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  2. These $33 earbuds might be the last pair you'll ever need ...

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  4. Fast Pair - Wikipedia

    en.wikipedia.org/wiki/Fast_Pair

    The Google Fast Pair Service, or simply Fast Pair, is Google 's proprietary standard for quickly pairing Bluetooth devices when they come in close proximity for the first time using Bluetooth Low Energy (BLE). [1] It was announced in October 2017 and initially designed for connecting audio devices such as speakers, headphones and car kits with ...

  5. 102-year-old woman who still works shares longevity secrets ...

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    Decades after most Americans retire, 102-year-old Deborah Szekely is still on the job — a habit shared by some of the longest-liv ing people around the world. Szekely works three days a week at ...

  6. Ray J - Wikipedia

    en.wikipedia.org/wiki/Ray_J

    Sanctuary. Atlantic. Elektra. EastWest. Musical artist. Website. rayj .com. William Ray Norwood Jr. (born January 17, 1981), [1] known professionally as Ray J, is an American R&B singer, songwriter, television personality, and actor. Born in McComb, Mississippi, and raised in Carson, California, he is the younger brother of singer and actress ...

  7. Langford pairing - Wikipedia

    en.wikipedia.org/wiki/Langford_pairing

    A Langford pairing for n = 4. In combinatorial mathematics, a Langford pairing, also called a Langford sequence, is a permutation of the sequence of 2n numbers 1, 1, 2, 2, ..., n, n in which the two 1s are one unit apart, the two 2s are two units apart, and more generally the two copies of each number k are k units apart. Langford pairings are ...

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    Tiffany Ma, RD, is an NYC-based sports performance dietitian. Bulking Vs. Cutting. Bulking and cutting are two of the three primary phases in bodybuilding, the third being maintenance, where you ...

  9. Axiom of pairing - Wikipedia

    en.wikipedia.org/wiki/Axiom_of_pairing

    Thus, this is not a single statement but instead a schema, with a separate statement for each natural number n. The case n = 1 is the axiom of pairing with A = A 1 and B = A 1. The case n = 2 is the axiom of pairing with A = A 1 and B = A 2. The cases n > 2 can be proved using the axiom of pairing and the axiom of union multiple times.

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