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}}},"Why a skeptic spent time creating something like this is a mystery to me.<br />  The dealing animation will not work until the command \"wait\" is implemented.<br />  Perhaps you can use this test to finally shut up all those annoying friends who insist they are psychic.<br /><br />UPDATE: This verison animates the cards as they are dealt.\r\n\r\n",0,0,0,0,[0,0,600,580],[[2008,null,,0,0,1,"green.jpg",[[1,"New Button",0,,"138,164,574,365",2,"Helvetica",12,1,"0,0,0","255,255,255",3,null,1,0,1,0,0,"card_green.jpg",0,0,1]]],[2010,null,,0,0,1,null,[]],[2011,null,,0,0,1,"green.jpg",[[9,"New Button",0,,"137,164,573,365",2,"Helvetica",12,1,"0,0,0","255,255,255",3,null,1,0,1,0,0,"card_green.jpg",0,0,1],[1,"New Button",0,,"18,218,91,315",2,"Helvetica",12,1,"0,0,0","-1,-1,-1",0,null,1,0,1,0,0,"b2fv.png",0,0,1],[12,"No Psychic Ability",0,,"2,452,295,474",2,"Helvetica",10,1,"0,0,0","152,251,152",2,null,1,0,1,0,0,null,1,0,1],[13,"Some",0,,"295,452,389,474",2,"Helvetica",10,1,"0,0,0","246,255,163",2,null,1,0,1,0,0,null,1,0,1],[14,"Significant",0,,"389,452,450,474",2,"Helvetica",10,1,"0,0,0","255,165,92",2,null,1,0,1,0,0,null,1,0,1],[15,"Very Significant",0,,"450,452,597,474",2,"Helvetica",10,1,"0,0,0","255,117,170",2,null,1,0,1,0,0,null,1,0,1],[16,"Low Credibility",0,,"3,525,127,548",2,"Helvetica",10,1,"0,0,0","152,251,152",2,null,1,0,1,0,0,null,1,0,1],[17,"Some",0,,"127,525,251,548",2,"Helvetica",10,1,"0,0,0","246,255,163",2,null,1,0,1,0,0,null,1,0,1],[18,"Fair",0,,"251,525,501,548",2,"Helvetica",10,1,"0,0,0","255,165,92",2,null,1,0,1,0,0,null,1,0,1],[19,"More",0,,"501,525,596,548",2,"Helvetica",10,1,"0,0,0","255,117,170",2,null,1,0,1,0,0,null,1,0,1],[20,"pointer 1",0,,"85,415,121,452",2,"Helvetica",12,1,"0,0,0","-1,-1,-1",0,null,1,0,1,0,0,"go-down.png",0,0,1],[21,"pointer 2",0,,"35,490,68,524",2,"Helvetica",12,1,"0,0,0","-1,-1,-1",0,null,1,0,1,0,0,"go-down.png",0,0,1],[23,"Are You Psychic?",0,,"78,6,512,76",2,"Georgia",40,1,"0,0,0","-1,-1,-1",0,null,1,0,1,0,0,null,1,0,1]]]],[[2012,null,,2011,0,0,0,1,null,[[3,"Shuffle & Deal",0,{mouseUp:function(){var _=arguments.callee.__
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}},"144,169,569,359",0,"Verdana",12,0,"0,0,0","255,255,255",7,"This test is a simplified derivation of the classic Zenner Card Test. Zenner & Dr Rhine did their thing many moons ago. Countless Psychic Web Sites carry their test..... Why I don't know ... as a scientific test for a non-scientific proposition seems to me to be a self-defeating exercise.  The classic Zenner Card Test involves a greater degree of complexity in card choice. I can see no logical reason for this complexity.\r\n So, in this version, it boils down to testing your ability to guess where in a spread of 5 cards will appear the Queen of Hearts.\r\n\r\n To play the game\r\n1. Shuffle & Deal\r\n2. Click on the card position you think Queenie will Appear.\r\n3. The computer then makers a random selection & the Queen appears.\r\n4. Therefore this is a test of pre-cognition.\r\n5. Your \"Psychic Ability Score\" appears graphically represented on the first bar.\r\n6. Your \"Level of Credability\" is represented on the second bar. Simply put.. the more trials you perform, the more credible the result.\r\nYou can stop making guess whenever you feel like. It is, however, recommended that you should make at least 100 card guesses for a reliable measurement of your psychic ability.\r\n\r\n How this game analyzes the Results of Your Test\r\n  [Based on an algorithm by Dr. Rhine]\r\n\r\n	1.	Calculate your odds of being correct. Because there are five different cards to choose from, the odds of guessing a card correctly strictly by chance is 1 in 5... or 1/5 = .2.\r\n	2.	The total number of guesses made. We'll call this number g. (For our example, let's say g = 100 guesses.)\r\n	3.	The number of right guesses that you make. We'll call this number r. (For our example, let's say r = 28 right guesses.)\r\n	4.	Calculate the average score by multiplying the number of guesses made by .2... or g x .2 (For example, 100 x .02 = 20) We'll call this number a.\r\n	5.	Calculate the result of: 1 minus your odds of being correct... or 1 - .2 = .8\r\n	6.	Now multiply this result by your odds of being correct... or .8 x .2 = .16 We'll call this number b.\r\n	7.	Now multiply this result by the total number of guesses made... or b x g (For example, .16 x 100 = 16) We'll call this result c.\r\n	8.	Calculate the square root of c. (For example, the square root of 16 = 4). We'll call this number s.\r\n	9.	Now subtract the average score from the number of right guesses... or r - a. (For example, 28 - 20 = 8). We'll call this number d.\r\n	10.	Finally, divide this result by s... or d/s. 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