Taylor series for frac11−152x\\frac{1}{1-152x}frac11−152x is sum(152x)n\\sum (152x)^nsum(152x)n. Valid for:
∣x∣<1/152|x| < 1/152∣x∣<1/152
∣x∣<152|x| < 152∣x∣<152
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