Некий промежуточный вариант новой версии LaTeX шаблона с современным дизайном

diff --git a/slides/0000 - LaTeX Stub/Makefile b/slides/0000 - LaTeX Stub/Makefile
index e24f4824c330b22420872f8d4f6322253d1b333f..9eebed4f12a277e10ee534890eb7bd250e05a93f 100644 (file)
--- a/slides/0000 - LaTeX Stub/Makefile
+++ b/slides/0000 - LaTeX Stub/Makefile
@@ -1,4 +1,4 @@
-THEME = pgpro2025.theme
+THEME ?= pgpro2025.theme
 
 THEMES = theme.nonfree pgpro2025.theme
 
@@ -9,7 +9,11 @@ all:
        "$(TOP_DIR)/bin/gen_font_config.pl" "$(FONTS_DIR)"
        ln -sf "$(THEME)/theme_setup.tex" theme_setup.tex
        FONTCONFIG_FILE="$(FONTS_DIR)/fonts.conf" fc-cache
-       FONTCONFIG_FILE="$(FONTS_DIR)/fonts.conf" xelatex example.tex && make clean
+
+       # Надо в два прохода
+       FONTCONFIG_FILE="$(FONTS_DIR)/fonts.conf" xelatex example.tex
+       FONTCONFIG_FILE="$(FONTS_DIR)/fonts.conf" xelatex example.tex
+       make clean
 
 clean:
        rm -f *.log *.aux *.out *.snm *.nav *.toc *.vrb

diff --git a/slides/0000 - LaTeX Stub/example.tex b/slides/0000 - LaTeX Stub/example.tex
index 1a7d6f09cb53ed63ebb6c37fc13d39df444b5636..05a531db4f1e74ca765b5ba238137c0c2ba0b3b6 100644 (file)
--- a/slides/0000 - LaTeX Stub/example.tex
+++ b/slides/0000 - LaTeX Stub/example.tex
@@ -1,4 +1,4 @@
-\documentclass[aspectratio=169]{beamer}
+\documentclass{beamer}
 
 \usepackage{xltxtra}
 \defaultfontfeatures{Ligatures=TeX,Mapping=tex-text}
@@ -12,7 +12,10 @@
  \hypersetup{pdfstartview=FitH,  linkcolor=linkcolor,urlcolor=urlcolor, colorlinks=true}
 
 \title{Название презентации}
-\author{Автор}
+\subtitle{Подзаголовок презентации}
+\author{Константин Констанинович Константинопольский}
+\institute{Шамбала, Гималаи, май 2026}
+
 
 \input{theme_setup.tex}  % Подгружаем тему из файла
 
@@ -24,7 +27,7 @@
 \titlepage
 \end{frame}
 
-\begin{frame}{Первый слайд}
+\begin{frame}[t]{Первый слайд}
     Какой-то список
     \begin{itemize}
         \item Элемент 1

diff --git a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamercolorthemePgPro2025.sty b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamercolorthemePgPro2025.sty
index 30ea09308d3d8dc45f125c95b73c5eb7f8fb1794..bd942f1e9a0e5a56afe182d29e1b0e444694524e 100644 (file)
--- a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamercolorthemePgPro2025.sty
+++ b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamercolorthemePgPro2025.sty
@@ -4,9 +4,6 @@
 \mode<presentation>
 
 % --- Шрифты -----------------------------------------------------------------
-% Roboto Regular  — основной текст
-% Roboto Medium   — заголовки (через BoldFont)
-% Roboto Mono     — блоки кода
 \AtBeginDocument{%
   \setromanfont{Roboto}%
   \setsansfont[BoldFont={Roboto Medium}]{Roboto}%
@@ -14,33 +11,49 @@
 }
 
 % --- Цвета ------------------------------------------------------------------
-\definecolor{pgpro@blue}{HTML}{142D99}    % основной синий
-\definecolor{pgpro@gray}{HTML}{EFEFF2}    % фон карточек/блоков кода
-\definecolor{pgpro@divider}{HTML}{D4D4DC} % разделители
-\definecolor{pgpro@muted}{HTML}{ADADBC}   % метки, вторичный текст
+\definecolor{pgpro@blue}{HTML}{142D99}
+\definecolor{pgpro@gray}{HTML}{EFEFF2}
+\definecolor{pgpro@divider}{HTML}{D4D4DC}
+\definecolor{pgpro@muted}{HTML}{ADADBC}
 
-% --- Титульный слайд --------------------------------------------------------
-% Заголовок 1: Roboto Medium, 40 pt (через \sffamily\bfseries)
+% --- Титульный слайд: заголовок ---------------------------------------------
+% Заголовок 1: Roboto Medium, 40 pt
 \setbeamercolor*{title page header}{fg=white}
 \setbeamerfont*{title}{size*={40pt}{1.1},family=\sffamily,series=\bfseries}
+
+% --- Титульный слайд: подзаголовок ------------------------------------------
+% Располагается под заголовком, Regular, чуть меньше
+\definecolor{pgpro@subtitle}{HTML}{889BEF}
+\setbeamercolor*{subtitle}{fg=pgpro@subtitle}
+\setbeamerfont*{subtitle}{size*={20pt}{1.2},family=\sffamily}
+
+% --- Титульный слайд: автор -------------------------------------------------
+% Текст 1: Roboto Regular, 14 pt
 \setbeamercolor*{author}{fg=white}
 \setbeamerfont*{author}{size*={14pt}{1.3},family=\sffamily}
 
+% --- Титульный слайд: byline (должность) ------------------------------------
+% Текст 2: Roboto Regular, 12 pt
+\setbeamercolor*{byline}{fg=white}
+\setbeamerfont*{byline}{size*={12pt}{1.3},family=\sffamily}
+
 % --- Заголовок фрейма -------------------------------------------------------
 % Заголовок 2: Roboto Medium, 28 pt
 \setbeamercolor*{frametitle}{fg=pgpro@blue}
 \setbeamerfont*{frametitle}{size*={28pt}{1.1},family=\sffamily,series=\bfseries}
 
 % --- Основной текст ---------------------------------------------------------
-% Текст 1: Roboto Regular, 14 pt
 \setbeamercolor{normal text}{fg=pgpro@blue}
-\setbeamerfont{normal text}{size*={14pt}{1.3},family=\sffamily}
+\setbeamerfont{normal text}{size*={21pt}{1.95},family=\sffamily}
 \AtBeginDocument{\usebeamerfont{normal text}}
 
 % --- Списки -----------------------------------------------------------------
 \setbeamertemplate{itemize items}{\textbullet}
 \setbeamercolor{itemize/enumerate body}{fg=pgpro@blue}
-\setbeamerfont{itemize/enumerate body}{size*={14pt}{1.3},family=\sffamily}
+\setbeamerfont{itemize/enumerate body}{size*={21pt}{1.95},family=\sffamily}
+\addtobeamertemplate{itemize/enumerate body begin}{%
+  \setlength{\itemsep}{10.5pt}%
+}{}
 
 % --- Блоки ------------------------------------------------------------------
 \setbeamercolor{block title}{fg=white,bg=pgpro@blue}

diff --git a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerinnerthemePgPro2025.sty b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerinnerthemePgPro2025.sty
index 9e4069bbd71311be40fcb74177cb7f4076b57dce..6b6e98cd64eaac952e742b709f9572b9acf10534 100644 (file)
--- a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerinnerthemePgPro2025.sty
+++ b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerinnerthemePgPro2025.sty
@@ -1,20 +1,19 @@
 % PgPro 2025 — внутренняя тема: фоны и шаблон титульного слайда
 \mode<presentation>
 
+\usetikzlibrary{calc}
+
 \setbeamertemplate{background}{
   \begin{tikzpicture}
     \ifnum\thepage=1\relax%
-      % Титульный слайд — тёмный фон с логотипом
       \node[anchor=south west,inner sep=0] at (0,0)
         {\includegraphics[width=\the\paperwidth,height=\the\paperheight]%
           {pgpro2025.theme/bgpics/title_bg}};
     \fi
     \ifnum\thepage>1\relax%
-      % Контентный слайд — белый фон с логотипом
       \node[anchor=south west,inner sep=0] at (0,0)
         {\includegraphics[width=\the\paperwidth,height=\the\paperheight]%
           {pgpro2025.theme/bgpics/page_bg}};
-      % Номер слайда — правый нижний угол, приглушённый цвет
       \node[anchor=east] at (\textwidth+1cm,0.5cm)
         {\color{pgpro@muted}\tiny\insertframenumber};
     \fi
@@ -22,18 +21,30 @@
 }
 
 % Шаблон титульной страницы
-% Охранное поле: верх 1.33 см — vskip подобран под тёмный фон
+% Координаты абсолютные от верхнего края слайда через current page.north west.
+% Требует двух прогонов xelatex (remember picture).
+%   Блок 1: Заголовок + Подзаголовок, верх на 0.52″ от верха слайда
+%   Блок 2: Автор + Должность,        верх на 6.34″ от верха слайда
 \defbeamertemplate*{title page}{PgPro2025}[1][]
-{
-    \vskip3cm%
-    \begin{beamercolorbox}[leftskip=1.33cm,left,#1]{title page header}
-      \usebeamerfont{title}\inserttitle\par%
-    \end{beamercolorbox}%
-    \vskip0.75cm%
-    \begin{beamercolorbox}[leftskip=1.33cm,left,#1]{author}
-      \usebeamerfont{author}\insertauthor%
-    \end{beamercolorbox}
-    \vspace{9cm}
+{%
+  \begin{tikzpicture}[remember picture, overlay]
+    % Блок 1: Заголовок + Подзаголовок
+    \node[anchor=north west, text width=\paperwidth-1.33cm-1.03cm, align=left]
+      at ($(current page.north west) + (1.33cm, -0.52in - 1cm)$) {%
+        {\usebeamerfont{title}\usebeamercolor[fg]{title page header}\inserttitle}%
+        \ifx\insertsubtitle\@empty\else\\[0.3cm]%
+          {\usebeamerfont{subtitle}\usebeamercolor[fg]{subtitle}\insertsubtitle}%
+        \fi%
+      };
+    % Блок 2: Автор + Должность
+    \node[anchor=north west, text width=\paperwidth-1.33cm-1.03cm, align=left]
+      at ($(current page.north west) + (1.33cm, -6.34in)$) {%
+        {\usebeamerfont{author}\usebeamercolor[fg]{author}\insertauthor}%
+        \ifx\insertinstitute\@empty\else\\[0.15cm]%
+          {\usebeamerfont{institute}\usebeamercolor[fg]{institute}\insertinstitute}%
+        \fi%
+      };
+  \end{tikzpicture}%
 }
 
 \mode<all>

diff --git a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerouterthemePgPro2025.sty b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerouterthemePgPro2025.sty
index 744f5fd7a3e35a29f3f7d80d1e65586cf0914ebf..4b6f9a19ca9262cb33ea0c8c3d0fa029715dd7cb 100644 (file)
--- a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerouterthemePgPro2025.sty
+++ b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerouterthemePgPro2025.sty
@@ -1,13 +1,12 @@
 % PgPro 2025 — внешняя тема
-% Навигация отключена в основном файле темы.
-% Заголовок фрейма выравнивается по левому краю с учётом охранного поля.
 \mode<presentation>
 
 \setbeamertemplate{frametitle}{%
-  \vskip0.4cm%
+  \vskip1.4cm%
   \begin{beamercolorbox}[wd=\paperwidth,leftskip=1.33cm]{frametitle}%
     \usebeamerfont{frametitle}\insertframetitle%
   \end{beamercolorbox}%
+  \vskip0.5cm%
 }
 
 \mode<all>

diff --git a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerthemePgPro2025.sty b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerthemePgPro2025.sty
index 87cbad1dfe65074b3a27da19225116bac9497d82..60e0f4b35f19a461a9eb5f9321ab06222e0863ea 100644 (file)
--- a/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerthemePgPro2025.sty
+++ b/slides/0000 - LaTeX Stub/pgpro2025.theme/beamerthemePgPro2025.sty
@@ -4,6 +4,23 @@
 \mode<presentation>
 
 \RequirePackage{tikz}
+\RequirePackage{etoolbox}
+
+% Контент фреймов прижат к верху (аналог [t] для всех фреймов).
+% \beamer@frametopskip=0pt в преамбуле не работает: Beamer сбрасывает
+% его в значение «0pt plus 1fill» при каждом \begin{frame} (default [c]).
+% Поэтому ставим [t] принудительно перед каждым фреймом.
+\BeforeBeginEnvironment{frame}{\setkeys{beamerframe}{t}}
+
+% Размер слайда = размеру фоновых PDF (960×540 bp)
+% Патчим внутренние переменные Beamer напрямую,
+% т.к. они кэшируются при загрузке класса до загрузки темы
+\makeatletter
+\setlength{\paperwidth}{960bp}
+\setlength{\paperheight}{540bp}
+\setlength{\beamer@paperwidth}{960bp}
+\setlength{\beamer@paperheight}{540bp}
+\makeatother
 
 \useinnertheme{PgPro2025}
 \useoutertheme{PgPro2025}
@@ -13,7 +30,7 @@
 \setbeamertemplate{blocks}[rounded][shadow=true]
 \setbeamertemplate{footline}{\vspace{1cm}}
 
-% Охранное поле из шаблона: лево 1.33 см, право 1.03 см
+% Охранное поле — после переопределения размеров
 \setbeamersize{text margin left=1.33cm,text margin right=1.03cm}
 
 \mode<all>

diff --git a/slides/0000 - LaTeX Stub/pgpro2025.theme/bgpics/page_bg.old.svg b/slides/0000 - LaTeX Stub/pgpro2025.theme/bgpics/page_bg.old.svg
deleted file mode 100644 (file)
index 855e50d..0000000
--- a/slides/0000 - LaTeX Stub/pgpro2025.theme/bgpics/page_bg.old.svg
+++ /dev/null
@@ -1,7 +0,0 @@
-<svg width="1280" height="720" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" overflow="hidden">
-<defs><clipPath id="clip0"><rect x="1105" y="46" width="125" height="19"/></clipPath><clipPath id="clip1"><rect x="1105" y="46" width="125" height="19"/></clipPath><clipPath id="clip2"><rect x="1105" y="46" width="125" height="19"/></clipPath></defs>
-<g>
-<rect x="0" y="0" width="1280" height="720" fill="#FFFFFF"/>
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diff --git a/slides/0000 - LaTeX Stub/pgpro2025.theme/bgpics/title_bg.old.svg b/slides/0000 - LaTeX Stub/pgpro2025.theme/bgpics/title_bg.old.svg
deleted file mode 100644 (file)
index cbab11a..0000000
--- a/slides/0000 - LaTeX Stub/pgpro2025.theme/bgpics/title_bg.old.svg
+++ /dev/null
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diff --git a/slides/0000 - LaTeX Stub/pgpro2025.theme/theme_setup.tex b/slides/0000 - LaTeX Stub/pgpro2025.theme/theme_setup.tex
index 646dd40a6d0bc1ff591a3fceb1766b364a11ca9e..0aac54ea79de63189254b7fce2cd942bdbebf5c8 100644 (file)
--- a/slides/0000 - LaTeX Stub/pgpro2025.theme/theme_setup.tex
+++ b/slides/0000 - LaTeX Stub/pgpro2025.theme/theme_setup.tex
@@ -1,5 +1,4 @@
-\makeatother
-\def\input@path{{./pgpro2025.theme}}
+\makeatletter
+\def\input@path{{./pgpro2025.theme/}}
 \makeatother
 \usetheme{PgPro2025}
-

diff --git a/slides/0000 - LaTeX Stub/theme.nonfree/theme_setup.tex b/slides/0000 - LaTeX Stub/theme.nonfree/theme_setup.tex
index 62c170d798522cf88951a08417054af214ff7d00..20bf30ef61be4a9e3d05662081a77e7fe4e37480 100644 (file)
--- a/slides/0000 - LaTeX Stub/theme.nonfree/theme_setup.tex
+++ b/slides/0000 - LaTeX Stub/theme.nonfree/theme_setup.tex
@@ -1,4 +1,4 @@
-\makeatother
+\makeatletter
 \def\input@path{{./theme.nonfree}}
 \makeatother
 \usetheme{PgPro}