12 blinded D96

the different bounding are:

Above
1. c(t>t_c)< c(t_c) e^{-E_{2\pi} (t-t_c)}
2. c(t>t_c)< c(t_c) e^{-M_{eff} (t-t_c)} where M_{eff} is the plateau value of m_{eff}(t) of the correlator VKVK.
below
1. c(t>t_c) > 0
2. c(t>t_c)< c(t_c) e^{-m_{eff}(t_m) (t-t_c)}, where t_m=t_c for t_c<t_e while t_m=t_e for t_c\geq t_e and t_e is some time slice

The different labels refer to:

amu_{bound}_(TM)_below = 6.950(65)e-8 , \chi^2/dof= 0.0004013

amu_{bound_meff_t}_(TM)_below = 6.975(60)e-8 , \chi^2/dof= 0.013201

amu_{bound_meff}_(TM)_above = 6.912(44)e-8 , \chi^2/dof= 0.0068194

<r >

amu_{bound}_(OS)_below = 6.652(60)e-8 , \chi^2/dof= 0.028621

amu_{bound_meff_t}_(OS)_below = 6.691(59)e-8 , \chi^2/dof= 0.1539

amu_{bound_meff}_(OS)_above = 6.699(44)e-8 , \chi^2/dof= 0.013234

<r >

12.1 effective mass VKVK

vertical line at t_e which correspond to the last mass used in the bounding of a_\mu, i.e. for t_{cut}> t_e we use m_{eff}(t_{e})

M_VKVK_TM = 0.2019(21) , \chi^2/dof= 1.0979

M_VKVK_OS = 0.2065(21) , \chi^2/dof= 0.74306

<r >

DV_DM = 5.927959e-10 +- 5e-11

DV_to_C80 = -9.129034e-12 +- 4e-12

amu_{bound}_(TM)_below444 = 6.950(65)e-8 , \chi^2/dof= 0.0004013

amu_{bound_meff_t}_(TM)_below444 = 6.975(60)e-8 , \chi^2/dof= 0.013201

amu_{bound_meff}_(TM)_above444 = 6.912(44)e-8 , \chi^2/dof= 0.0068194

amu_{bound}_(TM)_below256 = 6.924(83)e-8 , \chi^2/dof= 0.00063401

amu_{bound_meff_t}_(TM)_below256 = 6.942(77)e-8 , \chi^2/dof= 0.0011906

amu_{bound_meff}_(TM)_above256 = 6.868(49)e-8 , \chi^2/dof= 0.0010163

amu_{bound}_(TM)_below184 = 6.904(88)e-8 , \chi^2/dof= 0.017074

amu_{bound_meff_t}_(TM)_below184 = 6.925(87)e-8 , \chi^2/dof= 0.0031706

amu_{bound_meff}_(TM)_above184 = 6.857(55)e-8 , \chi^2/dof= 0.01011

amu_{bound}_(TM)_below122 = 6.781(95)e-8 , \chi^2/dof= 0.011506

amu_{bound_meff_t}_(TM)_below122 = 6.815(98)e-8 , \chi^2/dof= 0.073678

amu_{bound_meff}_(TM)_above122 = 6.827(61)e-8 , \chi^2/dof= 0.011975

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