9  Fit all derivative

9.1 enlarging the error to have chi2dof=1

9.1.1 fpi

[1] “/home/garofalo/analysis/flow/data/fit_all_beta/der_fpi_diffplat_full_mu_mu2_mu3_chi2d1” $\chi^2/dof=$ 1

B fpi(mc_sim)= 130.58(26)

B fpi(mc_iso)= 130.64(26)

B $\delta\mu \partial_\mu f_{\pi}/f_{\pi}$= 0.00044(15)

B fpi(mc_iso)*chidof= 130.64(26)

B $\delta\mu \partial_\mu f_{\pi}/f_{\pi}*\chi_{dof}$= 0.00044(15)

B fpi(mc_iso)*chi= 130.64(28)

B $\delta\mu \partial_\mu f_{\pi}/f_{\pi}*\chi$= 0.00044(43)

B $\mu_\ell \partial_\mu f_{\pi}(\mu_\ell^{sim})$= 1.22(23)

B $\mu_\ell \partial_\mu f_{\pi}(\mu_s^{sim})$= 0.171(41)

B $\mu_\ell \partial_\mu f_{\pi}(\mu_c^{sim})$= 0.0140(36)

C fpi(mc_sim)= 130.42(30)

C fpi(mc_iso)= 130.51(30)

C $\delta\mu \partial_\mu f_{\pi}/f_{\pi}$= 0.00070(22)

C fpi(mc_iso)*chidof= 130.51(30)

C $\delta\mu \partial_\mu f_{\pi}/f_{\pi}*\chi_{dof}$= 0.00070(22)

C fpi(mc_iso)*chi= 130.51(31)

C $\delta\mu \partial_\mu f_{\pi}/f_{\pi}*\chi$= 0.00070(66)

C $\mu_\ell \partial_\mu f_{\pi}(\mu_\ell^{sim})$= 1.08(20)

C $\mu_\ell \partial_\mu f_{\pi}(\mu_s^{sim})$= 0.165(39)

C $\mu_\ell \partial_\mu f_{\pi}(\mu_c^{sim})$= 0.0145(37)

D fpi(mc_sim)= 130.53(26)

D fpi(mc_iso)= 130.64(26)

D $\delta\mu \partial_\mu f_{\pi}/f_{\pi}$= 0.00085(23)

D fpi(mc_iso)*chidof= 130.64(26)

D $\delta\mu \partial_\mu f_{\pi}/f_{\pi}*\chi_{dof}$= 0.00085(23)

D fpi(mc_iso)*chi= 130.64(27)

D $\delta\mu \partial_\mu f_{\pi}/f_{\pi}*\chi$= 0.00085(78)

D $\mu_\ell \partial_\mu f_{\pi}(\mu_\ell^{sim})$= 1.25(27)

D $\mu_\ell \partial_\mu f_{\pi}(\mu_s^{sim})$= 0.173(41)

D $\mu_\ell \partial_\mu f_{\pi}(\mu_c^{sim})$= 0.0147(38)

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9.1.2 Mpi

[1] “/home/garofalo/analysis/flow/data/fit_all_beta/der_Mpi_diffplat_full_mu_mu2_mu3_chi2d1” $\chi^2/dof=$ 1

B Mpi(mc_sim)= 130.58(26)

B Mpi(mc_iso)= 130.59(26)

B $\delta\mu \partial_\mu M_{\pi}/f_{\pi}$= 5.7(7.4)e-5

B Mpi(mc_iso)*chidof= 130.59(26)

B $\delta\mu \partial_\mu M_{\pi}/M_{\pi}*\chi_{dof}$= 5.7(7.4)e-5

B Mpi(mc_iso)*chi= 130.59(26)

B $\delta\mu \partial_\mu M_{\pi}/M_{\pi}*\chi$= 6(27)e-5

B $\mu_\ell \partial_\mu M_{\pi}(\mu_\ell^{sim})$= -0.16(12)

B $\mu_\ell \partial_\mu M_{\pi}(\mu_s^{sim})$= 0.017(26)

B $\mu_\ell \partial_\mu M_{\pi}(\mu_c^{sim})$= 0.0018(24)

C Mpi(mc_sim)= 130.42(30)

C Mpi(mc_iso)= 130.44(30)

C $\delta\mu \partial_\mu M_{\pi}/f_{\pi}$= 9(12)e-5

C Mpi(mc_iso)*chidof= 130.44(30)

C $\delta\mu \partial_\mu M_{\pi}/M_{\pi}*\chi_{dof}$= 9(12)e-5

C Mpi(mc_iso)*chi= 130.44(30)

C $\delta\mu \partial_\mu M_{\pi}/M_{\pi}*\chi$= 9(43)e-5

C $\mu_\ell \partial_\mu M_{\pi}(\mu_\ell^{sim})$= -0.02(14)

C $\mu_\ell \partial_\mu M_{\pi}(\mu_s^{sim})$= 0.017(26)

C $\mu_\ell \partial_\mu M_{\pi}(\mu_c^{sim})$= 0.0019(24)

D Mpi(mc_sim)= 130.53(26)

D Mpi(mc_iso)= 130.55(26)

D $\delta\mu \partial_\mu M_{\pi}/f_{\pi}$= 0.00011(14)

D Mpi(mc_iso)*chidof= 130.55(26)

D $\delta\mu \partial_\mu M_{\pi}/M_{\pi}*\chi_{dof}$= 0.00011(14)

D Mpi(mc_iso)*chi= 130.55(27)

D $\delta\mu \partial_\mu M_{\pi}/M_{\pi}*\chi$= 0.00011(52)

D $\mu_\ell \partial_\mu M_{\pi}(\mu_\ell^{sim})$= -0.19(14)

D $\mu_\ell \partial_\mu M_{\pi}(\mu_s^{sim})$= 0.017(27)

D $\mu_\ell \partial_\mu M_{\pi}(\mu_c^{sim})$= 0.0019(25)

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