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fix math regression
The previous change to use `argparse` for parity with every other builtin and function introduced a regression. Invocations that start with a negative number can fail because the negative value looks like an invalid flag.
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@@ -2,7 +2,7 @@
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\subsection math-synopsis Synopsis
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\fish{synopsis}
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math [-sN] EXPRESSION
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math [-sN | --scale=N] [--] EXPRESSION
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\endfish
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\subsection math-description Description
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@@ -13,7 +13,7 @@ For a description of the syntax supported by math, see the manual for the bc pro
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The following options are available:
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- `-sN` Sets the scale of the result. `N` must be an integer and defaults to zero. This simply sets bc's `scale` variable to the provided value. Note that you cannot put a space between `-s` and `N`.
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- `-sN` or `--scale=N` sets the scale of the result. `N` must be an integer and defaults to zero. This simply sets bc's `scale` variable to the provided value.
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\subsection return-values Return Values
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@@ -33,4 +33,6 @@ If invalid options or no expression is provided the return `status` is two. If t
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\subsection math-cautions Cautions
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You should always place a `--` flag separator before the expression. 99.99% of the time you'll get the desired result without the separator. Something like `math -10.0 / 2` will fail because the negative floating point value gets treated as an invalid flag. But `math -10 / 2` will work because negative integers are special-cased.
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Note that the modulo operator (`x % y`) is not well defined for floating point arithmetic. The `bc` command produces a nonsensical result rather than emit an error and fail in that case. It doesn't matter if the arguments are integers; e.g., `10 % 4`. You'll still get an incorrect result. Do not use the `-sN` flag with N greater than zero if you want sensible answers when using the modulo operator.
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