Download Zener Cards APK latest version Free for Android
| Version | 1.1 |
| Update | 8 years ago |
| Size | 2.43 MB (2,552,136 bytes) |
| Developer | Brucepro |
| Category | Games, Card |
| Package Name | brucepro.zenercardsesptest2015 |
| OS | 2.3 and up |
Zener Cards GAME description
Zener cards is an app designed to test your ESP abilities. A deck of 25 cards, 5 of each pattern is shuffled and you are asked to guess the correct card that will show next. A score of greater then 20% indicates possible ESP ability.
Game includes leaderboard to show off your high scores. Challenge your friends!
About Zener Cards: ( wikipedia.org )
Zener cards are cards used to conduct experiments for extrasensory perception (ESP), most often clairvoyance. Perceptual psychologist Karl Zener (1903 - 1964) designed the cards in the early 1930s for experiments conducted with his colleague, parapsychologist J. B. Rhine (1895 - 1980).
If the null-hypothesis (no psychic ability) is assumed and each card selected for testing is chosen in a truly random fashion, a user's success ratio is expected to approach 20% (1 hit per 5 trials) as their number of trials increases. The further the observed scenario is from the expected scenario, the more cause for believing the null-hypothesis is not true (the results are not simply due to chance).
Game includes leaderboard to show off your high scores. Challenge your friends!
About Zener Cards: ( wikipedia.org )
Zener cards are cards used to conduct experiments for extrasensory perception (ESP), most often clairvoyance. Perceptual psychologist Karl Zener (1903 - 1964) designed the cards in the early 1930s for experiments conducted with his colleague, parapsychologist J. B. Rhine (1895 - 1980).
If the null-hypothesis (no psychic ability) is assumed and each card selected for testing is chosen in a truly random fashion, a user's success ratio is expected to approach 20% (1 hit per 5 trials) as their number of trials increases. The further the observed scenario is from the expected scenario, the more cause for believing the null-hypothesis is not true (the results are not simply due to chance).
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