\documentclass[10pt]{article}
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\usepackage{color}

\textwidth 18.5cm
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\begin{document}
\begin{fmffile}{whizard-channels.sze_l0nunu.fmf}
\fmfcmd{color magenta; magenta = red + blue;}
\fmfcmd{color cyan; cyan = green + blue;}
\begin{fmfshrink}{0.5}
\begin{flushleft}

\noindent\textbf{\large\texttt{WHIZARD} phase space channels}\hfill\today

\vspace{10pt}
\textbf{Process:} 
  \verb|sze_l0nunu| ($ e^- e^+ \to \nu_\mu \bar\nu_\mu e^- e^+$)
, $ e^- e^+ \to \nu_\tau \bar\nu_\tau e^- e^+$)

\textbf{Color code:} {\blue resonance,} {\cyan t-channel,} {\green radiation,} {\red infrared,} {\magenta collinear,} external/off-shell

\vspace{-20pt}

\vspace{20pt}
\begin{tabular}{l}
\fbox{\bf Grove \boldmath$    1$} \\[10pt]
Multiplicity: 2\\
Resonances:   2\\
Log-enhanced: 1\\
t-channel:    1
\end{tabular}
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 19,v 16}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v  3,v  1}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v  3}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v 19,v  3}
\fmf{fermion,f=cyan,lab=\sm\cyan$e^-$}{v  0,v 19}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v 12,v  4}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 12}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v  0,v 12}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  1,v  2,v  4,v  8}
\end{fmfgraph*}\\
\fbox{$    1$}
\end{center}
\end{minipage}
%
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 28,v 16}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v 12,v  4}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 12}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v 28,v 12}
\fmf{fermion,f=cyan,lab=\sm\cyan$e^-$}{v  0,v 28}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v  3,v  1}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v  3}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v  0,v  3}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  4,v  8,v  1,v  2}
\end{fmfgraph*}\\
\fbox{$    2$}
\end{center}
\end{minipage}
%

\vspace{20pt}
\begin{tabular}{l}
\fbox{\bf Grove \boldmath$    2$} \\[10pt]
Multiplicity: 3\\
Resonances:   1\\
Log-enhanced: 2\\
t-channel:    2
\end{tabular}
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 19,v 16}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v  3,v  1}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v  3}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v 19,v  3}
\fmf{fermion,f=cyan,lab=\sm\cyan$e^-$}{v 27,v 19}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 27}
\fmf{boson,f=cyan,lab=\sm\cyan$\gamma$}{v  0,v 27}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v  0,v  4}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  1,v  2,v  8,v  4}
\end{fmfgraph*}\\
\fbox{$    3$}
\end{center}
\end{minipage}
%

\vspace{20pt}
\begin{tabular}{l}
\fbox{\bf Grove \boldmath$    3$} \\[10pt]
Multiplicity: 3\\
Resonances:   1\\
Log-enhanced: 2\\
t-channel:    1
\end{tabular}
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 19,v 16}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v  3,v  1}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v  3}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v 19,v  3}
\fmf{fermion,f=cyan,lab=\sm\cyan$e^-$}{v  0,v 19}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v 12,v  4}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 12}
\fmf{boson,f=red,lab=\sm\red$\gamma$}{v  0,v 12}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  1,v  2,v  4,v  8}
\end{fmfgraph*}\\
\fbox{$    4$}
\end{center}
\end{minipage}
%
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 28,v 16}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v 12,v  4}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 12}
\fmf{boson,f=red,lab=\sm\red$\gamma$}{v 28,v 12}
\fmf{fermion,f=cyan,lab=\sm\cyan$e^-$}{v  0,v 28}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v  3,v  1}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v  3}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v  0,v  3}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  4,v  8,v  1,v  2}
\end{fmfgraph*}\\
\fbox{$    5$}
\end{center}
\end{minipage}
%

\vspace{20pt}
\begin{tabular}{l}
\fbox{\bf Grove \boldmath$    4$} \\[10pt]
Multiplicity: 3\\
Resonances:   1\\
Log-enhanced: 1\\
t-channel:    1
\end{tabular}
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 24,v 16}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 24}
\fmf{boson,f=cyan,lab=\sm\cyan$\gamma$}{v  0,v 24}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v  7,v  4}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v  3,v  1}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v  3}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v  7,v  3}
\fmf{fermion,f=black}{v  0,v  7}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  8,v  4,v  1,v  2}
\end{fmfgraph*}\\
\fbox{$    6$}
\end{center}
\end{minipage}
%
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 27,v 16}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 11}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v  3,v  1}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v  3}
\fmf{boson,f=blue,lab=\sm\blue$Z$}{v 11,v  3}
\fmf{fermion,f=black}{v 11,v 27}
\fmf{boson,f=cyan,lab=\sm\cyan$\gamma$}{v  0,v 27}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v  0,v  4}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  8,v  1,v  2,v  4}
\end{fmfgraph*}\\
\fbox{$    7$}
\end{center}
\end{minipage}
%

\vspace{20pt}
\begin{tabular}{l}
\fbox{\bf Grove \boldmath$    5$} \\[10pt]
Multiplicity: 4\\
Resonances:   0\\
Log-enhanced: 3\\
t-channel:    3
\end{tabular}
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 24,v 16}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 24}
\fmf{boson,f=cyan,lab=\sm\cyan$Z$}{v 25,v 24}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v 25,v  1}
\fmf{fermion,f=cyan,lab=\sm\cyan$\nu_\mu$}{v 27,v 25}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v 27}
\fmf{boson,f=cyan,lab=\sm\cyan$Z$}{v  0,v 27}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v  0,v  4}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  8,v  1,v  2,v  4}
\end{fmfgraph*}\\
\fbox{$    8$}
\end{center}
\end{minipage}
%
\begin{minipage}{105pt}
\vspace{30pt}
\begin{center}
\begin{fmfgraph*}(55,55)
\fmflabel{\sm$e^+\,( 16)$}{v 16}
\fmf{fermion}{v 24,v 16}
\fmflabel{\sm$e^+\,(  8)$}{v  8}
\fmf{fermion}{v  8,v 24}
\fmf{boson,f=cyan,lab=\sm\cyan$Z$}{v 26,v 24}
\fmflabel{\sm$\bar\nu_\mu\,(  2)$}{v  2}
\fmf{fermion}{v  2,v 26}
\fmf{fermion,f=cyan,lab=\sm\cyan$\bar\nu_\mu$}{v 26,v 27}
\fmflabel{\sm$\nu_\mu\,(  1)$}{v  1}
\fmf{fermion}{v 27,v  1}
\fmf{boson,f=cyan,lab=\sm\cyan$Z$}{v  0,v 27}
\fmflabel{\sm$e^-\,(  4)$}{v  4}
\fmf{fermion}{v  0,v  4}
\fmflabel{\sm$e^-\,( 32)$}{v 32}
\fmf{fermion}{v 32,v  0}
\fmfv{d.shape=square}{v  0}
\fmfleft{v 16,v 32}
\fmfright{v  8,v  2,v  1,v  4}
\end{fmfgraph*}\\
\fbox{$    9$}
\end{center}
\end{minipage}
%
\end{flushleft}
\end{fmfshrink}
\end{fmffile}
\end{document}
