Conversion from other form to continued
fraction
Recall that
in special form
as in 0301 in the conversion from binomial expansion to continued fraction.
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So we set x=exp(2*x) in the formula at the beginning and we get the following
When x=exp(2x) and y=-1,
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When x=exp(2x) and y=1,
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for ![]()
Since 
when x=1/x in the formula at the beginning

When y=1
