diff --git a/analyses/pluginMC/MC_JETS.plot b/analyses/pluginMC/MC_JETS.plot
--- a/analyses/pluginMC/MC_JETS.plot
+++ b/analyses/pluginMC/MC_JETS.plot
@@ -1,279 +1,279 @@
 # BEGIN PLOT /MC_JETS/jets_dR_
 Title=$\Delta R$ separation between jets
 LegendXPos=0.10
 LegendYPos=0.5
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_dR_12
 XLabel=$\Delta{R}(\text{jet 1, jet 2})$
 YLabel=$\text{d}\sigma/\text{d}\Delta{R}(\text{jet 1, jet 2})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_dR_13
 XLabel=$\Delta{R}(\text{jet 1, jet 3})$
 YLabel=$\text{d}\sigma/\text{d}\Delta{R}(\text{jet 1, jet 3})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_dR_23
 XLabel=$\Delta{R}(\text{jet 2, jet 3})$
 YLabel=$\text{d}\sigma/\text{d}\Delta{R}(\text{jet 2, jet 3})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_deta_
 Title=Pseudorapidity separation between jets
 LegendYPos=0.5
 LegendXPos=0.30
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_deta_12
 XLabel=$\Delta\eta(\text{jet 1, jet 2})$
 YLabel=$\text{d}\sigma/\text{d}\Delta\eta(\text{jet 1, jet 2})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_deta_13
 XLabel=$\Delta\eta(\text{jet 1, jet 3})$
 YLabel=$\text{d}\sigma/\text{d}\Delta\eta(\text{jet 1, jet 3})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_deta_23
 XLabel=$\Delta\eta(\text{jet 2, jet 3})$
 YLabel=$\text{d}\sigma/\text{d}\Delta\eta(\text{jet 2, jet 3})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_dphi_
 Title=Azimuthal separation between jets
 LegendXPos=0.1
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_dphi_12
 XLabel=$\Delta\phi(\text{jet 1, jet 2})$
 YLabel=$\text{d}\sigma/\text{d}\Delta\phi(\text{jet 1, jet 2})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_dphi_13
 XLabel=$\Delta\phi(\text{jet 1, jet 3})$
 YLabel=$\text{d}\sigma/\text{d}\Delta\phi(\text{jet 1, jet 3})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_dphi_23
 XLabel=$\Delta\phi(\text{jet 2, jet 3})$
 YLabel=$\text{d}\sigma/\text{d}\Delta\phi(\text{jet 2, jet 3})$ [pb]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_1
 Title=Pseudorapidity of leading jet
 XLabel=$\eta(\text{jet 1})$
 YLabel=$\text{d}\sigma/\text{d}\eta(\text{jet 1})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.30
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_2
 Title=Pseudorapidity of second jet
 XLabel=$\eta(\text{jet 2})$
 YLabel=$\text{d}\sigma/\text{d}\eta(\text{jet 2})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.30
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_3
 Title=Pseudorapidity of third jet
 XLabel=$\eta(\text{jet 3})$
 YLabel=$\text{d}\sigma/\text{d}\eta(\text{jet 3})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.30
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_4
 Title=Pseudorapidity of fourth jet
 XLabel=$\eta(\text{jet 4})$
 YLabel=$\text{d}\sigma/\text{d}\eta(\text{jet 4})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.30
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_pmratio_1
 Title=Pseudorapidity $+/-$ ratio of first jet
 XLabel=$|\eta(\text{jet 1}|$
 YLabel=$\eta(\text{jet 1})_+/\eta(\text{jet 1})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_pmratio_2
 Title=Pseudorapidity $+/-$ ratio of second jet
 XLabel=$|\eta(\text{jet 2}|$
 YLabel=$\eta(\text{jet 2})_+/\eta(\text{jet 2})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_pmratio_3
 Title=Pseudorapidity $+/-$ ratio of third jet
 XLabel=$|\eta(\text{jet 3}|$
 YLabel=$\eta(\text{jet 3})_+/\eta(\text{jet 3})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_eta_pmratio_4
 Title=Pseudorapidity $+/-$ ratio of fourth jet
 XLabel=$|\eta(\text{jet 4}|$
 YLabel=$\eta(\text{jet 4})_+/\eta(\text{jet 4})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_1
 Title=Rapidity of first jet
 XLabel=$y(\text{jet 1})$
 YLabel=$\text{d}\sigma/\text{d}y(\text{jet 1})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.3
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_2
 Title=Rapidity of second jet
 XLabel=$y(\text{jet 2})$
 YLabel=$\text{d}\sigma/\text{d}y(\text{jet 2})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.3
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_3
 Title=Rapidity of third jet
 XLabel=$y(\text{jet 3})$
 YLabel=$\text{d}\sigma/\text{d}y(\text{jet 3})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.3
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_4
 Title=Rapidity of fourth jet
 XLabel=$y(\text{jet 4})$
 YLabel=$\text{d}\sigma/\text{d}y(\text{jet 4})$ [pb]
 LegendYPos=0.5
 LegendXPos=0.3
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_pmratio_1
 Title=Rapidity $+/-$ ratio of first jet
 XLabel=$|y(\text{jet 1}|$
 YLabel=$y(\text{jet 1})_+/y(\text{jet 1})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_pmratio_2
 Title=Rapidity $+/-$ ratio of second jet
 XLabel=$|y(\text{jet 2}|$
 YLabel=$y(\text{jet 2})_+/y(\text{jet 2})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_pmratio_3
 Title=Rapidity $+/-$ ratio of third jet
 XLabel=$|y(\text{jet 3}|$
 YLabel=$y(\text{jet 3})_+/y(\text{jet 3})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_y_pmratio_4
 Title=Rapidity $+/-$ ratio of fourth jet
 XLabel=$|y(\text{jet 4}|$
 YLabel=$y(\text{jet 4})_+/y(\text{jet 4})_-$
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_mass_1
 Title=Mass of first jet
 XLabel=$m(\text{jet 1})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}m(\text{jet 1})$ [pb/GeV]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_mass_2
 Title=Mass of second jet
 XLabel=$m(\text{jet 2})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}m(\text{jet 2})$ [pb/GeV]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_mass_3
 Title=Mass of third jet
 XLabel=$m(\text{jet 3})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}m(\text{jet 3})$ [pb/GeV]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_mass_4
 Title=Mass of fourth jet
 XLabel=$m(\text{jet 4})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}m(\text{jet 4})$ [pb/GeV]
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_multi_exclusive
 Title=Exclusive jet multiplicity
 XLabel=$N_{\text{jet}}$
 YLabel=$\sigma(N_{\text{jet}})$ [pb]
 XMajorTickMarks=10
 XMinorTickMarks=0
 ErrorBands=1
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_multi_inclusive
 Title=Inclusive jet multiplicity
 XLabel=$N_{\text{jet}}$
 YLabel=$\sigma(\geq N_{\text{jet}})$ [pb]
 XMajorTickMarks=10
 XMinorTickMarks=0
 ErrorBands=1
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_multi_ratio
 Title=Ratio of jet multiplicity
 XLabel=$N_{\text{jet}}$
 YLabel=$\sigma(\geq N_{\text{jet}})/\sigma(\geq N_{\text{jet}}-1)$
 XMajorTickMarks=10
 XMinorTickMarks=0
 LogY=0
 ErrorBands=1
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_pT_1
 Title=Transverse momentum of leading jet
 XLabel=$p_\perp(\text{jet 1})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}p_\perp(\text{jet 1})$ [pb/GeV]
 LogX=1
 #LegendXPos=0.05
 #LegendYPos=0.5
 XMin=20.0
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_pT_2
 Title=Transverse momentum of second jet
 XLabel=$p_\perp(\text{jet 2})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}p_\perp(\text{jet 2})$ [pb/GeV]
 LogX=1
 #LegendXPos=0.05
 #LegendYPos=0.5
 XMin=20.0
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_pT_3
 Title=Transverse momentum of third jet
 XLabel=$p_\perp(\text{jet 3})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}p_\perp(\text{jet 3})$ [pb/GeV]
 LogX=1
 #LegendXPos=0.05
 #LegendYPos=0.5
 XMin=20.0
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_pT_4
 Title=Transverse momentum of fourth jet
 XLabel=$p_\perp(\text{jet 4})$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}p_\perp(\text{jet 4})$ [pb/GeV]
 LogX=1
 #LegendXPos=0.05
 #LegendYPos=0.5
 XMin=20.0
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jet_HT
-Title=Scalar sum of jet transverse momenta (HT)
-XLabel=$HT$ [GeV]
-YLabel=$\text{d}\sigma/\text{d}HT$ [pb/GeV]
+Title=Scalar sum of jet transverse momenta ($H_\text{T}$)
+XLabel=$H_\text{T}$ [GeV]
+YLabel=$\text{d}\sigma/\text{d}H_\text{T}$ [pb/GeV]
 LogX=1
 # END PLOT
 
 # BEGIN PLOT /MC_JETS/jets_mjj
 Title=Dijet invariant mass spectrum
 XLabel=$m_{jj}$ [GeV]
 YLabel=$\text{d}\sigma/\text{d}m_{jj}$ [pb/GeV]
 LegendAlign=r
 # END PLOT