviation {
331         1.43466322256e+22
332     vs  9.85064938015e+21
333     =>     0.456414868902
334  }
335.
336  Amplitude::GaugeTest(): Large deviation {
337         1.89060066936e+19
338     vs  3.23820098293e+19
339     =>    -0.416157094841
340  }
341.
342  Amplitude::GaugeTest(): Large deviation {
343         9.00462080255e+16
344     vs  3.82607183256e+18
345     =>      -0.9764651026
346  }
347.
348  Amplitude::GaugeTest(): Large deviation {
349         4.66171532306e+18
350     vs  3.30904684029e+19
351     =>    -0.859122111349
352  }
353.
354  Amplitude::GaugeTest(): Large deviation {
355         1.44029271408e+18
356     vs  2.22252756763e+19
357     =>    -0.935195732325
358  }
359.
360  Amplitude::GaugeTest(): Large deviation {
361         1.76362122486e+20
362     vs  7.81175531049e+19
363     =>      1.25765036764
364  }
365..........
366  Amplitude::GaugeTest(): Large deviation {
367         1.91522999589e+13
368     vs  1.54914877788e+13
369     =>     0.236311207313
370  }
371......
372  Amplitude::GaugeTest(): Large deviation {
373             93070765598.8
374     vs      80210226132.7
375     =>     0.160335409664
376  }
377......
378  Amplitude::GaugeTest(): Large deviation {
379         3.10021406476e+12
380     vs   1.1795011732e+12
381     =>      1.62841117517
382  }
383......
384  Amplitude::GaugeTest(): Large deviation {
385             97976620.7042
386     vs      107535243.038
387     =>   -0.0888882757313
388  }
389.............................................
390  Amplitude::GaugeTest(): Large deviation {
391             27600818850.3
392     vs      42435200742.4
393     =>    -0.349577276237
394  }
395.
396  Amplitude::GaugeTest(): Large deviation {
397         8.67336987778e+13
398     vs  5.05582975395e+14
399     =>    -0.828448142048
400  }
401.
402  Amplitude::GaugeTest(): Large deviation {
403          1.2524010963e+12
404     vs  1.47963784597e+12
405     =>    -0.153575924196
406  }
407.
408  Amplitude::GaugeTest(): Large deviation {
409               83210723339
410     vs      73431477375.5
411     =>     0.133175122073
412  }
413.........................................
414  Amplitude::GaugeTest(): Large deviation {
415             34085516109.3
416     vs      18783861513.6
417     =>     0.814617089493
418  }
419.
420  Amplitude::GaugeTest(): Large deviation {
421              300309146819
422     vs       431725757977
423     =>    -0.304398356432
424  }
425.
426  Amplitude::GaugeTest(): Large deviation {
427             3441214568.24
428     vs      1853593435.68
429     =>     0.856509902328
430  }
431.
432  Amplitude::GaugeTest(): Large deviation {
433             7831407428.63
434     vs      6516752015.25
435     =>     0.201734761474
436  }
437..........
438  Amplitude::GaugeTest(): Large deviation {
439             44681394774.3
440     vs        47281214537
441     =>   -0.0549863151398
442  }
443......
444  Amplitude::GaugeTest(): Large deviation {
445         7.40460522946e+12
446     vs   3.0864667354e+13
447     =>    -0.760094442472
448  }
449......
450  Amplitude::GaugeTest(): Large deviation {
451              479575030948
452     vs       170377293738
453     =>      1.81478253601
454  }
455......
456  Amplitude::GaugeTest(): Large deviation {
457         1.72844024808e+12
458     vs       171986270668
459     =>      9.04987340776
460  }
461.....................
462  Amplitude::GaugeTest(): Large deviation {
463             4271636005.21
464     vs      6343059633.09
465     =>    -0.326565371872
466  }
467.
468  Amplitude::GaugeTest(): Large deviation {
469          1.1612362464e+13
470     vs  1.96759029105e+13
471     =>     -0.40981806442
472  }
473.
474  Amplitude::GaugeTest(): Large deviation {
475             93795357.8594
476     vs      83806235.6404
477     =>     0.119193066514
478  }
479.
480  Amplitude::GaugeTest(): Large deviation {
481         1.34055987856e+12
482     vs  4.20683822645e+12
483     =>    -0.681337905954
484  }
485.................
486  Amplitude::GaugeTest(): Large deviation {
487         2.21138367173e+15
488     vs  2.24424969419e+15
489     =>   -0.0146445480379
490  }
491.
492  Amplitude::GaugeTest(): Large deviation {
493         1.49633792464e+13
494     vs  8.36181382267e+12
495     =>     0.789489644684
496  }
497.
498  Amplitude::GaugeTest(): Large deviation {
499             37537375911.1
500     vs      30398428096.6
501     =>     0.234845952952
502  }
503.
504  Amplitude::GaugeTest(): Large deviation {
505              448729019561
506     vs       798702550112
507     =>    -0.438177554963
508  }
509........
510  Amplitude::GaugeTest(): Large deviation {
511         8.08374648795e+15
512     vs  1.25696256154e+16
513     =>    -0.356882477226
514  }
515....
516  Amplitude::GaugeTest(): Large deviation {
517         3.92833479269e+14
518     vs  3.98253505739e+14
519     =>   -0.0136094884085
520  }
521....
522  Amplitude::GaugeTest(): Large deviation {
523         4.93081475221e+13
524     vs  1.33698464589e+14
525     =>    -0.631198849787
526  }
527....
528  Amplitude::GaugeTest(): Large deviation {
529         5.96281199893e+17
530     vs   1.0338855505e+18
531     =>    -0.423261888511
532  }
533.
534  Amplitude::GaugeTest(): Large deviation {
535         7.55196037122e+17
536     vs  8.20013107007e+17
537     =>   -0.0790439437258
538  }
539.
540  Amplitude::GaugeTest(): Large deviation {
541         4.83043873911e+12
542     vs    1.747201434e+12
543     =>      1.76467191768
544  }
545.
546  Amplitude::GaugeTest(): Large deviation {
547         1.38018301536e+16
548     vs  4.68862931846e+17
549     =>    -0.970563187627
550  }
551.
552  Amplitude::GaugeTest(): Large deviation {
553         2.21601356312e+15
554     vs  2.53154047949e+15
555     =>    -0.124638305776
556  }
557.....
558  Amplitude::GaugeTest(): Large deviation {
559             12281980548.7
560     vs      9270071733.57
561     =>      0.32490674309
562  }
563.
564  Amplitude::GaugeTest(): Large deviation {
565         2.21781552156e+18
566     vs  3.78068752569e+18
567     =>    -0.413383013937
568  }
569.
570  Amplitude::GaugeTest(): Large deviation {
571          4.6388997128e+19
572     vs  2.71795809337e+19
573     =>     0.706759101299
574  }
575.
576  Amplitude::GaugeTest(): Large deviation {
577         3.04408187125e+13
578     vs  4.86823478613e+13
579     =>    -0.374705205277
580  }
581.
582  Amplitude::GaugeTest(): Large deviation {
583         6.34387377094e+12
584     vs  2.16860143619e+13
585     =>    -0.707467049267
586  }
587.
588  Amplitude::GaugeTest(): Large deviation {
589         1.40894646489e+13
590     vs  1.37604341043e+13
591     =>    0.0239113491676
592  }
593.
594  Amplitude::GaugeTest(): Large deviation {
595          5.0981657202e+15
596     vs  7.24547346936e+15
597     =>     -0.29636541466
598  }
599.
600  Amplitude::GaugeTest(): Large deviation {
601         7.87994191659e+13
602     vs  5.08082290445e+14
603     =>    -0.844908156321
604  }
605.
606  Amplitude::GaugeTest(): Large deviation {
607         2.36354384491e+13
608     vs  1.02604406499e+13
609     =>      1.30355003801
610  }
611.
612  Amplitude::GaugeTest(): Large deviation {
613             25707006602.3
614     vs      21000314453.8
615     =>     0.224124841503
616  }
617.
618  Amplitude::GaugeTest(): Large deviation {
619             1977897575.41
620     vs      1491928822.21
621     =>     0.325731861982
622  }
623.
624  Amplitude::GaugeTest(): Large deviation {
625         1.33843197271e+12
626     vs       185145419614
627     =>      6.22908498357
628  }
629.
630  Amplitude::GaugeTest(): Large deviation {
631         3.73377513689e+12
632     vs  7.16466721637e+12
633     =>    -0.478862726749
634  }
635.
636  Amplitude::GaugeTest(): Large deviation {
637             4700467691.59
638     vs      3292047312.56
639     =>     0.427825072155
640  }
641.
642  Amplitude::GaugeTest(): Large deviation {
643             1055561648.08
644     vs      1415025146.02
645     =>    -0.254033293298
646  }
647.
648  Amplitude::GaugeTest(): Large deviation {
649              165476696217
650     vs       306424759612
651     =>    -0.459976091925
652  }
653.
654  Amplitude::GaugeTest(): Large deviation {
655             200074043.931
656     vs      112730688.307
657     =>     0.774796614269
658  }
659.
660  Amplitude::GaugeTest(): Large deviation {
661              149218726460
662     vs       100242116154
663     =>     0.488583164299
664  }
665.
666  Amplitude::GaugeTest(): Large deviation {
667         7.58347556675e+16
668     vs   9.2374956459e+16
669     =>    -0.179055032073
670  }
671.
672  Amplitude::GaugeTest(): Large deviation {
673         1.42037203733e+15
674     vs  6.15726954868e+15
675     =>    -0.769317872784
676  }
677. done ( 173652 kB, 0.12 s ).
678Initialized the Matrix_Element_Handler for the hard processes.
679Hadron_Decay_Map::Read:
680   Initializing hadron decay tables. This may take some time.
681Initialized the Hadron_Decay_Handler, Decay model = Hadrons
682Initialized the Soft_Photon_Handler.
683PS_Generator::PS_Generator(): Set iteration maximum 5000.
684Process_Group::CalculateTotalXSec(): Calculate xs for '2_6__j__j__t[W+[lepton__neutrino]__b]__tb[W-[lepton__neutrino]__bb]' (Comix)
685Starting the calculation. Lean back and enjoy ... .
686[34m161.391 pb[0m +- ( [31m6.00951 pb = 3.72356 %[0m ) 5000 ( 5000 -> 100 % )
687full optimization:  ( 7 s elapsed / 454 s left / 461 s total )   
688[34m159.276 pb[0m +- ( [31m3.7776 pb = 2.37174 %[0m ) 10000 ( 10000 -> 100 % )
689full optimization:  ( 14 s elapsed / 448 s left / 462 s total )   
690[34m159.782 pb[0m +- ( [31m2.89875 pb = 1.81419 %[0m ) 15000 ( 15000 -> 100 % )
691full optimization:  ( 22 s elapsed / 439 s left / 461 s total )   
692[34m159.436 pb[0m +- ( [31m2.3893 pb = 1.49859 %[0m ) 20000 ( 20000 -> 100 % )
693full optimization:  ( 29 s elapsed / 432 s left / 461 s total )   
694[34m158.361 pb[0m +- ( [31m2.04428 pb = 1.2909 %[0m ) 25000 ( 25000 -> 100 % )
695full optimization:  ( 37 s elapsed / 424 s left / 461 s total )   
696[34m157.118 pb[0m +- ( [31m1.7918 pb = 1.14042 %[0m ) 30000 ( 30000 -> 100 % )
697full optimization:  ( 44 s elapsed / 417 s left / 461 s total )   
698[34m155.992 pb[0m +- ( [31m1.36151 pb = 0.872813 %[0m ) 40000 ( 40000 -> 100 % )
699full optimization:  ( 59 s elapsed / 402 s left / 461 s total )   
700[34m154.681 pb[0m +- ( [31m1.10166 pb = 0.712215 %[0m ) 50000 ( 50000 -> 100 % )
701full optimization:  ( 74 s elapsed / 387 s left / 461 s total )   
702[34m153.725 pb[0m +- ( [31m0.938673 pb = 0.61062 %[0m ) 60000 ( 60000 -> 100 % )
703full optimization:  ( 89 s elapsed / 373 s left / 462 s total )   
704[34m153.395 pb[0m +- ( [31m0.826768 pb = 0.538979 %[0m ) 70000 ( 70000 -> 100 % )
705full optimization:  ( 104 s elapsed / 358 s left / 462 s total )   
706[34m152.585 pb[0m +- ( [31m0.738504 pb = 0.483994 %[0m ) 80000 ( 80000 -> 100 % )
707full optimization:  ( 119 s elapsed / 343 s left / 462 s total )   
708[34m152.682 pb[0m +- ( [31m0.675388 pb = 0.442349 %[0m ) 90000 ( 90000 -> 100 % )
709full optimization:  ( 134 s elapsed / 328 s left / 462 s total )   
710[34m152.439 pb[0m +- ( [31m0.626225 pb = 0.410803 %[0m ) 100000 ( 100000 -> 100 % )
711full optimization:  ( 149 s elapsed / 313 s left / 462 s total )   
712[34m152.204 pb[0m +- ( [31m0.585165 pb = 0.384462 %[0m ) 110000 ( 110000 -> 100 % )
713full optimization:  ( 164 s elapsed / 298 s left / 462 s total )   
714[34m152.381 pb[0m +- ( [31m0.552583 pb = 0.362633 %[0m ) 120000 ( 120000 -> 100 % )
715full optimization:  ( 179 s elapsed / 283 s left / 462 s total )   
716[34m152.491 pb[0m +- ( [31m0.524493 pb = 0.34395 %[0m ) 130000 ( 130000 -> 100 % )
717full optimization:  ( 193 s elapsed / 269 s left / 462 s total )   
718[34m152.411 pb[0m +- ( [31m0.499443 pb = 0.327695 %[0m ) 140000 ( 140000 -> 100 % )
719full optimization:  ( 208 s elapsed / 254 s left / 462 s total )   
720[34m152.743 pb[0m +- ( [31m0.478786 pb = 0.313458 %[0m ) 150000 ( 150000 -> 100 % )
721full optimization:  ( 223 s elapsed / 239 s left / 462 s total )   
722[34m152.439 pb[0m +- ( [31m0.45813 pb = 0.300534 %[0m ) 160000 ( 160000 -> 100 % )
723full optimization:  ( 238 s elapsed / 224 s left / 462 s total )   
724[34m152.356 pb[0m +- ( [31m0.441364 pb = 0.289693 %[0m ) 170000 ( 170000 -> 100 % )
725full optimization:  ( 253 s elapsed / 209 s left / 462 s total )   
726[34m152.703 pb[0m +- ( [31m0.427069 pb = 0.279673 %[0m ) 180000 ( 180000 -> 100 % )
727full optimization:  ( 268 s elapsed / 194 s left / 462 s total )   
728[34m152.797 pb[0m +- ( [31m0.414458 pb = 0.271247 %[0m ) 190000 ( 190000 -> 100 % )
729full optimization:  ( 283 s elapsed / 179 s left / 462 s total )   
730[34m152.929 pb[0m +- ( [31m0.40246 pb = 0.263167 %[0m ) 200000 ( 200000 -> 100 % )
731full optimization:  ( 298 s elapsed / 164 s left / 462 s total )   
732[34m152.981 pb[0m +- ( [31m0.391958 pb = 0.256213 %[0m ) 210000 ( 210000 -> 100 % )
733full optimization:  ( 313 s elapsed / 149 s left / 462 s total )   
734[34m152.944 pb[0m +- ( [31m0.381543 pb = 0.249466 %[0m ) 220000 ( 220000 -> 100 % )
735full optimization:  ( 328 s elapsed / 134 s left / 462 s total )   
736[34m153.027 pb[0m +- ( [31m0.363155 pb = 0.237315 %[0m ) 240000 ( 240000 -> 100 % )
737integration time:  ( 358 s elapsed / 104 s left / 462 s total )   
738[34m152.838 pb[0m +- ( [31m0.346447 pb = 0.226676 %[0m ) 260000 ( 260000 -> 100 % )
739integration time:  ( 387 s elapsed / 75 s left / 462 s total )   
740[34m152.735 pb[0m +- ( [31m0.332283 pb = 0.217555 %[0m ) 280000 ( 280000 -> 100 % )
741integration time:  ( 417 s elapsed / 45 s left / 462 s total )   
742[34m152.846 pb[0m +- ( [31m0.320169 pb = 0.209472 %[0m ) 300000 ( 300000 -> 100 % )
743integration time:  ( 447 s elapsed / 15 s left / 462 s total )   
744[34m152.702 pb[0m +- ( [31m0.31399 pb = 0.205624 %[0m ) 310000 ( 310000 -> 100 % )
745integration time:  ( 462 s elapsed / 0 s left / 462 s total )   
746[1m2_6__j__j__t[W+[lepton__neutrino]__b]__tb[W-[lepton__neutrino]__bb][0m : [34m[1m152.702 pb[0m +- ( [31m0.31399 pb = 0.205624 %[0m ) [1m exp. eff: [31m2.85381 %[0m
747PS_Generator::PS_Generator(): Set iteration maximum 5000.
748Process_Group::CalculateTotalXSec(): Calculate xs for '2_7__j__j__t[W+[lepton__neutrino]__b]__tb[W-[lepton__neutrino]__bb]__j' (Comix)
749Starting the calculation. Lean back and enjoy ... .
750[34m339.488 pb[0m +- ( [31m20.3084 pb = 5.98206 %[0m ) 5000 ( 7002 -> 71.4 % )
751full optimization:  ( 37 s elapsed / 2264 s left / 2301 s total )   
752[34m368.365 pb[0m +- ( [31m15.2742 pb = 4.14649 %[0m ) 10000 ( 13686 -> 74.8 % )
753full optimization:  ( 75 s elapsed / 2276 s left / 2351 s total )   
754[34m355.695 pb[0m +- ( [31m10.9154 pb = 3.06876 %[0m ) 15000 ( 20200 -> 76.7 % )
755full optimization:  ( 114 s elapsed / 2254 s left / 2368 s total )   
756[34m359.351 pb[0m +- ( [31m8.68461 pb = 2.41675 %[0m ) 20000 ( 25871 -> 88.1 % )
757full optimization:  ( 153 s elapsed / 2231 s left / 2384 s total )   
758[34m362.55 pb[0m +- ( [31m7.28692 pb = 2.0099 %[0m ) 25000 ( 31225 -> 93.3 % )
759full optimization:  ( 193 s elapsed / 2201 s left / 2394 s total )   
760[34m366.902 pb[0m +- ( [31m6.38041 pb = 1.739 %[0m ) 30000 ( 36494 -> 94.8 % )
761full optimization:  ( 231 s elapsed / 2165 s left / 2396 s total )   
762[34m371.481 pb[0m +- ( [31m5.15251 pb = 1.38702 %[0m ) 40000 ( 46906 -> 96 % )
763full optimization:  ( 309 s elapsed / 2092 s left / 2401 s total )   
764[34m364.715 pb[0m +- ( [31m4.14856 pb = 1.13748 %[0m ) 50000 ( 57260 -> 96.5 % )
765full optimization:  ( 387 s elapsed / 2013 s left / 2400 s total )   
766[34m363.726 pb[0m +- ( [31m3.61918 pb = 0.995028 %[0m ) 60000 ( 67609 -> 96.6 % )
767full optimization:  ( 464 s elapsed / 1938 s left / 2402 s total )   
768[34m367.17 pb[0m +- ( [31m3.28034 pb = 0.893411 %[0m ) 70000 ( 77960 -> 96.6 % )
769full optimization:  ( 543 s elapsed / 1862 s left / 2405 s total )   
770[34m366.536 pb[0m +- ( [31m2.99998 pb = 0.818469 %[0m ) 80000 ( 88287 -> 96.8 % )
771full optimization:  ( 621 s elapsed / 1785 s left / 2406 s total )   
772[34m367.408 pb[0m +- ( [31m2.74742 pb = 0.747785 %[0m ) 90000 ( 98592 -> 97 % )
773full optimization:  ( 699 s elapsed / 1710 s left / 2409 s total )   
774[34m367.897 pb[0m +- ( [31m2.54701 pb = 0.692316 %[0m ) 100000 ( 108839 -> 97.5 % )
775full optimization:  ( 781 s elapsed / 1640 s left / 2421 s total )   
776[34m368.623 pb[0m +- ( [31m2.37959 pb = 0.645534 %[0m ) 110000 ( 119066 -> 97.7 % )
777full optimization:  ( 860 s elapsed / 1564 s left / 2424 s total )   
778[34m369.332 pb[0m +- ( [31m2.25065 pb = 0.609385 %[0m ) 120000 ( 129334 -> 97.3 % )
779full optimization:  ( 940 s elapsed / 1490 s left / 2430 s total )   
780[34m368.893 pb[0m +- ( [31m2.12889 pb = 0.577104 %[0m ) 130000 ( 139633 -> 97 % )
781full optimization:  ( 1018 s elapsed / 1411 s left / 2429 s total )   
782[34m369.258 pb[0m +- ( [31m2.0319 pb = 0.550265 %[0m ) 140000 ( 149913 -> 97.2 % )
783full optimization:  ( 1097 s elapsed / 1332 s left / 2429 s total )   
784[34m369.238 pb[0m +- ( [31m1.94957 pb = 0.527999 %[0m ) 150000 ( 160176 -> 97.4 % )
785full optimization:  ( 1176 s elapsed / 1256 s left / 2432 s total )   
786[34m369.273 pb[0m +- ( [31m1.88753 pb = 0.511146 %[0m ) 160000 ( 170434 -> 97.4 % )
787full optimization:  ( 1255 s elapsed / 1176 s left / 2431 s total )   
788[34m369.379 pb[0m +- ( [31m1.81646 pb = 0.491761 %[0m ) 170000 ( 180687 -> 97.5 % )
789full optimization:  ( 1333 s elapsed / 1099 s left / 2432 s total )   
790[34m368.705 pb[0m +- ( [31m1.7446 pb = 0.47317 %[0m ) 180000 ( 190948 -> 97.4 % )
791full optimization:  ( 1412 s elapsed / 1020 s left / 2432 s total )   
792[34m368.612 pb[0m +- ( [31m1.68764 pb = 0.457836 %[0m ) 190000 ( 201245 -> 97.1 % )
793full optimization:  ( 1491 s elapsed / 941 s left / 2432 s total )   
794[34m369.041 pb[0m +- ( [31m1.64826 pb = 0.446635 %[0m ) 200000 ( 211540 -> 97.1 % )
795full optimization:  ( 1568 s elapsed / 863 s left / 2431 s total )   
796[34m368.667 pb[0m +- ( [31m1.59763 pb = 0.433353 %[0m ) 210000 ( 221803 -> 97.4 % )
797full optimization:  ( 1646 s elapsed / 784 s left / 2430 s total )   
798[34m368.93 pb[0m +- ( [31m1.55155 pb = 0.420554 %[0m ) 220000 ( 232061 -> 97.4 % )
799full optimization:  ( 1724 s elapsed / 705 s left / 2429 s total )   
800[34m369.323 pb[0m +- ( [31m1.48058 pb = 0.400891 %[0m ) 240000 ( 252598 -> 97.3 % )
801integration time:  ( 1880 s elapsed / 548 s left / 2428 s total )   
802[34m369.665 pb[0m +- ( [31m1.41522 pb = 0.382839 %[0m ) 260000 ( 273145 -> 97.3 % )
803integration time:  ( 2036 s elapsed / 392 s left / 2428 s total )   
804[34m370.823 pb[0m +- ( [31m1.36096 pb = 0.367011 %[0m ) 280000 ( 293652 -> 97.4 % )
805integration time:  ( 2196 s elapsed / 235 s left / 2431 s total )   
806[34m370.732 pb[0m +- ( [31m1.34103 pb = 0.361726 %[0m ) 300000 ( 314158 -> 97.4 % )
807integration time:  ( 2354 s elapsed / 79 s left / 2433 s total )   
808[34m370.59 pb[0m +- ( [31m1.315 pb = 0.354839 %[0m ) 310000 ( 324418 -> 97.4 % )
809integration time:  ( 2432 s elapsed / 0 s left / 2432 s total )   
810[1m2_7__j__j__t[W+[lepton__neutrino]__b]__tb[W-[lepton__neutrino]__bb]__j[0m : [34m[1m370.59 pb[0m +- ( [31m1.315 pb = 0.354839 %[0m ) [1m exp. eff: [31m0.285604 %[0m
811PS_Generator::PS_Generator(): Set iteration maximum 5000.
812Process_Group::CalculateTotalXSec(): Calculate xs for '2_8__j__j__t[W+[lepton__neutrino]__b]__tb[W-[lepton__neutrino]__bb]__j__j' (Comix)
813Starting the calculation. Lean back and enjoy ... .
814[34m539.944 pb[0m +- ( [31m60.7531 pb = 11.2517 %[0m ) 5000 ( 6870 -> 72.7 % )
815full optimization:  ( 479 s elapsed / 29273 s left / 29752 s total )   
816[34m506.986 pb[0m +- ( [31m44.0856 pb = 8.69563 %[0m ) 10000 ( 13297 -> 77.7 % )
817full optimization:  ( 972 s elapsed / 29187 s left / 30159 s total )   
818[34m499.759 pb[0m +- ( [31m33.8835 pb = 6.77997 %[0m ) 15000 ( 19536 -> 80.1 % )
819full optimization:  ( 1466 s elapsed / 28835 s left / 30301 s total )   
820[34m524.767 pb[0m +- ( [31m27.9987 pb = 5.33546 %[0m ) 20000 ( 25097 -> 89.9 % )
821full optimization:  ( 1960 s elapsed / 28434 s left / 30394 s total )   
822[34m515.613 pb[0m +- ( [31m22.5642 pb = 4.37618 %[0m ) 25000 ( 30346 -> 95.2 % )
823full optimization:  ( 2462 s elapsed / 28075 s left / 30537 s total )   
824[34m520.34 pb[0m +- ( [31m18.9956 pb = 3.65062 %[0m ) 30000 ( 35527 -> 96.5 % )
825full optimization:  ( 2973 s elapsed / 27758 s left / 30731 s total )   
826[34m519.971 pb[0m +- ( [31m13.5737 pb = 2.61047 %[0m ) 40000 ( 45822 -> 97.1 % )
827full optimization:  ( 3999 s elapsed / 27000 s left / 30999 s total )   
828[34m515.247 pb[0m +- ( [31m10.6027 pb = 2.05779 %[0m ) 50000 ( 56076 -> 97.5 % )
829full optimization:  ( 5023 s elapsed / 26122 s left / 31145 s total )   
830[34m522.466 pb[0m +- ( [31m9.21785 pb = 1.7643 %[0m ) 60000 ( 66311 -> 97.7 % )
831full optimization:  ( 6054 s elapsed / 25229 s left / 31283 s total )   
832[34m521.892 pb[0m +- ( [31m8.21595 pb = 1.57426 %[0m ) 70000 ( 76523 -> 97.9 % )
833full optimization:  ( 7089 s elapsed / 24308 s left / 31397 s total )   
834[34m523.914 pb[0m +- ( [31m7.66127 pb = 1.46231 %[0m ) 80000 ( 86707 -> 98.1 % )
835full optimization:  ( 8120 s elapsed / 23347 s left / 31467 s total )   
836[34m523.221 pb[0m +- ( [31m7.18324 pb = 1.37289 %[0m ) 90000 ( 96882 -> 98.2 % )
837full optimization:  ( 9150 s elapsed / 22369 s left / 31519 s total )   
838[34m523.408 pb[0m +- ( [31m6.59777 pb = 1.26054 %[0m ) 100000 ( 107120 -> 97.6 % )
839full optimization:  ( 10175 s elapsed / 21368 s left / 31543 s total )   
840[34m524.675 pb[0m +- ( [31m6.10151 pb = 1.16291 %[0m ) 110000 ( 117326 -> 97.9 % )
841full optimization:  ( 11195 s elapsed / 20354 s left / 31549 s total )   
842METS_Scale_Setter::CalculateScale(): Momentum not conserved.
843\sum p = (-0.00234776,7.13967e-07,-1.10244e-06,-0.00234776) in
844(0x131f4b48)[0]: 2 -> 2 {
845  \mu_r = 0, \mu_f = 0
846  x_1 = 0.878961, x_2 = 0.000751415
847  k_{T,QCD} = 1437.57, (R/B)_{max} = 1
848  oew = 0, oqcd = 0
849  swap = 0, new = (<no entry>)
850           (0)          db (-6152.73,2.22242e-09,-3.11579e-09,-6152.73) (0,1) [0|0,0]
851         (1,8)          W- (-6716.09,4.39839e-10,-3.31468e-10,-6715.61) (0,0) [0|0,0]
852  (2,3,4,5,6,7)           G (14.8801,2.04001,-3.15,14.3992) (1,3) [0|0,0]
853           (9)           u (12853.9,-2.04001,3.15,12853.9) (3,0) [0|0,0]
854}
855[34m521.335 pb[0m +- ( [31m5.59845 pb = 1.07387 %[0m ) 120000 ( 127530 -> 98 % )
856full optimization:  ( 12208 s elapsed / 19330 s left / 31538 s total )   
857[34m520.925 pb[0m +- ( [31m5.20233 pb = 0.998671 %[0m ) 130000 ( 137754 -> 97.8 % )
858full optimization:  ( 13218 s elapsed / 18303 s left / 31521 s total )   
859[34m520.631 pb[0m +- ( [31m4.89697 pb = 0.940584 %[0m ) 140000 ( 147972 -> 97.8 % )
860full optimization:  ( 14229 s elapsed / 17279 s left / 31508 s total )   
861[34m521.518 pb[0m +- ( [31m4.76928 pb = 0.914499 %[0m ) 150000 ( 158202 -> 97.7 % )
862full optimization:  ( 15230 s elapsed / 16246 s left / 31476 s total )   
863[34m519.626 pb[0m +- ( [31m4.52664 pb = 0.871135 %[0m ) 160000 ( 168467 -> 97.4 % )
864full optimization:  ( 16241 s elapsed / 15227 s left / 31468 s total )   
865[34m521.095 pb[0m +- ( [31m4.35347 pb = 0.835446 %[0m ) 170000 ( 178732 -> 97.4 % )
866full optimization:  ( 17264 s elapsed / 14218 s left / 31482 s total )   
867[34m520.003 pb[0m +- ( [31m4.16275 pb = 0.800524 %[0m ) 180000 ( 188964 -> 97.7 % )
868full optimization:  ( 18287 s elapsed / 13207 s left / 31494 s total )   
869[34m520.122 pb[0m +- ( [31m4.03713 pb = 0.776189 %[0m ) 190000 ( 199171 -> 97.9 % )
870full optimization:  ( 19307 s elapsed / 12194 s left / 31501 s total )   
871[34m520.293 pb[0m +- ( [31m3.87945 pb = 0.745627 %[0m ) 200000 ( 209364 -> 98.1 % )
872full optimization:  ( 20329 s elapsed / 11181 s left / 31510 s total )   
873[34m519.021 pb[0m +- ( [31m3.73947 pb = 0.720487 %[0m ) 210000 ( 219592 -> 97.7 % )
874full optimization:  ( 21339 s elapsed / 10161 s left / 31500 s total )   
875[34m520.884 pb[0m +- ( [31m3.71282 pb = 0.712793 %[0m ) 220000 ( 229842 -> 97.5 % )
876full optimization:  ( 22352 s elapsed / 9144 s left / 31496 s total )   
877[34m521.836 pb[0m +- ( [31m3.55341 pb = 0.680944 %[0m ) 240000 ( 250261 -> 97.9 % )
878integration time:  ( 24408 s elapsed / 7119 s left / 31527 s total )   
879[34m523.419 pb[0m +- ( [31m3.40529 pb = 0.650586 %[0m ) 260000 ( 270700 -> 97.9 % )
880integration time:  ( 26434 s elapsed / 5084 s left / 31518 s total )   
881[34m522.388 pb[0m +- ( [31m3.22518 pb = 0.617391 %[0m ) 280000 ( 291139 -> 97.8 % )
882integration time:  ( 28467 s elapsed / 3050 s left / 31517 s total )   
883[34m523.231 pb[0m +- ( [31m3.10319 pb = 0.593082 %[0m ) 300000 ( 311596 -> 97.8 % )
884integration time:  ( 30493 s elapsed / 1017 s left / 31510 s total )   
885[34m524.548 pb[0m +- ( [31m3.0548 pb = 0.582369 %[0m ) 310000 ( 321837 -> 97.8 % )
886integration time:  ( 31506 s elapsed / 0 s left / 31506 s total )   
887[1m2_8__j__j__t[W+[lepton__neutrino]__b]__tb[W-[lepton__neutrino]__bb]__j__j[0m : [34m[1m524.548 pb[0m +- ( [31m3.0548 pb = 0.582369 %[0m ) [1m exp. eff: [31m0.108885 %[0m
888----------------------------------------------------------
889-- SHERPA generates events with the following structure --
890----------------------------------------------------------
891Perturbative       : Signal_Processes
892Perturbative       : Hard_Decays
893Perturbative       : Jet_Evolution:CSS
894Perturbative       : Lepton_FS_QED_Corrections:Photons
895Perturbative       : Multiple_Interactions:None
896Hadronization      : Beam_Remnants
897Hadronization      : Hadronization:Ahadic
898Hadronization      : Hadron_Decays,Photons
899---------------------------------------------------------
900  Event 100 ( 5993 s elapsed / 53945 s left ) -> ETA: Wed Apr 14 14:10 
901  Event 200 ( 11593 s elapsed / 46374 s left ) -> ETA: Wed Apr 14 13:37 
902  Event 300 ( 16910 s elapsed / 39457 s left ) -> ETA: Wed Apr 14 13:11 
903  Event 400 ( 22614 s elapsed / 33922 s left ) -> ETA: Wed Apr 14 13:14 
904  Event 500 ( 28735 s elapsed / 28735 s left ) -> ETA: Wed Apr 14 13:29 
905  Event 600 ( 34929 s elapsed / 23286 s left ) -> ETA: Wed Apr 14 13:42 
906  Event 700 ( 41155 s elapsed / 17637 s left ) -> ETA: Wed Apr 14 13:51 
907  Event 800 ( 47729 s elapsed / 11932 s left ) -> ETA: Wed Apr 14 14:06 
908  Event 900 ( 54506 s elapsed / 6056 s left ) -> ETA: Wed Apr 14 14:21 
909  Event 1000 ( 60229 s elapsed / 0 s left ) -> ETA: Wed Apr 14 14:15 
910In Event_Handler::Finish : Summarizing the run may take some time.
911[1m+-----------------------------------------------------+
912|                                                     |
913|[0m  [1mTotal XS[0m is [34m[1m81.3603 pb[0m +- ( [31m2.47103 pb = 3.03 %[0m )  [1m|
914|                                                     |
915+-----------------------------------------------------+[0m
916Return_Value::PrintStatistics(): Statistics {
917  Generated events: 1000
918  New events {
919    From "Jet_Evolution:CSS": 11879 (13655) -> 86.9 %
920  }
921  Retried phases {
922    From "Hadron_Decays::RejectExclusiveChannelsFromFragmentation": 2 (1271) -> 0.1 %
923  }
924  Retried methods {
925    From "Hadrons::DiceUncorrelatedKinematics": 5 (164218) -> 0 %
926  }
927}
928Time: 96723.4 s (clocks=9.67234e+06) on Wed Apr 14 14:16:17 2010
929 (User: 96648.5 s ,System: 11.37 s ,Children User: 0 s ,Children System: 0)
930------------------------------------------------------------------------
931[1mPlease cite the publications listed in '[31mSherpa_References.tex[0m[1m'.[0m
932  Extract the bibtex list by running 'get_bibtex Sherpa_References.tex'
933  or email the file to 'slaclib2@slac.stanford.edu', subject 'generate'.
934------------------------------------------------------------------------