Index: doc/user/user.tex
===================================================================
--- doc/user/user.tex	(revision 4708eaab5aaeda0185c6be7624a924ef7b09bc1e)
+++ doc/user/user.tex	(revision 3263e2a49d27f9e862a60b38065ba8538ddd3aae)
@@ -11,11 +11,11 @@
 %% Created On       : Wed Apr  6 14:53:29 2016
 %% Last Modified By : Peter A. Buhr
-%% Last Modified On : Sat Feb 12 10:10:11 2022
-%% Update Count     : 5372
+%% Last Modified On : Sat Feb 12 17:04:03 2022
+%% Update Count     : 5376
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 
 % requires tex packages: texlive-base texlive-latex-base tex-common texlive-humanities texlive-latex-extra texlive-fonts-recommended
 
-\documentclass[twoside,11pt]{article}
+\documentclass[twoside]{article}
 
 %%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
@@ -8257,5 +8257,5 @@
 void ?{}( PRNG & prng ); $\C{// random seed}$
 void ?{}( PRNG & prng, uint32_t seed ); $\C{// fixed seed}$
-void set_seed( PRNG & prng, uint32_t seed_ ); $\C{// set seed}$
+void set_seed( PRNG & prng, uint32_t seed ); $\C{// set seed}$
 uint32_t get_seed( PRNG & prng ); $\C{// get seed}$
 uint32_t prng( PRNG & prng ); $\C{// [0,UINT\_MAX]}$
@@ -8266,5 +8266,5 @@
 Sequential execution is repeatable given the same starting seeds for all ©PRNG©s. 
 In this scenario, it is useful to have multiple ©PRNG©, \eg one per player or object so a type is provided to generate multiple instances.
-\VRef[Figure]{f:SequentialPRNG} shows an example that creates two sequential ©PRNG©s, sets both to the same seed (1009), and illustrates the 3 forms for generating random values, where both ©PRNG©s generate the same sequence of values.
+\VRef[Figure]{f:SequentialPRNG} shows an example that creates two sequential ©PRNG©s, sets both to the same seed (1009), and illustrates the three forms for generating random values, where both ©PRNG©s generate the same sequence of values.
 
 \begin{figure}
@@ -8603,5 +8603,5 @@
 \end{tabular}
 \end{cquote}
-\small
+
 \begin{cfa}
 Factorial Numbers
