I don't see where this has been posted yet and it was pretty popular last time.
I had been waiting for them to go on sale again. Sam's has the 12 pack on sale for $4 off with instant savings. Flavors include Chocolate, Vanilla, Bananas & Cream, and Strawberries & Cream, Peaches & Cream, and caramel.
I don't like the chocolate but really enjoy the banana and caramel flavors. I haven't tried the others.
The Protein bars, protein powder, and clear protein drinks are also $4 off.
Chocolate Shake
https://www.samsclub.com/sams/pre...roduct_1_1
Vanilla Shake
https://www.samsclub.com/sams/pre...roduct_1_2
Banana Shake
https://www.samsclub.com/sams/pre...roduct_1_3
Caramel Shake
https://www.samsclub.com/sams/pre...roduct_1_4
Strawberry Shake Now 14.98
https://www.samsclub.com/sams/pre...450149.ip?
xid=plp_product_1_7
Peach Shake
https://www.samsclub.com/sams/pre...roduct_1_8
Protein Bars
https://www.samsclub.com/sams/pre...roduct_1_5
Fiber Bars
https://www.samsclub.com/sams/pre...roduct_1_9
Clear Protein Drink Now $15.98
https://www.samsclub.com/sams/pre...roduct_1_6
Sale is Valid until July 15th.
"Instant Savings is subject to availability, valid dates, and a limit of 3 items per member. Additional purchases may be made at full retail price, unless otherwise restricted."
They have also raised the original price of some of the items and flavors since this was posted for some reason.
13 Comments
Sign up for a Slickdeals account to remove this ad.
"Instant Savings is subject to availability, valid dates, and a limit of 3 items per member. Additional purchases may be made at full retail price, unless otherwise restricted."
I don't know if it would be 3 Per flavor or 3 total though.
Not sure how separate transactions work or if it is a daily limit or what.
Not sure how separate transactions work or if it is a daily limit or what.
Sign up for a Slickdeals account to remove this ad.
I also bought a case of caramel and they are good until June 12, 2019.
Not sure how separate transactions work or if it is a daily limit or what.
12.66 + 12.66 + 12.66 + 16.66 (normal price) = $54.64
So that is correct. If you buy more than 3 you will end up paying the full price on the additional items beyond the first 3.
$54.64 / 4 = $13.66 so you are paying an average of $13.66 if you buy 4.
It might not ring up that way in your cart, but that is how the math works.