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VxxVA_B_DstarPi ;# \[ \mathcal{J^{B\to D \pi}_\mu} = V_{cb} \sqrt{M_B M_D} \left( \frac{i}{2} \epsilon_{\mu\nu\rho\sigma} \varepsilon_{D\nu} \left[ h_1 M_B M_D v_B^\rho v_D^\sigma + h_2 M_B v_B^\rho p_\pi^\sigma + h_3 M_D v_D^\rho p_\pi^\sigma \right] + f_1 M_B v_{B\mu} (\varepsilon_D \cdot p_\pi) + f_2 M_D v_{D\mu} (\varepsilon_D \cdot p_\pi) + f_3 p_{\pi\mu} (\varepsilon_D \cdot p_\pi) + f_4 M_B^2 v_{B\mu} (\varepsilon_D \cdot v_B) + f_5 M_B M_D v_{D\mu} (\varepsilon_D \cdot v_B) + f_6 M_B p_{\pi\mu} (\varepsilon_D \cdot v_B) + \frac{i}{2} \epsilon_{\mu\delta\rho\sigma} v_B^\delta v_D^\rho p_\pi^\sigma \left(g_1 \varepsilon_D \cdot p_\pi + g_2 M_B \varepsilon_D \cdot v_B\right) \item Particle order: 0 = $B$, 1 = $D^*$, 2 = $\pi$ \item Example: $ B \rightarrow D^* \; \pi \; l \; \nu_l $ \item Reference: Goity, Roberts \cite{Goity:1994xn}; EvtGen\cite{Lange:2001uf} \paragraph{Available parameters} )?, UH=SHH=H\$HH5HH5H=H-HH5HHH5H=HH5HHH5H=HH5HHH5H=HH5HHHT$H5HHHHD$HxH;=u/HCHHH=HHH[]H=tPHt$믋PJHHN7HADRONS12VA_B_DstarPiEN6ATOOLS15Getter_FunctionIN7HADRONS12Current_BaseENS1_13ME_ParametersESt4lessISsEEEN6ATOOLS6GetterIN7HADRONS12Current_BaseENS1_13ME_ParametersENS1_12VA_B_DstarPiESt4lessISsEEE??^)?, p Gz? rjt?㥛 ?B`"?QQɿJ +?zG?p= ףQ?B`"?UUUUUU?UUUUUU?zGPv0=~T¸Qѿ\@0=  = = = = , =(, =0, =8, =@, =H, =P, =X, `, h, p,t, D|x,,x,,,&P|,/ 9,0 9,1 9,2 9,3 A,5,7J@=@2|2|2|9|9@9Ae2vSVX2\T]lKX@int^_j@std9@  R 9 : : Q: m: : : : : : ; 1; W; t; ; ; ; ; < .< U< v< < < < < != <= W= r= = = v> > > > > ? 5? \? ? ? ? ? @ %@ F@ g@ @ @ @ @ @ A 7A WA vA A A A A(w( w( w(\?(U<(<(!<(%w(&w('w V Y>xhY]^4 +O {Q 9SDx9"U Dx"V Dx4X 95;Jx`PVDxbkvDxPxeDxiDxVx v\xDxPx z\xDxVxDx3>Dx\xbxX^JxnxtJxI9E8x$  9 6 ;-ix <-bx4 >tx4 C!tx_Tpbx__vbx  9  ;-ix <-bx4 >Uyzx4 CUzx_Tpbx__vbx; N-  9 :  ;- <-4 >  x4 C % x_Tp__v  7 v  w w } x x  x y  xx z xxS !L  !L+ x !O5  ! 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