To Do:
=================
gtselect writes descriptions of the data selections
to a series of "Data Sub-Space" keywords in the EVENTS extension header. These keywords are used by the exposure-related tools and by gtlike for calculating various quantities, such as the predicted number of detected events given the source model. These keywords must be same for all of the filtered event files considered in a given analysis. gtlike will check to ensure that all off the DSS keywords are the same in all of the event data files. For a discussion of the DSS keywords see the Data SubSpace Keywords page. The gtvcut tool can be used to view the DSS keywords in a given extension.
================
Also see Richard's email 8/07/09 4:14 PM
------ Forwarded Message
From: LSF <lsf@slac.stanford.edu>
Date: Thu, 30 Jul 2009 08:00:00 -0700
To: <richard@slac.stanford.edu>
Subject: Job 388568: <LS5039-P105> Done
Job <LS5039-P105> was submitted from host <noric09> by user <richard>.
Job was executed on host(s) <fell0085>, in queue <xlong>, as user <richard>.
</u/ey/richard> was used as the home directory.
</nfs/farm/g/glast/u55/richard/LS5039/P105repro> was used as the working
directory.
Started at Wed Jul 29 20:37:22 2009
Results reported at Thu Jul 30 08:00:00 2009
Your job looked like:
------------------------------------------------------------
# LSBATCH: User input
/nfs/farm/g/glast/u31//richard/FlightData/firstLight/templateScripts/runLS50
39.py -s richard-AstroServer-00001-ft2-30s.fits -e
richard-AstroServer-00001-ft1.fits --tag P105 --sourceModel
model_LS5039_cutoff.xml --astroRadius yes --classVar EVENT_CLASS
------------------------------------------------------------
Successfully completed.
Resource usage summary:
CPU time : 40904.76 sec.
Max Memory : 1538 MB
Max Swap : 1804 MB
Max Processes : 6
Max Threads : 6
The output (if any) follows:
gtlike.par
gtltcube.par
gtmktime.par
time -p
/a/sulky36/g.glast.u30/builds/rh9_gcc32opt/ScienceTools/ScienceTools-v9r15p2
/dataSubselector/v6r4p1/rh9_gcc32opt/gtselect.exe
infile=richard-AstroServer-00001-ft1.fits outfile=flt1248925044.99.fits
ra=276.56 dec=-14.84 rad=180.0 tmin=0.0 tmax=0.0 emin=100.0 emax=300000.0
evclsmin=0 evclsmax=10 convtype=-1 zmax=105.0 phasemin=0.0 phasemax=1.0
evtable="EVENTS" chatter=2 clobber=yes debug=no gui=no mode="ql"
Done.
real 3.72
user 1.55
sys 0.58
fcopy infile="flt1248925044.99.fits[EVENT_CLASS>2]"
outfile="tmp1248925048.73.fits"
time -p
/a/sulky36/g.glast.u30/builds/rh9_gcc32opt/ScienceTools/ScienceTools-v9r15p2
/dataSubselector/v6r4p1/rh9_gcc32opt/gtmktime.exe
scfile=richard-AstroServer-00001-ft2-30s.fits sctable="SC_DATA"
filter="IN_SAA!=T&&LIVETIME>0 &&
(angsep(RA_ZENITH,DEC_ZENITH,276.56,-14.84)+10.0<105.0)" roicut=no
evfile=tmp1248925048.73.fits evtable="EVENTS" outfile="LS5039-10-P105.fits"
apply_filter=yes overwrite=no header_obstimes=yes tstart=0.0 tstop=0.0
gtifile="default" chatter=2 clobber=yes debug=no gui=no mode="ql"
real 21.60
user 16.88
sys 0.96
time -p
/a/sulky36/g.glast.u30/builds/rh9_gcc32opt/ScienceTools/ScienceTools-v9r15p2
/Likelihood/v15r1p6/rh9_gcc32opt/gtltcube.exe evfile="LS5039-10-P105.fits"
evtable="EVENTS" scfile=richard-AstroServer-00001-ft2-30s.fits
sctable="SC_DATA" outfile=cubes-LS5-P105.fits dcostheta=0.025 binsz=1.0
phibins=0 tmin=0.0 tmax=0.0 file_version="1" zmax=180.0 chatter=2
clobber=yes debug=no gui=no mode="ql"
Working on file richard-AstroServer-00001-ft2-30s.fits
.....................!
real 6239.32
user 6236.55
sys 0.62
time -p
/a/sulky36/g.glast.u30/builds/rh9_gcc32opt/ScienceTools/ScienceTools-v9r15p2
/Likelihood/v15r1p6/rh9_gcc32opt/gtexpmap.exe evfile=LS5039-10-P105.fits
evtable="EVENTS" scfile=richard-AstroServer-00001-ft2-30s.fits
sctable="SC_DATA" expcube=cubes-LS5-P105.fits outfile=map-LS5-P105.fits
irfs="P6_V3_DIFFUSE" edisp=no srcrad=30.0 nlong=120 nlat=120 nenergies=20
submap=no nlongmin=0 nlongmax=0 nlatmin=0 nlatmax=0 chatter=2 clobber=yes
debug=no gui=no mode="ql"
The exposure maps generated by this tool are meant
to be used for *unbinned* likelihood analysis only.
Do not use them for binned analyses.
Computing the ExposureMap using cubes-LS5-P105.fits
....................!
real 220.17
user 216.44
sys 0.69
time -p
/a/sulky36/g.glast.u30/builds/rh9_gcc32opt/ScienceTools/ScienceTools-v9r15p2
/Likelihood/v15r1p6/rh9_gcc32opt/gtdiffrsp.exe evfile=LS5039-10-P105.fits
evtable="EVENTS" scfile=richard-AstroServer-00001-ft2-30s.fits
sctable="SC_DATA" srcmdl=model_LS5039_cutoff.xml irfs="P6_V3_DIFFUSE"
edisp=no evclsmin=0 convert=yes chatter=2 clobber=no debug=no gui=no
mode="ql"
adding source eg_v02
adding source gal_v02
Working on...
Diffuse columns have already been computed for
LS5039-10-P105.fits...skipping it.
real 13.41
user 8.90
sys 0.88
NONDEFAULT VALUES....
RFCTOL.... V(32) = 0.3000000E-15
I INITIAL X(I) D(I)
1 0.501209E+01 0.100E+01
2 0.163833E+01 0.100E+01
3 0.270502E+01 0.100E+01
4 0.179397E+01 0.100E+01
5 0.361128E+01 0.100E+01
6 0.119838E+01 0.100E+01
7 0.148059E+01 0.100E+01
8 0.338476E+01 0.100E+01
9 0.149934E+01 0.100E+01
10 0.175333E+01 0.100E+01
11 0.215122E-01 0.100E+01
12 0.229399E+01 0.100E+01
13 0.118283E+00 0.100E+01
14 0.457519E+01 0.100E+01
15 0.287879E+01 0.100E+01
16 0.282641E+01 0.100E+01
17 0.239200E+01 0.100E+01
18 0.924416E+01 0.100E+01
19 0.206079E+01 0.100E+01
20 0.896311E+00 0.100E+01
21 -0.221958E+01 0.100E+01
22 0.444484E+01 0.100E+01
23 0.723390E+01 0.100E+01
24 0.896999E+01 0.100E+01
25 0.186620E+00 0.100E+01
26 -0.161251E+01 0.100E+01
27 0.217451E+01 0.100E+01
28 0.101105E+01 0.100E+01
29 0.100000E+01 0.100E+01
30 0.100000E+01 0.100E+01
31 0.000000E+00 0.100E+01
IT NF F RELDF PRELDF RELDX STPPAR D*STEP
NPRELDF
0 1 0.546E+07
1 3 0.546E+07 0.18E-03 0.18E-02 0.5E-02 0.1E+07 0.1E+00
0.90E+03
2 4 0.546E+07 0.36E-03 0.44E-03 0.5E-02 0.2E+01 0.1E+00
0.12E+01
3 6 0.546E+07 0.14E-04 0.24E-04 0.2E-02 0.2E+01 0.4E-01
0.58E+00
4 9 0.546E+07 0.29E-06 0.53E-06 0.7E-04 0.9E+01 0.1E-02
0.88E-01
5 11 0.546E+07 0.27E-06 0.30E-06 0.1E-03 0.2E+01 0.3E-02
0.69E-01
6 15 0.546E+07 0.11E-04 0.16E-04 0.5E-02 0.2E+01 0.1E+00
0.65E-01
7 16 0.546E+07 0.84E-05 0.16E-04 0.5E-02 0.2E+01 0.1E+00
0.39E+00
8 17 0.546E+07 0.11E-04 0.22E-04 0.5E-02 0.2E+01 0.1E+00
0.31E+00
9 18 0.546E+07 0.99E-05 0.13E-04 0.5E-02 0.2E+01 0.1E+00
0.69E-01
10 19 0.546E+07 0.70E-05 0.11E-04 0.5E-02 0.2E+01 0.1E+00
0.32E-01
11 20 0.546E+07 0.43E-05 0.14E-04 0.5E-02 0.2E+01 0.1E+00
0.30E+00
12 23 0.546E+07 0.46E-06 0.43E-05 0.3E-03 0.3E+01 0.6E-02
0.65E-01
13 24 0.546E+07 0.16E-05 0.16E-05 0.2E-03 0.2E+01 0.6E-02
0.21E-01
14 25 0.546E+07 0.58E-06 0.10E-05 0.3E-03 0.2E+01 0.1E-01
0.20E-01
15 26 0.546E+07 0.20E-05 0.26E-05 0.1E-02 0.2E+01 0.2E-01
0.21E-01
16 29 0.546E+07 0.69E-05 0.10E-04 0.9E-02 0.2E+01 0.2E+00
0.24E-01
17 34 0.546E+07 0.27E-06 0.49E-06 0.6E-04 0.5E+01 0.2E-02
0.24E-02
18 35 0.546E+07 0.24E-06 0.26E-06 0.6E-04 0.2E+01 0.2E-02
0.27E-02
19 36 0.546E+07 0.28E-06 0.32E-06 0.1E-03 0.2E+01 0.3E-02
0.26E-02
20 37 0.546E+07 0.36E-06 0.41E-06 0.2E-03 0.2E+01 0.6E-02
0.22E-02
21 38 0.546E+07 0.41E-06 0.52E-06 0.4E-03 0.2E+01 0.1E-01
0.12E-02
22 39 0.546E+07 0.66E-06 0.69E-06 0.7E-03 0.2E+01 0.3E-01
0.96E-03
23 40 0.546E+07 0.84E-06 0.11E-05 0.1E-02 0.2E+01 0.5E-01
0.84E-03
24 41 0.546E+07 0.20E-05 0.28E-05 0.3E-02 0.2E+01 0.1E+00
0.22E-02
25 44 0.546E+07 0.10E-06 0.21E-06 0.4E-04 0.2E+02 0.1E-02
0.91E-03
26 45 0.546E+07 0.90E-07 0.98E-07 0.3E-04 0.2E+01 0.1E-02
0.66E-03
27 46 0.546E+07 0.11E-06 0.12E-06 0.5E-04 0.2E+01 0.2E-02
0.68E-03
28 47 0.546E+07 0.15E-06 0.16E-06 0.1E-03 0.2E+01 0.4E-02
0.69E-03
29 48 0.546E+07 0.22E-06 0.22E-06 0.3E-03 0.2E+01 0.8E-02
0.67E-03
30 52 0.546E+07 0.72E-05 0.13E-04 0.2E-01 0.2E+01 0.7E+00
0.62E-03
31 53 0.546E+07 0.51E-05 0.13E-04 0.2E-01 0.2E+01 0.7E+00
0.81E-02
32 58 0.546E+07 0.76E-06 0.14E-05 0.9E-04 0.6E+01 0.2E-02
0.37E-03
33 59 0.546E+07 0.49E-06 0.53E-06 0.9E-04 0.3E+01 0.2E-02
0.39E-03
34 60 0.546E+07 0.33E-06 0.50E-06 0.1E-03 0.2E+01 0.5E-02
0.36E-03
35 61 0.546E+07 0.52E-06 0.56E-06 0.3E-03 0.2E+01 0.9E-02
0.33E-03
36 62 0.546E+07 0.46E-06 0.52E-06 0.5E-03 0.2E+01 0.2E-01
0.25E-03
37 63 0.546E+07 0.74E-06 0.81E-06 0.1E-02 0.2E+01 0.4E-01
0.20E-03
38 64 0.546E+07 0.88E-06 0.11E-05 0.2E-02 0.2E+01 0.7E-01
0.17E-03
39 65 0.546E+07 0.12E-05 0.20E-05 0.4E-02 0.2E+01 0.1E+00
0.35E-03
40 68 0.546E+07 0.17E-06 0.33E-06 0.8E-04 0.2E+02 0.2E-02
0.21E-03
41 69 0.546E+07 0.15E-06 0.18E-06 0.6E-04 0.2E+01 0.2E-02
0.18E-03
42 70 0.546E+07 0.12E-06 0.13E-06 0.1E-03 0.2E+01 0.4E-02
0.17E-03
43 71 0.546E+07 0.14E-06 0.16E-06 0.3E-03 0.2E+01 0.8E-02
0.14E-03
44 72 0.546E+07 0.20E-06 0.22E-06 0.5E-03 0.2E+01 0.2E-01
0.99E-04
45 75 0.546E+07 0.11E-05 0.17E-05 0.6E-02 0.2E+01 0.2E+00
0.93E-04
46 78 0.546E+07 0.36E-06 0.66E-06 0.2E-03 0.9E+01 0.5E-02
0.42E-03
47 79 0.546E+07 0.17E-06 0.31E-06 0.2E-03 0.2E+01 0.5E-02
0.34E-03
48 80 0.546E+07 0.13E-06 0.13E-06 0.2E-03 0.2E+01 0.5E-02
0.45E-03
49 81 0.546E+07 0.16E-06 0.16E-06 0.3E-03 0.2E+01 0.1E-01
0.43E-03
50 85 0.546E+07 0.17E-05 0.28E-05 0.1E-01 0.2E+01 0.3E+00
0.42E-03
51 86 0.546E+07 0.20E-06 0.14E-05 0.9E-02 0.2E+01 0.3E+00
0.22E-04
52 87 0.546E+07 0.57E-06 0.24E-05 0.8E-02 0.2E+01 0.3E+00
0.17E-04
53 89 0.546E+07 0.35E-06 0.12E-05 0.3E-02 0.2E+01 0.1E+00
0.13E-04
54 90 0.546E+07 0.26E-06 0.10E-05 0.3E-02 0.2E+01 0.1E+00
0.18E-04
55 91 0.546E+07 0.27E-06 0.88E-06 0.3E-02 0.2E+01 0.1E+00
0.21E-04
56 96 0.546E+07 0.14E-06 0.25E-06 0.4E-04 0.5E+01 0.9E-03
0.78E-05
57 98 0.546E+07 0.56E-07 0.78E-07 0.9E-04 0.3E+01 0.3E-02
0.48E-05
58 99 0.546E+07 0.37E-07 0.48E-07 0.1E-03 0.2E+01 0.6E-02
0.49E-05
59 103 0.546E+07 0.24E-06 0.36E-06 0.4E-02 0.2E+01 0.1E+00
0.48E-05
60 104 0.546E+07 0.15E-06 0.24E-06 0.3E-02 0.2E+01 0.1E+00
0.37E-05
61 105 0.546E+07 0.35E-06 0.47E-06 0.1E-01 0.2E+01 0.3E+00
0.27E-05
62 106 0.546E+07 0.15E-06 0.40E-06 0.1E-01 0.2E+01 0.3E+00
0.50E-05
63 113 0.546E+07 0.24E-07 0.42E-07 0.2E-04 0.5E+01 0.4E-03
0.76E-06
***** ABSOLUTE FUNCTION CONVERGENCE x****
Info in <Minuit2>: matrix forced pos-def by adding to diagonal : padd =
0.0483731
Minuit did successfully converge.
# of function calls: 864
minimum function Value: 5458538.0036
minimum edm: 0.020410399
minimum internal state vector: LAVector parameters:
-1.4019949
-1.4850806
-1.4657237
-1.4818631
-1.4469489
-1.5017593
-1.4911775
-1.4546184
-1.4917062
-1.4855279
-1.5618913
-1.4713112
-1.5493944
-1.4375473
-1.4617405
-1.4554405
-1.4673663
-1.3693238
-1.4862464
-1.5158718
0.098410158
-0.92680013
-1.385583
-1.3717549
-1.5430863
0.28142153
-1.2042692
-1.5002104
-1.4748616
-1.5110782
0.046409598
minimum internal covariance matrix: LASymMatrix parameters:
1.5791874e-05 -1.1770646e-05 -7.8668226e-07 3.2042011e-07 5.4675931e-07
4.3715239e-07 4.0183462e-07 4.0321618e-07 2.7191606e-07 1.66894e-07
1.0491551e-09 7.5471017e-07 2.2901124e-08 7.1969377e-08 7.7080757e-07
4.1240531e-07 3.6736489e-07 3.6845171e-07 3.7514048e-07 1.3705634e-08
7.5532717e-07 -4.2190638e-06 -8.7016399e-07 2.6587685e-07 1.274172e-07
-1.8086484e-06 7.4887887e-07 5.5149554e-07 2.9443351e-07 -1.0780506e-07
3.4165043e-07
-1.1770646e-05 4.8659197e-05 -9.0997247e-06 -1.1777938e-07 4.2854998e-07
4.3194888e-07 4.5878708e-07 4.9783316e-07 3.4339961e-07 2.0149257e-07
2.2452628e-09 7.7816355e-07 9.5904809e-09 -2.5522657e-08 8.2185487e-07
4.3773689e-07 3.9626431e-07 3.9038232e-07 3.7881574e-07 -3.0635432e-07
3.4509945e-06 -1.3015284e-05 -4.6925779e-07 2.735725e-07 1.7006163e-07
-2.8872771e-06 1.5552597e-06 5.9226769e-07 3.2801399e-07 -1.1110129e-07
3.1437504e-07
-7.8668226e-07 -9.0997247e-06 3.4676874e-05 -1.0917308e-05 -5.9919299e-07
4.8199878e-07 5.1296573e-07 5.4696587e-07 3.8675401e-07 2.138829e-07
-6.3390642e-10 9.5052024e-07 2.9111881e-08 2.0310952e-08 1.0155644e-06
5.4741251e-07 4.7996981e-07 4.9067362e-07 5.5159272e-07 -3.1750095e-07
3.760381e-06 -1.4676018e-05 3.0929806e-08 3.2471753e-07 2.2479119e-07
-4.0794202e-06 2.2885054e-06 7.1751293e-07 3.5878419e-07 -1.4686248e-07
5.1242176e-07
3.2042011e-07 -1.1777938e-07 -1.0917308e-05 3.3265885e-05 -4.7611484e-06
3.3722984e-07 5.1616006e-07 6.1993417e-07 4.4226757e-07 2.4057787e-07
2.5936951e-09 7.9658379e-07 2.6101474e-08 -3.8267102e-08 8.9292787e-07
4.747889e-07 4.3318858e-07 4.233815e-07 4.0716296e-07 -8.3098175e-07
7.8441882e-06 -2.7392994e-05 1.1504202e-07 2.5770477e-07 2.4826739e-07
-4.9688675e-06 3.1196175e-06 6.4371008e-07 3.686252e-07 -1.1943825e-07
3.2082322e-07
5.4675931e-07 4.2854998e-07 -5.9919299e-07 -4.7611484e-06 2.6162009e-05
-8.4612786e-06 -9.0114756e-07 -2.1458607e-07 7.9735581e-07 3.4697554e-07
-1.3387209e-09 8.7696505e-07 4.0429269e-08 1.9374973e-08 1.2053251e-06
6.466481e-07 5.7838889e-07 5.8009202e-07 6.4192616e-07 -2.9154041e-06
2.5557101e-05 -8.6284328e-05 2.2906462e-07 8.1304691e-08 5.9641453e-07
-1.4333572e-05 1.0086602e-05 8.4825434e-07 4.9947248e-07 -1.7323567e-07
5.6140379e-07
4.3715239e-07 4.3194888e-07 4.8199878e-07 3.3722984e-07 -8.4612786e-06
4.5759492e-05 -1.0329365e-05 -1.0533144e-07 1.1723962e-06 4.2947624e-07
3.7655581e-09 2.0261834e-07 2.1670526e-08 -7.7658388e-08 8.0281993e-07
4.2037406e-07 4.1430024e-07 3.7474874e-07 3.2489987e-07 -5.6702815e-06
4.7170553e-05 -0.00015342835 1.581322e-07 7.4403131e-08 8.9247062e-07
-2.3998754e-05 1.8141443e-05 5.7288748e-07 4.524534e-07 -9.6233137e-08
1.0050976e-07
4.0183462e-07 4.5878708e-07 5.1296573e-07 5.1616006e-07 -9.0114756e-07
-1.0329365e-05 5.6653072e-05 -1.1393177e-05 3.5160523e-06 9.6432316e-07
-1.7447802e-09 -1.6500603e-06 -4.6176521e-09 9.4853534e-08 6.651476e-07
3.450554e-07 3.9908205e-07 3.1517459e-07 3.7276459e-07 -2.163913e-05
0.00017367201 -0.00055198055 1.4619438e-07 -1.9897776e-07 3.0981493e-06
-8.9094693e-05 6.9326394e-05 4.0955624e-07 6.7663884e-07 -7.2659065e-08
-1.7184787e-07
4.0321618e-07 4.9783316e-07 5.4696587e-07 6.1993417e-07 -2.1458607e-07
-1.0533144e-07 -1.1393177e-05 4.8100595e-05 -7.9435917e-06 5.2109626e-07
2.0055865e-09 -2.0124463e-06 -2.2900405e-08 3.1169991e-07 6.6051641e-07
3.3324407e-07 4.0584178e-07 3.0718818e-07 4.9314459e-07 -2.8191919e-05
0.00022603948 -0.00071803288 1.5261405e-07 -1.5569734e-06 3.6092088e-06
-0.00010370985 8.067071e-05 4.4486019e-07 8.4029512e-07 -7.5136984e-08
-2.039123e-07
2.7191606e-07 3.4339961e-07 3.8675401e-07 4.4226757e-07 7.9735581e-07
1.1723962e-06 3.5160523e-06 -7.9435917e-06 4.2637211e-05 -5.3137638e-06
4.3988258e-09 -4.7938209e-07 -1.2879363e-08 1.389581e-07 4.8547467e-07
2.2530961e-07 2.9141779e-07 1.993252e-07 2.5336813e-07 -1.5418426e-05
0.00011878539 -0.00036682203 9.7262213e-08 -1.0780742e-06 1.4093197e-06
-4.2010965e-05 3.3755603e-05 4.3950515e-07 5.9274721e-07 -3.2243544e-08
-3.5168368e-07
1.66894e-07 2.0149257e-07 2.138829e-07 2.4057787e-07 3.4697554e-07
4.2947624e-07 9.6432316e-07 5.2109626e-07 -5.3137638e-06 2.511107e-05
-1.4045198e-07 1.1133625e-06 3.3431855e-09 1.5032825e-08 3.658947e-07
1.5913455e-07 1.8886782e-07 1.3467878e-07 2.3029526e-07 -3.9095135e-06
2.8556215e-05 -8.4252764e-05 6.0891542e-08 -4.483328e-07 -1.0649911e-06
1.4823906e-05 -5.8573681e-06 4.7034581e-07 2.916435e-07 -1.595253e-08
-2.4434555e-07
1.0491551e-09 2.2452628e-09 -6.3390642e-10 2.5936951e-09 -1.3387209e-09
3.7655581e-09 -1.7447802e-09 2.0055865e-09 4.3988258e-09 -1.4045198e-07
1.6624747e-06 6.1698858e-09 1.4457304e-09 -2.0798864e-09 3.1451182e-09
8.9006622e-10 4.0853971e-09 3.2347805e-10 -8.2396522e-09 3.0562177e-08
-3.5375971e-07 2.9251967e-07 4.9064789e-10 3.3470759e-09 -2.0573256e-09
8.9580545e-08 -1.030496e-07 4.8087854e-09 -6.3442768e-10 2.3783319e-09
-3.0571096e-08
7.5471017e-07 7.7816355e-07 9.5052024e-07 7.9658379e-07 8.7696505e-07
2.0261834e-07 -1.6500603e-06 -2.0124463e-06 -4.7938209e-07 1.1133625e-06
6.1698858e-09 4.0162608e-05 7.4567722e-08 2.1490483e-08 -5.3168343e-07
4.3753873e-07 5.9559776e-07 5.7825022e-07 -2.9032589e-07 1.3244455e-05
-0.00010500768 0.00033135264 3.1306666e-07 6.0167961e-07 -4.220399e-06
0.0001186999 -9.0701514e-05 -5.3187414e-06 4.0970634e-07 -1.9329011e-07
6.5141948e-07
2.2901124e-08 9.5904809e-09 2.9111881e-08 2.6101474e-08 4.0429269e-08
2.1670526e-08 -4.6176521e-09 -2.2900405e-08 -1.2879363e-08 3.3431855e-09
1.4457304e-09 7.4567722e-08 1.1503021e-05 -1.4838968e-07 4.9205064e-08
3.590981e-08 2.7368325e-08 3.3847763e-08 2.0136152e-07 2.1499455e-07
-1.6708877e-06 5.2789498e-06 -3.7011105e-08 6.5336191e-08 -1.9191673e-08
6.5290901e-07 -5.2630459e-07 3.655047e-08 -1.6959883e-07 2.7819463e-09
-2.9923232e-08
7.1969377e-08 -2.5522657e-08 2.0310952e-08 -3.8267102e-08 1.9374973e-08
-7.7658388e-08 9.4853534e-08 3.1169991e-07 1.389581e-07 1.5032825e-08
-2.0798864e-09 2.1490483e-08 -1.4838968e-07 8.4305907e-06 1.5196085e-07
1.2369036e-07 7.3567976e-08 1.2064221e-07 7.4691973e-07 -9.9935181e-07
8.2660511e-06 -2.7012874e-05 -3.3396861e-08 2.2093278e-07 2.0722491e-07
-5.9874671e-06 4.6091563e-06 7.6075033e-08 -5.9882876e-07 -6.4343757e-09
9.4157709e-08
7.7080757e-07 8.2185487e-07 1.0155644e-06 8.9292787e-07 1.2053251e-06
8.0281993e-07 6.651476e-07 6.6051641e-07 4.8547467e-07 3.658947e-07
3.1451182e-09 -5.3168343e-07 4.9205064e-08 1.5196085e-07 2.6080484e-05
-2.4360038e-06 -1.8475886e-06 1.118999e-07 -1.4704397e-06 5.4830324e-07
-2.7906278e-06 5.5400179e-06 3.1374287e-07 4.3546778e-07 1.1842482e-08
3.813822e-06 -4.4526421e-06 -2.8106389e-06 6.3302362e-07 -1.9554181e-07
5.8332343e-07
4.1240531e-07 4.3773689e-07 5.4741251e-07 4.747889e-07 6.466481e-07
4.2037406e-07 3.450554e-07 3.3324407e-07 2.2530961e-07 1.5913455e-07
8.9006622e-10 4.3753873e-07 3.590981e-08 1.2369036e-07 -2.4360038e-06
2.5800247e-05 -1.1183933e-05 -2.1211767e-06 2.7110527e-07 3.4335721e-07
-1.9451881e-06 4.476127e-06 1.726823e-07 2.4305812e-07 4.7750502e-08
6.0594226e-07 -1.1898587e-06 3.6608213e-07 2.593618e-07 -1.0427538e-07
3.4080113e-07
3.6736489e-07 3.9626431e-07 4.7996981e-07 4.3318858e-07 5.7838889e-07
4.1430024e-07 3.9908205e-07 4.0584178e-07 2.9141779e-07 1.8886782e-07
4.0853971e-09 5.9559776e-07 2.7368325e-08 7.3567976e-08 -1.8475886e-06
-1.1183933e-05 2.8500188e-05 -3.1954153e-06 -3.9180179e-07 -1.6717172e-07
2.1665874e-06 -8.4418101e-06 1.4980216e-07 2.1895047e-07 1.0048599e-07
-1.1076652e-06 2.8190386e-07 3.1086467e-07 3.0058891e-07 -8.4662495e-08
1.7685159e-07
3.6845171e-07 3.9038232e-07 4.9067362e-07 4.233815e-07 5.8009202e-07
3.7474874e-07 3.1517459e-07 3.0718818e-07 1.993252e-07 1.3467878e-07
3.2347805e-10 5.7825022e-07 3.3847763e-08 1.2064221e-07 1.118999e-07
-2.1211767e-06 -3.1954153e-06 1.3616411e-05 -5.4662994e-08 2.6133772e-07
-1.3850013e-06 2.8756777e-06 1.5533078e-07 2.4094024e-07 6.3493859e-08
-1.3694642e-07 -5.1391594e-07 3.7845283e-07 2.1429903e-07 -9.3770953e-08
3.1911367e-07
3.7514048e-07 3.7881574e-07 5.5159272e-07 4.0716296e-07 6.4192616e-07
3.2489987e-07 3.7276459e-07 4.9314459e-07 2.5336813e-07 2.3029526e-07
-8.2396522e-09 -2.9032589e-07 2.0136152e-07 7.4691973e-07 -1.4704397e-06
2.7110527e-07 -3.9180179e-07 -5.4662994e-08 3.7234067e-05 -1.1866895e-07
1.6045635e-06 -7.1911082e-06 2.3510452e-07 6.8153448e-07 -2.3560006e-07
8.1257041e-06 -7.0245714e-06 -3.1294059e-06 -1.0659302e-06 -6.2208729e-08
4.5829897e-07
1.3705634e-08 -3.0635432e-07 -3.1750095e-07 -8.3098175e-07 -2.9154041e-06
-5.6702815e-06 -2.163913e-05 -2.8191919e-05 -1.5418426e-05 -3.9095135e-06
3.0562177e-08 1.3244455e-05 2.1499455e-07 -9.9935181e-07 5.4830324e-07
3.4335721e-07 -1.6717172e-07 2.6133772e-07 -1.1866895e-07 0.00011017787
-0.00090010115 0.0029030018 7.4570625e-08 2.5777882e-06 -1.6154971e-05
0.0004776469 -0.0003764349 7.9682173e-07 -2.1746702e-06 -1.5499034e-07
2.4528759e-06
7.5532717e-07 3.4509945e-06 3.760381e-06 7.8441882e-06 2.5557101e-05
4.7170553e-05 0.00017367201 0.00022603948 0.00011878539 2.8556215e-05
-3.5375971e-07 -0.00010500768 -1.6708877e-06 8.2660511e-06 -2.7906278e-06
-1.9451881e-06 2.1665874e-06 -1.3850013e-06 1.6045635e-06 -0.00090010115
0.0075410165 -0.025005132 -2.5305965e-07 -1.9696148e-05 0.0001308082
-0.0038791583 0.0030626554 -5.2313213e-06 1.83721e-05 1.0956736e-06
-1.989913e-05
-4.2190638e-06 -1.3015284e-05 -1.4676018e-05 -2.7392994e-05 -8.6284328e-05
-0.00015342835 -0.00055198055 -0.00071803288 -0.00036682203 -8.4252764e-05
2.9251967e-07 0.00033135264 5.2789498e-06 -2.7012874e-05 5.5400179e-06
4.476127e-06 -8.4418101e-06 2.8756777e-06 -7.1911082e-06 0.0029030018
-0.025005132 0.090953816 8.1891823e-08 6.029921e-05 -0.00041886565
0.012453989 -0.0098474734 1.4413198e-05 -6.0456064e-05 -3.035424e-06
6.2063364e-05
-8.7016399e-07 -4.6925779e-07 3.0929806e-08 1.1504202e-07 2.2906462e-07
1.581322e-07 1.4619438e-07 1.5261405e-07 9.7262213e-08 6.0891542e-08
4.9064789e-10 3.1306666e-07 -3.7011105e-08 -3.3396861e-08 3.1374287e-07
1.726823e-07 1.4980216e-07 1.5533078e-07 2.3510452e-07 7.4570625e-08
-2.5305965e-07 8.1891823e-08 6.4246642e-06 1.3413272e-07 4.6974655e-08
-6.230356e-07 2.2502725e-07 2.2265353e-07 3.7727251e-08 -4.1333206e-08
1.3544048e-07
2.6587685e-07 2.735725e-07 3.2471753e-07 2.5770477e-07 8.1304691e-08
7.4403131e-08 -1.9897776e-07 -1.5569734e-06 -1.0780742e-06 -4.483328e-07
3.3470759e-09 6.0167961e-07 6.5336191e-08 2.2093278e-07 4.3546778e-07
2.4305812e-07 2.1895047e-07 2.4094024e-07 6.8153448e-07 2.5777882e-06
-1.9696148e-05 6.029921e-05 1.3413272e-07 8.5792541e-06 -7.5074793e-07
2.2927953e-05 -1.8286942e-05 4.3153649e-07 -1.4906104e-07 -6.5222558e-08
2.9864661e-07
1.274172e-07 1.7006163e-07 2.2479119e-07 2.4826739e-07 5.9641453e-07
8.9247062e-07 3.0981493e-06 3.6092088e-06 1.4093197e-06 -1.0649911e-06
-2.0573256e-09 -4.220399e-06 -1.9191673e-08 2.0722491e-07 1.1842482e-08
4.7750502e-08 1.0048599e-07 6.3493859e-08 -2.3560006e-07 -1.6154971e-05
0.0001308082 -0.00041886565 4.6974655e-08 -7.5074793e-07 3.9179159e-06
-0.00011116331 8.4724437e-05 -3.748234e-07 3.2983066e-07 -2.7286088e-08
-2.1370084e-08
-1.8086484e-06 -2.8872771e-06 -4.0794202e-06 -4.9688675e-06 -1.4333572e-05
-2.3998754e-05 -8.9094693e-05 -0.00010370985 -4.2010965e-05 1.4823906e-05
8.9580545e-08 0.0001186999 6.5290901e-07 -5.9874671e-06 3.813822e-06
6.0594226e-07 -1.1076652e-06 -1.3694642e-07 8.1257041e-06 0.0004776469
-0.0038791583 0.012453989 -6.230356e-07 2.2927953e-05 -0.00011116331
0.0036390205 -0.0030577566 1.3488248e-05 -7.6173334e-06 3.7040779e-07
1.2043415e-06
7.4887887e-07 1.5552597e-06 2.2885054e-06 3.1196175e-06 1.0086602e-05
1.8141443e-05 6.9326394e-05 8.067071e-05 3.3755603e-05 -5.8573681e-06
-1.030496e-07 -9.0701514e-05 -5.2630459e-07 4.6091563e-06 -4.4526421e-06
-1.1898587e-06 2.8190386e-07 -5.1391594e-07 -7.0245714e-06 -0.0003764349
0.0030626554 -0.0098474734 2.2502725e-07 -1.8286942e-05 8.4724437e-05
-0.0030577566 0.0028528016 -1.1333226e-05 5.2875712e-06 -9.7847876e-08
-1.6830583e-06
5.5149554e-07 5.9226769e-07 7.1751293e-07 6.4371008e-07 8.4825434e-07
5.7288748e-07 4.0955624e-07 4.4486019e-07 4.3950515e-07 4.7034581e-07
4.8087854e-09 -5.3187414e-06 3.655047e-08 7.6075033e-08 -2.8106389e-06
3.6608213e-07 3.1086467e-07 3.7845283e-07 -3.1294059e-06 7.9682173e-07
-5.2313213e-06 1.4413198e-05 2.2265353e-07 4.3153649e-07 -3.748234e-07
1.3488248e-05 -1.1333226e-05 3.3809886e-05 4.7691644e-07 -1.306134e-07
2.9506444e-07
2.9443351e-07 3.2801399e-07 3.5878419e-07 3.686252e-07 4.9947248e-07
4.524534e-07 6.7663884e-07 8.4029512e-07 5.9274721e-07 2.916435e-07
-6.3442768e-10 4.0970634e-07 -1.6959883e-07 -5.9882876e-07 6.3302362e-07
2.593618e-07 3.0058891e-07 2.1429903e-07 -1.0659302e-06 -2.1746702e-06
1.83721e-05 -6.0456064e-05 3.7727251e-08 -1.4906104e-07 3.2983066e-07
-7.6173334e-06 5.2875712e-06 4.7691644e-07 1.6154106e-06 -1.3009341e-07
3.2385601e-07
-1.0780506e-07 -1.1110129e-07 -1.4686248e-07 -1.1943825e-07 -1.7323567e-07
-9.6233137e-08 -7.2659065e-08 -7.5136984e-08 -3.2243544e-08 -1.595253e-08
2.3783319e-09 -1.9329011e-07 2.7819463e-09 -6.4343757e-09 -1.9554181e-07
-1.0427538e-07 -8.4662495e-08 -9.3770953e-08 -6.2208729e-08 -1.5499034e-07
1.0956736e-06 -3.035424e-06 -4.1333206e-08 -6.5222558e-08 -2.7286088e-08
3.7040779e-07 -9.7847876e-08 -1.306134e-07 -1.3009341e-07 3.776937e-08
-1.8979058e-07
3.4165043e-07 3.1437504e-07 5.1242176e-07 3.2082322e-07 5.6140379e-07
1.0050976e-07 -1.7184787e-07 -2.039123e-07 -3.5168368e-07 -2.4434555e-07
-3.0571096e-08 6.5141948e-07 -2.9923232e-08 9.4157709e-08 5.8332343e-07
3.4080113e-07 1.7685159e-07 3.1911367e-07 4.5829897e-07 2.4528759e-06
-1.989913e-05 6.2063364e-05 1.3544048e-07 2.9864661e-07 -2.1370084e-08
1.2043415e-06 -1.6830583e-06 2.9506444e-07 3.2385601e-07 -1.8979058e-07
1.4785091e-06
# ext. || Name || type || Value || Error +/-
0 ||0_Integral || limited || 7.1065893 || 0.23603852
1 ||1_Integral || limited || 1.8356803 || 0.21113686
2 ||2_Integral || limited || 2.7575334 || 0.21835528
3 ||3_Integral || limited || 1.9759872 || 0.18111099
4 ||4_Integral || limited || 3.8296578 || 0.22339108
5 ||5_Integral || limited || 1.1910644 || 0.16497987
6 ||6_Integral || limited || 1.583963 || 0.21165162
7 ||7_Integral || limited || 3.3705426 || 0.28423307
8 ||8_Integral || limited || 1.5630075 || 0.18239685
9 ||9_Integral || limited || 1.8165838 || 0.15088581
10 ||10_Integral || limited || 0.019834889 ||0.0040594159
11 ||11_Integral || limited || 2.4722948 || 0.22253905
12 ||12_Integral || limited || 0.1145166 || 0.025661435
13 ||13_Integral || limited || 4.4322686 || 0.13638344
14 ||14_Integral || limited || 2.9703563 || 0.1965167
15 ||15_Integral || limited || 3.323067 || 0.20670077
16 ||16_Integral || limited || 2.6720677 || 0.19487214
17 ||17_Integral || limited || 10.113528 || 0.26107161
18 ||18_Integral || limited || 1.7861182 || 0.18218792
19 ||19_Prefactor || limited || 0.75399554 || 0.20372575
20 || 20_Index1 || limited || -2.2543715 || 0.15267243
21 || 21_Cutoff || limited || 10.104843 || 6.3470514
22 ||22_Integral || limited || 8.5515202 || 0.16503136
23 ||23_Integral || limited || 9.8717251 || 0.204763
24 ||24_Prefactor || limited || 0.19195976 || 0.019389406
25 || 25_Index1 || limited || -1.8056962 || 0.10241321
26 || 26_Cutoff || limited || 3.4178004 || 0.67591364
27 ||27_Integral || limited || 1.2450868 || 0.14498837
28 ||28_Normalization || limited || 2.2991137 || 0.043043331
29 ||29_Prefactor || limited || 0.89229883 ||0.0041008388
30 || 30_Index || limited || 0.092785879 ||0.0017177465
# of function calls: 598
function Value: 5458538.0036
expected distance to the Minimum (edm): 0.0052561313
external parameters:
# ext. || Name || type || Value || Error +/-
0 ||0_Integral || limited || 7.1065893 || 0.24507854
1 ||1_Integral || limited || 1.8356803 || 0.21724978
2 ||2_Integral || limited || 2.7575334 || 0.22506678
3 ||3_Integral || limited || 1.9759872 || 0.18613731
4 ||4_Integral || limited || 3.8296578 || 0.22946974
5 ||5_Integral || limited || 1.1910644 || 0.16776884
6 ||6_Integral || limited || 1.583963 || 0.20907486
7 ||7_Integral || limited || 3.3705426 || 0.27286542
8 ||8_Integral || limited || 1.5630075 || 0.18264054
9 ||9_Integral || limited || 1.8165838 || 0.15371162
10 ||10_Integral || limited || 0.019834889 ||0.0041545843
11 ||11_Integral || limited || 2.4722948 || 0.22256286
12 ||12_Integral || limited || 0.1145166 || 0.026232149
13 ||13_Integral || limited || 4.4322686 || 0.13975754
14 ||14_Integral || limited || 2.9703563 || 0.20435484
15 ||15_Integral || limited || 3.323067 || 0.21393804
16 ||16_Integral || limited || 2.6720677 || 0.20133981
17 ||17_Integral || limited || 10.113528 || 0.26983253
18 ||18_Integral || limited || 1.7861182 || 0.18676921
19 ||19_Prefactor || limited || 0.75399554 || 0.07300087
20 || 20_Index1 || limited || -2.2543715 || 0.061062407
21 || 21_Cutoff || limited || 10.104843 || 3.8218593
22 ||22_Integral || limited || 8.5515202 || 0.16956763
23 ||23_Integral || limited || 9.8717251 || 0.20991078
24 ||24_Prefactor || limited || 0.19195976 || 0.011001209
25 || 25_Index1 || limited || -1.8056962 || 0.056612837
26 || 26_Cutoff || limited || 3.4178004 || 0.44551465
27 ||27_Integral || limited || 1.2450868 || 0.14889697
28 ||28_Normalization || limited || 2.2991137 || 0.049432702
29 ||29_Prefactor || limited || 0.89229883 ||0.0053810614
30 || 30_Index || limited || 0.092785879 ||0.0020718322
covariance matrix:
MnUserCovariance:
0.0600637 -0.0223248 -0.00118308 0.00118532 0.00255623
0.00103191 0.00106429 0.00168655 0.000672536 0.000445781 -8.13809e-07
0.00274093 4.93145e-06 0.000199656 0.00298436 0.00165898 0.0012687
0.00263667 0.000908021 0.000177857 5.49476e-05 -0.00889388 -0.00337202
0.00186331 0.000105285 -0.000165555 -0.000175986 0.00133873 0.00132041
-0.000246781 6.34185e-05
-0.0223248 0.0471979 -0.0102457 0.000179238 0.00104294
0.000469366 0.000501561 0.000820711 0.000345904 0.000233851 -2.09489e-07
0.00134764 -5.60595e-07 -5.63817e-05 0.0014654 0.000811567 0.000628706
0.00128789 0.000420336 5.62097e-05 5.09464e-05 -0.00526692 -0.000715973
0.000900383 5.0039e-05 -7.05929e-05 -0.00014001 0.000662246 0.000655192
-0.000117791 2.84514e-05
-0.00118308 -0.0102457 0.0506554 -0.0129862 -9.40969e-05
0.000712362 0.000775367 0.00126683 0.000532938 0.000343463 -9.35671e-07
0.00222206 3.5997e-06 2.30211e-05 0.00242467 0.00135484 0.00102105
0.00215828 0.000808296 0.000116564 6.8105e-05 -0.00845911 0.000386828
0.00146482 8.92275e-05 -0.000152544 -6.92733e-05 0.00107917 0.00102675
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0.00118532 0.000179238 -0.0129862 0.0346473 -0.00602567
0.000390856 0.000523406 0.000923733 0.000423258 0.000286727 -2.34818e-07
0.00162467 3.30745e-06 -8.24327e-05 0.00176644 0.000978068 0.000758971
0.00155151 0.000505334 2.56518e-05 9.37623e-05 -0.00769392 0.00046533
0.0010092 6.07137e-05 -8.47505e-05 -0.000177962 0.000799562 0.000791029
-0.000141779 3.40955e-05
0.00255623 0.00104294 -9.40969e-05 -0.00602567 0.0526566
-0.00871643 -0.00136688 -0.000916521 0.00078855 0.00049495 -1.17073e-06
0.00306017 7.79343e-06 -2.27243e-05 0.00333543 0.00185865 0.00140646
0.00295849 0.00106904 -0.000121625 0.000333157 -0.0223701 0.00110485
0.00120879 0.00012488 -0.000201332 -0.000207646 0.00149078 0.00146267
-0.000282186 7.5941e-05
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0.0281466 -0.00765068 -0.00125314 0.000438305 0.000258731 1.67585e-07
0.0011267 3.58118e-06 -0.000157483 0.00123088 0.00067567 0.000537981
0.00106797 0.000309981 -0.000299849 0.000287511 -0.0135326 0.000411082
0.000584663 4.90071e-05 -7.9581e-05 -3.31879e-05 0.000566025 0.000571707
-9.34638e-05 1.94337e-05
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0.00110667 4.00689e-06 -0.000120241 0.00126724 0.00069822 0.000549058
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0.000782193 9.19756e-05 -0.000249179 0.000739115 0.000582295 0.000575708
-9.83671e-05 2.18729e-05
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0.00194955 2.84057e-06 0.00016283 0.00201555 0.00110629 0.000851851
0.00175852 0.000711995 -0.00326854 0.00198018 -0.0625522 0.000724652
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0.000672536 0.000345904 0.000532938 0.000423258 0.00078855
0.000438305 0.00102251 -0.0133579 0.0333578 -0.00507115 9.40019e-07
0.00101687 1.06099e-06 1.3368e-05 0.000817426 0.000426423 0.000369333
0.000664087 0.000182396 -0.00141635 0.000570889 -0.00597238 0.000275799
-0.00159798 -7.40689e-05 0.000354268 -0.00171178 0.000443494 0.000480489
-5.19008e-05 4.41207e-06
0.000445781 0.000233851 0.000343463 0.000286727 0.00049495
0.000258731 0.000405894 -0.000318128 -0.00507115 0.0236274 -1.39454e-05
0.00122753 1.62442e-06 -1.65844e-05 0.000564827 0.000282997 0.000261708
0.000436751 0.000145797 -0.000694274 0.000259086 -0.0011499 0.000181243
-0.00102891 -0.000350353 0.000737 -0.00118398 0.000375316 0.000327243
-2.7954e-05 -2.4392e-06
-8.13809e-07 -2.09489e-07 -9.35671e-07 -2.34818e-07 -1.17073e-06
1.67585e-07 1.99203e-07 1.04291e-06 9.40019e-07 -1.39454e-05 1.72606e-05
-6.61299e-07 4.48618e-08 -3.46246e-07 -7.33156e-07 -5.46197e-07
1.20177e-07 -1.01342e-06 -1.16724e-06 -1.1532e-06 6.56386e-07 -0.000115989
-3.13294e-07 -1.18124e-07 3.7494e-08 -6.25807e-08 -7.30928e-07
-3.57446e-08 -6.63989e-07 3.10765e-07 -2.04753e-07
0.00274093 0.00134764 0.00222206 0.00162467 0.00306017
0.0011267 0.00110667 0.00194955 0.00101687 0.00122753 -6.61299e-07
0.0495346 8.41416e-06 0.000255453 0.000231458 0.00123379 0.00127904
0.00249765 -0.000294935 0.000637384 -0.00016935 -0.0043083 0.00116751
0.000928229 -0.000546433 0.00223104 -0.0105835 -0.00454059 0.00150061
-0.000256098 6.14229e-05
4.93145e-06 -5.60595e-07 3.5997e-06 3.30745e-06 7.79343e-06
3.58118e-06 4.00689e-06 2.84057e-06 1.06099e-06 1.62442e-06 4.48618e-08
8.41416e-06 0.000688127 -4.69037e-05 7.09913e-06 7.13402e-06 4.76827e-06
1.22633e-05 4.64599e-05 4.75837e-06 -2.46525e-06 8.54676e-05 -1.98035e-05
3.06043e-05 7.29303e-08 -4.07816e-08 2.01154e-06 3.68226e-06 -4.90527e-05
1.32146e-06 -6.51939e-07
0.000199656 -5.63817e-05 2.30211e-05 -8.24327e-05 -2.27243e-05
-0.000157483 -0.000120241 0.00016283 1.3368e-05 -1.65844e-05
-3.46246e-07 0.000255453 -4.69037e-05 0.0195322 0.000267525
0.000243196 0.000107756 0.000424179 0.00119436 -6.67911e-05 6.11864e-05
-0.00311181 -0.00010013 0.000916891 2.45712e-05 -0.00010655 0.000493318
8.83646e-05 -0.00111642 -4.36193e-06 7.77863e-06
0.00298436 0.0014654 0.00242467 0.00176644 0.00333543
0.00123088 0.00126724 0.00201555 0.000817426 0.000564827 -7.33156e-07
0.000231458 7.09913e-06 0.000267525 0.0417611 -0.00338166 -0.00220761
0.00143425 -0.00157888 0.000194235 7.8272e-05 -0.0110185 0.00126665
0.00192267 8.5885e-05 1.39793e-05 -0.00141209 -0.00226262 0.00167753
-0.000284028 7.03575e-05
0.00165898 0.000811567 0.00135484 0.000978068 0.00185865
0.00067567 0.00069822 0.00110629 0.000426423 0.000282997 -5.46197e-07
0.00123379 7.13402e-06 0.000243196 -0.00338166 0.0457697 -0.0177708
-0.00598308 0.000480481 0.000136376 2.01245e-05 -0.00517557 0.00071918
0.00111848 5.91923e-05 -5.9722e-05 -0.000391921 0.000682539 0.000811581
-0.000157472 4.08623e-05
0.0012687 0.000628706 0.00102105 0.000758971 0.00140646
0.000537981 0.000549058 0.000851851 0.000369333 0.000261708 1.20177e-07
0.00127904 4.76827e-06 0.000107756 -0.00220761 -0.0177708 0.0405379
-0.00845364 -0.00037482 5.18575e-05 5.55401e-05 -0.00530399 0.000540042
0.000877812 4.39233e-05 -3.43474e-05 -0.000332179 0.000509318 0.000700458
-0.000112666 2.35989e-05
0.00263667 0.00128789 0.00215828 0.00155151 0.00295849
0.00106797 0.00110522 0.00175852 0.000664087 0.000436751 -1.01342e-06
0.00249765 1.22633e-05 0.000424179 0.00143425 -0.00598308 -0.00845364
0.0728098 8.62651e-05 0.000220616 2.67967e-05 -0.00800502 0.00114866
0.00192599 0.000100778 -0.000133834 -0.00040185 0.0011729 0.00124196
-0.000251598 6.68131e-05
0.000908021 0.000420336 0.000808296 0.000505334 0.00106904
0.000309981 0.00038074 0.000711995 0.000182396 0.000145797 -1.16724e-06
-0.000294935 4.64599e-05 0.00119436 -0.00157888 0.000480481
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0.000576223 0.00164504 -3.26715e-05 0.000228588 -0.00157069 -0.00231938
-0.00106591 -6.28887e-05 2.94445e-05
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5.18575e-05 0.000220616 -3.15324e-05 0.00532914 -0.00389895 0.155096
9.2941e-05 0.000341001 -0.00026104 0.00119484 -0.00628509 3.75404e-05
-0.000133725 -2.89884e-05 1.68986e-05
5.49476e-05 5.09464e-05 6.8105e-05 9.37623e-05 0.000333157
0.000287511 0.000941352 0.00198018 0.000570889 0.000259086 6.56386e-07
-0.00016935 -2.46525e-06 6.11864e-05 7.8272e-05 2.01245e-05 5.55401e-05
2.67967e-05 7.84072e-05 -0.00389895 0.00372937 -0.194153 1.15412e-05
8.88827e-06 0.000172189 -0.000830604 0.00454597 7.11351e-05 0.000188593
5.4272e-06 -9.14084e-06
-0.00889388 -0.00526692 -0.00845911 -0.00769392 -0.0223701
-0.0135326 -0.0300404 -0.0625522 -0.00597238 -0.0011499 -0.000115989
-0.0043083 8.54676e-05 -0.00311181 -0.0110185 -0.00517557 -0.00530399
-0.00800502 -0.00581983 0.155096 -0.194153 14.6864 -0.00333413
-0.0102352 -0.00611104 0.0314605 -0.179784 -0.00618355 -0.0108376
0.000482057 0.000144608
-0.00337202 -0.000715973 0.000386828 0.00046533 0.00110485
0.000411082 0.00044035 0.000724652 0.000275799 0.000181243 -3.13294e-07
0.00116751 -1.98035e-05 -0.00010013 0.00126665 0.00071918 0.000540042
0.00114866 0.000576223 9.2941e-05 1.15412e-05 -0.00333413 0.0287532
0.000926488 4.59539e-05 -7.99249e-05 -1.22171e-05 0.00056556 0.000351655
-0.000100214 2.61017e-05
0.00186331 0.000900383 0.00146482 0.0010092 0.00120879
0.000584663 0.000782193 -0.00274507 -0.00159798 -0.00102891 -1.18124e-07
0.000928229 3.06043e-05 0.000916891 0.00192267 0.00111848 0.000877812
0.00192599 0.00164504 0.000341001 8.88827e-06 -0.0102352 0.000926488
0.0440626 -0.000158625 0.000883741 -0.00515023 0.00100115 0.000138113
-0.000171245 5.22257e-05
0.000105285 5.0039e-05 8.92275e-05 6.07137e-05 0.00012488
4.90071e-05 9.19756e-05 6.65807e-05 -7.40689e-05 -0.000350353 3.7494e-08
-0.000546433 7.29303e-08 2.45712e-05 8.5885e-05 5.91923e-05
4.39233e-05 0.000100778 -3.26715e-05 -0.00026104 0.000172189 -0.00611104
4.59539e-05 -0.000158625 0.000121027 -0.000465056 0.0019838 -1.50681e-05
5.11587e-05 -1.2183e-05 4.3704e-06
-0.000165555 -7.05929e-05 -0.000152544 -8.47505e-05 -0.000201332
-7.9581e-05 -0.000249179 2.66049e-06 0.000354268 0.000737 -6.25807e-08
0.00223104 -4.07816e-08 -0.00010655 1.39793e-05 -5.9722e-05 -3.43474e-05
-0.000133834 0.000228588 0.00119484 -0.000830604 0.0314605
-7.99249e-05 0.000883741 -0.000465056 0.00320561 -0.0218424
0.000226731 -2.47432e-05 2.79183e-05 -1.48281e-05
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-3.31879e-05 0.000739115 -0.00103985 -0.00171178 -0.00118398
-7.30928e-07 -0.0105835 2.01154e-06 0.000493318 -0.00141209
-0.000391921 -0.000332179 -0.00040185 -0.00157069 -0.00628509
0.00454597 -0.179784 -1.22171e-05 -0.00515023 0.0019838 -0.0218424
0.198524 -0.0016629 -0.000553507 -3.80179e-05 4.71058e-05
0.00133873 0.000662246 0.00107917 0.000799562 0.00149078
0.000566025 0.000582295 0.000959913 0.000443494 0.000375316 -3.57446e-08
-0.00454059 3.68226e-06 8.83646e-05 -0.00226262 0.000682539 0.000509318
0.0011729 -0.00231938 3.75404e-05 7.11351e-05 -0.00618355 0.00056556
0.00100115 -1.50681e-05 0.000226731 -0.0016629 0.0221704 0.000772953
-0.000121557 2.64918e-05
0.00132041 0.000655192 0.00102675 0.000791029 0.00146267
0.000571707 0.000575708 0.000998201 0.000480489 0.000327243 -6.63989e-07
0.00150061 -4.90527e-05 -0.00111642 0.00167753 0.000811581 0.000700458
0.00124196 -0.00106591 -0.000133725 0.000188593 -0.0108376 0.000351655
0.000138113 5.11587e-05 -2.47432e-05 -0.000553507 0.000772953 0.00244359
-0.000175361 4.20877e-05
-0.000246781 -0.000117791 -0.000205194 -0.000141779 -0.000282186
-9.34638e-05 -9.83671e-05 -0.000168873 -5.19008e-05 -2.7954e-05
3.10765e-07 -0.000256098 1.32146e-06 -4.36193e-06 -0.000284028 -0.000157472
-0.000112666 -0.000251598 -6.28887e-05 -2.89884e-05 5.4272e-06
0.000482057 -0.000100214 -0.000171245 -1.2183e-05 2.79183e-05 -3.80179e-05
-0.000121557 -0.000175361 2.89558e-05 -9.62314e-06
6.34185e-05 2.84514e-05 5.57285e-05 3.40955e-05 7.5941e-05
1.94337e-05 2.18729e-05 4.34647e-05 4.41207e-06 -2.4392e-06 -2.04753e-07
6.14229e-05 -6.51939e-07 7.77863e-06 7.03575e-05 4.08623e-05 2.35989e-05
6.68131e-05 2.94445e-05 1.68986e-05 -9.14084e-06 0.000144608 2.61017e-05
5.22257e-05 4.3704e-06 -1.48281e-05 4.71058e-05 2.64918e-05 4.20877e-05
-9.62314e-06 4.29249e-06
MnUserCovariance Parameter correlations:
1 -0.419296 -0.0214483 0.0259834 0.0454535
0.0250971 0.0207707 0.0252199 0.0150249 0.0118333 -0.000799262
0.0502502 0.000767069 0.00582909 0.0595881 0.0316407 0.0257111
0.0398709 0.0198373 0.00994114 0.00367134 -0.00946952 -0.0811411
0.0362197 0.0390498 -0.0119311 -0.00161163 0.0366859 0.10899
-0.187128 0.124898
-0.419296 1 -0.20954 0.00443235 0.0209205
0.0128777 0.0110423 0.0138446 0.00871758 0.00700279 -0.000232099
0.0278713 -9.83679e-05 -0.00185696 0.0330072 0.0174612 0.0143733
0.0219696 0.0103593 0.00354423 0.00384003 -0.00632613 -0.0194353
0.0197438 0.0209366 -0.00573911 -0.00144641 0.0204725 0.0610089
-0.100759 0.0632103
-0.0214483 -0.20954 1 -0.30998 -0.00182195
0.0188658 0.0164775 0.020628 0.0129648 0.00992796 -0.00100065
0.0443597 0.000609705 0.000731877 0.0527175 0.0281375 0.0225322
0.0355386 0.0192288 0.00709452 0.00495506 -0.00980742 0.0101359
0.0310053 0.0360367 -0.0119709 -0.00069079 0.0322026 0.0922868
-0.169428 0.119512
0.0259834 0.00443235 -0.30998 1 -0.141073
0.0125161 0.0134493 0.018187 0.0124501 0.0100214 -0.000303647
0.0392172 0.000677368 -0.00316876 0.0464385 0.024561 0.0202516
0.0308905 0.0145357 0.0018878 0.00824852 -0.0107859 0.0147429
0.025829 0.0296491 -0.00804178 -0.00214578 0.028849 0.0859693
-0.14155 0.0884112
0.0454535 0.0209205 -0.00182195 -0.141073 1
-0.226412 -0.0284905 -0.0146375 0.018815 0.0140322 -0.00122802
0.0599191 0.0012947 -0.000708579 0.0711278 0.0378602 0.0304419
0.0477802 0.0249436 -0.00726052 0.0237741 -0.0254381 0.0283946
0.0250952 0.0494681 -0.0154964 -0.00203091 0.0436315 0.128946
-0.228529 0.159733
0.0250971 0.0128777 0.0188658 0.0125161 -0.226412
1 -0.218114 -0.0273738 0.0143042 0.0100329 0.000240433
0.0301745 0.000813727 -0.00671655 0.0359018 0.0188249 0.0159266
0.0235913 0.00989272 -0.0244828 0.0280623 -0.0210481 0.0144502
0.0166019 0.0265525 -0.00837801 -0.000443976 0.0226587 0.068936
-0.103529 0.0559097
0.0207707 0.0110423 0.0164775 0.0134493 -0.0284905
-0.218114 1 -0.336034 0.0267773 0.0126299 0.000229331
0.0237826 0.000730582 -0.00411502 0.0296599 0.0156099 0.0130432
0.0195907 0.0097503 -0.100757 0.0737277 -0.0374925 0.0124208
0.0178228 0.0399879 -0.02105 0.00793416 0.0187048 0.0557037
-0.0874336 0.050495
0.0252199 0.0138446 0.020628 0.018187 -0.0146375
-0.0273738 -0.336034 1 -0.268034 -0.0075848 0.000919961
0.0321018 0.000396846 0.00426982 0.0361457 0.0189509 0.0155054
0.0238838 0.0139708 -0.164087 0.118833 -0.0598184 0.0156616
-0.0479257 0.0221798 0.000172209 -0.00855292 0.0236262 0.0740037
-0.115012 0.0768832
0.0150249 0.00871758 0.0129648 0.0124501 0.018815
0.0143042 0.0267773 -0.268034 1 -0.180634 0.00123883
0.0250158 0.000221451 0.000523712 0.021901 0.0109132 0.0100436
0.0134751 0.005347 -0.106229 0.0511841 -0.0085328 0.00890533
-0.041681 -0.0368635 0.0342593 -0.0210349 0.016308 0.0532195
-0.0528089 0.0116597
0.0118333 0.00700279 0.00992796 0.0100214 0.0140322
0.0100329 0.0126299 -0.0075848 -0.180634 1 -0.0218372
0.0358815 0.000402863 -0.000771999 0.0179813 0.00860569 0.00845627
0.0105301 0.0050785 -0.0618721 0.0276006 -0.00195207 0.00695361
-0.0318886 -0.207185 0.0846846 -0.0172875 0.0163984 0.0430674
-0.0337962 -0.00765923
-0.000799262 -0.000232099 -0.00100065 -0.000303647 -0.00122802
0.000240433 0.000229331 0.000919961 0.00123883 -0.0218372 1
-0.000715181 0.000411637 -0.000596324 -0.00086354 -0.000614515
0.000143669 -0.000903993 -0.00150427 -0.00380233 0.00258711 -0.00728507
-0.000444714 -0.000135449 0.000820339 -0.000266047 -0.000394857
-5.77824e-05 -0.0032331 0.0139007 -0.0237875
0.0502502 0.0278713 0.0443597 0.0392172 0.0599191
0.0301745 0.0237826 0.0321018 0.0250158 0.0358815 -0.000715181
1 0.00144119 0.0082126 0.005089 0.0259119 0.028543
0.0415894 -0.00709522 0.03923 -0.0124599 -0.00505119 0.0309359
0.0198685 -0.223174 0.177051 -0.106725 -0.137016 0.136396
-0.213838 0.133205
0.000767069 -9.83679e-05 0.000609705 0.000677368 0.0012947
0.000813727 0.000730582 0.000396846 0.000221451 0.000402863 0.000411637
0.00144119 1 -0.0127937 0.0013243 0.00127119 0.000902808
0.00173252 0.00948282 0.00248482 -0.0015389 0.000850178 -0.00445209
0.00555793 0.000252716 -2.74584e-05 0.000172102 0.000942743 -0.0378281
0.00936166 -0.0119955
0.00582909 -0.00185696 0.000731877 -0.00316876 -0.000708579
-0.00671655 -0.00411502 0.00426982 0.000523712 -0.000771999 -0.000596324
0.0082126 -0.0127937 1 0.00936704 0.00813375 0.00382943
0.0112481 0.0457565 -0.00654658 0.00716905 -0.00581005 -0.00422519
0.0312541 0.0159812 -0.0134655 0.00792218 0.00424635 -0.161599
-0.0058001 0.0268641
0.0595881 0.0330072 0.0527175 0.0464385 0.0711278
0.0359018 0.0296599 0.0361457 0.021901 0.0179813 -0.00086354
0.005089 0.0013243 0.00936704 1 -0.0773491 -0.0536545
0.0260102 -0.0413673 0.01302 0.00627196 -0.0140696 0.0365532
0.0448213 0.0382024 0.00120821 -0.0155085 -0.0743598 0.166062
-0.25829 0.166176
0.0316407 0.0174612 0.0281375 0.024561 0.0378602
0.0188249 0.0156099 0.0189509 0.0109132 0.00860569 -0.000614515
0.0259119 0.00127119 0.00813375 -0.0773491 1 -0.412561
-0.103643 0.0120249 0.00873216 0.00154034 -0.00631266 0.0198246
0.0249059 0.0251499 -0.00493049 -0.00411153 0.0214265 0.0767412
-0.136787 0.092189
0.0257111 0.0143733 0.0225322 0.0202516 0.0304419
0.0159266 0.0130432 0.0155054 0.0100436 0.00845627 0.000143669
0.028543 0.000902808 0.00382943 -0.0536545 -0.412561 1
-0.155603 -0.00996749 0.00352819 0.00451708 -0.00687408 0.0158181
0.02077 0.01983 -0.00301306 -0.00370284 0.0169891 0.070378
-0.10399 0.0565726
0.0398709 0.0219696 0.0355386 0.0308905 0.0477802
0.0235913 0.0195907 0.0238838 0.0134751 0.0105301 -0.000903993
0.0415894 0.00173252 0.0112481 0.0260102 -0.103643 -0.155603
1 0.00171172 0.0111999 0.00162618 -0.00774124 0.0251046
0.0340036 0.0339494 -0.00876022 -0.00334243 0.0291931 0.0931105
-0.173279 0.119512
0.0198373 0.0103593 0.0192288 0.0145357 0.0249436
0.00989272 0.0097503 0.0139708 0.005347 0.0050785 -0.00150427
-0.00709522 0.00948282 0.0457565 -0.0413673 0.0120249 -0.00996749
0.00171172 1 -0.00231271 0.00687435 -0.00813104 0.0181945
0.0419599 -0.0159009 0.0216168 -0.0188746 -0.0834022 -0.115452
-0.0625746 0.0760927
0.00994114 0.00354423 0.00709452 0.0018878 -0.00726052
-0.0244828 -0.100757 -0.164087 -0.106229 -0.0618721 -0.00380233
0.03923 0.00248482 -0.00654658 0.01302 0.00873216 0.00352819
0.0111999 -0.00231271 1 -0.874584 0.55439 0.00750819
0.0222532 -0.325041 0.289086 -0.193231 0.00345369 -0.037057
-0.0737951 0.111729
0.00367134 0.00384003 0.00495506 0.00824852 0.0237741
0.0280623 0.0737277 0.118833 0.0511841 0.0276006 0.00258711
-0.0124599 -0.0015389 0.00716905 0.00627196 0.00154034 0.00451708
0.00162618 0.00687435 -0.874584 1 -0.829599 0.00111452
0.000693369 0.256299 -0.240227 0.167072 0.00782311 0.0624732
0.0165154 -0.072246
-0.00946952 -0.00632613 -0.00980742 -0.0107859 -0.0254381
-0.0210481 -0.0374925 -0.0598184 -0.0085328 -0.00195207 -0.00728507
-0.00505119 0.000850178 -0.00581005 -0.0140696 -0.00631266 -0.00687408
-0.00774124 -0.00813104 0.55439 -0.829599 1 -0.00513076
-0.0127234 -0.14495 0.144995 -0.10529 -0.0108366 -0.0572087
0.0233762 0.0182129
-0.0811411 -0.0194353 0.0101359 0.0147429 0.0283946
0.0144502 0.0124208 0.0156616 0.00890533 0.00695361 -0.000444714
0.0309359 -0.00445209 -0.00422519 0.0365532 0.0198246 0.0158181
0.0251046 0.0181945 0.00750819 0.00111452 -0.00513076 1
0.0260292 0.0246342 -0.008325 -0.000161703 0.0224 0.0419526
-0.10983 0.074297
0.0362197 0.0197438 0.0310053 0.025829 0.0250952
0.0166019 0.0178228 -0.0479257 -0.041681 -0.0318886 -0.000135449
0.0198685 0.00555793 0.0312541 0.0448213 0.0249059 0.02077
0.0340036 0.0419599 0.0222532 0.000693369 -0.0127234 0.0260292
1 -0.0686906 0.0743593 -0.0550662 0.0320316 0.0133102
-0.151606 0.120087
0.0390498 0.0209366 0.0360367 0.0296491 0.0494681
0.0265525 0.0399879 0.0221798 -0.0368635 -0.207185 0.000820339
-0.223174 0.000252716 0.0159812 0.0382024 0.0251499 0.01983
0.0339494 -0.0159009 -0.325041 0.256299 -0.14495 0.0246342
-0.0686906 1 -0.746637 0.404716 -0.00919878 0.094073
-0.2058 0.191746
-0.0119311 -0.00573911 -0.0119709 -0.00804178 -0.0154964
-0.00837801 -0.02105 0.000172209 0.0342593 0.0846846 -0.000266047
0.177051 -2.74584e-05 -0.0134655 0.00120821 -0.00493049 -0.00301306
-0.00876022 0.0216168 0.289086 -0.240227 0.144995 -0.008325
0.0743593 -0.746637 1 -0.865841 0.0268948 -0.00884068
0.0916358 -0.126409
-0.00161163 -0.00144641 -0.00069079 -0.00214578 -0.00203091
-0.000443976 0.00793416 -0.00855292 -0.0210349 -0.0172875
-0.000394857 -0.106725 0.000172102 0.00792218 -0.0155085
-0.00411153 -0.00370284 -0.00334243 -0.0188746 -0.193231 0.167072
-0.10529 -0.000161703 -0.0550662 0.404716 -0.865841 1
-0.0250652 -0.0251305 -0.0158567 0.0510285
0.0366859 0.0204725 0.0322026 0.028849 0.0436315
0.0226587 0.0187048 0.0236262 0.016308 0.0163984 -5.77824e-05
-0.137016 0.000942743 0.00424635 -0.0743598 0.0214265 0.0169891
0.0291931 -0.0834022 0.00345369 0.00782311 -0.0108366 0.0224
0.0320316 -0.00919878 0.0268948 -0.0250652 1 0.105015
-0.151714 0.0858756
0.10899 0.0610089 0.0922868 0.0859693 0.128946
0.068936 0.0557037 0.0740037 0.0532195 0.0430674 -0.0032331
0.136396 -0.0378281 -0.161599 0.166062 0.0767412 0.070378
0.0931105 -0.115452 -0.037057 0.0624732 -0.0572087 0.0419526
0.0133102 0.094073 -0.00884068 -0.0251305 0.105015 1
-0.659252 0.410947
-0.187128 -0.100759 -0.169428 -0.14155 -0.228529
-0.103529 -0.0874336 -0.115012 -0.0528089 -0.0337962 0.0139007
-0.213838 0.00936166 -0.0058001 -0.25829 -0.136787 -0.10399
-0.173279 -0.0625746 -0.0737951 0.0165154 0.0233762 -0.10983
-0.151606 -0.2058 0.0916358 -0.0158567 -0.151714 -0.659252
1 -0.863166
0.124898 0.0632103 0.119512 0.0884112 0.159733
0.0559097 0.050495 0.0768832 0.0116597 -0.00765923 -0.0237875
0.133205 -0.0119955 0.0268641 0.166176 0.092189 0.0565726
0.119512 0.0760927 0.111729 -0.072246 0.0182129 0.074297
0.120087 0.191746 -0.126409 0.0510285 0.0858756 0.410947
-0.863166 1
global correlation coefficients :
MnGlobalCorrelationCoeff:
0.545474
0.560774
0.518232
0.465792
0.471456
0.446366
0.540379
0.606451
0.498815
0.442994
0.0404345
0.455197
0.0573812
0.235523
0.414433
0.544635
0.544833
0.371148
0.284732
0.941448
0.969373
0.902469
0.208669
0.305893
0.911069
0.969467
0.940191
0.345658
0.797188
0.96348
0.917551
EMS1192
Spectrum: PowerLaw2
0 Integral: 7.107e+00 2.451e-01 1.000e-05 1.000e+03 ( 1.000e-07)
1 Index: -2.238e+00 2.806e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
2 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
3 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1197
Spectrum: PowerLaw2
4 Integral: 1.836e+00 2.173e-01 1.000e-05 1.000e+03 ( 1.000e-07)
5 Index: -2.273e+00 6.049e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
6 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
7 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1199
Spectrum: PowerLaw2
8 Integral: 2.758e+00 2.251e-01 1.000e-05 1.000e+03 ( 1.000e-07)
9 Index: -2.332e+00 4.753e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
10 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
11 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1205
Spectrum: PowerLaw2
12 Integral: 1.976e+00 1.861e-01 1.000e-05 1.000e+03 ( 1.000e-07)
13 Index: -2.255e+00 6.041e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
14 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
15 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1209
Spectrum: PowerLaw2
16 Integral: 3.830e+00 2.295e-01 1.000e-05 1.000e+03 ( 1.000e-07)
17 Index: -2.335e+00 4.020e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
18 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
19 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1211
Spectrum: PowerLaw2
20 Integral: 1.191e+00 1.678e-01 1.000e-05 1.000e+03 ( 1.000e-07)
21 Index: -2.236e+00 7.800e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
22 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
23 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1214
Spectrum: PowerLaw2
24 Integral: 1.584e+00 2.091e-01 1.000e-05 1.000e+03 ( 1.000e-07)
25 Index: -2.343e+00 7.502e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
26 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
27 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1215
Spectrum: PowerLaw2
28 Integral: 3.371e+00 2.729e-01 1.000e-05 1.000e+03 ( 1.000e-07)
29 Index: -2.422e+00 4.778e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
30 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
31 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1218
Spectrum: PowerLaw2
32 Integral: 1.563e+00 1.826e-01 1.000e-05 1.000e+03 ( 1.000e-07)
33 Index: -2.227e+00 6.623e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
34 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
35 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1219
Spectrum: PowerLaw2
36 Integral: 1.817e+00 1.537e-01 1.000e-05 1.000e+03 ( 1.000e-07)
37 Index: -2.115e+00 5.323e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
38 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
39 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1226
Spectrum: PowerLaw2
40 Integral: 1.983e-02 4.155e-03 1.000e-05 1.000e+03 ( 1.000e-07)
41 Index: -9.952e-01 2.738e-01 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
42 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
43 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1228
Spectrum: PowerLaw2
44 Integral: 2.472e+00 2.226e-01 1.000e-05 1.000e+03 ( 1.000e-07)
45 Index: -2.371e+00 5.536e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
46 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
47 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1230
Spectrum: PowerLaw2
48 Integral: 1.145e-01 2.623e-02 1.000e-05 1.000e+03 ( 1.000e-07)
49 Index: -1.877e+00 1.807e-01 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
50 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
51 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1240
Spectrum: PowerLaw2
52 Integral: 4.432e+00 1.398e-01 1.000e-05 1.000e+03 ( 1.000e-07)
53 Index: -2.579e+00 3.114e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
54 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
55 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1241
Spectrum: PowerLaw2
56 Integral: 2.970e+00 2.044e-01 1.000e-05 1.000e+03 ( 1.000e-07)
57 Index: -2.250e+00 4.321e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
58 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
59 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1244
Spectrum: PowerLaw2
60 Integral: 3.323e+00 2.139e-01 1.000e-05 1.000e+03 ( 1.000e-07)
61 Index: -2.242e+00 4.522e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
62 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
63 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1245
Spectrum: PowerLaw2
64 Integral: 2.672e+00 2.013e-01 1.000e-05 1.000e+03 ( 1.000e-07)
65 Index: -2.189e+00 4.948e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
66 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
67 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1247
Spectrum: PowerLaw2
68 Integral: 1.011e+01 2.698e-01 1.000e-05 1.000e+03 ( 1.000e-07)
69 Index: -2.307e+00 1.926e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
70 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
71 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
EMS1254
Spectrum: PowerLaw2
72 Integral: 1.786e+00 1.868e-01 1.000e-05 1.000e+03 ( 1.000e-07)
73 Index: -2.911e+00 7.784e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
74 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
75 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
LS_5039
Spectrum: PLSuperExpCutoff
76 Prefactor: 7.540e-01 7.300e-02 1.000e-05 1.000e+03 ( 1.000e-08)
77 Index1: -2.254e+00 6.107e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
78 Scale: 1.000e+02 0.000e+00 5.000e+01 2.000e+03 ( 1.000e+00)
fixed
79 Cutoff: 1.010e+01 3.832e+00 1.000e-01 1.000e+02 ( 1.000e+03)
80 Index2: 1.000e+00 0.000e+00 1.000e+00 3.000e+00 ( 1.000e+00)
fixed
PSRJ1809-2332
Spectrum: PowerLaw2
81 Integral: 8.552e+00 1.696e-01 1.000e-05 1.000e+03 ( 1.000e-07)
82 Index: -2.111e+00 1.598e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
83 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
84 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
PSRJ1813-1246
Spectrum: PowerLaw2
85 Integral: 9.872e+00 2.099e-01 1.000e-05 1.000e+03 ( 1.000e-07)
86 Index: -2.468e+00 2.051e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
87 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
88 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
PSRJ1826-1256
Spectrum: PLSuperExpCutoff
89 Prefactor: 1.920e-01 1.100e-02 1.000e-05 1.000e+03 ( 1.000e-08)
90 Index1: -1.806e+00 5.662e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
91 Scale: 2.000e+02 0.000e+00 5.000e+01 2.000e+03 ( 1.000e+00)
fixed
92 Cutoff: 3.418e+00 4.456e-01 1.000e-01 1.000e+02 ( 1.000e+03)
93 Index2: 1.000e+00 0.000e+00 1.000e+00 3.000e+00 ( 1.000e+00)
fixed
PSRJ1833-1034
Spectrum: PowerLaw2
94 Integral: 1.245e+00 1.489e-01 1.000e-05 1.000e+03 ( 1.000e-07)
95 Index: -2.216e+00 7.500e-02 -5.000e+00 0.000e+00 ( 1.000e+00)
fixed
96 LowerLimit: 1.000e+02 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
97 UpperLimit: 1.000e+05 0.000e+00 2.000e+01 3.000e+05 ( 1.000e+00)
fixed
eg_v02
Spectrum: FileFunction
98 Normalization: 2.299e+00 4.943e-02 1.000e-05 1.000e+03 (
1.000e+00)
gal_v02
Spectrum: PowerLaw
99 Prefactor: 8.926e-01 5.381e-03 1.000e-03 1.000e+03 ( 1.000e+00)
100 Index: 9.297e-02 2.072e-03 -2.000e+00 2.000e+00 ( 1.000e+00)
101 Scale: 1.000e+02 0.000e+00 2.000e+01 5.000e+03 ( 1.000e+00)
fixed
LS_5039
TS = 1287.1936531
NpredLS_5039 6701.46246784
NObs 614168.0
LS_5039 flux 100.0 - 300000.0 MeV
5.82980564395e-07 +/- 3.76851816611e-08
LS_5039 flux 0.1-0.3 GeV
4.42523695201e-07 +/- 3.44809711072e-08
LS_5039 flux 0.3-1 GeV
1.12370140045e-07 +/- 4.66619232621e-09
LS_5039 flux 1-3 GeV
2.13771143714e-08 +/- 1.03610119935e-09
LS_5039 flux 3-10 GeV
4.06275917945e-09 +/- 3.17890620575e-10
LS_5039 flux 10-300 GeV
3.24349540701e-10 +/- 1.16767778397e-10
LS_5039 energyFlux 0.1-300 GeV
0.000184934416378 +/- 8.14304158237e-06
LS_5039 energyFlux 0.1-0.3 GeV
7.10121819927e-05 +/- 5.21712706529e-06
LS_5039 energyFlux 0.3-1 GeV
5.5932792709e-05 +/- 2.26849110846e-06
LS_5039 energyFlux 1-3 GeV
3.38038373694e-05 +/- 1.66649969141e-06
LS_5039 energyFlux 3-10 GeV
1.91850434438e-05 +/- 1.71396381883e-06
LS_5039 energyFlux 10-300 GeV
4.67724794093e-06 +/- 1.96837964062e-06
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