- BlackBox:
    name: GHC.Classes.divInt#
    kind: Declaration
    type: 'divInt# :: Int#
      -> Int# -> Int#'
    template: |-
      // divInt# begin
      logic ~GENSYM[resultPos][1];
      logic ~GENSYM[dividerNeg][2];
      logic signed [~SIZE[~TYPO]:0] ~GENSYM[dividend2][3];
      logic signed [~SIZE[~TYPO]:0] ~GENSYM[dividendE][4];
      logic signed [~SIZE[~TYPO]:0] ~GENSYM[dividerE][5];
      logic signed [~SIZE[~TYPO]:0] ~GENSYM[quot_res][6];

      assign ~SYM[1] = ~VAR[dividend][0][~SIZE[~TYPO]-1] == ~VAR[divider][1][~SIZE[~TYPO]-1];
      assign ~SYM[2] = ~VAR[divider][1][~SIZE[~TYPO]-1] == 1'b1;
      assign ~SYM[4] = $signed({{~VAR[dividend][0][~SIZE[~TYPO]-1]},~VAR[dividend][0]});  // sign extension
      assign ~SYM[5] = $signed({{~VAR[divider][1][~SIZE[~TYPO]-1]} ,~VAR[divider][1]} );  // sign extension

      assign ~SYM[3] = ~SYM[1] ? ~SYM[4]
                               : (~SYM[2] ? (~SYM[4] - ~SYM[5] - ~SIZE[~TYPO]'sd1)
                                          : (~SYM[4] - ~SYM[5] + ~SIZE[~TYPO]'sd1));

      assign ~SYM[6] = ~SYM[3] / ~SYM[5];
      assign ~RESULT = $signed(~SYM[6][~SIZE[~TYPO]-1:0]);
      // divInt# end
- BlackBox:
    name: GHC.Classes.modInt#
    kind: Declaration
    type: 'modInt# :: Int#
      -> Int# -> Int#'
    template: |-
      // modInt# begin
      // remainder
      ~SIGD[~GENSYM[rem_res][0]][0];
      assign ~SYM[0] = ~VAR[dividend][0] % ~VAR[divider][1];

      // modulo
      assign ~RESULT = (~VAR[dividend][0][~SIZE[~TYPO]-1] == ~VAR[divider][1][~SIZE[~TYPO]-1]) ?
                       ~SYM[0] :
                       ((~SYM[0] == ~SIZE[~TYPO]'sd0) ? ~SIZE[~TYPO]'sd0 : ~SYM[0] + ~VAR[divider][1]);
      // modInt# end