From 5145dd3aa0c02c9fc496d1432fc4410674206e1d Mon Sep 17 00:00:00 2001
From: Bryan Newbold <bnewbold@robocracy.org>
Date: Mon, 20 Feb 2017 00:05:31 -0800
Subject: Import Upstream version 3a2

---
 modular.txi | 12 ++++++++++++
 1 file changed, 12 insertions(+)

(limited to 'modular.txi')

diff --git a/modular.txi b/modular.txi
index d947b35..bf2cd52 100644
--- a/modular.txi
+++ b/modular.txi
@@ -26,28 +26,33 @@ If @var{x1} and @var{x2} are integers, then @code{mod} behaves like
 @end format
 @end defun
 
+
 @defun extended-euclid n1 n2
 
 Returns a list of 3 integers @code{(d x y)} such that d = gcd(@var{n1},
 @var{n2}) = @var{n1} * x + @var{n2} * y.
 @end defun
 
+
 @defun symmetric:modulus n
 
 Returns @code{(quotient (+ -1 n) -2)} for positive odd integer @var{n}.
 @end defun
 
+
 @defun modulus->integer modulus
 
 Returns the non-negative integer characteristic of the ring formed when
 @var{modulus} is used with @code{modular:} procedures.
 @end defun
 
+
 @defun modular:normalize modulus n
 
 Returns the integer @code{(modulo @var{n} (modulus->integer
 @var{modulus}))} in the representation specified by @var{modulus}.
 @end defun
+
 @noindent
 The rest of these functions assume normalized arguments; That is, the
 arguments are constrained by the following table:
@@ -79,27 +84,32 @@ Returns @code{#t} if there exists an integer n such that @var{k} * n
 @equiv{} 1 mod @var{modulus}, and @code{#f} otherwise.
 @end defun
 
+
 @defun modular:invert modulus n2
 
 Returns an integer n such that 1 = (n * @var{n2}) mod @var{modulus}.  If
 @var{n2} has no inverse mod @var{modulus} an error is signaled.
 @end defun
 
+
 @defun modular:negate modulus n2
 
 Returns (@minus{}@var{n2}) mod @var{modulus}.
 @end defun
 
+
 @defun modular:+ modulus n2 n3
 
 Returns (@var{n2} + @var{n3}) mod @var{modulus}.
 @end defun
 
+
 @defun modular:- modulus n2 n3
 
 Returns (@var{n2} @minus{} @var{n3}) mod @var{modulus}.
 @end defun
 
+
 @defun modular:* modulus n2 n3
 
 Returns (@var{n2} * @var{n3}) mod @var{modulus}.
@@ -108,7 +118,9 @@ The Scheme code for @code{modular:*} with negative @var{modulus} is
 not completed for fixnum-only implementations.
 @end defun
 
+
 @defun modular:expt modulus n2 n3
 
 Returns (@var{n2} ^ @var{n3}) mod @var{modulus}.
 @end defun
+
-- 
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