In a "Scratch & Save" promotion, Zellers promised all customers a discount ranging from 5% to 50%, depending on the value that appeared on their "Scratch &c Save" card. In the accompanying table, the bottom row shows the expected distribution of discounts for every 1000 cards submitted. Suppose that the manager of one branch says the actual distribution of discounts for 1000 cards that were submitted in her store was as shown in the middle row. At the 0.05 level of significance, test the claim that this actual distribution of discounts is consistent with the distribution that Zellers promised.