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  2. Bismarck model - Wikipedia

    en.wikipedia.org/wiki/Bismarck_Model

    Otto von Bismarck. The Bismarck model (also referred as "Social Health Insurance Model") is a health care system in which people pay a fee to a fund that in turn pays health care activities, that can be provided by State-owned institutions, other Government body-owned institutions, or a private institution. [1]

  3. Urbanization - Wikipedia

    en.wikipedia.org/wiki/Urbanization

    Urbanization over the past 500 years [12] A global map illustrating the first onset and spread of urban centres around the world, based on. [13]From the development of the earliest cities in Indus valley civilization, Mesopotamia and Egypt until the 18th century, an equilibrium existed between the vast majority of the population who were engaged in subsistence agriculture in a rural context ...

  4. Pros & Cons - Wikipedia

    en.wikipedia.org/wiki/Pros_&_Cons

    Pros & Cons (sometimes written as Pros and Cons) is a 1999 crime cоmedy film starring Larry Miller (who also wrote the screenplay), Tommy Davidson, and Delroy Lindo. [1] The broadcast rights wеrе purchased by Cinemax who aired the debut of the film in 1999 on their cable network. [1] It was directed by Boris Damast. [2]

  5. How to buy life insurance in 8 steps - AOL

    www.aol.com/finance/buy-life-insurance-8-steps...

    Term life insurance: Term life insurance is generally the cheapest kind of life insurance. It provides coverage over a specific term period, usually between 10 and 30 years.

  6. Universal health care - Wikipedia

    en.wikipedia.org/wiki/Universal_health_care

    The first move towards a national health insurance system was launched in Germany in 1883, with the Sickness Insurance Law. Industrial employers were mandated to provide injury and illness insurance for their low-wage workers, and the system was funded and administered by employees and employers through "sick funds", which were drawn from deductions in workers' wages and from employers ...

  7. Tail value at risk - Wikipedia

    en.wikipedia.org/wiki/Tail_value_at_risk

    The canonical tail value at risk is the left-tail (large negative values) in some disciplines and the right-tail (large positive values) in other, such as actuarial science.

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