For those of you who haven't heard, this was a series of tests conducted in the 1930's where a person in one building would guess which cards a person in another building was picking. There were 5 different types of cards, so statistically, his success rate should have been 20%, or 1/5. Instead, this person, who claimed to be gifted, had a success rate of over 30%. The odds of his success rate being this high due to chance is 1 in 1/1000,000,000,000,000,000,000 or 1 to the power of -22. In other words, if you took the combined population of FIFTEEN BILLION EARTHS, you'd get ONE such person! This experiment is legit, as it was conducted in Duke University under strict supervision. It also got a lot of press coverage, so just so you know, this isn't something some kid made up and posted on the net. Your thoughts?
Rhine's Experiments: 30% success rate instead of expected 20% (1/1000,000,000,000,000,000,000 odds of someone being that lucky)
Ganzfield Experiments : 35 - 50% success rate
Rhine's Experiments: 30% success rate instead of expected 20% (1/1000,000,000,000,000,000,000 odds of someone being that lucky)
Ganzfield Experiments : 35 - 50% success rate