Generated on Wednesday, 2008/05/14 as part of Vista@CMS.
Data detected in 100 final states. Number of final states with serious population discrepancy: 36.
Kinematic distributions considered: 2399.
Number of kinematic distributions with serious shape discrepancy: 82.
Number of mass distributions with serious bumps: 0.
The final states are sorted in order of decreasing discrepancy between the observed population and the expected one. Population discrepancies take into account the statistical uncertainties and the trials factor due to examining many final states. The final states that are seriously discrepant are preceded by an asterisk (*).
Plots of relevant kinematic distributions are available. The uncertainty in the SM expectation of each final state is statistical. All Monte Carlo events are at the generator level, i.e. they have NOT been run through the full CMS detector simulation.
The last column lists the most discrepant kinematic distributions in each final state, with their discrepancy given in units of standard deviations accounting for the trials factor.
* |
  1e+1e-1j   |
[plots] |
13759.9 |
10938 | +- | 105.6 |
+9.5 |
Z0j = 6183, Z0 = 2353, Z0jj = 1552, e-e+j = 387, Z0jjj = 187, e-e+ = 142, e-e+jj = 87, Z0jjjj = 29, e-e+jjj = 17, e-e+jjjj = 1 |
mass(e+,e-,j) | 9.9 | mass(e+,j) | 8.7 | mass(e-,j) | 8 | deltaphi(e+,e-) | 6.6 | deltaR(e+,e-) | 6.6 | Z_pt | 6.3 | minDeltaR(e+,j) | 6.3 | deltaR(e+,j) | 6.3 | minDeltaR(e-,j) | 5.5 | deltaR(e-,j) | 5.5 | j_pt | 5 | |
  |
* |
  1e+1e-2j1pmiss   |
[plots] |
1098.4 |
652 | +- | 26.5 |
+9.5 |
Z0 = 202, Z0j = 193, Z0jj = 162, Z0jjj = 40, e-e+ = 15, Z0jjjj = 14, e-e+jj = 12, e-e+j = 11, e-e+jjj = 3 |
  |
  |
* |
  1e+1e-2j   |
[plots] |
5475.9 |
2873 | +- | 54.6 |
+9.5 |
Z0jj = 1177, Z0j = 567, Z0 = 539, Z0jjj = 314, Z0jjjj = 84, e-e+jj = 73, e-e+ = 48, e-e+j = 37, e-e+jjj = 29, e-e+jjjj = 5 |
minDeltaR(j,j) | 7.5 | deltaR(j1,j2) | 7.5 | mass(e+,j1,j2) | 5.8 | mass(e+,e-,j1,j2) | 5.8 | minMass(j) | 5.3 | mass(e-,j1,j2) | 4.8 | mass(j2) | 4.6 | mass(e+,e-,j2) | 4.5 | deltaR(e+,j2) | 4.1 | deltaphi(j1,j2) | 3.6 | mass(j1,j2) | 3.6 | minDeltaR(e+,j) | 3.5 | mass(e+,j2) | 3.4 | deltaR(e-,j2) | 2.3 | |
  |
* |
  1e+1e-3j1pmiss   |
[plots] |
496.7 |
183 | +- | 14.5 |
+9.5 |
Z0 = 45, Z0jj = 44, Z0j = 37, Z0jjj = 31, Z0jjjj = 14, e-e+ = 5, e-e+jj = 4, e-e+j = 3 |
  |
  |
* |
  1e+1e-3j   |
[plots] |
1655.5 |
728 | +- | 28 |
+9.5 |
Z0jjj = 198, Z0jj = 151, Z0 = 126, Z0j = 123, Z0jjjj = 86, e-e+jjj = 12, e-e+ = 12, e-e+jjjj = 8, e-e+j = 7, e-e+jj = 5 |
minMass(j) | 3.8 | mass(e-,j1,j2,j3) | 3 | mass(j3) | 2.8 | mass(j2) | 2.7 | mass(e-,j2,j3) | 2.5 | mass(e-,j1,j3) | 2.3 | |
  |
* |
  1e+1e-4j   |
[plots] |
541.2 |
187 | +- | 14.7 |
+9.5 |
Z0jjjj = 58, Z0jjj = 35, Z0 = 30, Z0jj = 27, Z0j = 27, e-e+jjjj = 3, e-e+jj = 2, e-e+jjj = 2, e-e+j = 2, e-e+ = 1 |
  |
  |
* |
  1e+1e-   |
[plots] |
32168 |
41707 | +- | 205.2 |
-9.5 |
Z0 = 32412, Z0j = 5922, e-e+ = 2322, Z0jj = 618, e-e+j = 352, Z0jjj = 41, e-e+jj = 35, Z0jjjj = 4, e-e+jjj = 1 |
Z_pt | 9.9 | deltaphi(e+,e-) | 9.9 | deltaR(e+,e-) | 9.9 | sumPt | 5.9 | |
  |
* |
  1e-1j   |
[plots] |
3896.8 |
2754 | +- | 53.5 |
+9.5 |
Z0j = 1793, Z0jj = 426, Z0 = 206, e-e+j = 173, Z0jjj = 69, e-e+jj = 43, e-e+ = 34, Z0jjjj = 5, e-e+jjj = 4, e-e+jjjj = 1 |
  |
  |
* |
  1e+1j   |
[plots] |
3928.7 |
2795 | +- | 53.9 |
+9.5 |
Z0j = 1796, Z0jj = 420, Z0 = 223, e-e+j = 200, Z0jjj = 57, e-e+ = 41, e-e+jj = 39, e-e+jjj = 10, Z0jjjj = 9 |
  |
  |
* |
  1e+1pmiss   |
[plots] |
2862.1 |
3775 | +- | 62.4 |
-9.5 |
Z0 = 2962, Z0j = 481, e-e+ = 237, Z0jj = 46, e-e+j = 39, Z0jjj = 7, e-e+jj = 3 |
  |
  |
* |
  1e-2j1pmiss   |
[plots] |
538 |
236 | +- | 16.4 |
+9.5 |
Z0jj = 93, Z0j = 54, Z0 = 44, Z0jjj = 19, Z0jjjj = 9, e-e+j = 7, e-e+jj = 4, e-e+jjj = 4, e-e+ = 2 |
  |
  |
* |
  1e-2j   |
[plots] |
1464.5 |
693 | +- | 27.3 |
+9.5 |
Z0jj = 307, Z0j = 167, Z0jjj = 91, Z0 = 49, Z0jjjj = 27, e-e+jj = 25, e-e+j = 9, e-e+jjj = 9, e-e+ = 8, e-e+jjjj = 1 |
minMass(j) | 4.3 | deltaR(e-,j2) | 3 | |
  |
* |
  1e+2j   |
[plots] |
1493.2 |
721 | +- | 27.9 |
+9.5 |
Z0jj = 298, Z0j = 163, Z0jjj = 107, Z0 = 64, e-e+jj = 35, e-e+j = 20, Z0jjjj = 13, e-e+jjj = 9, e-e+ = 8, e-e+jjjj = 4 |
minDeltaR(j,j) | 2.9 | deltaR(j1,j2) | 2.9 | mass(e+,j1,j2) | 2.7 | deltaR(e+,j2) | 2.4 | mass(j1,j2) | 2.3 | |
  |
* |
  1e+3j1ph1pmiss   |
[plots] |
12.7 |
0 | +- | 1 |
+9.5 |
  |
  |
  |
* |
  1e-3j   |
[plots] |
483.9 |
168 | +- | 14 |
+9.5 |
Z0jjj = 56, Z0jj = 35, Z0jjjj = 30, Z0j = 28, e-e+jjj = 8, Z0 = 5, e-e+jjjj = 3, e-e+j = 1, e-e+ = 1, e-e+jj = 1 |
  |
  |
* |
  1e+3j   |
[plots] |
554 |
197 | +- | 15 |
+9.5 |
Z0jjj = 65, Z0jj = 40, Z0j = 33, Z0jjjj = 31, e-e+jjj = 9, Z0 = 7, e-e+j = 4, e-e+jjjj = 4, e-e+jj = 3, e-e+ = 1 |
  |
  |
* |
  1e+4j   |
[plots] |
171.9 |
56 | +- | 8.5 |
+9.5 |
Z0jjjj = 19, Z0jj = 14, Z0jjj = 9, Z0j = 6, e-e+jj = 4, e-e+jjj = 2, e-e+jjjj = 1, e-e+ = 1 |
  |
  |
* |
  1j   |
[plots] |
2184 |
1561 | +- | 40.5 |
+9.5 |
Z0j = 618, Z0 = 573, Z0jj = 160, e-e+ = 98, e-e+j = 65, e-e+jj = 27, Z0jjj = 16, e-e+jjj = 4 |
  |
  |
* |
  2j1pmiss   |
[plots] |
490.3 |
182 | +- | 14.5 |
+9.5 |
Z0 = 53, Z0jj = 52, Z0j = 44, Z0jjj = 9, e-e+jj = 7, e-e+ = 6, e-e+j = 4, Z0jjjj = 4, e-e+jjj = 2, e-e+jjjj = 1 |
  |
  |
* |
  2j   |
[plots] |
859.6 |
394 | +- | 20.8 |
+9.5 |
Z0jj = 122, Z0 = 118, Z0j = 82, Z0jjj = 27, e-e+ = 22, e-e+jj = 10, Z0jjjj = 6, e-e+j = 3, e-e+jjjj = 2, e-e+jjj = 2 |
|
  |
* |
  3j   |
[plots] |
257.9 |
83 | +- | 10.1 |
+9.5 |
Z0 = 24, Z0j = 21, Z0jj = 11, Z0jjj = 10, Z0jjjj = 4, e-e+ = 4, e-e+j = 3, e-e+jjjj = 2, e-e+jj = 2, e-e+jjj = 2 |
  |
  |
* |
  1e+1e-1pmiss   |
[plots] |
2964 |
3726 | +- | 62 |
-8.5 |
Z0 = 2897, Z0j = 511, e-e+ = 201, Z0jj = 58, e-e+j = 47, Z0jjj = 7, e-e+jj = 2, e-e+jjjj = 1, Z0jjjj = 1, e-e+jjj = 1 |
Z_pt | 7.3 | deltaphi(e+,e-) | 5.4 | deltaR(e+,e-) | 2.7 | |
  |
* |
  1e-1j1pmiss   |
[plots] |
1171.6 |
790 | +- | 29.1 |
+8.2 |
Z0j = 423, Z0 = 171, Z0jj = 123, e-e+j = 30, Z0jjj = 14, e-e+ = 14, e-e+jj = 12, Z0jjjj = 2, e-e+jjj = 1 |
  |
  |
* |
  1e+1j1pmiss   |
[plots] |
1263.9 |
872 | +- | 30.5 |
+8 |
Z0j = 487, Z0 = 209, Z0jj = 91, e-e+j = 40, Z0jjj = 18, e-e+ = 12, e-e+jj = 9, e-e+jjj = 3, Z0jjjj = 3 |
  |
  |
* |
  1e+2j1pmiss   |
[plots] |
512.6 |
284 | +- | 17.9 |
+7.7 |
Z0jj = 106, Z0j = 61, Z0 = 50, Z0jjj = 34, e-e+j = 9, Z0jjjj = 8, e-e+ = 7, e-e+jj = 6, e-e+jjj = 2, e-e+jjjj = 1 |
  |
  |
* |
  1e+3j1pmiss   |
[plots] |
184.7 |
70 | +- | 9.4 |
+6.9 |
Z0jjj = 16, Z0j = 16, Z0jj = 14, Z0jjjj = 12, Z0 = 8, e-e+jjj = 3, e-e+jj = 1 |
  |
  |
* |
  1e-3j1pmiss   |
[plots] |
200.6 |
81 | +- | 10 |
+6.8 |
Z0jj = 21, Z0jjj = 19, Z0jjjj = 16, Z0j = 11, Z0 = 8, e-e+jj = 4, e-e+jjjj = 1, e-e+jjj = 1 |
  |
  |
* |
  1j1pmiss   |
[plots] |
1193.9 |
882 | +- | 30.7 |
+6.2 |
Z0j = 410, Z0 = 281, Z0jj = 80, e-e+j = 45, e-e+ = 41, e-e+jj = 14, Z0jjj = 8, e-e+jjj = 2, Z0jjjj = 1 |
  |
  |
* |
  1e-4j1pmiss   |
[plots] |
89.1 |
25 | +- | 6 |
+5.7 |
Z0jjjj = 8, Z0j = 7, Z0jjj = 4, Z0jj = 3, Z0 = 2, e-e+jjjj = 1 |
  |
  |
* |
  1e-1pmiss   |
[plots] |
2712.5 |
3167 | +- | 57.3 |
-4.9 |
Z0 = 2421, Z0j = 426, e-e+ = 228, e-e+j = 44, Z0jj = 39, e-e+jj = 5, Z0jjj = 4 |
  |
  |
* |
  1e+1e-1j1pmiss   |
[plots] |
2190.4 |
1839 | +- | 43.9 |
+4.6 |
Z0j = 834, Z0 = 721, Z0jj = 162, e-e+ = 50, e-e+j = 37, Z0jjj = 22, e-e+jjj = 5, e-e+jj = 5, Z0jjjj = 3 |
  |
  |
* |
  1e+1e-5j   |
[plots] |
105.1 |
41 | +- | 7.4 |
+4.6 |
Z0jjjj = 18, Z0j = 7, Z0jj = 7, Z0jjj = 6, e-e+jjjj = 1, Z0 = 1, e-e+jjj = 1 |
  |
  |
* |
  1e+2j1ph   |
[plots] |
108.2 |
43 | +- | 7.6 |
+4.6 |
Z0jj = 26, Z0 = 7, Z0j = 5, Z0jjj = 3, e-e+jj = 2 |
  |
  |
* |
  3j1pmiss   |
[plots] |
121 |
56 | +- | 8.5 |
+3.9 |
Z0 = 16, Z0jj = 14, Z0j = 6, Z0jjj = 6, Z0jjjj = 5, e-e+ = 3, e-e+jj = 2, e-e+jjj = 2, e-e+j = 2 |
  |
  |
* |
  4j1pmiss   |
[plots] |
41.4 |
10 | +- | 4.2 |
+3.4 |
Z0 = 3, Z0jj = 3, e-e+jjjj = 1, Z0jjjj = 1, Z0j = 1, e-e+j = 1 |
  |
  |
* |
  4j   |
[plots] |
60.5 |
22 | +- | 5.7 |
+3.1 |
Z0j = 6, Z0 = 5, e-e+jjj = 3, Z0jjjj = 3, e-e+jjjj = 2, Z0jjj = 2, Z0jj = 1 |
  |
  |
  |
  1e+4j1pmiss   |
[plots] |
63.7 |
25 | +- | 6 |
+2.8 |
Z0jjjj = 12, Z0j = 5, e-e+jjjj = 3, Z0jjj = 2, Z0jj = 2, e-e+j = 1 |
  |
  |
  |
  1e+5j   |
[plots] |
41.4 |
12 | +- | 4.5 |
+2.8 |
Z0jjjj = 7, e-e+jjjj = 2, Z0jj = 2, e-e+jj = 1 |
  |
  |
  |
  1e-   |
[plots] |
4189.7 |
4575 | +- | 68.6 |
-2.7 |
Z0 = 2800, Z0j = 1057, e-e+ = 451, e-e+j = 124, Z0jj = 115, e-e+jj = 15, Z0jjj = 10, e-e+jjj = 2, Z0jjjj = 1 |
  |
  |
  |
  1e+3j1ph   |
[plots] |
35 |
10 | +- | 4.2 |
+2.4 |
Z0 = 3, Z0jjj = 2, Z0j = 2, Z0jj = 1, e-e+jjj = 1, Z0jjjj = 1 |
  |
  |
  |
  1e+1e-3j1ph   |
[plots] |
25.5 |
5 | +- | 3.2 |
+2.4 |
Z0jjj = 3, Z0j = 1, e-e+jj = 1 |
  |
  |
  |
  1e-4j   |
[plots] |
117.8 |
66 | +- | 9.1 |
+2.3 |
Z0jjjj = 22, Z0jjj = 18, Z0jj = 13, Z0j = 7, e-e+jjj = 3, e-e+jjjj = 1, e-e+j = 1, Z0 = 1 |
  |
  |
  |
  1e-1ph   |
[plots] |
388.4 |
500 | +- | 23.4 |
-2 |
Z0 = 379, Z0j = 80, e-e+ = 24, Z0jj = 11, e-e+j = 6 |
  |
  |
  |
  1e+1e-2j1ph   |
[plots] |
60.5 |
27 | +- | 6.2 |
+2 |
Z0jj = 12, Z0j = 5, Z0jjj = 3, e-e+jj = 2, e-e+jjj = 2, Z0jjjj = 1, e-e+jjjj = 1, e-e+ = 1 |
  |
  |
  |
  1e-6j   |
[plots] |
19.1 |
3 | +- | 2.7 |
+2 |
e-e+jjjj = 1, Z0jjjj = 1, Z0jjj = 1 |
  |
  |
  |
  1e+1e-1j1ph   |
[plots] |
121 |
71 | +- | 9.4 |
+2 |
Z0j = 41, Z0jj = 17, e-e+j = 5, Z0jjj = 5, e-e+ = 2, Z0 = 1 |
  |
  |
  |
  1e+1e-4j1pmiss   |
[plots] |
105.1 |
61 | +- | 8.8 |
+1.8 |
Z0jj = 20, Z0j = 12, Z0jjjj = 10, Z0 = 8, Z0jjj = 6, e-e+jj = 2, e-e+ = 2, e-e+jjjj = 1 |
  |
  |
  |
  5j   |
[plots] |
22.3 |
5 | +- | 3.2 |
+1.6 |
Z0jjjj = 1, Z0jj = 1, Z0j = 1, e-e+jj = 1, e-e+ = 1 |
  |
  |
  |
  1e+1e-5j1pmiss   |
[plots] |
44.6 |
18 | +- | 5.2 |
+1.6 |
Z0jjjj = 9, Z0jjj = 4, Z0 = 2, Z0jj = 1, e-e+jjj = 1, Z0j = 1 |
  |
  |
  |
  1e+1ph   |
[plots] |
385.2 |
487 | +- | 23.1 |
-1.6 |
Z0 = 372, Z0j = 66, e-e+ = 28, Z0jj = 11, e-e+j = 6, Z0jjj = 2, e-e+jj = 2 |
  |
  |
  |
  1e+1e-1j1ph1pmiss   |
[plots] |
19.1 |
5 | +- | 3.2 |
+0.7 |
Z0j = 2, e-e+j = 1, e-e+jj = 1, Z0jj = 1 |
  |
  |
  |
  1e+1e-7j1pmiss   |
[plots] |
6.4 |
0 | +- | 1 |
+0.6 |
  |
  |
  |
  |
  4j1ph   |
[plots] |
6.4 |
0 | +- | 1 |
+0.6 |
  |
  |
  |
  |
  5j1pmiss   |
[plots] |
6.4 |
0 | +- | 1 |
+0.6 |
  |
  |
  |
  |
  1e-2j1ph   |
[plots] |
66.9 |
38 | +- | 7.2 |
+0.5 |
Z0jj = 21, Z0j = 6, Z0 = 5, Z0jjj = 5, e-e+jj = 1 |
  |
  |
  |
  1pmiss   |
[plots] |
2142.6 |
2317 | +- | 49.1 |
-0.2 |
Z0 = 1619, Z0j = 357, e-e+ = 257, Z0jj = 40, e-e+j = 34, e-e+jj = 5, Z0jjj = 4, Z0jjjj = 1 |
  |
  |
  |
  2j1ph   |
[plots] |
41.4 |
21 | +- | 5.6 |
0 |
Z0j = 7, Z0jj = 6, e-e+jj = 2, Z0 = 2, Z0jjj = 2, Z0jjjj = 1, e-e+jjj = 1 |
  |
  |
  |
  1e+1e-6j1pmiss   |
[plots] |
15.9 |
4 | +- | 3 |
0 |
Z0jjjj = 3, Z0 = 1 |
  |
  |
  |
  1e+4j1ph   |
[plots] |
15.9 |
4 | +- | 3 |
0 |
Z0j = 2, Z0jj = 1, Z0jjjj = 1 |
  |
  |
  |
  3j1ph   |
[plots] |
15.9 |
4 | +- | 3 |
0 |
Z0jjj = 3, Z0j = 1 |
  |
  |
  |
  1e+1e-3j1ph1pmiss   |
[plots] |
9.6 |
1 | +- | 2 |
0 |
Z0jj = 1 |
  |
  |
  |
  1e+5j1pmiss   |
[plots] |
19.1 |
7 | +- | 3.6 |
0 |
Z0jjjj = 3, e-e+jjjj = 1, Z0jjj = 1, Z0 = 1, Z0jj = 1 |
  |
  |
  |
  1e+   |
[plots] |
4259.8 |
4461 | +- | 67.8 |
0 |
Z0 = 2775, Z0j = 1017, e-e+ = 409, e-e+j = 117, Z0jj = 115, e-e+jj = 16, Z0jjj = 10, Z0jjjj = 1, e-e+jjj = 1 |
  |
  |
  |
  1e-3j1ph   |
[plots] |
28.7 |
14 | +- | 4.7 |
0 |
Z0jjj = 6, Z0jj = 2, Z0 = 2, e-e+jjjj = 2, Z0jjjj = 1, e-e+j = 1 |
  |
  |
  |
  1j1ph   |
[plots] |
101.9 |
74 | +- | 9.6 |
0 |
Z0j = 58, Z0jj = 6, Z0 = 4, e-e+j = 4, Z0jjj = 1, e-e+jj = 1 |
  |
  |
  |
  1e-1j1ph1pmiss   |
[plots] |
44.6 |
27 | +- | 6.2 |
0 |
Z0j = 12, Z0 = 9, Z0jj = 3, Z0jjj = 2, e-e+j = 1 |
  |
  |
  |
  1e-5j1pmiss   |
[plots] |
9.6 |
2 | +- | 2.4 |
0 |
Z0j = 1, Z0jjjj = 1 |
  |
  |
  |
  2j1ph1pmiss   |
[plots] |
19.1 |
9 | +- | 4 |
0 |
Z0jj = 4, Z0j = 1, e-e+jj = 1, Z0jjjj = 1, e-e+jjjj = 1, Z0jjj = 1 |
  |
  |
  |
  1e-7j   |
[plots] |
6.4 |
1 | +- | 2 |
0 |
Z0jjj = 1 |
  |
  |
  |
  1e+1ph1pmiss   |
[plots] |
41.4 |
58 | +- | 8.6 |
0 |
Z0 = 45, Z0j = 11, Z0jj = 1, e-e+ = 1 |
  |
  |
  |
  1e+1e-7j   |
[plots] |
9.6 |
3 | +- | 2.7 |
0 |
Z0jjjj = 3 |
  |
  |
  |
  1e-3j1ph1pmiss   |
[plots] |
9.6 |
3 | +- | 2.7 |
0 |
Z0jjj = 2, Z0 = 1 |
  |
  |
  |
  1e-4j1ph   |
[plots] |
9.6 |
3 | +- | 2.7 |
0 |
Z0jjjj = 1, Z0jjj = 1, Z0jj = 1 |
  |
  |
  |
  1e+1e-2j2ph   |
[plots] |
3.2 |
0 | +- | 1 |
0 |
  |
  |
  |
  |
  1e+1e-3j1mu+1ph   |
[plots] |
3.2 |
0 | +- | 1 |
0 |
  |
  |
  |
  |
  1e-3j2ph1pmiss   |
[plots] |
3.2 |
0 | +- | 1 |
0 |
  |
  |
  |
  |
  1e+7j1pmiss   |
[plots] |
3.2 |
0 | +- | 1 |
0 |
  |
  |
  |
  |
  1j2ph   |
[plots] |
3.2 |
0 | +- | 1 |
0 |
  |
  |
  |
  |
  3j2ph   |
[plots] |
3.2 |
0 | +- | 1 |
0 |
  |
  |
  |
  |
  6j1pmiss   |
[plots] |
3.2 |
0 | +- | 1 |
0 |
  |
  |
  |
  |
  1e+1e-6j   |
[plots] |
22.3 |
13 | +- | 4.6 |
0 |
Z0jjj = 6, Z0 = 2, Z0jjjj = 2, Z0jj = 2, Z0j = 1 |
  |
  |
  |
  1e-2j1ph1pmiss   |
[plots] |
15.9 |
8 | +- | 3.8 |
0 |
Z0j = 3, Z0jj = 3, Z0 = 1, Z0jjj = 1 |
  |
  |
  |
  1ph   |
[plots] |
66.9 |
80 | +- | 9.9 |
0 |
Z0 = 49, Z0j = 21, e-e+ = 7, e-e+j = 2, Z0jj = 1 |
  |
  |
  |
  1e-1j1ph   |
[plots] |
187.8 |
171 | +- | 14.1 |
0 |
Z0j = 103, Z0 = 32, Z0jj = 23, e-e+j = 8, Z0jjj = 3, e-e+jj = 2 |
  |
  |
  |
  1e-1ph1pmiss   |
[plots] |
60.5 |
51 | +- | 8.1 |
0 |
Z0 = 39, Z0j = 10, e-e+ = 2 |
  |
  |
  |
  1j1ph1pmiss   |
[plots] |
15.9 |
20 | +- | 5.5 |
0 |
Z0j = 11, Z0 = 5, Z0jj = 3, Z0jjj = 1 |
  |
  |
  |
  1e+1e-4j1ph1pmiss   |
[plots] |
3.2 |
1 | +- | 2 |
0 |
Z0jjjj = 1 |
  |
  |
  |
  1e+4j1ph1pmiss   |
[plots] |
3.2 |
1 | +- | 2 |
0 |
Z0j = 1 |
  |
  |
  |
  1e+7j   |
[plots] |
3.2 |
1 | +- | 2 |
0 |
e-e+jj = 1 |
  |
  |
  |
  1ph1pmiss   |
[plots] |
57.3 |
63 | +- | 8.9 |
0 |
Z0 = 53, Z0j = 6, e-e+ = 4 |
  |
  |
  |
  1e+1j1ph   |
[plots] |
165.6 |
157 | +- | 13.5 |
0 |
Z0j = 87, Z0 = 30, Z0jj = 20, e-e+j = 7, Z0jjj = 6, e-e+ = 4, e-e+jj = 2, e-e+jjj = 1 |
  |
  |
  |
  1e+1e-1ph1pmiss   |
[plots] |
6.4 |
4 | +- | 3 |
0 |
Z0 = 3, Z0jj = 1 |
  |
  |
  |
  1e+1e-1ph   |
[plots] |
57.3 |
53 | +- | 8.3 |
0 |
Z0j = 15, e-e+ = 14, Z0 = 14, e-e+j = 7, e-e+jj = 2, Z0jj = 1 |
  |
  |
  |
  1e-5j   |
[plots] |
15.9 |
17 | +- | 5.1 |
0 |
Z0jjjj = 7, Z0jj = 3, e-e+jjjj = 2, Z0j = 2, Z0jjj = 2, e-e+ = 1 |
  |
  |
  |
  1e+2j1ph1pmiss   |
[plots] |
12.7 |
11 | +- | 4.3 |
0 |
Z0 = 4, Z0j = 3, e-e+j = 2, Z0jj = 1, Z0jjj = 1 |
  |
  |
  |
  1e+1e-2j1ph1pmiss   |
[plots] |
3.2 |
4 | +- | 3 |
0 |
Z0jj = 2, e-e+jj = 1, Z0j = 1 |
  |
  |
  |
  1e+1e-4j1ph   |
[plots] |
3.2 |
4 | +- | 3 |
0 |
Z0jjjj = 2, e-e+jjj = 1, e-e+jjjj = 1 |
  |
  |
  |
  1e+6j   |
[plots] |
3.2 |
4 | +- | 3 |
0 |
Z0jjjj = 3, Z0jj = 1 |
  |
  |
  |
  1e+1j1ph1pmiss   |
[plots] |
38.2 |
38 | +- | 7.2 |
0 |
Z0j = 16, Z0 = 13, Z0jj = 7, Z0jjj = 1, e-e+ = 1 |
  |
  |
  |
  1j2ph1pmiss   |
[plots] |
3.2 |
2 | +- | 2.4 |
0 |
Z0jj = 1, Z0j = 1 |
  |
  |