Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
5
10
15
p (GeV)
T
20
25
1e-2j1ph
Number of Events
15
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
10
5
0
5
10
15
20
clusteredObjectsRecoil p (GeV)
T
25
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
50
100
e- p (GeV)
T
150
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-4
-2
0
j1 eta
2
4
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-4
-2
0
j1 detEta
2
4
Number of Events
1e-2j1ph
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
20
10
0
200
400
M(γ ,j2) (GeV)
Number of Events
1e-2j1ph
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
20
10
0
500
1000
M(γ ,j1,j2) (GeV)
Number of Events
1e-2j1ph
20
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
15
10
5
0
500
1000
M(e ,γ ,j1,j2) (GeV)
1500
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
40
60
γ p (GeV)
T
80
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
100
j1 p (GeV)
T
200
Number of Events
1e-2j1ph
30
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
20
10
0
500
1000
M(e ,j1,j2) (GeV)
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
30
20
10
0
50
100
j2 p (GeV)
T
150
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
γ φ (radians)
2
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
10
20
M(j2) (GeV)
30
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
10
20
minMass(j) (GeV)
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
0
200
400
600
M(γ ,j1) (GeV)
800
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
j1 φ (radians)
2
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
20
15
10
5
0
20
40
M(j1) (GeV)
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
40
30
20
10
0
0
500
M(j1,j2) (GeV)
1000
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
20
15
10
5
0
1
2
3
∆R(e ,j1)
4
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
20
15
10
5
0
1
2
min∆R(e ,j)
3
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
e- φ (radians)
2
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
2
4
min∆R(j,j)
6
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
j2 φ (radians)
2
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
2
4
∆R(j1,j2)
6
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
0
1
2
∆R(e ,γ )
3
1e-2j1ph
Number of Events
30
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
20
10
0
500
M(e ,γ ,j1) (GeV)
1000
1e-2j1ph
Number of Events
15
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
10
5
0
0
1
2
∆φ(e ,j2) (radians)
3
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
200
400
M(e ,γ ,j2) (GeV)
600
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
e- eta
2
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
e- detEta
2
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
20
15
10
5
0
200
300
400
sumPt (GeV)
500
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-4
-2
0
γ eta
2
4
Number of Events
1e-2j1ph
10
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
5
0
0
1
2
∆φ(e ,j1) (radians)
3
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-4
-2
0
γ detEta
2
4
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
j2 eta
2
4
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
-2
0
j2 detEta
2
4
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
0
2
∆R(γ ,j1)
4
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
0
2
4
∆R(γ ,j2)
6
1e-2j1ph
Number of Events
15
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
10
5
0
0
1
2
∆φ(e ,γ ) (radians)
3
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
0
50
100
M(e ,γ ) (GeV)
150
Number of Events
1e-2j1ph
10
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
5
0
0
1
2
∆φ(γ ,j2) (radians)
3
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
0
2
min∆R(γ ,j)
4
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
15
10
5
0
2
-
∆R(e ,j2)
4
1e-2j1ph
Number of Events
20
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
15
10
5
0
0
1
2
∆φ(γ ,j1) (radians)
3
1e-2j1ph
Number of Events
15
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
10
5
0
1
2
∆φ(j1,j2) (radians)
3
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
40
30
20
10
0
0
200
400
M(e ,j1) (GeV)
600
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
Number of Events
1e-2j1ph
20
10
0
200
M(e ,j2) (GeV)
400
Pythia_ref
Other
Z0jjj : 13.2%
Z0 : 13.2%
Z0j : 15.8%
Z0jj : 55.3%
1e-2j1ph
Number of Events
80
60
40
20
0
-1
-0.5
0
uncl p (GeV)
T
0.5
1