[16.95:17.19] MEG & HEG
vinf=1600
β=1
powerlaw continuum: n=2; norm=2.56212e-3
q=0
hinf=0
taustar=1.11018
u0=0.437724
norm=2.77881e-4

rejection probability = 90% (C=193.54; N=284)


Two FeXVII lines fit: one at 17.051 and one at 17.096

[16.95:17.2] MEG & HEG
vinf=1600
β=1
powerlaw continuum: n=2; norm=2.56212E-03
q=0
hinf=0
taustar=1.98008
u0=0.990000
norm=1.21523e-4; 1.60366e-4

rejection probability = 24.8% (C=188.70; N=304)


Two FeXVII lines fit: one at 17.051 and one at 17.096

[16.95:17.2] MEG & HEG
vinf=1600
β=1
powerlaw continuum: n=2; norm=2.56e-3
q=0
hinf=0
taustar=1.271e-6 +/- (0.0:0.0595)
u0=0.540 +/- (0.499:0.571)
norm=2.16e-4 +/- (1.94e-4:2.34e-4); 6.66e-5 +/- (5.1e-5:8.5e-5)

rejection probability = 80.8% (C=188.39; N=304)


Two FeXVII lines fit: one at 17.051 and one at 17.096. Line ratio of 0.9.

[16.95:17.2] MEG & HEG
vinf=1600
β=1
powerlaw continuum: n=2; norm=2.56e-3
q=0
hinf=0
taustar=1.73 +/- (1.54:1.95)
u0=0.99 +/- (0.919:0.99)
norm=1.48e-4 +/- (1.39e-4:1.57e-4)

rejection probability = 73% (C=193.76; N=304)


Two FeXVII lines fit: one at 17.051 and one at 17.096. Line ratio of 0.9.

[16.95:17.2] MEG & HEG
vinf=1600
β=1
powerlaw continuum: n=2; norm=2.56e-3
q=0
hinf=0
taustar=0.630 +/- (0.328:0.988)
u0=0.560 +/- (0.493:0.630)
norm=1.48e-4 +/- (1.40e-4:1.59e-4)

rejection probability = 85% (C=193.72; N=304)


Two FeXVII lines fit: one at 17.051 and one at 17.096. Line ratio of 0.8.

[16.95:17.2] MEG & HEG
vinf=1600
β=1
powerlaw continuum: n=2; norm=2.56e-3
q=0
hinf=0
taustar=0.442 +/- (0.207:0.780)
u0=0.560 +/- (0.487:0.780)
norm=1.26e-4 +/- (1.48e-4:1.68e-4)

rejection probability = 85% (C=193.34; N=304)


Two FeXVII lines fit: one at 17.051 and one at 17.096. Line ratio of 1.0.

[16.95:17.2] MEG & HEG
vinf=1600
β=1
powerlaw continuum: n=2; norm=2.56e-3
q=0
hinf=0
taustar=1.76 +/- (1.57:2.00)
u0=0.990 +/- (0.913:0.990)
norm=1.41e-4 +/- (1.32e-4:1.50e-4)

rejection probability = 91% (C=192.34; N=304)

There's a local minimum at taustar=0.818, u0=0.598, but the absolute minimum is included in its 1 sigma error bars.

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