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  2. Stanley (drinkware company) - Wikipedia

    en.wikipedia.org/wiki/Stanley_(drinkware_company)

    Stanley is an American brand of food and beverage containers invented by William Stanley Jr. [1] [2] The company was founded in 1913, and is best known for its Stanley Quencher line, also known as Stanley cups.

  3. Project Management Institute - Wikipedia

    en.wikipedia.org/wiki/Project_Management_Institute

    The Project Management Institute ( PMI, legally Project Management Institute, Inc.) is a U.S.-based not-for-profit professional organization for project management.

  4. Philip Morris International - Wikipedia

    en.wikipedia.org/wiki/Philip_Morris_International

    Philip Morris International Inc. ( PMI) is an American multinational tobacco company, with products sold in over 180 countries. The most recognized and best selling product of the company is Marlboro. [4] Philip Morris International is often referred to as one of the companies comprising Big Tobacco .

  5. Certified Associate in Project Management - Wikipedia

    en.wikipedia.org/wiki/Certified_Associate_in...

    Certified Associate in Project Management ( CAPM) is a credential offered by the Project Management Institute (PMI). The CAPM is an entry-level certification for project practitioners. Designed for those with less project experience, the CAPM is intended to demonstrate candidates' understanding of the fundamental knowledge, terminology and ...

  6. Everything we know about Black Friday deals this year, plus ...

    www.aol.com/lifestyle/everything-we-know-about...

    Amazon Black Friday deals are here with up to 80% on 1,000s of products. Shop Nordstrom's best Black Friday deals for everyone on your list. Target's Black Friday deals are a can't-miss this year ...

  7. Pointwise mutual information - Wikipedia

    en.wikipedia.org/wiki/Pointwise_mutual_information

    In statistics, probability theory and information theory, pointwise mutual information ( PMI ), [1] or point mutual information, is a measure of association. It compares the probability of two events occurring together to what this probability would be if the events were independent.

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