% _header.tex

% latexmk -C John3-w
% latexmk John3-w

\documentclass[12pt, twoside, openright]{book}

%\usepackage{bookman}    % no italics
%\usepackage{ebgaramond}
%\usepackage{palatino}    % no italics
%\usepackage{tgpagella}
\usepackage{fourier-otf}

%\usepackage{latexsym} % fourier otf already has these

\usepackage[
%  left=3cm, 
%  right=3cm, 
%  top=2cm, 
%  bottom=2cm
paperwidth  = 6in,
paperheight = 9in,
inner       = 0.9in,     % Gutter for binding
outer       = 36pt,     
top         = 48pt,     
bottom      = 67.5pt,   
includeheadfoot,
headsep     = 0.25in,
  ]{geometry}
\usepackage{parskip}
%\usepackage{color}
\usepackage[perpage]{footmisc}
\usepackage{comment}
\usepackage{verse}
\excludecomment{glossarytext}

\usepackage{lettrine}
\usepackage[cam,letter,center,noinfo]{crop}   % CROP MARKS

\usepackage{fixfoot}

% 1. Load the packages for alpha tracking and footnote combining
%\renewcommand{\thefootnote}{\alph{footnote}}

\usepackage{alphalph}
\renewcommand{\thefootnote}{\alphalph{\value{footnote}}}
%\makeatletter
%\renewcommand{\theff}{\alphalph{\value{ff@footnote}}}
%\makeatother

% In _header.tex
\newif\ifdefiningfootnotes
\definingfootnotestrue   % default: define footnotes

\newcommand{\GlossaryEntry}[3]{%
  % #1 = footnote macro name (e.g. \fnKosmos)
  % #2 = footnote text
  % #3 = glossary body text
  \ifdefiningfootnotes
    \DeclareFixedFootnote{#1}{#2}%
  \else
    \begin{glossarytext}#3\end{glossarytext}%
  \fi
}

%\newenvironment{translatornote}{%
%  \par\smallskip
%  \small\itshape
%  \noindent\textbf{Translator's Note:}\space
%}{%
%  \par\smallskip
%}

\newenvironment{translatornote}{%
  \par\smallskip\noindent\rule{\linewidth}{0.4pt}\par
  \small\itshape
  \noindent{\normalfont\small\textbf{Translator's Note:}}\space
}{%
  \par\noindent\rule{\linewidth}{0.4pt}\par\smallskip
}

\newcommand{\fnPar}{\\[6pt]}

\setcounter{secnumdepth}{0}

%\newcommand{\DROPCAP}[1]{%
%    \setlength{\columnsep}{0.2em}%
%    \begin{wrapfigure}[3]{l}{0pt}
%        \raisebox{-2.2\baselineskip}[0pt][0pt]{ 
%            \includegraphics[height=3.0\baselineskip]{#1}%
%        }%
%    \end{wrapfigure}%
%}

% 2. Force lowercase letters using standard style keywords

% --- Corrected fixfoot style assignment ---
% We declare the 'alph' style keyword inside the package hook 
% so it doesn't leak out as printed text.
%\DeclareFixedFootnoteStyle{alph}

% --- Safe Fixed Footnote Declaration Shortcut ---
%\def\DeclareFixedFootnote#1#2{\declarefixedfootnote{#1}{#2}}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% default formatting macros
\newcommand{\VS}[1]{$^{#1}$ \label{#1} }
\newcommand{\myinput}[1]{\input{#1}}
\newcommand{\myxref}[3]{#1.#2:#3}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
% other formatting macros
\newcommand{\omicron}{o}
\newcommand{\negd}[1]{\underline{#1}}   % double negative
\newcommand{\negt}[1]{\underline{#1}}   % triple negative
\newcommand{\J}[1]{#1}

\newcommand{\AIONIOS}{AI\={O}NIOS}
\newcommand{\ANER}{AN\={E}R}
\newcommand{\ANTHROPOS}{ANThR\={O}POS}
\newcommand{\GE}{G\={E}}
\newcommand{\MONOGENES}{MONOGEN\={E}S}
\newcommand{\zoe}{zo\={e}}
\newcommand{\ZOE}{ZO\={E}}
\newcommand{\ZOOPOIEO}{Z\={O}OPOIE\={O}}

% apparatus macros
\newcommand{\koine}{\textit{\textbf{K}}}
\newcommand{\hesychian}{\textit{\textbf{H}}}
\newcommand{\vulgate}{\textit{vg}}
\newcommand{\oldsyriac}{\textit{old syriac}}
\newcommand{\papyrus}[1]{p$^{#1}$}
\newcommand{\sinaiticus}{$\aleph$}          
\newcommand{\vaticanus}{B}          
\newcommand{\TODO}[1]{#1}
%\newcommand{\EmDash}{---}
\newcommand{\EnDash}{--}

% four dots (ellipsis at the end of a sentence)
\def\ldotsplus{\mathinner{\ldotp\ldotp\ldotp\ldotp}}
\def\fourdots{\relax\ifmmode\ldotsplus\else$\m@th \ldotsplus\,$\fi}

%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
\def \GENNAO {GENNAO ``gen-AH-oh'' ($\gamma\epsilon\nu\nu\alpha\omega$) is used of 
`begetting' by the father, and `birthing' by the mother in the Greek literature in general 
as well as the Septuagint. Thus it refers to the reproductive process as a whole. GENNAO is also used of the special relationship between a Master and his disciples, where no literal begetting or birthing is involved. Since there isn't really an English word that encompasses the whole reproductive cycle, GENNAO is reluctantly translated as 'born' except in those contexts where it would be strange to the English reader to say 'born of a father' or 'begotten by a mother'.}

\def \MAGOS {MAGOS ($\mu\alpha\gamma\omicron\varsigma$) In the Greek world in general this word was used to mean: a member of the Persian priestly caste, or a possessor and user of supernatural knowledge and power (namely, a magician).
\newline\indent
The LXX has the term only in Dan.2:2 for those who have magical and religious arts in Babylon.
\newline\indent
In Matt. the reference seems to be to those who have special wisdom in reading the stars 
(\myxref{Matt}{2}{1}, \myxref{Matt}{2}{7}, \myxref{Matt}{2}{16}) Astronomy and astrology were inseparable in that day, and represented a very advanced education. Babylonian mathematics
in particular was surprisingly advanced: they had calculated the value of sqrt(2) to 6 significant digits(!), and were able to solve quadratic and cubic equations. In \myxref{Acts}{13}{6} and \myxref{Acts}{13}{8} MAGOS is parallel to PSEUDOPROPHETES (`pseudo-prophets'), and seems to be
a reference to a house philosopher, who is possibly tempted to use the name of God magically.
\newline\indent
The verb form, MAGEUO `to perform magic' ($\mu\alpha\gamma\epsilon\upsilon\omega$) only occurs in 
\myxref{Acts}{8}{9}
\newline\indent
(This footnote lists every appearance of MAGOS and MAGEUO).
}

\def \SABBATH {The ``Sabbath'' is a holy day. In the Jewish tradition, every Saturday is a ``Sabbath'', and as we know from Genesis 1, the Sabbath is the seventh day. Thus the ``first day of the Sabbath'' is Sunday. Other holy days that don't fall on Saturday are also ``Sabbaths''.}

\def \TROGO {TROGO ``TROH-GO'' ($\tau\rho\omega\gamma\omega$), `to gnaw', not the usual verb `to eat' (ESTHO  $\epsilon\sigma\theta\omega$)}


