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 | | The square of the devil is a square 6x6 composed of the first 36 integers, whose sum is exactly equal to 666. |
 | | In the heart of the diabolic square (15, 16, 21, 22), the total of the terms of the downward diagonal (15,22) is identical to the sum of terms of the ascending diagonal (21,16), that is to say sum 37. |
 | | The value of the numerical root associated with the cross sums of the heart of the diabolic square, the unit, relates identical to that of the cross sums of the corners of the square, because 37 => 3 + 7 = 10 => 1. |
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