[Rivet] ATLAS analysis to be included into Rivet

[Roman Lysak]

  Dear Rivet authors,

we have prepared another analysis from Atlas experiment which we would 
like to include into Rivet.
We validated that the routine produces consistent results comparing to 
results in the paper. One plot (eccentricity) is unvalidated, so we 
commented it out.
All necessary information can be found in the attachment.

Please let me know if anything else is required.

Thanks,
   Roman Lysak
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# BEGIN PLOT /ATLAS_2012_I1119557/d01-x01-y01
Title=Anti-$k_T$ jets, R = 0.6, $p_T > 300 $ GeV, $|\eta|<2$
XLabel=Jet mass [GeV]
YLabel=$1/N\cdot \text{d}N/\text{d}M$~[GeV$^{-1}$]
LogY=0
# END PLOT

# BEGIN PLOT /ATLAS_2012_I1119557/d01-x02-y01
Title=Anti-$k_T$ jets, R = 1.0, $p_T > 300 $ GeV, $|\eta|<2$
XLabel=Jet mass [GeV]
YLabel=$1/N\cdot \text{d}N/\text{d}M$~[GeV$^{-1}$]
LogY=0
# END PLOT

# BEGIN PLOT /ATLAS_2012_I1119557/d02-x01-y01
Title=Anti-$k_T$ jets, R = 0.6, $p_T > 300 $ GeV, $|\eta|<2$
XLabel=Width
YLabel=$1/N\cdot \text{d}N/\text{d}W$
LogY=0
# END PLOT

# BEGIN PLOT /ATLAS_2012_I1119557/d02-x02-y01
Title=Anti-$k_T$ jets, R = 1.0, $p_T > 300 $ GeV, $|\eta|<2$
XLabel=Width
YLabel=$1/N\cdot \text{d}N/\text{d}W$
LogY=0
# END PLOT

# BEGIN PLOT /ATLAS_2012_I1119557/d03-x01-y01
#Title=Anti-$k_T$ jets, R = 0.6, $p_T > 300 $ GeV, $|\eta|<0.7$, $M > 100 GeV$
#XLabel=Eccentricity
#YLabel=$1/N\cdot \text{d}N/\text{d}E$
#LogY=0
# END PLOT

# BEGIN PLOT /ATLAS_2012_I1119557/d03-x02-y01
#Title=Anti-$k_T$ jets, R = 1.0, $p_T > 300 $ GeV, $|\eta|<0.7$, $M > 100 GeV$
#XLabel=Eccentricity
#YLabel=$1/N\cdot \text{d}N/\text{d}E$
#LogY=0
# END PLOT

# BEGIN PLOT /ATLAS_2012_I1119557/d04-x02-y01
Title=Anti-$k_T$ jets, R = 1.0, $p_T > 300 $ GeV, $|\eta|<0.7$, $130 < M < 210 GeV$
XLabel=Planar flow
YLabel=$1/N\cdot \text{d}N/\text{d}P$
LogY=0
# END PLOT

# BEGIN PLOT /ATLAS_2012_I1119557/d05-x01-y01
Title=Anti-$k_T$ jets, R = 0.6, $p_T > 300 $ GeV, $|\eta|<0.7$, $100 < M < 130 GeV$
XLabel=Angularity $\tau_{-2}$
YLabel=$1/N\cdot \text{d}N/\text{d}$\tau_{-2}$
LogY=0
# END PLOT