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resources.js
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angular.module('sangbok.resources', [])
.constant('Resources', {
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",
bladCls: "% Filename: blad.cls\n% Author: Arno Lepisk\n% Version: 1\n\n% This is a LaTeX2e document class.\n\n\n\\NeedsTeXFormat{LaTeX2e}\n\n\\ProvidesClass{blad}[2003/01/24 Sangbladsklass]\n\n\\DeclareOption*{\\PassOptionsToClass{\\CurrentOption}{article}}\n\n\\ProcessOptions\n\n\\LoadClass[a4paper]{article}\n\n\\RequirePackage[swedish]{babel} \n\\RequirePackage[utf8]{inputenc}\n\n\\RequirePackage{latexsym}\n\\RequirePackage{calc}\n\\RequirePackage{xspace}\n\\RequirePackage{ifthen}\n\n\\RequirePackage{verbatim}\n\n\\setlength{\\hoffset}{-1in}\n\\setlength{\\topmargin}{5mm}\n\\setlength{\\headsep}{0in}\n\\setlength{\\headheight}{0in}\n\n\\setlength{\\oddsidemargin}{6mm}\n\\setlength{\\evensidemargin}{6mm}\n\n\\setlength{\\voffset}{-1in}\n\\setlength{\\lineskip}{0pt}\n\\setlength{\\parindent}{0pt}\n\\setlength{\\marginparwidth}{0pt}\n\\setlength{\\marginparsep}{0pt}\n\n\\setlength{\\paperwidth}{.5\\paperwidth}\n\n\\setlength{\\textwidth}{.96\\paperwidth}\n\\setlength{\\textheight}{.95\\paperheight}\n\n\n\\newenvironment{sang}[1]{\\startasang{#1}}{\\slutasang}\n\n\\newcommand{\\startasang}[1]{%\n%\\makebox{%\n\\nopagebreak%\n\\subsection*{#1}%\n\\begin{verse}%\n%\\begin{verbatim}%\n}\n\n\\newcommand{\\slutasang}{%\n%\\end{verbatim}%\n\\end{verse}%\n\\nopagebreak%\n}\n\n\\newcommand{\\fkm}{\\mbox{{\\raisebox{-0.2ex}\n {\\rotatebox{22}{\\bf{f}}}\\hspace{-0.16em}\\raisebox{0.2ex}\n {\\rotatebox{-15}{\\bf{k}}}\\hspace{-0.17em}\\bf{m}\\hspace{-0.15em}\\raisebox{0.6ex}\n {\\scalebox{0.6}{\\bf{*}}}}}\\xspace}\n\n\\pagenumbering{none}\n\\pagestyle{empty}",
sangbladPy: function (blad, logga, content) {
return '\uFEFF' + '#!/usr/bin/python\n# -*- coding: utf-8 -*-\nimport base64, glob, os, os.path, sys\n\ndef temp_filename(name):\n filename = name + ".txt"\n counter = 0\n while os.path.isfile(filename):\n counter += 1\n filename = name + str(counter) + ".txt"\n return filename\n\ndef signature(page_count):\n page_count_rounded = page_count\n while page_count_rounded % 4 != 0:\n page_count_rounded += 1\n \n res = []\n for block in range(page_count_rounded // 4):\n res.append(page_count_rounded - (2 * block))\n res.append(1 + (2 * block))\n res.append(2 + (2 * block))\n res.append(page_count_rounded - 1 - (2 * block))\n return "{" + ",".join(map(lambda x: str(x) if x <= page_count else r"{}", res)) + "}"\n\nencoding_fix = lambda s: s\n\n\nif __name__ == "__main__":\n if sys.version_info[0] < 3:\n import codecs\n open = codecs.open\n encoding_fix = lambda s: unicode(s, "utf-8")\n\n total_pages_file = temp_filename("total_pages")\n blad_cls = r"""\n' + blad + '\n"""\n\n logga_pdf = r"' + logga + '"\n \n sangblad_tex = r"""\n' + content + '\n"""\n \n end_index = sangblad_tex.rindex(r"\\end{document}")\n sangblad_tex = sangblad_tex[:end_index] + r"""\n\\AtEndDocument{%\n\\newwrite\\tempfile\n\\immediate\\openout\\tempfile=""" + total_pages_file + r"""\n\\immediate\\write\\tempfile{\\number\\thepage}\n\\immediate\\closeout\\tempfile\n}\n""" + sangblad_tex[end_index:]\n\n skrev_blad_cls = False\n if os.path.isfile("blad.cls"):\n print (\'"blad.cls" fanns redan\')\n else:\n with open("blad.cls", "w") as f:\n f.write(encoding_fix(blad_cls))\n skrev_blad_cls = True\n print (\'Packade upp "blad.cls"\')\n \n skrev_logga_pdf = False\n if len(logga_pdf) == 0: # ingen logga på förstasidan\n pass\n else:\n loggor = glob.glob("logga.*")\n if len(loggor) != 0: # det fanns redan loggor i mappen\n print (\'Hittade \' + (\'loggor: \' if len(loggor) != 1 else \'logga: \') + \', \'.join(map(lambda s: \'"\' + s + \'"\', loggor)))\n else:\n with open("logga.pdf", "wb") as f:\n f.write(base64.b64decode(logga_pdf))\n skrev_logga_pdf = True\n print (\'Packade upp "logga.pdf"\')\n \n if "skrivöver" in sys.argv:\n if os.path.isfile("sångblad.tex"):\n with open("sångblad.tex", "w", encoding = "utf8") as f:\n f.write(encoding_fix(sangblad_tex))\n print (\'Skrev över "sångblad.tex"\')\n else:\n with open("sångblad.tex", "w", encoding = "utf8") as f:\n f.write(encoding_fix(sangblad_tex))\n print (\'Packade upp "sångblad.tex" (fanns ingen att skriva över)\')\n else:\n if os.path.isfile("sångblad.tex"):\n print (\'Skriver inte över med ny version av "sångblad.tex"\')\n # Här återanvänder vi en äldre version av sångblad.tex, så vi behöver hitta total_pages-filen, om den finns\n with open("sångblad.tex", "r", encoding = "utf8") as f:\n for line in f:\n if r"\\immediate\\openout\\tempfile=" in line:\n total_pages_file = line[line.index("=") + 1:].rstrip()\n break\n else:\n with open("sångblad.tex", "w", encoding = "utf8") as f:\n f.write(encoding_fix(sangblad_tex))\n print (\'Packade upp "sångblad.tex"\')\n\n print (\'Kompilerar LaTeXen med pdflatex\')\n os.system("pdflatex sångblad.tex")\n\n if not os.path.isfile("sångblad.pdf"):\n print (\'Nånting gick fel - hittade inte filen "sångblad.pdf" som ska innehålla ett halvfärdigt sångblad\')\n print (\'Detta beror nog på att vi inte lyckades kompilera "sångblad.tex" ordentligt\')\n print (\'Du kan prova att redigera "sångblad.tex" och fixa felet,\')\n print (\'och sedan köra om skriptet\')\n quit()\n\n if not os.path.isfile(total_pages_file):\n print (\'Nånting gick fel - hittade inte filen "\' + total_pages_file + \'", som ska innehålla antalet sidor i sångbladet\')\n print (\'Detta beror nog på att vi inte lyckades kompilera "sångblad.tex" ordentligt\')\n print (\'Du kan prova att redigera "sångblad.tex" och fixa felet,\')\n print (\'och sedan köra om skriptet\')\n quit()\n\n pages = 0\n with open(total_pages_file, "r") as f:\n pages = int(f.readline())\n print (str(pages) + (" sida" if pages == 1 else " sidor") + " i sångbladet")\n \n sangblad_utskrivbar_tex = r"""\n\\documentclass{article}\n\\usepackage{pdfpages}\n\\usepackage[T1]{fontenc}\n\\begin{document}\n \\includepdf[pages=""" + signature(pages) + r""",nup=2x1]{sångblad}\n\\end{document}\n"""\n\n with open("sångblad_utskrivbar.tex", "w", encoding = "utf8") as f:\n f.write(encoding_fix(sangblad_utskrivbar_tex))\n print (\'Packade upp "sångblad_utskrivbar.tex"\')\n print (\'Kompilerar LaTeXen med pdflatex\')\n os.system("pdflatex sångblad_utskrivbar.tex")\n\n if not os.path.isfile("sångblad_utskrivbar.pdf"):\n print (\'Nånting gick fel - hittade inte filen "sångblad_utskrivbar.pdf" som ska innehålla det färdiga sångbladet\')\n print (\'Detta beror nog på att vi inte lyckades kompilera "sångblad_utskrivbar.tex" ordentligt\')\n quit()\n\n if skrev_blad_cls and "spara" not in sys.argv and "spara_allt" not in sys.argv:\n print (\'Försöker rensa bort "blad.cls"\')\n try:\n os.remove("blad.cls")\n except:\n pass\n\n if skrev_logga_pdf and "spara" not in sys.argv and "spara_allt" not in sys.argv:\n print (\'Försöker rensa bort "logga.pdf"\')\n try:\n os.remove("logga.pdf")\n except:\n pass\n \n if "spara_allt" not in sys.argv:\n for tempfile in [total_pages_file, "sångblad.aux", "sångblad.log", "sångblad.pdf", "sångblad_utskrivbar.aux", "sångblad_utskrivbar.log", "sångblad_utskrivbar.tex"]:\n print (\'Försöker rensa bort "\' + tempfile + \'"\')\n try:\n os.remove(tempfile)\n except:\n pass\n \n print (\'\')\n print (\'Klar! Ditt sångblad finns i filen "sångblad_utskrivbar.pdf"\')\n ';
}
});