Ok, this is one of a very brilliant show from Joe Sandy. Basically, Joe makes the 4x4, if that note:
Vertical-In
The horizontal -
The diagonal -
-4 Number in each corner
-4 Number in the middle
Will produce the same number.
Following formula (again, I certainly did not know whether its in the show at The Joe Master Sandy uses tricks, or really use the strength of mind):
And following, for example, with the number 49 as a benchmark (note if the method above, all the 49)
In the show, Joe Sandy to make mistakes. Errors that can dimaklumi, because he was under great pressure.
Ok, rather than an error of meributkan Joe, let's Tantang ourselves, how quickly we can complete this magic square. Requirements:
- Total number Answer you can select your own
- No two the same number shown in the table
- In do so, you may not use two-digit total Answer the same same, respectively.
- Rounding in the calculation time is quite a number behind the comma, not including the time when creating a 4x4 table.
I record in solving magic square is 15.4 (four comma fifteen) seconds, with the number 87 Answer. How cepatkah you?
Ok, rather than an error of meributkan Joe, let's Tantang ourselves, how quickly we can complete this magic square. Requirements:
- Total number Answer you can select your own
- No two the same number shown in the table
- In do so, you may not use two-digit total Answer the same same, respectively.
- Rounding in the calculation time is quite a number behind the comma, not including the time when creating a 4x4 table.
I record in solving magic square is 15.4 (four comma fifteen) seconds, with the number 87 Answer. How cepatkah you?
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