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0 / 60 seg.
If you change the order of the numbers in my cousin's current age, you'll get her age for next year but doubled. How old is she?
S
H
_
_
S
2
5
Y
_
_
R
S
_
L
D
.
I
F
2
_
N
D
5
C
H
_
N
G
_
P
L
_
C
_
S
,
Y
_
_
W
_
L
L
G
_
T
5
2
.
S
H
_
W
_
L
L
T
_
R
N
2
6
N
_
X
T
Y
_
_
R
,
_
N
D
_
F
Y
_
_
D
_
_
B
L
_
T
H
_
T
N
_
M
B
_
R
,
Y
_
_
W
_
L
L
G
_
T
5
2
Clue
149 (150 - 1) GAMES, SINCE ALL BUT ONE LOSE ONE GAME. TO MAKE IT SIMPLER, ASSUME THERE ARE 3 MEMBERS. ONLY 2 GAMES NEED TO BE PLAYED TO DETERMINE THE CHAMPION
THE PATH WAS 5000 PACES LONG. IF THE PATH IS STRAIGHTENED OUT INTO A LINE, ITS AREA EQUALS THE AREA OF THE WHOLE SQUARE, THAT IS, 100 X 100 SQUARE PACES. DIVIDING THE RESULT BY THE WIDTH OF THE PATH GIVES THE LENGTH (OR THE SOLUTION)
SHE IS 25 YEARS OLD. IF 2 AND 5 CHANGE PLACES, YOU WILL GET 52. SHE WILL TURN 26 NEXT YEAR, AND IF YOU DOUBLE THAT NUMBER, YOU WILL GET 52
GRANDFATHER WAS 66 AND GRANDSON WAS 6. WHEN GRANDFATHER WAS 61, GRANSON WAS 1 (61 = 1 X 61) WHEN GRANDFATHER WAS 62, GRANSON WAS 2 (62 = 2 X 31) WHEN GRANDFATHER WAS 63, GRANSON WAS 3 (63 = 3 X 21) WHEN GRANDFATHER WAS 64, GRANSON WAS 4 (64 = 4 X 16) WHEN GRANDFATHER WAS 65, GRANSON WAS 5 (65 = 5 X 13) WHEN GRANDFATHER WAS 66, GRANSON WAS 6 (66 = 6 X 11)
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