For pi0 momentum distribution (Fig.4), the table is as follows :

   [ data histogram ]

      central_value(1) = 117.421
      central_value(2) = 816.251
      central_value(3) = 974.839
      central_value(4) = 690.119
      central_value(5) = 398.839
      central_value(6) = 222.272
      central_value(7) = 140.096
      central_value(8) = 82.5241
      central_value(9) = 172.253

      stat_error(1) = 9.85372
      stat_error(2) = 30.9399
      stat_error(3) = 35.7393
      stat_error(4) = 31.9349
      stat_error(5) = 25.533
      stat_error(6) = 21.589
      stat_error(7) = 18.8906
      stat_error(8) = 16.8452
      stat_error(9) = 40.6004

      total_error(1) = 26.1931
      total_error(2) = 91.805
      total_error(3) = 103.02
      total_error(4) = 90.8279
      total_error(5) = 60.0037
      total_error(6) = 47.9917
      total_error(7) = 40.0239
      total_error(8) = 27.2391
      total_error(9) = 95.2123

      total_error = sqrt(stat_error**2 + sys_error**2)


   [ MC histogram ]

      central_value(1) = 129.138
      central_value(2) = 855.773
      central_value(3) = 752.128
      central_value(4) = 585.086
      central_value(5) = 433.692
      central_value(6) = 326.549
      central_value(7) = 213.738
      central_value(8) = 112.187
      central_value(9) = 321.598

      mc_stat_error(1) = 7.49928
      mc_stat_error(2) = 19.3051
      mc_stat_error(3) = 18.0983
      mc_stat_error(4) = 15.9626
      mc_stat_error(5) = 13.7431
      mc_stat_error(6) = 11.9252
      mc_stat_error(7) = 9.64791
      mc_stat_error(8) = 6.98977
      mc_stat_error(9) = 11.8345

      mc_total_error(1) = 38.4708
      mc_total_error(2) = 121.109
      mc_total_error(3) = 53.7108
      mc_total_error(4) = 61.3823
      mc_total_error(5) = 56.3674
      mc_total_error(6) = 46.2107
      mc_total_error(7) = 37.242
      mc_total_error(8) = 53.0711
      mc_total_error(9) = 27.4605

      mc_total_error = sqrt(mc_stat_error**2
                             + mc_shape_sys_error**2)