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-\begin{tabbing}
-\begin{tabular}{@{}l@{\xspa1}c@{}l}
-{\iden gcd\/}\xspa{7} & $::$ & \xspa{1}{\iden Int\/}\xspa{1}$\rightarrow$\xspa{1}{\iden Int\/}\xspa{1}$\rightarrow$\xspa{1}{\iden Int\/}\\
-{\iden gcd\/}\xspa{1}{\iden x\/}\xspa{1}{\iden y\/}\xspa{4} & $=$ & \xspa{1}{\iden gcd\/}$'$\xspa{1}$(${\iden abs\/}\xspa{1}{\iden x\/}$)$\xspa{1}$(${\iden abs\/}\xspa{1}{\iden y\/}$)$\\
-\end{tabular}\\
-\skipover{{\iden gcd\/}\xspa{1}{\iden x\/}\xspa{1}{\iden y\/}\xspa{4}$=$\xspa{1}}{\keyword where\/}\xspa{1}{\iden gcd\/}$'$\xspa{1}{\iden x\/}\xspa{1}{\numb 0\/}\xspa{1}$=$\xspa{1}{\iden x\/}\\
-\skipover{{\iden gcd\/}\xspa{1}{\iden x\/}\xspa{1}{\iden y\/}\xspa{4}$=$\xspa{1}{\keyword where\/}\xspa{1}}{\iden gcd\/}$'$\xspa{1}{\iden x\/}\xspa{1}{\iden y\/}\xspa{1}$=$\xspa{1}{\iden gcd\/}$'$\xspa{1}{\iden y\/}\xspa{1}$(${\iden x\/}\xspa{1}$`${\iden rem\/}$`$\xspa{1}{\iden y\/}$)$
-\end{tabbing}