 
Non-perturbative correction to the theoretical prediction of the double-differential three jet cross sections as a function of M(3JET) in |Y*|<2 for anti-kt R=0.6 jets.
The NP corrections are bin-by-bin multiplication factors to be applied to a parton-level prediction of the inclusive jet cross-section.
They are derived with the use of Pythia 6.427 with Perugia 2011 tune.
The uncertainty of the NP corrections is derived as an envelope of NP corrections obtained with different generators/tunes as described in the reference paper.
Therefore, e.g. 1.20 +8-3 means 1.20 +0.08-0.03, i.e. the +(-)1sigma quantile is 1.28 (1.17).
ABS(YRAP(JET1)) : < 3.0
ABS(YRAP(JET2)) : < 3.0
ABS(YRAP(JET3)) : < 3.0
PT(JET1) : > 150 GeV
PT(JET2) : > 100 GeV
PT(JET3) : > 50 GeV
R : 0.6
RE : P P --> JET JET JET X
SQRT(S) : 7000.0 GeV
ABS(YRAP*) : < 2.0
x: M(3JET) IN GEV
y: D2(SIG)/DM(3JET)/DYRAP* IN PB*GEV**-1
xlow xhigh NPC +u_NPC [%] -u_NPC [%]
380.0	420.0	0.979	10	0
420.0	460.0	0.985	10	0
460.0	500.0	0.984	10	0
500.0	540.0	0.981	10	0
540.0	600.0	0.977	9	0
600.0	660.0	0.974	9	0
660.0	720.0	0.971	8	0
720.0	780.0	0.968	8	0
780.0	860.0	0.966	8	0
860.0	940.0	0.964	8	0
940.0	1020.0	0.962	7	0
1020.0	1120.0	0.960	7	0
1120.0	1220.0	0.958	7	0
1220.0	1340.0	0.957	7	0
1340.0	1460.0	0.955	7	0
1460.0	1600.0	0.954	6	0
1600.0	1760.0	0.953	6	0
1760.0	1940.0	0.952	6	0
1940.0	2140.0	0.951	6	0
2140.0	2360.0	0.950	6	0
2360.0	2600.0	0.949	6	0
2600.0	2840.0	0.948	6	0
2840.0	3100.0	0.948	6	0
3100.0	3900.0	0.946	5	0
