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2. Max is giving college students in the US a 50 percent ...

   www.engadget.com/entertainment/streaming/max-is...

   Max is half off for US college students. $5 $10 Save $5. US college students can get a Max subscription for $5 a month instead of $10. $5 at HBO. Formerly known as HBO Max, the streaming service ...

3. The best student discounts we found for 2024 - Engadget

   www.engadget.com/best-student-discounts...

   Peacock's student discount gives you one year of access for $2 per month, which comes out to only $24 for the year. That's $4 less than the standard rate and a great offer if you like to binge ...

4. US college students can take half off a Max subscription

   www.engadget.com/us-college-students-can-take...

   Thu, Jul 18, 2024. Max / Will Shanklin for Engadget. US college students can shave half off a Max subscription. As long as you can confirm your active student status, you’ll get a 50 percent ...

5. Wayfair's Way Day 2024 sale is on it's way: Here's what we ...

   www.aol.com/lifestyle/wayfairs-way-day-2024-sale...

   The fall discount event kicks off on Saturday, October 5 with up to 80% off mattresses, furniture, cookware, seasonal items and more. Wayfair's Way Day 2024 sale is on it's way: Here's what we ...

6. Nebraska Furniture Mart - Wikipedia

   en.wikipedia.org/wiki/Nebraska_Furniture_Mart

   Nebraska Furniture Mart. NFM (Nebraska Furniture Mart until 2019) is a home furnishing store in North America that sells furniture, flooring, appliances and electronics. It is the largest of its kind in North America. NFM was founded in 1937 by Belarus -born Rose Blumkin, who was known as Mrs. B., in Omaha, Nebraska, United States.

7. List of highest-income ZIP Code Tabulation Areas in the ...

   en.wikipedia.org/wiki/List_of_highest-income_ZIP...

   v. t. e. The following is a list of the highest-income ZCTAs in the United States. ZCTAs or ZIP Code Tabulation Areas are the census equivalent of ZIP codes used for statistical purposes. The reason why regular ZIP codes are not used is because they are defined by routes rather than geographic boundaries. Thus, they have the tendency to overlap ...