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Int 8, Wis 8, Cha 18 Sorcerer
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<blockquote data-quote="FormerlyHemlock" data-source="post: 7132422" data-attributes="member: 6787650"><p>And you'd find yourself almost completely unable to communicate with those 20% of people. Those are the people who are dim in the opinion of people you consider dim--and anyone with an Int 6 is dim even in <em>their</em> eyes.</p><p></p><p>If you post on this forum, you're probably in the upper third of the IQ distribution. You probably went to college and know a lot of people who went to college. Call it Int 12ish. If you post on this forum and are <em>good</em> at it, you're probably somewhat higher on the distribution than the upper third. Now try imagining that you're someone who looks at this meme:</p><p></p><p>[ATTACH]84889[/ATTACH]</p><p></p><p>and fails to immediately recognize it as nonsense. It's hard to imagine, right? And yet there are people who <em>need</em> articles like this one (<a href="http://mashable.com/2016/01/12/powerball-meme-bad-math/#7Me4XnPmOmqm" target="_blank">http://mashable.com/2016/01/12/powerball-meme-bad-math/#7Me4XnPmOmqm</a>) to tell them it is nonsense. Call that the Int 9 vs. 10 boundary. Int 8 is a step below <em>that</em>. It might be the people who don't understand the article debunking the meme, and so continue to believe in the "Powerball cure for poverty".</p><p></p><p>Note: these people probably also think they're average or above-average in intelligence. (See Dunning-Kruger effect.)</p></blockquote><p></p>
[QUOTE="FormerlyHemlock, post: 7132422, member: 6787650"] And you'd find yourself almost completely unable to communicate with those 20% of people. Those are the people who are dim in the opinion of people you consider dim--and anyone with an Int 6 is dim even in [I]their[/I] eyes. If you post on this forum, you're probably in the upper third of the IQ distribution. You probably went to college and know a lot of people who went to college. Call it Int 12ish. If you post on this forum and are [I]good[/I] at it, you're probably somewhat higher on the distribution than the upper third. Now try imagining that you're someone who looks at this meme: [ATTACH=CONFIG]84889._xfImport[/ATTACH] and fails to immediately recognize it as nonsense. It's hard to imagine, right? And yet there are people who [I]need[/I] articles like this one ([URL]http://mashable.com/2016/01/12/powerball-meme-bad-math/#7Me4XnPmOmqm[/URL]) to tell them it is nonsense. Call that the Int 9 vs. 10 boundary. Int 8 is a step below [I]that[/I]. It might be the people who don't understand the article debunking the meme, and so continue to believe in the "Powerball cure for poverty". Note: these people probably also think they're average or above-average in intelligence. (See Dunning-Kruger effect.) [/QUOTE]
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