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2. Things Remembered - Wikipedia

   en.wikipedia.org/wiki/Things_Remembered

   On March 8, 2019, Enesco, LLC, a global leader in the giftware, home décor, and accessories industries acquired Things Remembered, Inc., the North American leading omnichannel retailer of personalized gifts and merchandise. Things Remembered continued to operate more than 170 retail locations, as well as its online, direct mail, and B2B retail ...

3. From a shopping editor and mom of two, these are the best ...

   www.aol.com/lifestyle/personalized-gifts-for...

   A great gift for both parents and children, personalized name puzzles can be fun for the entire family. As a baby keepsake, parents can put it together and display it on a bookshelf in their baby ...

4. Snappy Gifts - Wikipedia

   en.wikipedia.org/wiki/Snappy_Gifts

   US$104.8 million (2022) Number of employees. 200+ (2023) Website. snappy .com. Snappy Gifts is a multinational company based in New York. The company, founded in 2015, provides companies with an online system to offer personalized gifts to their employees. As of October 2022, the company also offers an online gifting platform for individual ...

5. 35 Practical Gifts They’ll ACTUALLY Use (and You’ll ... - AOL

   www.aol.com/35-practical-gifts-ll-actually...

   34-Oz. Chambord Stainless Steel French Press. Sometimes the best practical gifts are simply a chic update on a classic. Take Bodum’s extremely handsome French press which not only brews 24 ...

6. 44 cool and unique gifts for teen girls and boys — beginning ...

   www.aol.com/lifestyle/best-gifts-for-teens...

   Bowl Of Cereal Candle With Metal Spoon. $23. If you know a teen who would eat cereal for three meals a day, then this is the gift for them. It comes with a ceramic bowl filled with wax “milk ...

7. Local ring - Wikipedia

   en.wikipedia.org/wiki/Local_ring

   The unique maximal ideal consists of all multiples of p. More generally, a nonzero ring in which every element is either a unit or nilpotent is a local ring. An important class of local rings are discrete valuation rings, which are local principal ideal domains that are not fields.