MC Requests 34

Updated Mon Nov 23 11:06:25 CST 2009
Request ID Status Group User Priority # Events Description Cardfile Vers. Dir. Prod. Decay
72832 complete dzero ralf 5 100000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
72812 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
72793 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
72792 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
72775 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
72774 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
72773 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
72772 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
72752 complete dzero ralf 5 200000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
72732 complete dzero ralf 5 200000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
72601 complete dzero ralf 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
72600 complete dzero ralf 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
72599 complete dzero ralf 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
72598 complete dzero ralf 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
72597 complete dzero ralf 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
72596 complete dzero ralf 3 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
72595 complete dzero ralf 3 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
72594 complete dzero ralf 3 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
72593 complete dzero ralf 3 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
72592 complete dzero ralf 3 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
72335 complete top msanders 5 75000 alpgen+pythia t+t+2lp->2b+6lp mt=170 incl alpgenpythia --- v01-00-09 --- dzero --- t+t+2lp --- 2b+6lpc_n.unw
72334 complete top msanders 5 150000 alpgen+pythia t+t+1lp->2b+5lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+1lp --- 2b+5lpc_n.unw
72333 complete top msanders 5 150000 alpgen+pythia t+t+0lp->2b+4lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2b+4lpc_n.unw
72332 complete top msanders 5 150000 alpgen+pythia t+t+0lp->2b+4lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2b+4lpc_n.unw
72316 complete dzero msanders 3 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
72315 complete dzero msanders 3 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
72314 complete dzero msanders 3 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
72313 complete dzero msanders 3 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
72312 complete dzero msanders 3 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
72295 hold dzero msanders 5 50000 p17 csmc alpgen+pythia w+2b+3lp->lnu+2b+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+2b+3lp --- lnu+2b+3lp_n.incl-unw
72294 complete dzero msanders 5 100000 p17 csmc alpgen+pythia w+2b+2lp->lnu+2b+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+2lp --- lnu+2b+2lp_n.unw
72293 complete dzero msanders 5 200000 p17 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
72292 complete dzero msanders 5 200000 p17 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
72171 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=130, m_tcrho=220 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72170 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=130, m_tcrho=220 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72169 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=120, m_tcrho=220 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72168 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=120, m_tcrho=220 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72167 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=110, m_tcrho=220 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72166 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=110, m_tcrho=220 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72165 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=120, m_tcrho=215 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72164 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=120, m_tcrho=215 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72163 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=110, m_tcrho=215 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72162 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=110, m_tcrho=215 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72161 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=100, m_tcrho=215 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72160 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=100, m_tcrho=215 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72159 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=120, m_tcrho=210 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72158 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=120, m_tcrho=210 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72157 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=110, m_tcrho=210 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72156 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=110, m_tcrho=210 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72155 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=100, m_tcrho=210 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72154 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=100, m_tcrho=210 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72153 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=120, m_tcrho=205 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72152 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=120, m_tcrho=205 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72151 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=110, m_tcrho=205 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72150 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=110, m_tcrho=205 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72149 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=100, m_tcrho=205 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72148 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=100, m_tcrho=205 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72147 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=115, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72146 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=115, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72145 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=110, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72144 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=110, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72143 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=100, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72142 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=100, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72141 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=95, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72140 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=95, m_tcrho=200 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72139 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=105, m_tcrho=190 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72138 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=105, m_tcrho=190 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72137 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=90, m_tcrho=190 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72136 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=90, m_tcrho=190 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72135 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=100, m_tcrho=180 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72134 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=100, m_tcrho=180 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72133 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=85, m_tcrho=180 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72132 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=85, m_tcrho=180 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72115 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=90, m_tcrho=170 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72114 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=90, m_tcrho=170 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72113 complete higgs msanders 5 25000 p17 pythia w+technipip->enu+incl m_tcpi=80, m_tcrho=170 gev pythia --- v01-00-13 --- higgs --- tcpip+w --- incl+enue_tc.n
72112 complete higgs msanders 5 25000 p17 pythia w+technipi0->enu+incl m_tcpi=80, m_tcrho=170 gev pythia --- v01-00-13 --- higgs --- tcpi0+w --- incl+enue_tc.n
72096 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m=15-75 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw
72095 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m=15-75 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw
72094 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m=15-75 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw
72093 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m=15-75 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw
72092 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m=15-75 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw
72072 complete dzero msanders 7 100000 csmc alpgen+pythia z+2c+2lp->nunu+2c+2lp incl alpgenpythia --- v01-00-09 --- dzero --- z+2c+2lp --- nunu+2c+2lp_n.unw
71873 complete dzero msanders 7 200000 csmc alpgen+pythia z+2c+1lp->nunu+2c+1lp excl alpgenpythia --- v01-00-09 --- dzero --- z+2c+1lp --- nunu+2c+1lp_n.unw
71872 complete dzero msanders 7 200000 csmc alpgen+pythia z+2c+0lp->nunu+2c+0lp excl alpgenpythia --- v01-00-09 --- dzero --- z+2c+0lp --- nunu+2c+0lp_n.unw
71852 complete dzero msanders 7 200000 csmc alpgen+pythia z+2c+0lp->nunu+2c+0lp excl alpgenpythia --- v01-00-09 --- dzero --- z+2c+0lp --- nunu+2c+0lp_n.unw
71832 complete dzero msanders 5 50000 csmc alpgen+pythia gam-z+2c+2lp->tautau+2c+2lp incl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+2lp --- tautau+2c+2lp_n.unw
71813 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2c+1lp->tautau+2c+1lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+1lp --- tautau+2c+1lp_n.unw
71812 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+2c+0lp->tautau+2c+0lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+0lp --- tautau+2c+0lp_n.unw
71456 complete higgs ralf 7 100000 pythia zh -> nunubb mh=145 gev pythia --- v01-00-13 --- higgs --- hl+z --- 2b+2nu_sm.n
71455 complete higgs ralf 7 100000 pythia zh -> nunubb mh=135 gev pythia --- v01-00-13 --- higgs --- hl+z --- 2b+2nu_sm.n
71454 complete higgs ralf 7 100000 pythia zh -> nunubb mh=125 gev pythia --- v01-00-13 --- higgs --- hl+z --- 2b+2nu_sm.n
71453 complete higgs ralf 7 100000 pythia zh -> nunubb mh=115 gev pythia --- v01-00-13 --- higgs --- hl+z --- 2b+2nu_sm.n
71452 complete higgs ralf 7 100000 pythia zh -> nunubb mh=105 gev pythia --- v01-00-13 --- higgs --- hl+z --- 2b+2nu_sm.n
71255 complete top ralf 5 75000 csmc alpgen+pythia t+t+2lp->2l+2nu+2b+2lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+2lp --- 2l+2nu+2b+2lp_n.unw
71254 complete top ralf 5 150000 csmc alpgen+pythia t+t+1lp->2l+2nu+2b+1lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+1lp --- 2l+2nu+2b+1lp_n.unw
71253 complete top ralf 5 150000 csmc alpgen+pythia t+t+0lp->2l+2nu+2b+0lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2l+2nu+2b_n.unw
71252 complete top ralf 5 150000 csmc alpgen+pythia t+t+0lp->2l+2nu+2b+0lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2l+2nu+2b_n.unw
71234 complete dzero ralf 4 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-10 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw
71233 complete dzero ralf 4 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-10 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw
71232 complete dzero ralf 4 200000 csmc alpgen+pythia w+4lp->lnu+4lp excl alpgenpythia --- v01-00-10 --- dzero --- w+4lp --- lnu+4lp_n.unw
71213 complete dzero ralf 4 200000 csmc alpgen+pythia w+3lp->lnu+3lp excl alpgenpythia --- v01-00-10 --- dzero --- w+3lp --- lnu+3lp_n.unw
71212 complete dzero ralf 4 200000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2lp --- lnu+2lp_n.unw
71192 complete dzero ralf 4 200000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2lp --- lnu+2lp_n.unw
71177 complete dzero ralf 4 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
71176 complete dzero ralf 4 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
71175 complete dzero ralf 4 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
71174 complete dzero ralf 4 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
71173 complete dzero ralf 4 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
71172 complete dzero ralf 4 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
71097 complete dzero ralf 5 50000 csmc alpgen+pythia z+2c+2lp->mumu+2c+2lp incl alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+2lp --- mumu+2c+2lp_n.unw
71096 complete dzero ralf 5 100000 csmc alpgen+pythia z+2c+1lp->mumu+2c+1lp excl alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+1lp --- mumu+2c+1lp_n.unw
71095 complete dzero ralf 5 200000 csmc alpgen+pythia z+2c+0lp->mumu+2c+0lp excl alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+0lp --- mumu+2c+0lp_n.unw
71094 complete dzero ralf 5 50000 csmc alpgen+pythia z+2c+2lp->ee+2c+2lp incl alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+2lp --- ee+2c+2lp_n.unw
71093 complete dzero ralf 5 100000 csmc alpgen+pythia z+2c+1lp->ee+2c+1lp excl alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+1lp --- ee+2c+1lp_n.unw
71092 complete dzero ralf 5 200000 csmc alpgen+pythia z+2c+0lp->ee+2c+0lp excl alpgenpythia --- v01-00-09 --- dzero --- gam-z+2c+0lp --- ee+2c+0lp_n.unw
71017 complete dzero ralf 5 100000 csmc alpgen+pythia z+2b+2lp->nunu+2b+2lp incl alpgenpythia --- v01-00-09 --- dzero --- z+2b+2lp --- nunu+2b+2lp_n.unw
71016 complete higgs ralf 5 100000 pythia h -> ww->lnu+lnu mh=200 gev pythia --- v01-00-09 --- higgs --- hl_2w --- 2l+2nu_sm.n
71015 complete higgs ralf 5 100000 pythia h -> ww->lnu+lnu mh=180 gev pythia --- v01-00-09 --- higgs --- hl_2w --- 2l+2nu_sm.n
71014 complete higgs ralf 5 100000 pythia h -> ww->lnu+lnu mh=140 gev pythia --- v01-00-09 --- higgs --- hl_2w --- 2l+2nu_sm.n
71013 complete higgs ralf 5 100000 pythia h -> ww -> lnu+lnu mh=120 gev pythia --- v01-00-09 --- higgs --- hl_2w --- 2l+2nu_sm.n
71012 complete higgs ralf 5 100000 pythia h -> ww ->lnu+lnu mh=100 gev pythia --- v01-00-09 --- higgs --- hl_2w --- 2l+2nu_sm.n
71000 complete dzero ralf 5 200000 csmc alpgen+pythia z+2b+1lp->nunu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- z+2b+1lp --- nunu+2b+1lp_n.unw
70999 complete dzero ralf 5 200000 csmc alpgen+pythia z+2b+0lp->nunu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- z+2b+0lp --- nunu+2b+0lp_n.unw
70998 complete dzero ralf 5 200000 csmc alpgen+pythia z+2b+0lp->nunu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- z+2b+0lp --- nunu+2b+0lp_n.unw
70315 complete higgs tadams 5 100000 pythia zh->2l+2b mh=145 gev pythia --- v01-00-05 --- higgs --- hl+z --- 2b+2l_sm.n
70314 complete higgs tadams 5 100000 pythia zh->2l+2b mh=135 gev pythia --- v01-00-05 --- higgs --- hl+z --- 2b+2l_sm.n
70313 complete higgs tadams 5 100000 pythia zh->2l+2b mh=125 gev pythia --- v01-00-05 --- higgs --- hl+z --- 2b+2l_sm.n
70312 complete higgs tadams 5 100000 pythia zh->2l+2b mh=105 gev pythia --- v01-00-05 --- higgs --- hl+z --- 2b+2l_sm.n
70298 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
70297 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
70294 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
70293 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
70292 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
70276 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
70275 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
70274 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
70273 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
70272 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=15-75 alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
70235 complete higgs tadams 5 100000 pythia wh->lnu+2b mh=145 gev pythia --- v01-00-05 --- higgs --- hl+w --- 2b+lnu_sm.n
70234 complete higgs tadams 5 100000 pythia wh->lnu+2b mh=135 gev pythia --- v01-00-05 --- higgs --- hl+w --- 2b+lnu_sm.n
70233 complete higgs tadams 5 100000 pythia wh->lnu+2b mh=125 gev pythia --- v01-00-05 --- higgs --- hl+w --- 2b+lnu_sm.n
70232 complete higgs tadams 5 100000 pythia wh->lnu+2b mh=105 gev pythia --- v01-00-05 --- higgs --- hl+w --- 2b+lnu_sm.n
70132 complete top tadams 5 75000 p17 alpgen+pythia t+t+2lp->2b+6lp incl mt=170 alpgenpythia --- v01-00-09 --- dzero --- t+t+2lp --- 2b+6lpc_n.unw
70117 complete top tadams 5 150000 p17 alpgen+pythia t+t+1lp->2b+5lp excl mt=170 alpgenpythia --- v01-00-09 --- dzero --- t+t+1lp --- 2b+5lpc_n.unw
70116 complete top tadams 5 150000 p17 alpgen+pythia t+t+0lp->2b+4lp excl mt=170 alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2b+4lpc_n.unw
70115 complete top tadams 5 150000 p17 alpgen+pythia t+t+0lp->2b+4lp excl mt=170 alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2b+4lpc_n.unw
69692 complete dzero tadams 5 50000 csmc alpgen+pythia z+5lp->nunu+5lp incl alpgenpythia --- v01-00-09 --- dzero --- z+5lp --- nunu+5lp_n.incl-unw
69679 complete dzero tadams 5 100000 csmc alpgen+pythia z+4lp->nunu+4lp excl alpgenpythia --- v01-00-09 --- dzero --- z+4lp --- nunu+4lp_n.unw
69677 complete dzero tadams 5 200000 csmc alpgen+pythia z+3lp->nunu+3lp excl alpgenpythia --- v01-00-09 --- dzero --- z+3lp --- nunu+3lp_n.unw
69676 complete dzero tadams 5 200000 csmc alpgen+pythia z+2lp->nunu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- z+2lp --- nunu+2lp_n.unw
69675 complete dzero tadams 5 200000 csmc alpgen+pythia z+1lp->nunu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- z+1lp --- nunu+1lp_n.unw
69674 complete dzero tadams 5 200000 csmc alpgen+pythia z+1lp->nunu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- z+1lp --- nunu+1lp_n.unw
69673 complete dzero tadams 5 200000 csmc alpgen+pythia z+0lp->nunu+0lp excl alpgenpythia --- v01-00-10 --- dzero --- z+0lp --- nunu+0lp_n.unw
69672 complete dzero tadams 5 200000 csmc alpgen+pythia z+0lp->nunu+0lp excl alpgenpythia --- v01-00-10 --- dzero --- z+0lp --- nunu+0lp_n.unw
69576 complete dzero tadams 4 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
69575 complete dzero tadams 4 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
69574 complete dzero tadams 4 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
69573 complete dzero tadams 4 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
69572 complete dzero tadams 4 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
69357 complete higgs msanders 5 25000 alpgen 2b+2lp->2b+2lp incl (pt(b) > 20 gev) alpgenpythia --- v01-00-11 --- dzero --- 2b+2lp --- 2b+2lp_n.unw
69356 complete higgs msanders 5 25000 alpgen 2b+1lp->2b+1lp excl (pt(b) > 20 gev) alpgenpythia --- v01-00-11 --- dzero --- 2b+1lp --- 2b+1lp_n.unw
69355 complete higgs msanders 5 25000 alpgen 2b+0lp->2b+0lp excl (pt(b) > 20 gev) alpgenpythia --- v01-00-11 --- dzero --- 2b+0lp --- 2b+0lp_n.unw
69354 complete higgs msanders 5 25000 alpgen 2b+2lp->2b+2lp incl (pt(b) > 15 gev) alpgenpythia --- v01-00-11 --- dzero --- 2b+2lp --- 2b+2lp_n.unw
69353 complete higgs msanders 5 25000 alpgen 2b+1lp->2b+1lp excl (pt(b) > 15 gev) alpgenpythia --- v01-00-11 --- dzero --- 2b+1lp --- 2b+1lp_n.unw
69352 complete higgs msanders 5 25000 alpgen 2b+0lp->2b+0lp excl (pt(b) > 15 gev) alpgenpythia --- v01-00-11 --- dzero --- 2b+0lp --- 2b+0lp_n.unw
69339 complete top msanders 5 75000 p17 alpgen+pythia t+t+2lp->lnu+2b+4lp mt=170 incl alpgenpythia --- v01-00-09 --- dzero --- t+t+2lp --- lnu+2b+4lpc_n.unw
69338 complete top msanders 5 75000 p17 alpgen+pythia t+t+2lp->2l+2nu+2b+2lp mt=170 incl alpgenpythia --- v01-00-09 --- dzero --- t+t+2lp --- 2l+2nu+2b+2lp_n.unw
69337 complete top msanders 5 150000 p17 alpgen+pythia t+t+1lp->lnu+2b+3lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+1lp --- lnu+2b+3lpc_n.unw
69336 complete top msanders 5 150000 p17 alpgen+pythia t+t+1lp->2l+2nu+2b+1lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+1lp --- 2l+2nu+2b+1lp_n.unw
69335 complete top msanders 5 100000 p17 alpgen+pythia t+t+0lp->lnu+2b+2lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- lnu+2b+2lpc_n.unw
69334 complete top msanders 5 100000 p17 alpgen+pythia t+t+0lp->2l+2nu+2b+0lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2l+2nu+2b_n.unw
69333 complete top msanders 5 200000 p17 alpgen+pythia t+t+0lp->lnu+2b+2lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- lnu+2b+2lpc_n.unw
69332 complete top msanders 5 200000 p17 alpgen+pythia t+t+0lp->2l+2nu+2b+0lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- 2l+2nu+2b_n.unw
69255 complete dzero msanders 5 50000 csmc alpgen+pythia w+2b+3lp->lnu+2b+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+2b+3lp --- lnu+2b+3lp_n.incl-unw
69254 complete dzero msanders 5 100000 csmc alpgen+pythia w+2b+2lp->lnu+2b+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+2lp --- lnu+2b+2lp_n.unw
69253 complete dzero msanders 5 200000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
69252 complete dzero msanders 5 200000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
69081 complete higgs msanders 5 10000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=150 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69080 complete higgs msanders 5 10000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=130 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69079 complete higgs msanders 5 10000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=110 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69078 complete higgs msanders 5 10000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=95 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69077 complete higgs msanders 5 10000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=85 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69076 complete higgs msanders 5 150000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=160 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69075 complete higgs msanders 5 150000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=140 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69074 complete higgs msanders 5 150000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=120 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69073 complete higgs msanders 5 150000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=100 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
69072 complete higgs msanders 5 150000 p17 pythia tbh+->wbh+->2q+2b+tau+nu m=80 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
68986 complete dzero msanders 5 50000 csmc alpgen+pythia gam-z+2b+2lp->tautau+2b+2lp incl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+2lp --- tautau+2b+2lp_n.unw
68985 complete dzero msanders 5 50000 csmc alpgen+pythia gam-z+2b+2lp->mumu+2b+2lp incl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+2lp --- mumu+2b+2lp_n.unw
68984 complete dzero msanders 5 50000 csmc alpgen+pythia gam-z+2b+2lp->ee+2b+2lp incl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+2lp --- ee+2b+2lp_n.unw
68983 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2b+1lp->tautau+2b+1lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+1lp --- tautau+2b+1lp_n.unw
68982 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2b+1lp->mumu+2b+1lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+1lp --- mumu+2b+1lp_n.unw
68981 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2b+1lp->ee+2b+1lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+1lp --- ee+2b+1lp_n.unw
68980 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+2b+0lp->tautau+2b+0lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+0lp --- tautau+2b+0lp_n.unw
68979 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+2b+0lp->mumu+2b+0lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+0lp --- mumu+2b+0lp_n.unw
68978 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+2b+0lp->ee+2b+0lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+0lp --- ee+2b+0lp_n.unw
68977 complete dzero msanders 5 100000 csmc alpgen+pythia w+2c+3lp->lnu+2c+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+2c+3lp --- lnu+2c+3lp_n.incl-unw
68976 complete dzero msanders 5 200000 csmc alpgen+pythia w+2c+2lp->lnu+2c+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2c+2lp --- lnu+2c+2lp_n.unw
68975 complete dzero msanders 5 200000 csmc alpgen+pythia w+2c+1lp->lnu+2c+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2c+1lp --- lnu+2c+1lp_n.unw
68974 complete dzero msanders 5 200000 csmc alpgen+pythia w+2c+1lp->lnu+2c+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2c+1lp --- lnu+2c+1lp_n.unw
68973 complete dzero msanders 5 200000 csmc alpgen+pythia w+2c+0lp->lnu+2c+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2c+0lp --- lnu+2c+0lp_n.unw
68972 complete dzero msanders 5 200000 csmc alpgen+pythia w+2c+0lp->lnu+2c+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2c+0lp --- lnu+2c+0lp_n.unw
68795 complete top tadams 5 75000 csmc alpgen+pythia t+t+2lp->lnu+2b+4lp mt=170 incl alpgenpythia --- v01-00-09 --- dzero --- t+t+2lp --- lnu+2b+4lpc_n.unw
68794 complete top tadams 5 150000 csmc alpgen+pythia t+t+1lp->lnu+2b+3lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+1lp --- lnu+2b+3lpc_n.unw
68793 complete top tadams 5 150000 csmc alpgen+pythia t+t+0lp->lnu+2b+2lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- lnu+2b+2lpc_n.unw
68792 complete top tadams 5 150000 csmc alpgen+pythia t+t+0lp->lnu+2b+2lp mt=170 excl alpgenpythia --- v01-00-09 --- dzero --- t+t+0lp --- lnu+2b+2lpc_n.unw
68694 hold dzero tadams 5 50000 alpgen+pythia gam-z+2b+2lp->2e+2b+2lp incl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+2lp --- ee+2b+2lp_n.unw
68693 hold dzero tadams 5 100000 alpgen+pythia gam-z+2b+1lp->2e+2b+1lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+1lp --- ee+2b+1lp_n.unw
68692 hold dzero tadams 5 200000 alpgen+pythia gam-z+2b+0lp->2e+2b+0lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2b+0lp --- ee+2b+0lp_n.unw
68677 complete dzero tadams 5 50000 csmc alpgen+pythia w+2b+3lp->lnu+2b+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+2b+3lp --- lnu+2b+3lp_n.incl-unw
68676 complete dzero tadams 5 100000 csmc alpgen+pythia w+2b+2lp->lnu+2b+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+2lp --- lnu+2b+2lp_n.unw
68675 complete dzero tadams 5 150000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
68674 complete dzero tadams 5 150000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
68673 complete dzero tadams 5 200000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
68672 complete dzero tadams 5 200000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
68276 complete dzero tadams 5 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-09 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw
68275 complete dzero tadams 5 100000 csmc alpgen+pythia w+4lp->lnu+4lp excl alpgenpythia --- v01-00-09 --- dzero --- w+4lp --- lnu+4lp_n.unw
68274 complete dzero tadams 5 100000 csmc alpgen+pythia w+3lp->lnu+3lp excl alpgenpythia --- v01-00-09 --- dzero --- w+3lp --- lnu+3lp_n.unw
68273 complete dzero tadams 5 200000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2lp --- lnu+2lp_n.unw
68272 complete dzero tadams 5 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
68255 complete dzero tadams 5 25000 csmc alpgen+pythia w+2b+3lp->lnu+2b+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+2b+3lp --- lnu+2b+3lp_n.incl-unw
68254 complete dzero tadams 5 50000 csmc alpgen+pythia w+2b+2lp->lnu+2b+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+2lp --- lnu+2b+2lp_n.unw
68253 complete dzero tadams 5 50000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
68252 complete dzero tadams 5 100000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
68237 complete higgs tadams 5 10000 p17 pythia tbh+->wbh+->mu+nu+2b+tau+nu m_h=80 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- munumu+bb+taunutau_2hdm.n
68236 complete higgs tadams 5 10000 p17 pythia tbh+->wbh+->mu+nu+2b+tau+nu m_h=90 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- munumu+bb+taunutau_2hdm.n
68235 complete higgs tadams 5 10000 p17 pythia tbh+->wbh+->mu+nu+2b+tau+nu m_h=100 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- munumu+bb+taunutau_2hdm.n
68234 complete higgs tadams 5 10000 p17 pythia tbh+->wbh+->mu+nu+2b+tau+nu m_h=120 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- munumu+bb+taunutau_2hdm.n
68233 complete higgs tadams 5 10000 p17 pythia tbh+->wbh+->mu+nu+2b+tau+nu m_h=140 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- munumu+bb+taunutau_2hdm.n
68232 complete higgs tadams 5 10000 p17 pythia tbh+->wbh+->mu+nu+2b+tau+nu m_h=160 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- munumu+bb+taunutau_2hdm.n
68155 complete dzero tadams 7 25000 csmc alpgen+pythia w+2b+3lp->lnu+2b+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+2b+3lp --- lnu+2b+3lp_n.incl-unw
68154 complete dzero tadams 7 50000 csmc alpgen+pythia w+2b+2lp->lnu+2b+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+2lp --- lnu+2b+2lp_n.unw
68153 complete dzero tadams 7 50000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
68152 complete dzero tadams 7 100000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
68132 complete dzero tadams 6 50000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
68120 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw
68119 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw
68118 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw
68117 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw
68116 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw
68115 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw
68114 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw
68113 complete dzero tadams 5 200000 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw
68092 complete dzero tadams 6 100000 pythia qcd direct bb pt=320-980 pythia --- v01-00-00 --- dzero --- b+b --- incl_sm.n
68072 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
68052 complete dzero tadams 6 100000 pythia qcd direct cc pt=320-980 pythia --- v01-00-00 --- dzero --- c+c --- incl_sm.n
68014 complete dzero ralf 6 100000 csmc pythia zz->incl pythia --- v01-00-10 --- dzero --- z+z --- incl_sm.n
67973 complete higgs ralf 6 100000 pythia hl+b->bb+b m_hl=260 pythia --- v01-00-10 --- higgs --- hl+b --- 3b_sm.n
67956 complete higgs ralf 6 100000 pythia hl+b->bb+b m_hl=260 pythia --- v01-00-10 --- higgs --- hl+b --- 3b_sm.n
67954 complete higgs ralf 6 100000 pythia hl+b->bb+b m_hl=260 pythia --- v01-00-10 --- higgs --- hl+b --- 3b_sm.n
67813 complete dzero ralf 4 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
67812 complete dzero ralf 4 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
67792 complete dzero ralf 4 200000 csmc pythia gam-z(+jets)->mumu(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- mumu_sm.n
67774 complete dzero ralf 4 200000 csmc pythia gam-z(+jets)->mumu(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- mumu_sm.n
67773 complete dzero ralf 4 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
67772 complete dzero ralf 4 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
67716 complete dzero ralf 4 50000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
67715 complete dzero ralf 4 100000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
67714 complete dzero ralf 4 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
67713 complete dzero ralf 4 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
67712 complete dzero ralf 4 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
67594 complete dzero ralf 4 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-10 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw
67593 complete dzero ralf 4 100000 csmc alpgen+pythia w+4lp->lnu+4lp excl alpgenpythia --- v01-00-10 --- dzero --- w+4lp --- lnu+4lp_n.unw
67592 complete dzero ralf 4 100000 csmc alpgen+pythia w+3lp->lnu+3lp excl alpgenpythia --- v01-00-10 --- dzero --- w+3lp --- lnu+3lp_n.unw
67512 complete dzero ralf 4 200000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
67493 complete dzero ralf 4 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
67492 complete dzero ralf 4 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
67473 complete dzero ralf 4 200000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2lp --- lnu+2lp_n.unw
67472 complete dzero ralf 4 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
67453 complete dzero ralf 4 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
67452 complete dzero ralf 4 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
67437 complete dzero ralf 6 50000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
67436 complete dzero ralf 6 50000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
67435 complete dzero ralf 6 50000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
67434 complete dzero ralf 6 100000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
67433 complete dzero ralf 6 50000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
67432 complete dzero ralf 6 50000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
67414 complete dzero ralf 6 50000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
67413 complete dzero ralf 6 100000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-10 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
66715 complete dzero msanders 7 50000 csmc alpgen+pythia w+3lp->lnu+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+3lp --- lnu+3lp_n.unw
66714 complete dzero msanders 7 50000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2lp --- lnu+2lp_n.unw
66713 complete dzero msanders 7 100000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
66712 complete dzero msanders 7 100000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
66693 complete dzero tadams 6 50000 csmc alpgen+pythia w+3lp->lnu+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+3lp --- lnu+3lp_n.unw
66692 complete dzero tadams 6 50000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2lp --- lnu+2lp_n.unw
66691 complete dzero tadams 6 100000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
66690 complete dzero tadams 6 100000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
66685 complete higgs msanders 5 10000 pythia tbh+->wbh+->2q+2b+tau+nu m=90 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
66684 complete higgs msanders 5 50000 pythia tbh+->wbh+->2q+2b+tau+nu m=80 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
66683 complete higgs msanders 5 50000 pythia tbh+->wbh+->2q+2b+tau+nu m=100 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
66682 complete higgs msanders 5 50000 pythia tbh+->wbh+->2q+2b+tau+nu m=120 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
66681 complete higgs msanders 5 50000 pythia tbh+->wbh+->2q+2b+tau+nu m=140 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
66680 complete higgs msanders 5 50000 pythia tbh+->wbh+->2q+2b+tau+nu m=160 gev pythia --- v01-00-09 --- higgs --- t+b+hp --- qq+bb+taunutau_2hdm.n
66679 complete dzero msanders 6 25000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
66678 complete dzero msanders 6 50000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
66677 complete dzero msanders 6 50000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
66676 complete dzero msanders 6 100000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
66675 hold dzero msanders 6 50000 csmc alpgen+pythia w+3lp->lnu+3lp incl alpgenpythia --- v01-00-09 --- dzero --- w+3lp --- lnu+3lp_n.unw
66674 hold dzero msanders 6 50000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-09 --- dzero --- w+2lp --- lnu+2lp_n.unw
66673 hold dzero msanders 6 100000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-09 --- dzero --- w+1lp --- lnu+1lp_n.unw
66672 hold dzero msanders 6 100000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-09 --- dzero --- w+0lp --- lnu+0lp_n.unw
66639 complete dzero msanders 5 100000 pythia qcd direct bb pt=160-320 pythia --- v01-00-00 --- dzero --- b+b --- incl_sm.n
66638 complete dzero msanders 5 100000 pythia qcd direct bb pt=80-160 pythia --- v01-00-00 --- dzero --- b+b --- incl_sm.n
66637 complete dzero msanders 5 100000 pythia qcd direct bb pt=40-80 pythia --- v01-00-00 --- dzero --- b+b --- incl_sm.n
66636 complete dzero msanders 5 100000 pythia qcd direct bb pt=20-40 pythia --- v01-00-00 --- dzero --- b+b --- incl_sm.n
66635 complete dzero msanders 5 100000 pythia qcd direct cc pt=160-320 pythia --- v01-00-00 --- dzero --- c+c --- incl_sm.n
66634 complete dzero msanders 5 100000 pythia qcd direct cc pt=80-160 pythia --- v01-00-00 --- dzero --- c+c --- incl_sm.n
66633 complete dzero msanders 5 100000 pythia qcd direct cc pt=40-80 pythia --- v01-00-00 --- dzero --- c+c --- incl_sm.n
66632 complete dzero msanders 5 100000 pythia qcd direct cc pt=20-40 pythia --- v01-00-00 --- dzero --- c+c --- incl_sm.n
66556 complete dzero tadams 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
66555 complete dzero tadams 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
66554 complete dzero tadams 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
66553 complete dzero tadams 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
66552 complete dzero tadams 3 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
66535 complete dzero msanders 7 25000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
66534 complete dzero msanders 7 50000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
66533 complete dzero msanders 7 50000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
66532 complete dzero msanders 7 100000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=75-130 gev alpgenpythia --- v01-00-09 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
66377 complete dzero msanders 5 100000 csmc pythia gam-z(+jets)->tautau(+jets) m>500 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
66376 complete dzero msanders 5 100000 csmc pythia gam-z(+jets)->ee(+jets) m>500 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
66375 complete dzero msanders 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=250-500 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
66374 complete dzero msanders 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=250-500 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
66373 complete dzero msanders 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=130-250 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
66372 complete dzero msanders 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=130-250 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
66072 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
66052 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
66033 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
66032 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
66012 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65874 complete algo tadams 6 200000 pythia j/psi+gl->mumu+gl (require 2mu pt>1.5 eff=0.08) pythia --- v01-00-09 --- dzero --- jpsi+gl --- incl_colour-singlet.gl-fusion
65873 complete algo tadams 6 200000 pythia j/psi+gl->mumu+gl (require 2mu pt>1.5 eff=0.08) pythia --- v01-00-09 --- dzero --- jpsi+gl --- incl_colour-singlet.gl-fusion
65872 complete algo tadams 6 200000 pythia j/psi+gl->mumu+gl (require 2mu pt>1.5 eff=0.08) pythia --- v01-00-09 --- dzero --- jpsi+gl --- incl_colour-singlet.gl-fusion
65852 complete algo tadams 6 200000 pythia j/psi+gl->mumu+gl (require 2mu pt>1.5 eff=0.08) pythia --- v01-00-09 --- dzero --- jpsi+gl --- incl_colour-singlet.gl-fusion
65832 complete algo tadams 6 200000 pythia j/psi+gl->mumu+gl (require 2mu pt>1.5 eff=0.08) pythia --- v01-00-09 --- dzero --- jpsi+gl --- incl_colour-singlet.gl-fusion
65774 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65773 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65772 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65753 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65752 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65721 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65720 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65719 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65718 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65717 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65716 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65715 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65714 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65713 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65712 complete dzero ralf 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=15-60 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65572 hold dzero ralf 5 100000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
65457 hold dzero ralf 5 100000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=15-75 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
65456 hold dzero ralf 5 100000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
65455 complete dzero ralf 5 100000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
65454 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
65453 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
65452 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
65432 complete dzero ralf 5 100000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
65414 complete dzero ralf 5 100000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
65412 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
65393 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
65392 complete dzero ralf 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=130-250 gev alpgenpythia --- v01-00-05 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
65317 complete dzero ralf 5 200000 csmc alpgen+pythia z+2c+0lp->ee+2c+0lp excl alpgenpythia --- v01-00-05 --- dzero --- gam-z+2c+0lp --- ee+2c+0lp_n.unw
65316 complete dzero ralf 5 200000 csmc alpgen+pythia z+2c+0lp->mumu+2c+0lp excl alpgenpythia --- v01-00-05 --- dzero --- gam-z+2c+0lp --- mumu+2c+0lp_n.unw
65315 complete dzero ralf 5 200000 csmc alpgen+pythia z+2b+0lp->mumu+2b+0lp excl alpgenpythia --- v01-00-05 --- dzero --- gam-z+2b+0lp --- mumu+2b+0lp_n.unw
65314 complete dzero ralf 5 200000 csmc alpgen+pythia z+2b+0lp->ee+2b+0lp excl alpgenpythia --- v01-00-05 --- dzero --- gam-z+2b+0lp --- ee+2b+0lp_n.unw
65292 complete dzero tadams 9 100000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
65237 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=5-15 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65236 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=5-15 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65235 complete dzero tadams 5 100000 csmc pythia gam-z(+jets)->tautau(+jets) m=5-15 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
65234 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=5-15 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65233 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=5-15 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
65232 complete dzero tadams 5 100000 csmc pythia gam-z(+jets)->ee(+jets) m=5-15 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
64735 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw
64734 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw
64733 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw
64732 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw
64715 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+3lp->tautau+3lp incl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+3lp --- tautau+3lp_n.unw
64714 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2lp->tautau+2lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- tautau+2lp_n.unw
64713 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+1lp->tautau+1lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- tautau+1lp_n.unw
64712 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->tautau+0lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- tautau+0lp_n.unw
64699 complete dzero msanders 3 100000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
64698 complete dzero msanders 3 100000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
64697 complete dzero msanders 3 100000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
64696 complete dzero msanders 3 100000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
64695 complete dzero msanders 3 200000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
64694 complete dzero msanders 3 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
64693 complete dzero msanders 3 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
64692 complete dzero msanders 3 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
64612 complete dzero msanders 3 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw
64576 complete dzero msanders 3 100000 csmc alpgen+pythia w+4lp->lnu+4lp excl alpgenpythia --- v01-00-00 --- dzero --- w+4lp --- lnu+4lp_n.unw
64575 complete dzero msanders 3 100000 csmc alpgen+pythia w+3lp->lnu+3lp excl alpgenpythia --- v01-00-00 --- dzero --- w+3lp --- lnu+3lp_n.unw
64574 complete dzero msanders 3 200000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-00 --- dzero --- w+2lp --- lnu+2lp_n.unw
64573 complete dzero msanders 3 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-00 --- dzero --- w+1lp --- lnu+1lp_n.unw
64572 complete dzero msanders 3 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-00 --- dzero --- w+0lp --- lnu+0lp_n.unw
64172 complete dzero msanders 5 100000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
64152 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
64133 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
64132 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
64115 partial dzero msanders 5 100000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
64114 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
64113 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
64112 complete dzero msanders 5 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=15-75 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
63932 complete dzero ralf 5 50000 csmc alpgen+pythia z+5lp->nunu+5lp incl alpgenpythia --- v01-00-00 --- dzero --- z+5lp --- nunu+5lp_n.incl-unw
63912 complete dzero ralf 5 100000 csmc alpgen+pythia z+4lp->nunu+4lp excl alpgenpythia --- v01-00-00 --- dzero --- z+4lp --- nunu+4lp_n.unw
63872 complete dzero ralf 5 200000 csmc alpgen+pythia z+3lp->nunu+3lp excl alpgenpythia --- v01-00-00 --- dzero --- z+3lp --- nunu+3lp_n.unw
63852 complete dzero ralf 5 200000 csmc alpgen+pythia z+2lp->nunu+2lp excl alpgenpythia --- v01-00-00 --- dzero --- z+2lp --- nunu+2lp_n.unw
63835 complete dzero ralf 5 200000 csmc alpgen+pythia z+1lp->nunu+1lp excl alpgenpythia --- v01-00-00 --- dzero --- z+1lp --- nunu+1lp_n.unw
63834 complete dzero ralf 5 200000 csmc alpgen+pythia z+1lp->nunu+1lp excl alpgenpythia --- v01-00-00 --- dzero --- z+1lp --- nunu+1lp_n.unw
63833 complete dzero ralf 5 200000 csmc alpgen+pythia z+0lp->nunu+0lp excl alpgenpythia --- v01-00-00 --- dzero --- z+0lp --- nunu+0lp_n.unw
63832 complete dzero ralf 5 200000 csmc alpgen+pythia z+0lp->nunu+0lp excl alpgenpythia --- v01-00-00 --- dzero --- z+0lp --- nunu+0lp_n.unw
63733 complete higgs msanders 5 100000 pythia zh->2l+2b mh=115 gev pythia --- v01-00-05 --- higgs --- hl+z --- 2b+2l_sm.n
63732 complete higgs msanders 5 100000 pythia wh->lnu+2b mh=115 gev pythia --- v01-00-05 --- higgs --- hl+w --- 2b+lnu_sm.n
63292 complete higgs ralf 5 100000 pythia h->ww->2l+2nu mh=160 gev pythia --- v01-00-05 --- higgs --- hl --- 2w_2l+2nu_sm.n
63112 complete dzero tadams 9 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-00 --- dzero --- w+0lp --- lnu+0lp_n.unw
62917 complete dzero msanders 5 100000 pythia wz->jjll pythia --- v01-00-04 --- dzero --- w+z --- 2j+2l_sm.n
62916 complete dzero msanders 5 100000 pythia wz->lnujj pythia --- v01-00-04 --- dzero --- w+z --- l+nu+2j_sm.n
62915 complete dzero msanders 5 100000 pythia wz->inclusive pythia --- v01-00-04 --- dzero --- w+z --- incl_sm.n
62914 complete dzero msanders 5 200000 pythia ww->inclusive pythia --- v01-00-04 --- dzero --- w+w --- incl_sm.n
62913 complete dzero msanders 5 200000 pythia t+tbar->2b+2l+2nu m_t=170 gev pythia --- v01-00-04 --- top --- t+t --- 2b+2l+2nu_sm.n
62912 complete dzero msanders 5 200000 pythia t+tbar->2b+2l+2nu m_t=170 gev pythia --- v01-00-04 --- top --- t+t --- 2b+2l+2nu_sm.n
62772 hold dzero ralf 5 200000 csmc alpgen+pythia z+2c+0lp->mumu+2c+0lp excl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2c+0lp --- mumu+2c+0lp_n.unw
62755 complete dzero ralf 5 50000 csmc alpgen+pythia z+2c+2lp->mumu+2c+2lp incl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2c+2lp --- mumu+2c+2lp_n.unw
62754 complete dzero ralf 5 50000 csmc alpgen+pythia z+2c+2lp->ee+2c+2lp incl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2c+2lp --- ee+2c+2lp_n.unw
62753 complete dzero ralf 5 50000 csmc alpgen+pythia z+2b+2lp->mumu+2b+2lp incl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2b+2lp --- mumu+2b+2lp_n.unw
62752 complete dzero ralf 5 50000 csmc alpgen+pythia z+2b+2lp->ee+2b+2lp incl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2b+2lp --- ee+2b+2lp_n.unw
62716 complete dzero ralf 5 100000 csmc alpgen+pythia z+2c+1lp->mumu+2c+1lp excl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2c+1lp --- mumu+2c+1lp_n.unw
62713 complete dzero ralf 5 100000 csmc alpgen+pythia z+2c+1lp->ee+2c+1lp excl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2c+1lp --- ee+2c+1lp_n.unw
62712 partial dzero ralf 5 200000 csmc alpgen+pythia z+2c+0lp->ee+2c+0lp excl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2c+0lp --- ee+2c+0lp_n.unw
62693 complete dzero ralf 5 100000 csmc alpgen+pythia z+2b+1lp->mumu+2b+1lp excl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2b+1lp --- mumu+2b+1lp_n.unw
62673 complete dzero ralf 5 100000 csmc alpgen+pythia z+2b+1lp->ee+2b+1lp excl alpgenpythia --- v01-00-03 --- dzero --- gam-z+2b+1lp --- ee+2b+1lp_n.unw
62552 complete dzero ralf 5 100000 csmc alpgen+pythia w+2c+3lp->lnu+2c+3lp incl alpgenpythia --- v01-00-03 --- dzero --- w+2c+3lp --- lnu+2c+3lp_n.incl-unw
62532 complete dzero ralf 5 200000 csmc alpgen+pythia w+2c+2lp->lnu+2c+2lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2c+2lp --- lnu+2c+2lp_n.unw
62514 complete dzero ralf 5 200000 csmc alpgen+pythia w+2c+1lp->lnu+2c+1lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2c+1lp --- lnu+2c+1lp_n.unw
62513 complete dzero ralf 5 200000 csmc alpgen+pythia w+2c+1lp->lnu+2c+1lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2c+1lp --- lnu+2c+1lp_n.unw
62512 complete dzero ralf 5 200000 csmc alpgen+pythia w+2c+0lp->lnu+2c+0lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2c+0lp --- lnu+2c+0lp_n.unw
62492 complete dzero ralf 5 200000 csmc alpgen+pythia w+2c+0lp->lnu+2c+0lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2c+0lp --- lnu+2c+0lp_n.unw
62297 complete dzero tadams 5 100000 csmc alpgen+pythia w+2b+3lp->lnu+2b+3lp incl alpgenpythia --- v01-00-03 --- dzero --- w+2b+3lp --- lnu+2b+3lp_n.incl-unw
62296 complete dzero tadams 5 200000 csmc alpgen+pythia w+2b+2lp->lnu+2b+2lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2b+2lp --- lnu+2b+2lp_n.unw
62295 complete dzero tadams 5 200000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
62294 complete dzero tadams 5 200000 csmc alpgen+pythia w+2b+1lp->lnu+2b+1lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2b+1lp --- lnu+2b+1lp_n.unw
62293 complete dzero tadams 5 200000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
62292 complete dzero tadams 5 200000 csmc alpgen+pythia w+2b+0lp->lnu+2b+0lp excl alpgenpythia --- v01-00-03 --- dzero --- w+2b+0lp --- lnu+2b+0lp_n.unw
62252 complete dzero ralf 4 100000 pythia w w -> ll nu nu pythia --- v01-00-03 --- dzero --- w+w --- 2l+2nu_sm.n
62233 complete dzero tadams 6 100000 pythia gam-z(+jets)->bb(+jets) m=60-130 gev (mu pt>4 eff=0.16) pythia --- v01-00-02 --- bid --- gam-z --- bb_sm.n
62232 complete dzero tadams 6 100000 pythia gam-z(+jets)->cc(+jets) m=60-130 gev (mu pt>4 eff=0.05) pythia --- v01-00-02 --- bid --- gam-z --- cc_sm.n
62212 complete dzero tadams 6 100000 pythia gam-z(+jets)->qq(+jets) m=60-130 gev (mu pt>4 eff=0.001) pythia --- v01-00-02 --- bid --- gam-z --- qq_sm.n
61973 complete dzero ralf 4 200000 pythia t tbar -> inclusive pythia --- v01-00-03 --- dzero --- t+t --- incl_sm.n
61972 complete dzero ralf 4 200000 pythia t tbar -> inclusive pythia --- v01-00-03 --- dzero --- t+t --- incl_sm.n
61254 complete dzero tadams 6 100000 pythia gam-z(+jets)->bb(+jets) m=60-130 gev pythia --- v01-00-02 --- bid --- gam-z --- bb_sm.n
61253 complete dzero tadams 6 100000 pythia gam-z(+jets)->cc(+jets) m=60-130 gev pythia --- v01-00-02 --- bid --- gam-z --- cc_sm.n
61252 complete dzero tadams 6 100000 pythia gam-z(+jets)->qq(+jets) m=60-130 gev pythia --- v01-00-02 --- bid --- gam-z --- qq_sm.n
60935 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+3lp->mumu+3lp incl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+3lp --- mumu+3lp_n.unw
60934 complete dzero tadams 5 100000 csmc alpgen+pythia gam-z+2lp->mumu+2lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- mumu+2lp_n.unw
60933 complete dzero tadams 4 200000 csmc alpgen+pythia gam-z+1lp->mumu+1lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- mumu+1lp_n.unw
60932 complete dzero tadams 4 200000 csmc alpgen+pythia gam-z+0lp->mumu+0lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- mumu+0lp_n.unw
60592 complete dzero tadams 8 10000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev (store dst) pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
60575 complete dzero tadams 7 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw
60574 complete dzero tadams 7 100000 csmc alpgen+pythia w+4lp->lnu+4lp excl alpgenpythia --- v01-00-00 --- dzero --- w+4lp --- lnu+4lp_n.unw
60573 complete dzero tadams 7 100000 csmc alpgen+pythia w+3lp->lnu+3lp excl alpgenpythia --- v01-00-00 --- dzero --- w+3lp --- lnu+3lp_n.unw
60572 complete dzero tadams 7 200000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-00 --- dzero --- w+2lp --- lnu+2lp_n.unw
60553 complete dzero tadams 7 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-00 --- dzero --- w+1lp --- lnu+1lp_n.unw
60552 complete dzero tadams 7 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-00 --- dzero --- w+0lp --- lnu+0lp_n.unw
60535 complete dzero tadams 6 100000 csmc alpgen+pythia gam-z+3lp->ee+3lp incl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+3lp --- ee+3lp_n.unw
60534 complete dzero tadams 6 100000 csmc alpgen+pythia gam-z+2lp->ee+2lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+2lp --- ee+2lp_n.unw
60533 complete dzero tadams 6 200000 csmc alpgen+pythia gam-z+1lp->ee+1lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+1lp --- ee+1lp_n.unw
60532 complete dzero tadams 6 200000 csmc alpgen+pythia gam-z+0lp->ee+0lp excl m=75-130 gev alpgenpythia --- v01-00-00 --- dzero --- gam-z+0lp --- ee+0lp_n.unw
59876 hold dzero tadams 7 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-00 --- dzero --- w+5lp --- lnu+5lp_n.incl-unw
59875 hold dzero tadams 7 100000 csmc alpgen+pythia w+4lp->lnu+4lp excl alpgenpythia --- v01-00-00 --- dzero --- w+4lp --- lnu+4lp_n.unw
59874 complete dzero tadams 7 100000 csmc alpgen+pythia w+3lp->lnu+3lp excl alpgenpythia --- v01-00-00 --- dzero --- w+3lp --- lnu+3lp_n.unw
59873 complete dzero tadams 7 200000 csmc alpgen+pythia w+2lp->lnu+2lp excl alpgenpythia --- v01-00-00 --- dzero --- w+2lp --- lnu+2lp_n.unw
59872 hold dzero tadams 7 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-00 --- dzero --- w+1lp --- lnu+1lp_n.unw
55872 complete dzero tadams 7 200000 csmc alpgen+pythia w+1lp->lnu+1lp excl alpgenpythia --- v01-00-00 --- dzero --- w+1lp --- lnu+1lp_n.unw
55052 complete dzero tadams 7 100000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev (store d0gstar) pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
54297 hold dzero tadams 7 50000 csmc alpgen+pythia w+5lp->lnu+5lp incl alpgenpythia --- v01-00-00 --- dzero --- w+5lp --- lnu+5lp_n.unw
54296 hold dzero tadams 7 100000 csmc alpgen+pythia w+4lp->lnu+4lp excl alpgenpythia --- v01-00-00 --- dzero --- w+4lp --- lnu+4lp_n.unw
54292 complete dzero tadams 7 200000 csmc alpgen+pythia w+0lp->lnu+0lp excl alpgenpythia --- v01-00-00 --- dzero --- w+0lp --- lnu+0lp_n.unw
53401 complete dzero msanders 4 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
53400 complete dzero msanders 4 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
53399 complete dzero msanders 4 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
53398 complete dzero msanders 4 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
53397 complete dzero msanders 4 200000 csmc pythia w(+jets)->taunu(+jets) pythia --- v01-00-00 --- dzero --- w --- taunu_sm.n
53396 complete dzero msanders 4 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
53395 complete dzero msanders 4 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
53394 complete dzero msanders 4 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
53393 complete dzero msanders 4 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
53392 complete dzero msanders 4 200000 csmc pythia w(+jets)->munu(+jets) pythia --- v01-00-00 --- dzero --- w --- munu_sm.n
52180 complete dzero tadams 6 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
52179 complete dzero tadams 6 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
52178 complete dzero tadams 6 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
52177 complete dzero tadams 6 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
52176 complete dzero tadams 6 200000 csmc pythia w(+jets)->enu(+jets) pythia --- v01-00-00 --- dzero --- w --- enu_sm.n
52175 complete dzero tadams 6 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
52174 complete dzero tadams 6 200000 csmc pythia gam-z(+jets)->tautau(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- tautau_sm.n
52115 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->mumu(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- mumu_sm.n
52114 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->mumu(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- mumu_sm.n
52113 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
52112 complete dzero tadams 5 200000 csmc pythia gam-z(+jets)->ee(+jets) m=60-130 gev pythia --- v01-00-00 --- dzero --- gam-z --- ee_sm.n
46676 complete dzero msanders 4 200000 pythia gam-z(+jets)->mumu(+jets) m=60-130 gev pythia --- runjob-br-02 --- dzero --- gam-z --- mumu_sm.n
46675 complete dzero msanders 4 200000 pythia gam-z(+jets)->mumu(+jets) m=60-130 gev pythia --- runjob-br-02 --- dzero --- gam-z --- mumu_sm.n

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Created: April 16, 2006
Updated: November 23, 2009