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\usepackage{gamelan}
\usepackage{amsmath}

\begin{document}
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%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf{\large\texttt{WHIZARD} data analysis}\hfill\today
\begin{flushleft}
\textbf{Process:} 
  \verb|ww_sl0tauq| ($ e^- e^+ \to u \bar{d} \tau^- \bar\nu_\tau$)
, $ e^- e^+ \to u \bar{s} \tau^- \bar\nu_\tau$)
, $ e^- e^+ \to u \bar{b} \tau^- \bar\nu_\tau$)
, $ e^- e^+ \to c \bar{d} \tau^- \bar\nu_\tau$)
, $ e^- e^+ \to c \bar{s} \tau^- \bar\nu_\tau$)
, $ e^- e^+ \to c \bar{b} \tau^- \bar\nu_\tau$)
, $ e^- e^+ \to \bar{u} d \tau^+ \nu_\tau$)
, $ e^- e^+ \to \bar{u} s \tau^+ \nu_\tau$)
, $ e^- e^+ \to \bar{u} b \tau^+ \nu_\tau$)
, $ e^- e^+ \to \bar{c} d \tau^+ \nu_\tau$)
, $ e^- e^+ \to \bar{c} s \tau^+ \nu_\tau$)
, $ e^- e^+ \to \bar{c} b \tau^+ \nu_\tau$)
\\
\end{flushleft}
%
\begin{displaymath}
  \sqrt{s} =   500.0    \;\textrm{GeV}\qquad
  \int\mathcal{L} =   500.0    \;\textrm{fb}^{-1}
\end{displaymath}
%
\begin{align*}
  \sigma_{\rm tot} &=   4758.5     \quad \pm   7.51    \;\textrm{fb}
   \quad [\pm    0.16\;\%]
 & n_{\rm evt,\ tot} &=      2378412
 \\
  \sigma_{\rm cut} &=   4758.5     \quad \pm   3.09    \;\textrm{fb}
   \quad [\pm    0.06\;\%]
 & n_{\rm evt,\ cut} &=      2378412  \quad 
  [  100.00 \;\%]
\end{align*}
%
%
\newpage
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\noindent\textbf{\large\texttt{WHIZARD} data analysis}\hfill\today
\begin{flushleft}
\textbf{Process:} 
  \verb|ww_sl0muq| ($ e^- e^+ \to u \bar{d} \mu^- \bar\nu_\mu$)
, $ e^- e^+ \to u \bar{s} \mu^- \bar\nu_\mu$)
, $ e^- e^+ \to u \bar{b} \mu^- \bar\nu_\mu$)
, $ e^- e^+ \to c \bar{d} \mu^- \bar\nu_\mu$)
, $ e^- e^+ \to c \bar{s} \mu^- \bar\nu_\mu$)
, $ e^- e^+ \to c \bar{b} \mu^- \bar\nu_\mu$)
, $ e^- e^+ \to \bar{u} d \mu^+ \nu_\mu$)
, $ e^- e^+ \to \bar{u} s \mu^+ \nu_\mu$)
, $ e^- e^+ \to \bar{u} b \mu^+ \nu_\mu$)
, $ e^- e^+ \to \bar{c} d \mu^+ \nu_\mu$)
, $ e^- e^+ \to \bar{c} s \mu^+ \nu_\mu$)
, $ e^- e^+ \to \bar{c} b \mu^+ \nu_\mu$)
\\
\end{flushleft}
%
\begin{displaymath}
  \sqrt{s} =   500.0    \;\textrm{GeV}\qquad
  \int\mathcal{L} =   500.0    \;\textrm{fb}^{-1}
\end{displaymath}
%
\begin{align*}
  \sigma_{\rm tot} &=   4763.0     \quad \pm   7.53    \;\textrm{fb}
   \quad [\pm    0.16\;\%]
 & n_{\rm evt,\ tot} &=      2382314
 \\
  \sigma_{\rm cut} &=   4763.0     \quad \pm   3.09    \;\textrm{fb}
   \quad [\pm    0.06\;\%]
 & n_{\rm evt,\ cut} &=      2382314  \quad 
  [  100.00 \;\%]
\end{align*}
%
%

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