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Step-by-step explanation:
Series expansion at X=0
8 x^3 - 8/x^3 - 24 x + 24/x
(Laurent series)
(converges everywhere)
Series expansion at X=infinity
8 x^3 - 8/x^3 - 24 x + 24/x
(Laurent series)
(converges everywhere away from origin)
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