To divide an Eisenstein integer a+b𝜔 by another Eisenstein integer c+d𝜔, notice that (c+d𝜔)(c+d)(c+d𝜔²)=c³+d³; accordingly multiply both denominator and numerator (of the division expressed as a fraction) by (c+d)(c+d𝜔²), then simplify.
Molly worked at her picnics like she tended her roses or worked on her veggie garden, breathlessly.
[T]he cripple, in falling, gave him ſuch a good pelt on the head vvith his crutch, that the blood follovved.
She preceded me along a strange path, unlike any I have ever seen in other countries. … [T]he contours of the gardens these walls confine dispose it to leisure; it curves or doubles back altogether, and right at the start a bend bewilders us; there is no knowing where we have come from or where we are heading.
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