Changed scentence.

simmod/ass1/report.tex

@@ -57,7 +57,7 @@ $00000000_2$ which gives us $e = 0 - bias = -127$. There is no more hidden bit,
 but since $2^{-126} = 2 \cdot 2^{-127}$ the precision should be the same. We
 think that the higher precision is due to extra precision in the floating point
 registers of our computer. Optimization is possible, because numbers between -1
-and 1 are ``denormalized'', and therefore redundant.
+and 1 are ``denormalized'', and therefore contain redundant representations.
 
 % }}}