Why does |z| > 0,35 give an answer for the middle of the standard Normal model, instead of the tails?

Question

I have a question in a textbook. It reads like:

Assuming a standard Normal model, what is the probability for each of the following cases?

And the case is:

|z| > 0,35

So I took this to mean any time z > 0,35 and any time z < -0,35. Which is basically the majority of the graph outside the center. My answer would have been 0,72634, but the book says the answer is 0,27366, i.e. the opposite. I don't get why the answer is for the middle of the range instead of the outside parts.