 enter npoints,number_propagators,rank,scaloop,muscale,    thrs
     
 scaloop= 1 -> looptools 1-loop 
 scaloop= 2 -> avh 1-loop (massive with complex masses)
 scaloop= 3 -> qcdloop   1-loop (Ellis and Zanderighi)
 muscale (dimension of energy) is the scale
 for the 1-loop integrals
     
  
 ----------------------------------------------------- 
 |  You are using CutTools - Version 1.6.5           | 
 |  Authors: G. Ossola, C. Papadopoulos, R. Pittau   | 
 |  Published in JHEP 0803:042,2008                  | 
 |  http://www.ugr.es/~pittau/CutTools               | 
 ----------------------------------------------------- 
   
########################################################################
#                                                                      #
#                      You are using OneLOop 1.1                       #
#                                                                      #
# for the evaluation of 1-loop scalar 1-, 2-, 3- and 4-point functions #
#                                                                      #
# author: Andreas van Hameren <hamerenREMOVETHIS@ifj.edu.pl>           #
#   date: 09-09-2010                                                   #
#                                                                      #
# Please cite                                                          #
#    A. van Hameren, arXiv:1007.4716 [hep-ph]                          #
#    A. van Hameren, C.G. Papadopoulos and R. Pittau,                  #
#    JHEP 0909:106,2009, arXiv:0903.4665 [hep-ph]                      #
# in publications with results obtained with the help of this program. #
#                                                                      #
########################################################################
 MESSAGE from avh_olo_mu_set: scale (mu, not mu^2) set to:   1.0000000000000000     
 MESSAGE from avh_olo_prec: precision set to  2.22044604925031308E-016
 MESSAGE from avh_olo_onshell: threshold set to:  9.99999999999999955E-007
                
   iter=            1
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (  507.86992012992522     ,  338.68736348610014     )
  coeff of 1/eps   pole amp(1)= (  107.80446394843011     , -412.46657055072438     )
  coeff of 1/eps^2 pole amp(2)= ( -131.29227156155542     , 2.29146541768457957E-013)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (  507.86992012992522     ,  338.68736348610014     )
                        stable= T
                
                
   iter=            2
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (-8.28261759554063115E-002,-0.20566537256952511     )
  coeff of 1/eps   pole amp(1)= ( 2.86644731631269245E-003,-2.81666241638559196E-003)
  coeff of 1/eps^2 pole amp(2)= (-1.02239541685052171E-003, 1.39489502630025130E-014)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (-8.28261759554063115E-002,-0.20566537256952511     )
                        stable= T
                
                
   iter=            3
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (  14.744735601067923     ,  34.743675363237358     )
  coeff of 1/eps   pole amp(1)= (  11.134538238160781     , -20.272678173855439     )
  coeff of 1/eps^2 pole amp(2)= ( -6.4531299388440155     ,-7.16839647741660641E-014)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (  14.744735601067923     ,  34.743675363237358     )
                        stable= T
                
                
   iter=            4
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( 0.46891150177874397     ,  1.1748911045664276     )
  coeff of 1/eps   pole amp(1)= ( 0.48255544249830451     ,-0.49009516188573632     )
  coeff of 1/eps^2 pole amp(2)= (-0.15665606603366866     ,-2.91347744416916916E-015)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( 0.46891150177874397     ,  1.1748911045664276     )
                        stable= T
                
                
   iter=            5
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (  24.954405206355705     ,  27.016476968639754     )
  coeff of 1/eps   pole amp(1)= (  8.5619043099906467     , -24.114760131112927     )
  coeff of 1/eps^2 pole amp(2)= ( -7.6782440184461507     ,-5.66692965770563595E-014)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (  24.954405206355705     ,  27.016476968639754     )
                        stable= T
                
                
   iter=            6
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( 0.33531644248226344     ,  2.8834812713795377     )
  coeff of 1/eps   pole amp(1)= ( 0.90398654191758476     ,-0.98785136862647771     )
  coeff of 1/eps^2 pole amp(2)= (-0.31490056426082669     , 9.65365356195230170E-016)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( 0.33531644248226344     ,  2.8834812713795377     )
                        stable= T
                
                
   iter=            7
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( 5.18751734536586628E-002, 1.14637596933748753E-002)
  coeff of 1/eps   pole amp(1)= ( 7.61126326612899806E-002,-8.19433510729264958E-002)
  coeff of 1/eps^2 pole amp(2)= (-2.61792249490819806E-002, 1.12520605474490281E-014)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( 5.18751734536586628E-002, 1.14637596933748753E-002)
                        stable= T
                
                
   iter=            8
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (-4.38074946041906443E-002,-0.11538333740695128     )
  coeff of 1/eps   pole amp(1)= ( 5.50311113011268116E-002,-4.26685734992188273E-002)
  coeff of 1/eps^2 pole amp(2)= (-1.39714925489675679E-002,-6.77109783731540252E-015)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (-4.38074946041906443E-002,-0.11538333740695128     )
                        stable= T
                
                
   iter=            9
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (  3.9314981247416196     ,  19.858902094962687     )
  coeff of 1/eps   pole amp(1)= (  6.2681276544344406     , -7.1655884229999192     )
  coeff of 1/eps^2 pole amp(2)= ( -2.2861805500420274     ,-3.44245357354908843E-014)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (  3.9314981247416196     ,  19.858902094962687     )
                        stable= T
                
                
   iter=           10
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (  72.744450424493166     , -22.102523084426902     )
  coeff of 1/eps   pole amp(1)= ( -6.9500172278040564     , -61.044294457882202     )
  coeff of 1/eps^2 pole amp(2)= ( -19.431487417118149     , 1.23759655134699943E-013)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (  72.744450424493166     , -22.102523084426902     )
                        stable= T
                
 n_mp  =           0
 n_disc=           0
