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ChairmanMaohamet ![](/plaboard/uploads/pv-smile.gif)
12/24/2019, 23:19:05
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Half of the poorer rural area kids have IQ 90 or below? Chinese rural popn is about 40% of total, lets assume 20% belong to the poorer rural area and the average IQ there is 10 points lower(due to economic reasons), say at IQ 95 (and the S.D. is about 13) and 50% of them are below IQ 95, better than the article's claim 1/2 are below IQ 90. There's a math formula on the distribution curve and one can check it out
![Image result for iq distribution curve](data:image/jpeg;base64,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)
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