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  \item{double.ulp.digits}{the largest negative integer \code{i} such
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  \item{double.ulp.digits}{the largest negative integer \code{i} such
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    that \code{1 + double.base ^ i != 1}, except that it is bounded below by
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    that \code{1 + double.base ^ i != 1}, except that it is bounded below by
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    \code{-(double.digits + 3)}.  Normally \code{-52}.}
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    \code{-(double.digits + 3)}.  Normally \code{-52}.}
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  \item{double.neg.ulp.digits}{the largest negative integer \code{i}
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  \item{double.neg.ulp.digits}{the largest negative integer \code{i}
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    such that \code{1 - double.base ^ i != 1}, except that it is bounded
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    such that \code{1 - double.base ^ i != 1}, except that it is bounded
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    below by \code{-(double.digits + 3)}. Normally \code{-53}.}
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    below by \code{-(double.digits + 3)}. Normally \code{-53}.}
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  \item{double.exponent}{
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  \item{double.exponent}{
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    the number of bits (decimal places if \code{double.base} is 10) reserved
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    the number of bits (decimal places if \code{double.base} is 10) reserved
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    for the representation of the exponent (including the bias or sign)
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    for the representation of the exponent (including the bias or sign)
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    of a floating-point number.  Normally \code{11}.}
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    of a floating-point number.  Normally \code{11}.}
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  \item{double.min.exp}{
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  \item{double.min.exp}{