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  "format": "ltxs",
  "version": 1,
  "savedAt": "2026-09-23T00:00:00.000Z",
  "project": {
    "id": "first-paper",
    "name": "First Paper",
    "path": "First Paper",
    "files": [
      {
        "id": "main",
        "name": "main.tex",
        "path": "/main.tex",
        "type": "tex",
        "saved": true,
        "content": "\\documentclass[11pt]{article}\n\\usepackage{amsmath}\n\\usepackage{graphicx}\n\\usepackage{hyperref}\n\\title{My First Paper}\n\\author{Your name}\n\\date{}\n\\begin{document}\n\\maketitle\n\\section{Introduction}\nThis short paper demonstrates the writing workflow in Noctis Paper Studio.\nKeep your question, evidence and conclusion close together.\n\\section{A simple model}\nEnergy and mass are related by\n\\begin{equation}\nE = mc^2.\n\\end{equation}\nFigure~\\ref{fig:model} illustrates this relationship in normalised units, with $c=1$.\n\\begin{figure}[ht]\n\\centering\n\\includegraphics[width=0.75\\linewidth]{sample-figure.png}\n\\caption{A linear relationship in normalised units.}\\label{fig:model}\n\\end{figure}\n\\section{Next steps}\nUse this example alongside the getting-started guide~\\cite{noctisGuide}.\nReplace the text, figure and reference with your own work.\n\\bibliographystyle{plain}\n\\bibliography{refs}\n\\end{document}\n"
      },
      {
        "id": "refs.bib",
        "name": "refs.bib",
        "path": "/refs.bib",
        "type": "bib",
        "saved": true,
        "content": "@misc{noctisGuide,\n  author = {{Noctis Open Scientific Studio}},\n  title = {Getting started with Paper Studio},\n  year = {2026},\n  howpublished = {\\url{https://noctis-oss.org/documentation/paper-studio/paper-studio-getting-started}}\n}\n"
      },
      {
        "id": "sample-figure.png",
        "name": "sample-figure.png",
        "path": "/sample-figure.png",
        "type": "image",
        "saved": true,
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"
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    "openFileIds": [
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    ],
    "settings": {
      "engine": "noctis",
      "outputFormat": "pdf",
      "buildDir": "build/",
      "interactionMode": "nonstopmode",
      "shellEscape": false,
      "synctex": false
    }
  }
}
