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  2. Elden Ring: Shadow of the Erdtree DLC expansion released ...

    www.aol.com/finance/elden-ring-shadow-erdtree...

    Elden Ring is an action role-playing game (RPG) that allows players to freely roam through an open world called the Lands Between from a third-person perspective. It's one of the best-selling ...

  3. Elden Ring: Shadow of the Erdtree DLC Trailer Reveals ... - AOL

    www.aol.com/lifestyle/elden-ring-shadow-erdtree...

    Elden Ring was released back in February 2022 to critical acclaim, selling over 20 million copies and winning the Game of the Year award at TGA that year. Developer From Software’s next title ...

  4. Elden Ring - Wikipedia

    en.wikipedia.org/wiki/Elden_Ring

    Elden Ring. Elden Ring [c] is a 2022 action role-playing game developed by FromSoftware. It was directed by Hidetaka Miyazaki with worldbuilding provided by American fantasy writer George R. R. Martin. It was published for PlayStation 4, PlayStation 5, Windows, Xbox One, and Xbox Series X/S on February 25 in Japan by FromSoftware and ...

  5. Torrent (Elden Ring) - Wikipedia

    en.wikipedia.org/wiki/Torrent_(Elden_Ring)

    Elden Ring. ) Torrent is a fictional horse in the 2022 action role-playing game and soulslike Elden Ring developed by FromSoftware. A ghostly being known as a "spectral steed", Torrent chooses the player character as his new owner. He subsequently assists the player in their quest to become Elden Lord, the restorer of a magical artifact called ...

  6. Tensor product of algebras - Wikipedia

    en.wikipedia.org/wiki/Tensor_product_of_algebras

    The tensor product can be used as a means of taking intersections of two subschemes in a scheme: consider the -algebras , , then their tensor product is , which describes the intersection of the algebraic curves f = 0 and g = 0 in the affine plane over C. More generally, if is a commutative ring and are ideals, then , with a unique isomorphism ...

  7. Dedekind-infinite set - Wikipedia

    en.wikipedia.org/wiki/Dedekind-infinite_set

    Proposed by Dedekind in 1888, Dedekind-infiniteness was the first definition of "infinite" that did not rely on the definition of the natural numbers. [1] A simple example is , the set of natural numbers. From Galileo's paradox, there exists a bijection that maps every natural number n to its square n2.

  8. Prince Rupert's drop - Wikipedia

    en.wikipedia.org/wiki/Prince_Rupert's_drop

    Prince Rupert's drops. Prince Rupert's drops (also known as Dutch tears or Batavian tears) [1] [2] are toughened glass beads created by dripping molten glass into cold water, which causes it to solidify into a tadpole -shaped droplet with a long, thin tail. These droplets are characterized internally by very high residual stresses, which give ...

  9. 'It's a money pit': Peter Schiff says a house 'depletes your ...

    www.aol.com/finance/money-pit-peter-schiff-says...

    'It's a money pit': Peter Schiff says a house 'depletes your savings' and costs you a 'crazy' amount of money, believes that renting is a ‘better option’ for many Americans.