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  2. Cencora - Wikipedia

    en.wikipedia.org/wiki/Cencora

    Cencora, Inc., formerly known as AmerisourceBergen, is an American drug wholesale company and a contract research organization that was formed by the merger of Bergen Brunswig and AmeriSource in 2001.

  3. Steven H. Collis - Wikipedia

    en.wikipedia.org/wiki/Steven_H._Collis

    1961 or 1962 (age 62–63) [1] South Africa. Title. Chairman, president and CEO, AmerisourceBergen. Predecessor. R. David Yost. Successor. incumbent. Steven H. Collis (born 1961) is an American businessman, the chairman, president and chief executive officer (CEO) of Cencora, previously known as AmerisourceBergen. [2][3][4][5]

  4. All You Need to Know About AmerisourceBergen (ABC) Rating ...

    www.aol.com/news/know-amerisourcebergen-abc...

    AmerisourceBergen (ABC) has been upgraded to a Zacks Rank #2 (Buy), reflecting growing optimism about the company's earnings prospects. This might drive the stock higher in the near term.

  5. Why Is AmerisourceBergen (ABC) Up 2.5% Since Last ... - AOL

    www.aol.com/news/why-amerisourcebergen-abc-2-5...

    AmerisourceBergen (ABC) reported earnings 30 days ago. What's next for the stock? We take a look at earnings estimates for some clues.

  6. AmerisourceBergen (ABC) continues to gain traction from the robust pharmaceutical segment. Skip to main content. Sign in. Mail. 24/7 Help. For premium support please call: 800-290-4726 ...

  7. Automated border control system - Wikipedia

    en.wikipedia.org/wiki/Automated_border_control...

    Automated border control systems (ABC) or eGates are automated self-service barriers which use data stored in a chip in biometric passports along with a photo or fingerprint taken at the time of entering the eGates to verify the passport holder's identity. Travellers undergo biometric verification using facial or iris recognition, fingerprints ...

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  9. Lexicographic order - Wikipedia

    en.wikipedia.org/wiki/Lexicographic_order

    The lexicographical order is one way of formalizing word order given the order of the underlying symbols. The formal notion starts with a finite set A, often called the alphabet, which is totally ordered. That is, for any two symbols a and b in A that are not the same symbol, either a < b or b < a. The words of A are the finite sequences of ...