Groan: “400,000 bottles of gin” is “between half and a third of the average alcohol consumption for a UK adult”. So you’re claiming adults drink on average over 35 bottles of gin per day. They don’t.
Relative risk = p(risk 1)/p(risk 2) Absolute risk = p(risk 1) - p(risk 2) If p(risk 1) = .99 and p(risk 2) = .93 relative risk difference would .99/.93 = 6% and absolute would be .99-.93 = 6%
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Sure if the absolute risk is high. that’s why I asked what the absolute risk was
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Right, but as I said this report uses a Population Attributable Fraction, which is in essence an absolute risk reduction as a fraction of the population
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