 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)= ( 0.47658548197014816     ,  1.7232704418979117     )
  coeff of 1/eps   pole amp(1)= ( 0.51211212744062551     ,-0.78833667867796653     )
  coeff of 1/eps^2 pole amp(2)= (-0.26578794995172728     , 7.97747894269938598E-016)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( 0.47658548197014816     ,  1.7232704418979117     )
                        stable= T
                
                
   iter=            2
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( -2.2181868390391477     , -6.5163460950232279     )
  coeff of 1/eps   pole amp(1)= ( -1.5795824887444563     ,  1.8828611403146061     )
  coeff of 1/eps^2 pole amp(2)= ( 0.53861512210192364     ,-7.92753423747981984E-016)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( -2.2181868390391477     , -6.5163460950232279     )
                        stable= T
                
                
   iter=            3
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( -1.0510262295306716     ,  8.3716815070338662     )
  coeff of 1/eps   pole amp(1)= (  2.4778269478528805     , -2.0788122376607823     )
  coeff of 1/eps^2 pole amp(2)= (-0.69801386621053063     ,-2.58935410284971432E-014)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( -1.0510262295306716     ,  8.3716815070338662     )
                        stable= T
                
                
   iter=            4
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (  1.0621334798881579     ,  30.235014988453266     )
  coeff of 1/eps   pole amp(1)= (  9.2517622038435068     , -10.812100155792361     )
  coeff of 1/eps^2 pole amp(2)= ( -3.4476653833484017     ,-5.89239080719611001E-015)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (  1.0621334798881579     ,  30.235014988453266     )
                        stable= T
                
                
   iter=            5
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (-0.15435374732935037     ,-8.15203329958807399E-002)
  coeff of 1/eps   pole amp(1)= (-2.73679551887542408E-002, 3.52938646645805099E-002)
  coeff of 1/eps^2 pole amp(2)= ( 1.04398403277352614E-002,-2.97921484280447750E-015)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (-0.15435374732935037     ,-8.15203329958807399E-002)
                        stable= T
                
                
   iter=            6
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( -1.7470642237501588     ,  7.5881959847029679     )
  coeff of 1/eps   pole amp(1)= (  2.2885797520518003     , -1.7316300093375641     )
  coeff of 1/eps^2 pole amp(2)= (-0.55868519514777626     ,-1.28276024391140362E-015)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( -1.7470642237501588     ,  7.5881959847029679     )
                        stable= T
                
                
   iter=            7
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( 4.88048614030643021E-002, -1.8501780543886748     )
  coeff of 1/eps   pole amp(1)= (-0.52284917854554225     , 0.39509153450253087     )
  coeff of 1/eps^2 pole amp(2)= ( 0.12450374186221477     , 3.45217230899602562E-015)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( 4.88048614030643021E-002, -1.8501780543886748     )
                        stable= T
                
                
   iter=            8
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= (-0.33419022738670079     , 0.97640592983843266     )
  coeff of 1/eps   pole amp(1)= ( 0.25541993749921554     ,-0.15452796973088215     )
  coeff of 1/eps^2 pole amp(2)= (-5.12832496129691229E-002,-1.67570207840487642E-016)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= (-0.33419022738670079     , 0.97640592983843266     )
                        stable= T
                
                
   iter=            9
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( 0.17867666538659799     , 0.70239017586592722     )
  coeff of 1/eps   pole amp(1)= ( 0.13099934694168944     ,-0.11025557699136355     )
  coeff of 1/eps^2 pole amp(2)= (-3.64849310012509975E-002,-4.62652774003812868E-016)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( 0.17867666538659799     , 0.70239017586592722     )
                        stable= T
                
                
   iter=           10
                
                
  Complete Amplitude (without r2):     
                
                
  finite part           amp(0)= ( -1.1802960816323240     , -13.015573136375174     )
  coeff of 1/eps   pole amp(1)= ( -4.0787672652659213     ,  4.4902173082717285     )
  coeff of 1/eps^2 pole amp(2)= (  1.4286280308640196     ,-6.55672362411396160E-017)
                           R_1= (  0.0000000000000000     ,  0.0000000000000000     )
                    amp(0)+R_1= ( -1.1802960816323240     , -13.015573136375174     )
                        stable= T
                
 n_mp  =           0
 n_disc=           0
