-I=\x.x;
-K=\x y.x;
-S=\x y z.x y(x z);
-B=\x y z.x (y z);
-C=\x y z.x z y;
-W=\x y.x y y;
-SOMEGA=\x.x x;
-OMEGA=SOMEGA SOMEGA;
-Y=\g.(\x.g (x x))(\x.g (x x));
+I x = x;
+K x y = x;
+S x y z = x y(x z);
+B x y z = x (y z);
+C x y z = x z y;
+W x y = x y y;
+SOMEGA x = x x;
+OMEGA = SOMEGA SOMEGA;
+Y g = (\x.g (x x))(\x.g (x x));
-ZERO=\f x.x;
-SUCC=\n f x.f(n f x);
-PLUS=\m n.m SUCC n;
-MULT=\m n.m (PLUS n) 0;
-EXP=\b e.e b;
+ZERO f !x = x;
+SUCC n f x = f (n f x);
+PLUS m n = m SUCC n;
+MULT m n = m (PLUS n) 0;
+EXP b e = e b;
-PRED=\n f x.n(\g h.h(g f))(\u.x)(\u.u);
-SUB=\m n.n PRED m;
+PRED n f x = n(\g h.h(g f))(\u.x)(\u.u);
+SUB m n = n PRED m;
-ISZERO=\n.n(\x.false)true;
-LEQ=\m n.ISZERO (MINUS m n);
-
-AND=\p q.p q p;
-OR=\p.p p;
+ISZERO n = n (\x.false) true;
+LEQ m n = ISZERO (MINUS m n);
+AND p q = p q p;
+OR p = p p;