Precedence is an integer in the range 0 to 1200. An operator with a lower precedence number binds its arguments more strongly than an operator with higher precendence number.
The different classes of operators are distinguished through the Associativity argument:
    Operator class      Associativities
    ---------------------------------------------------------------
     prefix             fx, fy (unary) or fxx, fxy (binary)
     infix              xfx, xfy, yfx
     postfix            xf, yf
   x represents an argument whose precedence must be lower than that of the
   operator.  y represents an argument whose precedence must be lower or
   equal to that of the operator.  y should be used if one wants to allow
   chaining of operators.  The position of the y will determine the
   grouping within a chain of operators. Examples:
    Example declaration        will allow          to stand for
    ---------------------------------------------------------------
    :- op(500,xfx,in).         A in B              in(A,B)
    :- op(500,xfy,in).         A in B in C         in(A,in(B,C))
    :- op(500,yfx,in).         A in B in C         in(in(A,B),C)
    :- op(500,fx ,pre).        pre A               pre(A)
    :- op(500,fy ,pre).        pre pre A           pre(pre(A))
    :- op(500, xf,post).       A post              post(A)
    :- op(500, yf,post).       A post post         post(post(A))
    :- op(500,fxx,bin).        bin A B             bin(A,B)
    :- op(500,fxy,bin).        bin A bin B C       bin(A,bin(B,C))
   Prefix, infix and postfix operators are independent of each other and
   may coexist.  See the manual chapter on syntax about how ambiguities are
   resolved in this case.
Operators can be local or exported, depending on the definition. The default is local, i.e. the following declarations are equivalent:
    :- op(500, xfy, before).
    :- local op(500, xfy, before).
   while
    :- export op(500, xfy, before).
   will export the operator to all modules that import the module containing
   the declaration.  There are also a number of predefined global operators,
   see the User Manual appendix for a complete list.
Name may be a single atom or a list of atoms, in which case each is given the specified precedence and associativity.
A precedence of 0 has a special meaning. It erases a local operator definition and/or hides a global operator of the same name and associativity class.
Success:
      [eclipse]: module(a).
      [a]: current_op(X, Y, +).    % there are two global operators
      X = 500
      Y = yfx     More? (;)
      X = 500
      Y = fx     More? (;)
      no (more) solution.
      [a]: display(a+b*c).         % see how it is parsed
      +(a, *(b, c))
      yes.
      [a]: op(100, xfy, +).        % define a local infix
      yes.
      [a]: display(a+b*c).         % parsed differently now!
      *(+(a, b), c)
      yes.
      [a]: op(0, xfy, +).          % just hide the global infix
      yes.
      [a]: current_op(X, Y, +).
      X = 500
      Y = fx     More? (;)
      no (more) solution.
Error:
      op(X, fx, aaa).             (Error 4).
      op(a, fx, aaa).             (Error 5).
      op(100, xfx, 1).            (Error 5).
      op(100, abc, fred).         (Error 6).
      op(100, xfx, aaa),
          op(100,xf,aaa).         (Error 43).