2  M_K and Z

2.1 MK without correction in \mu_\ell

MK1-cB.72.64 = 0.198133(66) , \chi^2/dof= 0.14498

MK2-cB.72.64 = 0.208345(67) , \chi^2/dof= 0.1586

MK1-cC.06.80 = 0.170695(63) , \chi^2/dof= 0.41753

MK2-cC.06.80 = 0.180633(66) , \chi^2/dof= 0.463

MK1-cD.54.96 = 0.139839(47) , \chi^2/dof= 0.33101

MK2-cD.54.96 = 0.144894(48) , \chi^2/dof= 0.35184

MK1-cE.44.11 = 0.118636(58) , \chi^2/dof= 0.85727

MK2-cE.44.11 = 0.123699(60) , \chi^2/dof= 0.92183

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en	ms
cB.72.64_K	0.018268(53)
cC.06.80_K	0.016053(67)
cD.54.96_K	0.013559(39)
cE.44.112_K	0.011787(56)

Ens.	a\mu_s(K)	a\mu_s(GG)
cB.72.64_K	0.018268(53)	0.018278(24)
cC.06.80_K	0.016053(67)	0.016043(42)
cD.54.96_K	0.013559(39)	0.013576(33)
cE.44.112_K	0.011787(56)	0.011793(36)

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2.2 \eta_s and phi

M_{K1}^{op} = 0.198150(69) , \chi^2/dof= 0.21532

M_{K2}^{op} = 0.208360(71) , \chi^2/dof= 0.24621

M_{eta1}^{op} = 0.290097(67) , \chi^2/dof= 0.005802

M_{eta}^{op} = 0.274868(66) , \chi^2/dof= 0.0057655

M_{eta1}^{op} = 0.290097(67) , \chi^2/dof= 0.005802

M_{phi}^{op} = 0.41598(90) , \chi^2/dof= 0.83355

M_{phi1}^{op} = 0.42685(77) , \chi^2/dof= 0.77197

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2.3 Continuum \eta_s

[1] “/home/garofalo/analysis/g-2_new_stat/fit_all_Metas/Metas_TM_3b_a2_fit_P.dat” [1] “/home/garofalo/analysis/g-2_new_stat/fit_all_Metas/Metas_TM_4b_a2_fit_P.dat” [1] “/home/garofalo/analysis/g-2_new_stat/fit_all_Metas/Metas_TM_4b_a4_fit_P.dat” AIC (chi2 + 2Npar - Ndat)/2 = 689.6(1.1) ( 0.8528937 ) [ 0.6771578 ]

AIC (chi2 + 2Npar - Ndat)/2 (no dof =1) = 689.00(57) ( 0.5697482 ) [ 0 ]

AIC (chi2 + 2Npar -2 Ndat)/2 = 689.6(1.1) ( 0.869524 ) [ 0.7295155 ]

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`stat_bin()` using `bins = 30`. Pick better value with `binwidth`.

2.4 Z

cB.72.64_mu.0.000720

ZA(s)-cB.72.64 = 0.74289(19) , \chi^2/dof= 0.023427

ZA(s1)-cB.72.64 = 0.74323(18) , \chi^2/dof= 0.01882

ZV(s)-cB.72.64 = 0.706458(20) , \chi^2/dof= 0.048006

ZV(s1)-cB.72.64 = 0.706038(20) , \chi^2/dof= 0.04548

<r > cB.72.96_mu.0.000720

ZA(s)-cB.72.96 = 0.74253(19) , \chi^2/dof= 0.096592

ZA(s1)-cB.72.96 = 0.74274(19) , \chi^2/dof= 0.083392

ZV(s)-cB.72.96 = 0.706509(11) , \chi^2/dof= 0.30482

ZV(s1)-cB.72.96 = 0.706300(10) , \chi^2/dof= 0.26729

<r > cC.06.80_mu.0.000600

ZA(s)-cC.06.80 = 0.75813(13) , \chi^2/dof= 0.03274

ZA(s1)-cC.06.80 = 0.75832(13) , \chi^2/dof= 0.022209

ZV(s)-cC.06.80 = 0.7254358(94) , \chi^2/dof= 0.24287

ZV(s1)-cC.06.80 = 0.7250158(92) , \chi^2/dof= 0.24617

<r > cC.06.112_mu.0.000600

ZA(s)-cC.06.11 = 0.75823(14) , \chi^2/dof= 0.068208

ZA(s1)-cC.06.11 = 0.75843(13) , \chi^2/dof= 0.061482

ZV(s)-cC.06.11 = 0.7254555(53) , \chi^2/dof= 0.50731

ZV(s1)-cC.06.11 = 0.7250355(52) , \chi^2/dof= 0.44798

<r > cD.54.96_mu.0.000540

ZA(s)-cD.54.96 = 0.773668(96) , \chi^2/dof= 0.07796

ZA(s1)-cD.54.96 = 0.773686(93) , \chi^2/dof= 0.068221

ZV(s)-cD.54.96 = 0.7442350(38) , \chi^2/dof= 0.3975

ZV(s1)-cD.54.96 = 0.7440374(37) , \chi^2/dof= 0.43654

<r > cE.44.112_mu.0.000440

ZA(s)-cE.44.11 = 0.785485(90) , \chi^2/dof= 0.12487

ZA(s1)-cE.44.11 = 0.785475(85) , \chi^2/dof= 0.10852

ZV(s)-cE.44.11 = 0.7583829(26) , \chi^2/dof= 0.74251

ZV(s1)-cE.44.11 = 0.7581986(26) , \chi^2/dof= 0.722

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Z_A ( cB.72.64_mu.0.000720 )= 0.74293(19)

Z_V ( cB.72.64_mu.0.000720 )= 0.706401(21)

Z_A ( cB.72.96_mu.0.000720 )= 0.74258(19)

Z_V ( cB.72.96_mu.0.000720 )= 0.706453(14)

Z_A ( cC.06.80_mu.0.000600 )= 0.75813(13)

Z_V ( cC.06.80_mu.0.000600 )= 0.725425(21)

Z_A ( cC.06.112_mu.0.000600 )= 0.75823(14)

Z_V ( cC.06.112_mu.0.000600 )= 0.725444(17)

Z_A ( cD.54.96_mu.0.000540 )= 0.773678(95)

Z_V ( cD.54.96_mu.0.000540 )= 0.7441245(79)

Z_A ( cE.44.112_mu.0.000440 )= 0.785477(86)

Z_V ( cE.44.112_mu.0.000440 )= 0.758238(10)

M_{JPsi}^{op}(c0) = 0.72501(12) , \chi^2/dof= 0.53153

M_{JPsi}^{op}(c1) = 0.75913(12) , \chi^2/dof= 0.51433

M_{JPsi}^{op}(c2) = 0.79279(13) , \chi^2/dof= 0.51631

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