Mind reader

Let the crystal ball figure out what symbol you've choosen.

 

http://mr-31238.mr.valuehost.co.uk/assets/Flash/psychic.swf

One out of 3 tries for me,wont be asking that about the lotto numbers tomorrow!!

Whichever two digits are chosen the answer will always be nine times the first digit.

As regards the crystal ball, it was correct twice in fifteen tries when I tried it.

3 out of 3 for me.

I don't want to spoil things but...

 

When you load the page look what symbol is used for 9, 18, 27, 36, 45, 54, 63, 72 and 81. They're all the same. That's your symbol and it always will be.

 

This is always 100% correct. If the crystal ball is wrong, you can't add up. It's a simple as that!

 

(It shuffles the symbols each time you load the page so it's harder to work out how it's done.)

I'll verify that - there's a psychology behind the 'example' at the bottom which makes you more likely to think along those lines, too...

Originally posted by Tony Ruscoe

I don't want to spoil things but...

 

 

...This is always 100% correct. If the crystal ball is wrong, you can't add up. It's a simple as that!...

 

Tried it again and it is NOT by any means 100% correct.

 

The only 100% 'correct' aspect, as I stated before, is that the result is ALWAYS nine times the first digit.

 

Ps. Having taught mathematics, from kindergarden to university levels, for most of my adult life - I believe that I CAN add up.

Originally posted by Carlwarker

Tried it again and it is NOT by any means 100% correct.

 

The only 100% 'correct' aspect, as I stated before, is that the result is ALWAYS nine times the first digit.

 

Ps. Having taught mathematics, from kindergarden to university levels, for most of my adult life - I believe that I CAN add up.

OK then, you can add up, but you can't follow instructions properly

 

Here's the proof:

[b]Original	Sum		Answer[/b]
10		1+0 = 1		9
11		1+1 = 2		9
12		1+2 = 3		9
13		1+3 = 4		9
14		1+4 = 5		9
15		1+5 = 6		9
16		1+6 = 7		9
17		1+7 = 8		9
18		1+8 = 9		9
19		1+9 = 10	9
20		2+0 = 2		18
21		2+1 = 3		18
22		2+2 = 4		18
23		2+3 = 5		18
24		2+4 = 6		18
25		2+5 = 7		18
26		2+6 = 8		18
27		2+7 = 9		18
28		2+8 = 10	18
29		2+9 = 11	18
30		3+0 = 3		27
31		3+1 = 4		27
32		3+2 = 5		27
33		3+3 = 6		27
34		3+4 = 7		27
35		3+5 = 8		27
36		3+6 = 9		27
37		3+7 = 10	27
38		3+8 = 11	27
39		3+9 = 12	27
40		4+0 = 4		36
41		4+1 = 5		36
42		4+2 = 6		36
43		4+3 = 7		36
44		4+4 = 8		36
45		4+5 = 9		36
46		4+6 = 10	36
47		4+7 = 11	36
48		4+8 = 12	36
49		4+9 = 13	36
50		5+0 = 5		45
51		5+1 = 6		45
52		5+2 = 7		45
53		5+3 = 8		45
54		5+4 = 9		45
55		5+5 = 10	45
56		5+6 = 11	45
57		5+7 = 12	45
58		5+8 = 13	45
59		5+9 = 14	45
60		6+0 = 6		54
61		6+1 = 7		54
62		6+2 = 8		54
63		6+3 = 9		54
64		6+4 = 10	54
65		6+5 = 11	54
66		6+6 = 12	54
67		6+7 = 13	54
68		6+8 = 14	54
69		6+9 = 15	54
70		7+0 = 7		63
71		7+1 = 8		63
72		7+2 = 9		63
73		7+3 = 10	63
74		7+4 = 11	63
75		7+5 = 12	63
76		7+6 = 13	63
77		7+7 = 14	63
78		7+8 = 15	63
79		7+9 = 16	63
80		8+0 = 8		72
81		8+1 = 9		72
82		8+2 = 10	72
83		8+3 = 11	72
84		8+4 = 12	72
85		8+5 = 13	72
86		8+6 = 14	72
87		8+7 = 15	72
88		8+8 = 16	72
89		8+9 = 17	72
90		9+0 = 9		81
91		9+1 = 10	81
92		9+2 = 11	81
93		9+3 = 12	81
94		9+4 = 13	81
95		9+5 = 14	81
96		9+6 = 15	81
97		9+7 = 16	81
98		9+8 = 17	81
99		9+9 = 18	81

 

Your number is always a multiple of 9 (upto 81). All the symbols for numbers that are multiples of 9 (upto 81) are the same.

 

How can it ever be wrong?

The 'Result' is what comes up in the crystal ball - NOT the table.

 

All I can say is just keep trying.

Originally posted by Carlwarker

The 'Result' is what comes up in the crystal ball - NOT the table.

 

All I can say is just keep trying.

Yes... and the crystal ball always shows the same symbol that was used for numbers 9, 18, 27, 36, 45, 54, 63, 72 and 81! (Doesn't it? )

Not for me, as I've already stated (twice)

It did give the same symbols for those numbers when I was on the site earlier even if you refresh (it rotates the picture but keeps them uniform) ... Maybe it changes the series round in the same pattern?