Yet another Catalina promotion that ends today, this one at Cashwise on Pillsbury products.
Buy 4 participating products, get a $2 coupon at checkout to use on your next trip
Buy 5 participating products, get a $3 coupon,
Buy 6 participating products, get a $4 coupon.
Participating products are marked in the stores, but I'll highlight the lower cost items:
Pizza Crusts, Breadsticks $2.08
Crescent Rolls $2.29
Sweet Rolls $2.39
Coupons available:
.50/1 Crescents, Sweet Rolls and Italian Dinner bread coupon here and another here (both will double to $1)
Or, use the .95/1 Pillsbury Sweet Rolls coupons (no longer available to print)
.35/1 Pizza Crust coupon from the 1/24 and 1/31 coupon inserts
.55/1 Pillsbury Simply Cookie Dough coupon from the 12/6 coupon inserts
Deal Scenarios
Buy 6 Pizza Crusts for a total of $12.48
Use 6 .50 coupons, doubled to $1
Pay $6.48, receive a $4 coupon at checkout
Final price: $2.48 for all 6 products, only .42 each!
Or, Buy 4 Crusts and 2 Sweet Rolls for a total of $13.10
Use 4 .50 coupons and 2 .95 coupons, all doubled to $1
Pay $7.10, receive a $4 coupon
Final price: $3.10 for all 6 products, only .52 each!
A GREAT price on these products! And remember, this deal ends today! Mix and match to use coupons on products you'll use. You may pay a few more cents per item, but it will be a great price on an item you'll use.
Just a note on Cashwise: as we've talked about before, some of these coupons say Do Not Double, but your experience will vary from cashier to cashier. Most don't choose to manually override the double, which is given automatically. However, if they do, your final price will go up just a bit with the .50 coupons, and hardly any with the .95 coupons.
Sunday, February 21, 2010
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Yesterday I got the Pillsbury catalina at Hornbachers as well. They have the Grands biscuits on sale for $1.38 this week. Coupons for $0.30/2 can be found online at most of the printable sites. If you buy 6 Grands & use 3 printable coupons (doubled) you pay $6.48. You will receive the catalina coupon for $4, so total cost = $2.48 (or $0.41 each).
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