[…] from the Rev. Mr. Cannaday, “who winks at you to show that he’s one of the boys,” to the thrice-married Norma Norbridge, “who leans on her knockers instead of her elbows when she sits at a table.”
A series solution about an ordinary point of a differential equation is always a Taylor series having a nonvanishing radius of convergence. A series solution about a singular point does not have this form (except in rare cases). Instead, it may be either a convergent series not in Taylor series form (such as a Frobenius series) or it may be a divergent series.
Any way you slice it, we have to get out of here and we have to take him with us.
I settled on the boy who stood up in superhero stance, hands on his girlish chinoed hips.
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