eta/phi resolution


eta resolution

eta sigma alpha
p0 p1 p2 p0 p1 p2
0.0-0.5 7.42271e-01 1.00331e-01 3.88009e-03 7.66165e-01 2.21027e-01 -1.63036e-04
0.5-1.0 8.80855e-01 1.00073e-01 3.05560e-03 1.11518e+00 1.49868e-01 -2.19901e-04
1.0-1.5 5.69242e-01 1.36492e-01 4.47574e-11 4.73367e-01 3.29443e-01 -1.38007e-03
1.5-2.0 6.88687e-01 1.35838e-01 8.51207e-06 1.19498e-01 4.54272e-01 -2.50720e-03
2.0-2.5 4.98510e-01 1.30388e-01 7.92279e-11 -5.51406e-02 5.55548e-01 -3.59870e-03
2.5-3.0 6.91156e-01 1.28890e-01 3.07111e-10 3.42506e+00 -4.79255e-01 1.17568e-03
3.0-3.5 2.98614e-07 1.63158e-01 2.32111e-01 1.27127e+01 -4.16393e+00 9.58115e-02
3.5-4.0 3.61762e-01 1.10365e-01 4.25502e-10 -6.85469e-01 9.93032e-01 -2.69277e-02
4.0-4.5 4.51187e-01 6.94469e-10 0.00000e+00 1.49938e+00 -3.11881e-03 -6.93521e-03
4.5-5.0 1.27805e-08 7.63744e-02 1.36536e-02 1.17741e+00 1.85822e-07 -5.21403e-09

0.0<|eta|<0.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 7.42271e-01 9.52720e-03
p1 1.00331e-01 1.16860e-03
p2 3.88009e-03 7.17141e-05

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 7.66165e-01 3.08960e-02
p1 2.21027e-01 8.20245e-03
p2 -1.63036e-04 5.25273e-05

0.5<|eta|<1.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 8.80855e-01 8.37684e-03
p1 1.00073e-01 9.12018e-04
p2 3.05560e-03 3.71888e-05

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.11518e+00 3.57714e-02
p1 1.49868e-01 8.25937e-03
p2 -2.19901e-04 1.87892e-05

1.0<|eta|<1.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 5.69242e-01 5.99119e-03
p1 1.36492e-01 5.32183e-04
p2 4.47574e-11 1.59503e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 4.73367e-01 4.73367e-02
p1 3.29443e-01 6.73388e-03
p2 -1.38007e-03 7.12565e-05

1.5<|eta|<2.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 6.88687e-01 1.35021e-02
p1 1.35838e-01 1.53172e-03
p2 8.51207e-06 1.44238e-06

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.19498e-01 4.30921e-02
p1 4.54272e-01 1.19868e-02
p2 -2.50720e-03 8.75275e-05

2.0<|eta|<2.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 4.98510e-01 6.01238e-03
p1 1.30388e-01 6.68986e-04
p2 7.92279e-11 1.40985e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 -5.51406e-02 4.15416e-02
p1 5.55548e-01 1.54395e-02
p2 -3.59870e-03 2.41372e-04

2.5<|eta|<3.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 6.91156e-01 1.21731e-02
p1 1.28890e-01 1.37765e-03
p2 3.07111e-10 1.85427e-05

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 3.42506e+00 8.21347e-02
p1 -4.79255e-01 2.30457e-02
p2 1.17568e-03 2.40609e-04

3.0<|eta|<3.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 2.98614e-07 1.01236e-03
p1 1.63158e-01 8.08191e-04
p2 2.32111e-01 7.01631e-02

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.27127e+01 1.46249e-01
p1 -4.16393e+00 5.60948e-02
p2 9.58115e-02 1.29660e-03

3.5<|eta|<4.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 3.61762e-01 2.81855e-02
p1 1.10365e-01 3.17670e-03
p2 4.25502e-10 5.35405e-05

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 -6.85469e-01 3.24043e-01
p1 9.93032e-01 1.21606e-01
p2 -2.69277e-02 2.57960e-03

4.0<|eta|<4.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 4.51187e-01 1.85042e-03
p1 6.94469e-10 1.93000e-04
p2 0.00000e+00 4.34580e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.49938e+00 3.15632e-01
p1 -3.11881e-03 1.33943e-01
p2 -6.93521e-03 4.58036e-03

4.5<|eta|<5.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 1.27805e-08 3.75613e-02
p1 7.63744e-02 6.21920e-03
p2 1.36536e-02 2.54941e-03

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.17741e+00 5.46215e-01
p1 1.85822e-07 2.83349e-01
p2 -5.21403e-09 1.32814e-02

phi resolution

eta sigma alpha
p0 p1 p2 p0 p1 p2
0.0-0.5 2.17954e+00 1.17209e-01 2.72921e-03 1.79943e+00 2.35172e-02 1.43153e-04
0.5-1.0 2.06018e+00 1.26836e-01 0.00000e+00 6.27548e-0 3.15949e-01 -1.31678e-03
1.0-1.5 2.25093e+00 1.02595e-01 2.54392e-03 1.57678e+00 6.87113e-02 -1.69076e-04
1.5-2.0 1.92069e+00 1.18090e-01 1.96153e-03 8.40939e-01 2.71333e-1 -1.73788e-03
2.0-2.5 1.08665e+00 9.30482e-02 2.70043e-10 1.39389e+00 1.19983e-01 -1.54666e-04
2.5-3.0 4.41057e-01 1.29293e-01 9.28848e-11 -2.73160e-01 7.07099e-01 -8.22917e-03
3.0-3.5 5.69252e-01 1.82482e-01 2.30728e-10 -1.96931e+00 1.52956e+00 -2.72492e-02
3.5-4.0 1.51824e-08 1.25633e-01 8.02512e-10 -1.01118e+00 1.10882e+00 -2.90363e-02
4.0-4.5 5.38131e-09 7.81289e-02 7.69558e-03 -6.11699e-01 8.79115e-01 -2.49357e-02
4.5-5.0 3.62123e-01 1.37575e-09 2.29759e-11 1.30772e+01 -6.82788e-02 3.58321e-03

0.0<|eta|<0.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 2.17954e+00 1.13172e-02
p1 1.17209e-01 2.29377e-03
p2 2.72921e-03 1.64602e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.79943e+00 4.37451e-02
p1 2.35172e-02 1.09888e-02
p2 1.43153e-04 5.74183e-05

0.5<|eta|<1.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 2.06018e+00 9.11560e-03
p1 1.26836e-01 1.03684e-03
p2 0.00000e+00 2.87200e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 6.27548e-01 2.83570e-02
p1 3.15949e-01 7.97695e-03
p2 -1.31678e-03 5.80351e-05

1.0<|eta|<1.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 2.25093e+00 1.40006e-02
p1 1.02595e-01 3.70992e-03
p2 2.54392e-03 3.06256e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.57678e+00 5.56054e-02
p1 6.87113e-02 1.47759e-02
p2 -1.69076e-04 9.85256e-05

1.5<|eta|<2.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 1.92069e+00 1.74983e-02
p1 1.18090e-01 4.38525e-03
p2 1.96153e-03 7.44865e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 8.40939e-01 5.76018e-02
p1 2.71333e-1 1.50381e-02
p2 -1.73788e-03 8.88542e-05

2.0<|eta|<2.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 1.08665e+00 3.10129e-03
p1 9.30482e-02 4.32327e-04
p2 2.70043e-10 1.41738e-06

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.39389e+00 2.37199e-02
p1 1.19983e-01 1.07195e-02
p2 -1.54666e-04 1.93282e-04

2.5<|eta|<3.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 4.41057e-01 3.58261e-03
p1 1.29293e-01 8.07135e-04
p2 9.28848e-11 1.00599e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 -2.73160e-01 3.62733e-02
p1 7.07099e-01 1.64654e-02
p2 -8.22917e-03 3.16208e-04

3.0<|eta|<3.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 5.69252e-01 1.04946e-02
p1 1.82482e-01 5.27520e-04
p2 2.30728e-10 2.38620e-05

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 -1.96931e+00 5.12985e-02
p1 1.52956e+00 1.82599e-02
p2 -2.72492e-02 4.03055e-04

3.5<|eta|<4.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 1.51824e-08 1.92651e-03
p1 1.25633e-01 1.11451e-03
p2 8.02512e-10 5.25856e-05

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 -1.01118e+00 2.62415e-01
p1 1.10882e+00 1.00081e-01
p2 -2.90363e-02 2.10827e-03

4.0<|eta|<4.5

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 5.38131e-09 4.78800e-03
p1 7.81289e-02 3.01097e-04
p2 7.69558e-03 1.49641e-04

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 -6.11699e-01 4.01587e-01
p1 8.79115e-01 1.85316e-01
p2 -2.49357e-02 5.92821e-03

4.5<|eta|<5.0

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 3.62123e-01 1.03273e-02
p1 1.37575e-09 1.70466e-02
p2 2.29759e-11 1.66001e-03

Alpha
Calo Jet : ak5
[0] + [1]*log(x) + [2]*x
Parameter Value Error
p0 1.30772e+01 9.68824e-01
p1 -6.82788e-02 4.92485e-01
p2 3.58321e-03 2.45628e-02

0504

0.0<|eta|<1.4

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 7.88486e-01 9.46101e-03
p1 1.19837e-01 1.37579e-03
p2 3.27671e-03 1.88644e-04

Alpha
Calo Jet : ak5
[0]*log(x) + [1]
Parameter Value Error
p0 1.05004e-01 3.59293e-03
p1 1.30061e+00 1.70160e-02

1.4<|eta|<2.6

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 9.71505e-01 5.50364e-03
p1 8.75065e-02 9.52119e-04
p2 4.12730e-03 4.76921e-05

Alpha
Calo Jet : ak5
[0]*log(x) + [1]
Parameter Value Error
p0 1.52783e-01 5.98986e-03
p1 1.20159e+00 2.61317e-02

2.6<|eta|<3.2

Sigma
Calo Jet : ak5
sqrt([0]^2/x^2 + [1]^2/x + [2]^2)
Parameter Value Error
p0 2.23310e-08 1.91988e-03
p1 1.93059e-01 5.47852e-04
p2 6.28202e-03 4.16433e-04

Alpha
Calo Jet : ak5
[0]*log(x) + [1]
Parameter Value Error
p0 4.45132e-01 1.58495e-02
p1 4.99958e-01 4.34792e-02

0429

GaussExpExpFunction

Sigma
Calo Jet : ak5
[0]/x + [1]/sqrt(x) + [2]
Parameter Value Error
p0 9.61825e-01 4.82883e-03
p1 -1.31556e-04 7.87791e-04
p2 4.24155e-03 2.44863e-05

Alpha
Calo Jet : ak5
[0]*log(x) + [1]
Parameter Value Error
p0 1.18457e-01 3.22901e-03
p1 1.26284e+00 1.47984e-02

Beta
Calo Jet : ak5
[0]*sqrt(x) + [1]
Parameter Value Error
p0 -1.35550e-01 4.92604e-04
p1 8.71711e+00 1.47372e-02

Sigma
PF Jet : ak5
[0]/x + [1]/sqrt(x) + [2]
Parameter Value Error
p0 3.57853e-01 2.34661e-03
p1 3.17740e-03 4.10937e-04
p2 3.56857e-03 1.51733e-05

Alpha
PF Jet : ak5
[0]*log(x) + [1]
Parameter Value Error
p0 1.65034e-01 9.67520e-04
p1 7.64989e-01 3.47447e-03

Beta
PF Jet : ak5
[0]*sqrt(x) + [1]
Parameter Value Error
p0 -8.66894e-02 4.01261e-04
p1 8.81729e+00 9.30433e-03

0427

GaussExpExpFunction

fit function : [0]/x + [1]/sqrt(x) + [2]

[0] : 9.91260e-01

[1] : -5.96038e-03

[2] : 4.42697e-03

0419

  • dR < 1.0
  • -1.3<eta<1.3
  • |eta-eta_ref|

pt : 10 to 20

low pt between 10 to 20, this pt range does not need beta parameter.

pt : 20 to 30 & 50 to 70

good range

pt : 100 to 200 & 200 to 300

Function can not describe tail well.

pt : 1000 to 1500 & 1500 to 2000

Not enough entries!

0412

  • -2<eta<2
  • |eta-eta_ref|

pt : 79 to 119

fitting function : gaussian + gaussian + gaussian

fitting function : lorenztian + gaussian

-- HyunYongKim - 13 Apr 2010

Topic attachments
I Attachment History Action Size Date Who Comment
PNGpng 1000to1500.png r1 manage 11.3 K 2010-04-19 - 18:52 UnknownUser  
PNGpng 100to200.png r1 manage 12.8 K 2010-04-19 - 18:28 UnknownUser  
PNGpng 10to20.png r1 manage 13.6 K 2010-04-19 - 18:28 UnknownUser  
PNGpng 1500to2000.png r1 manage 10.9 K 2010-04-19 - 18:52 UnknownUser  
PNGpng 200to300.png r1 manage 12.6 K 2010-04-19 - 18:28 UnknownUser  
PNGpng 20to30.png r1 manage 13.6 K 2010-04-19 - 18:28 UnknownUser  
PNGpng 3ga_pt79to119.png r1 manage 16.9 K 2010-04-14 - 10:06 UnknownUser  
PNGpng 50to70.png r1 manage 13.4 K 2010-04-19 - 18:28 UnknownUser  
PNGpng 569_769.png r1 manage 9.9 K 2010-04-13 - 05:53 UnknownUser  
PNGpng 9_19.png r1 manage 9.7 K 2010-04-13 - 05:53 UnknownUser  
PNGpng fit1.png r1 manage 10.2 K 2010-04-27 - 13:23 UnknownUser  
PNGpng fit1_1.png r1 manage 10.0 K 2010-04-27 - 13:30 UnknownUser  
PNGpng fit9to2000_0.5_1.png r1 manage 9.9 K 2010-05-06 - 02:11 UnknownUser  
PNGpng fit9to2000_0.5_1_phi.png r1 manage 9.9 K 2010-05-06 - 09:38 UnknownUser  
PNGpng fit9to2000_0.5_2.png r2 r1 manage 9.4 K 2010-05-11 - 06:42 UnknownUser  
PNGpng fit9to2000_0.5_2_phi.png r2 r1 manage 9.2 K 2010-05-11 - 06:45 UnknownUser  
PNGpng fit9to2000_1.0_1.png r1 manage 9.9 K 2010-05-06 - 02:12 UnknownUser  
PNGpng fit9to2000_1.0_1_phi.png r1 manage 9.7 K 2010-05-06 - 09:39 UnknownUser  
PNGpng fit9to2000_1.0_2.png r2 r1 manage 9.2 K 2010-05-11 - 06:42 UnknownUser  
PNGpng fit9to2000_1.0_2_phi.png r2 r1 manage 9.6 K 2010-05-11 - 06:45 UnknownUser  
PNGpng fit9to2000_1.4_1.png r1 manage 9.8 K 2010-05-04 - 07:50 UnknownUser  
PNGpng fit9to2000_1.4_2.png r1 manage 9.1 K 2010-05-04 - 07:50 UnknownUser  
PNGpng fit9to2000_1.5_1.png r1 manage 9.7 K 2010-05-06 - 02:14 UnknownUser  
PNGpng fit9to2000_1.5_1_phi.png r1 manage 9.6 K 2010-05-11 - 06:45 UnknownUser  
PNGpng fit9to2000_1.5_2.png r2 r1 manage 9.5 K 2010-05-11 - 06:42 UnknownUser  
PNGpng fit9to2000_1.5_2_phi.png r2 r1 manage 7.9 K 2010-05-11 - 06:46 UnknownUser  
PNGpng fit9to2000_1.png r1 manage 10.4 K 2010-04-29 - 08:05 UnknownUser  
PNGpng fit9to2000_1_pf.png r1 manage 9.5 K 2010-04-29 - 11:39 UnknownUser  
PNGpng fit9to2000_2.0_1.png r1 manage 9.9 K 2010-05-06 - 03:45 UnknownUser  
PNGpng fit9to2000_2.0_1_phi.png r1 manage 9.6 K 2010-05-06 - 10:03 UnknownUser  
PNGpng fit9to2000_2.0_2.png r2 r1 manage 9.7 K 2010-05-11 - 06:43 UnknownUser  
PNGpng fit9to2000_2.0_2_phi.png r2 r1 manage 9.5 K 2010-05-11 - 06:46 UnknownUser  
PNGpng fit9to2000_2.5_1.png r1 manage 9.2 K 2010-05-06 - 03:46 UnknownUser  
PNGpng fit9to2000_2.5_1_phi.png r1 manage 8.9 K 2010-05-06 - 10:04 UnknownUser  
PNGpng fit9to2000_2.5_2.png r2 r1 manage 9.4 K 2010-05-11 - 06:43 UnknownUser  
PNGpng fit9to2000_2.5_2_phi.png r2 r1 manage 8.7 K 2010-05-11 - 06:46 UnknownUser  
PNGpng fit9to2000_2.6_1.png r1 manage 9.9 K 2010-05-04 - 08:09 UnknownUser  
PNGpng fit9to2000_2.6_2.png r1 manage 9.4 K 2010-05-04 - 08:09 UnknownUser  
PNGpng fit9to2000_2.png r1 manage 9.0 K 2010-04-29 - 08:05 UnknownUser  
PNGpng fit9to2000_2_pf.png r1 manage 8.2 K 2010-04-29 - 11:44 UnknownUser  
PNGpng fit9to2000_3.0_1.png r1 manage 9.1 K 2010-05-06 - 10:02 UnknownUser  
PNGpng fit9to2000_3.0_1_phi.png r1 manage 9.2 K 2010-05-06 - 10:05 UnknownUser  
PNGpng fit9to2000_3.0_2.png r2 r1 manage 9.0 K 2010-05-11 - 06:43 UnknownUser  
PNGpng fit9to2000_3.0_2_phi.png r2 r1 manage 8.5 K 2010-05-11 - 06:46 UnknownUser  
PNGpng fit9to2000_3.2_1.png r1 manage 9.9 K 2010-05-06 - 01:17 UnknownUser  
PNGpng fit9to2000_3.2_2.png r1 manage 8.3 K 2010-05-06 - 01:17 UnknownUser  
PNGpng fit9to2000_3.5_1.png r1 manage 8.8 K 2010-05-06 - 03:49 UnknownUser  
PNGpng fit9to2000_3.5_1_phi.png r1 manage 9.5 K 2010-05-06 - 10:31 UnknownUser  
PNGpng fit9to2000_3.5_2.png r2 r1 manage 8.0 K 2010-05-11 - 06:43 UnknownUser  
PNGpng fit9to2000_3.5_2_phi.png r2 r1 manage 8.3 K 2010-05-11 - 06:46 UnknownUser  
PNGpng fit9to2000_3.png r1 manage 9.3 K 2010-04-29 - 10:43 UnknownUser  
PNGpng fit9to2000_3_pf.png r1 manage 8.5 K 2010-04-29 - 11:48 UnknownUser  
PNGpng fit9to2000_4.0_1.png r1 manage 10.0 K 2010-05-06 - 04:32 UnknownUser  
PNGpng fit9to2000_4.0_1_phi.png r1 manage 10.0 K 2010-05-06 - 10:31 UnknownUser  
PNGpng fit9to2000_4.0_2.png r2 r1 manage 9.1 K 2010-05-11 - 06:43 UnknownUser  
PNGpng fit9to2000_4.0_2_phi.png r2 r1 manage 8.2 K 2010-05-11 - 06:46 UnknownUser  
PNGpng fit9to2000_4.5_1.png r1 manage 9.8 K 2010-05-06 - 03:55 UnknownUser  
PNGpng fit9to2000_4.5_1_phi.png r1 manage 9.0 K 2010-05-06 - 10:31 UnknownUser  
PNGpng fit9to2000_4.5_2.png r2 r1 manage 7.3 K 2010-05-11 - 06:43 UnknownUser  
PNGpng fit9to2000_4.5_2_phi.png r2 r1 manage 8.6 K 2010-05-11 - 06:46 UnknownUser  
PNGpng fit9to2000_5.0_1.png r1 manage 8.9 K 2010-05-06 - 03:51 UnknownUser  
PNGpng fit9to2000_5.0_1_phi.png r1 manage 9.1 K 2010-05-06 - 10:30 UnknownUser  
PNGpng fit9to2000_5.0_2.png r2 r1 manage 7.2 K 2010-05-11 - 06:44 UnknownUser  
PNGpng fit9to2000_5.0_2_phi.png r2 r1 manage 7.4 K 2010-05-11 - 06:47 UnknownUser  
PNGpng lo+ga_pt79to119.png r1 manage 16.1 K 2010-04-14 - 10:08 UnknownUser  
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Topic revision: r15 - 2010-05-11 - HyunYongKim
 
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