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Rick Rosner and I conduct a conversational series entitled Ask A Genius on a variety of subjects through In-Sight Publishing on the personal and professional website for Rick. According to some semi-reputable sources gathered in a listing here, Rick G. Rosner may have among America's, North America's, and the world's highest measured IQs at or above 190 (S.D. 15)/196 (S.D. 16) based on several high range test performances created by Christopher Harding, Jason Betts, Paul Cooijmans, and Ronald Hoeflin. He earned 12 years of college credit in less than a year and graduated with the equivalent of 8 majors. Erik Haereid earned a score at 185, on the N-VRA80. He is an expert in Actuarial Sciences. Both scores on a standard deviation of 15. A sigma of 6.00+ (or ~6.13 or 6.20) for Rick - a general intelligence rarity of 1 in 1,009,976,678+ (with some at rarities of 1 in 2,314,980,850 or 1 in 3,527,693,270) - and ~5.67 for Erik - a general intelligence rarity of 1 in 136,975,305. If a higher general intelligence score, then the greater the variability in, and margin of error in, the general intelligence scores because of the greater rarity in the population. This amounts to a joint interview or conversation with Erik Haereid, Rick Rosner, and myself. [ABSTRACT FROM AUTHOR]

Rick Rosner and I conduct a conversational series entitled Ask A Genius on a variety of subjects through In-Sight Publishing on the personal and professional website for Rick. According to some semi-reputable sources gathered in a listing here, Rick G. Rosner may have among America's, North America's, and the world's highest measured IQs at or above 190 (S.D. 15)/196 (S.D. 16) based on several high range test performances created by Christopher Harding, Jason Betts, Paul Cooijmans, and Ronald Hoeflin. He earned 12 years of college credit in less than a year and graduated with the equivalent of 8 majors. Erik Haereid earned a score at 185, on the N-VRA80. He is an expert in Actuarial Sciences. Both scores on a standard deviation of 15. A sigma of 6.00+ (or ~6.13 or 6.20) for Rick - a general intelligence rarity of 1 in 1,009,976,678+ (with some at rarities of 1 in 2,314,980,850 or 1 in 3,527,693,270) - and ~5.67 for Erik - a general intelligence rarity of 1 in 136,975,305. If a higher general intelligence score, then the greater the variability in, and margin of error in, the general intelligence scores because of the greater rarity in the population. This amounts to a joint interview or conversation with Erik Haereid, Rick Rosner, and myself. [ABSTRACT FROM AUTHOR]