WacBaw Franciszek SierpiDski posed the question as to the existence of four distinct triangular numbers in geometric progression.
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You seem to be saying that you have a series of frames with a geometric progression of ? values.
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It's a geometric progression ."
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:It should be pointed out that the binomial expansion doesn't seem relevant here; Geometric progression, on the other hand, does.
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All the other " svarams " are relative to this " shadjam ", falling into a geometric progression-like frequency pattern.
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The squares of the edges of this triangle ( see figure ) are in geometric progression according to the golden ratio.
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The pyramid scheme in the picture in contrast is a geometric progression 1 + 2 + 4 + 8 = 15.
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In mathematics, an "'arithmetico-geometric sequence "'is the result of the multiplication of a geometric progression with the corresponding terms of an arithmetic progression.
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In the case 1 < " p " d " ", taking into account the summation formula for a geometric progression, we have
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