1515 lines
689 KiB
HTML
1515 lines
689 KiB
HTML
<!DOCTYPE html>
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<html lang="fr">
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<head>
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<meta charset="UTF-8">
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<meta name="viewport" content="width=device-width, initial-scale=1.0">
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<title>Lire un budget local — Formation Donut</title>
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<meta name="description" content="Formation citoyenne à la lecture et la compréhension des maquettes budgétaires des collectivités : budget primitif, compte administratif et compte financier unique (CFU).">
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<link rel="preconnect" href="https://fonts.googleapis.com">
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<link rel="preconnect" href="https://fonts.gstatic.com" crossorigin>
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<link href="https://fonts.googleapis.com/css2?family=Inter:wght@400;500;600;700;800;900&family=JetBrains+Mono:wght@400;600&display=swap" rel="stylesheet">
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<style>
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:root {
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/* Identité Donut : bleu nuit + glaçage doré + crème */
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--ink: #1a2332;
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--ink-2: #2b3a52;
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--ink-soft: #4a5568;
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--gold: #e8b04d;
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--gold-bg: #fdf6e7;
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--gold-dark:#b07f1f;
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--cream: #fbf9f4;
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--paper: #ffffff;
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--sand: #f4efe3;
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--muted: #6b6560;
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--border: #e2dcce;
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--border-2: #d4cdb8;
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/* Accent pédagogique */
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--teal: #2d7a7a;
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--teal-bg: #e8f3f3;
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--teal-bd: #b8dada;
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--rose: #b54d5a;
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--rose-bg: #fbeef0;
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--rose-bd: #e8c7cd;
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--moss: #4a6b2a;
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--moss-bg: #f0f4e8;
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--moss-bd: #c8d6ad;
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--amber: #b8741a;
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--amber-bg: #fbf1e2;
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--amber-bd: #ecd3a8;
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}
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* { margin:0; padding:0; box-sizing:border-box; }
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html { scroll-behavior:smooth; }
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body { font-family:'Inter','Segoe UI',sans-serif; background:var(--cream); color:var(--ink); min-height:100vh; line-height:1.6; }
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/* TOP STRIP */
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.top-strip { background:var(--ink); color:var(--cream); padding:.55rem 1.5rem; font-size:.8rem; letter-spacing:.02em; text-align:center; }
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.top-strip strong { color:var(--gold); font-weight:700; }
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/* NAV STICKY */
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.nav { background:var(--paper); border-bottom:1px solid var(--border); position:sticky; top:0; z-index:50; box-shadow:0 1px 3px rgba(26,35,50,.04); }
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.nav-inner { max-width:1100px; margin:0 auto; padding:.85rem 1.5rem; display:flex; align-items:center; justify-content:space-between; gap:1rem; }
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.brand { font-weight:900; font-size:1.05rem; color:var(--ink); letter-spacing:-.01em; display:flex; align-items:center; gap:.55rem; }
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.brand-dot { width:22px; height:22px; border-radius:50%; background:var(--gold); position:relative; box-shadow:inset 0 0 0 5px var(--paper), inset 0 0 0 6px var(--gold-dark); }
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.nav-links { display:flex; gap:1.3rem; font-size:.85rem; font-weight:600; }
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.nav-links a { color:var(--ink-soft); text-decoration:none; transition:color .15s; }
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.nav-links a:hover { color:var(--gold-dark); }
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@media(max-width:720px){ .nav-links { display:none; } }
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/* HERO */
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.hero { background:linear-gradient(180deg, var(--paper) 0%, var(--cream) 100%); padding:4rem 1.5rem 4.5rem; position:relative; overflow:hidden; border-bottom:1px solid var(--border); }
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.hero::before { content:""; position:absolute; top:-80px; right:-80px; width:300px; height:300px; border-radius:50%; background:var(--gold-bg); opacity:.6; }
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.hero::after { content:""; position:absolute; top:-40px; right:-40px; width:220px; height:220px; border-radius:50%; background:var(--paper); }
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.hero-inner { max-width:980px; margin:0 auto; position:relative; z-index:2; }
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.eyebrow { display:inline-block; padding:.3rem .8rem; background:var(--gold-bg); color:var(--gold-dark); border:1px solid var(--gold); border-radius:999px; font-size:.72rem; font-weight:800; letter-spacing:.1em; text-transform:uppercase; margin-bottom:1.3rem; }
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h1 { font-size:clamp(2rem,5.5vw,3.6rem); font-weight:900; line-height:1.08; letter-spacing:-.02em; margin-bottom:1.3rem; max-width:780px; }
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h1 .accent { color:var(--gold-dark); position:relative; display:inline-block; }
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h1 .accent::after { content:""; position:absolute; bottom:4px; left:0; right:0; height:8px; background:var(--gold); opacity:.4; z-index:-1; }
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.hero-lead { font-size:clamp(1rem,2vw,1.2rem); color:var(--ink-soft); max-width:680px; line-height:1.65; margin-bottom:2rem; }
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.hero-stats { display:flex; flex-wrap:wrap; gap:2rem; margin-top:2rem; padding-top:2rem; border-top:1px solid var(--border); }
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.hero-stat-num { font-size:2rem; font-weight:900; color:var(--ink); letter-spacing:-.02em; }
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.hero-stat-lbl { font-size:.78rem; color:var(--muted); text-transform:uppercase; letter-spacing:.08em; font-weight:600; margin-top:.15rem; }
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/* SECTIONS */
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section { padding:4rem 1.5rem; border-bottom:1px solid var(--border); }
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section.paper { background:var(--paper); }
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section.cream { background:var(--cream); }
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section.sand { background:var(--sand); }
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section.ink { background:var(--ink); color:var(--cream); border-bottom:none; }
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section.ink h2, section.ink h3 { color:var(--paper); }
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section.ink p { color:#cbd1dc; }
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.section-inner { max-width:980px; margin:0 auto; }
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.section-tag { display:inline-block; font-size:.72rem; font-weight:800; letter-spacing:.12em; text-transform:uppercase; color:var(--gold-dark); margin-bottom:.7rem; }
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section.ink .section-tag { color:var(--gold); }
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h2 { font-size:clamp(1.5rem,3.5vw,2.2rem); font-weight:900; line-height:1.15; letter-spacing:-.015em; margin-bottom:1rem; max-width:780px; }
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h3 { font-size:1.2rem; font-weight:800; margin:2rem 0 .8rem; letter-spacing:-.01em; }
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h4 { font-size:1rem; font-weight:800; margin:1.3rem 0 .5rem; }
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p { color:var(--ink-soft); line-height:1.75; margin-bottom:1rem; max-width:760px; font-size:.97rem; }
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p strong { color:var(--ink); font-weight:700; }
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p a, li a, td a { color:var(--gold-dark); text-decoration:underline; text-decoration-color:var(--gold); text-decoration-thickness:1.5px; text-underline-offset:2px; font-weight:600; transition:color .15s; }
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p a:hover, li a:hover, td a:hover { color:var(--ink); text-decoration-color:var(--ink); }
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.box p a, .box li a { color:var(--ink); text-decoration-color:var(--gold-dark); }
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.box p a:hover, .box li a:hover { color:var(--gold-dark); }
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ul, ol { color:var(--ink-soft); line-height:1.75; max-width:760px; padding-left:1.4rem; margin-bottom:1rem; font-size:.97rem; }
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ul li, ol li { margin-bottom:.4rem; }
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ul li strong, ol li strong { color:var(--ink); font-weight:700; }
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/* MODULE NAVIGATION */
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.modules-nav { display:grid; grid-template-columns:repeat(auto-fit,minmax(220px,1fr)); gap:.9rem; max-width:980px; margin:2rem auto 0; }
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.module-link { background:var(--paper); border:1px solid var(--border); border-radius:14px; padding:1.4rem 1.3rem; text-decoration:none; color:var(--ink); transition:all .18s; display:block; position:relative; overflow:hidden; }
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.module-link:hover { transform:translateY(-3px); border-color:var(--gold); box-shadow:0 8px 20px rgba(26,35,50,.08); }
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.module-link::before { content:""; position:absolute; top:0; left:0; right:0; height:3px; background:var(--gold); transform:scaleX(0); transform-origin:left; transition:transform .25s; }
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.module-link:hover::before { transform:scaleX(1); }
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.module-num { font-family:'JetBrains Mono', monospace; font-size:.75rem; color:var(--gold-dark); font-weight:700; letter-spacing:.05em; margin-bottom:.5rem; }
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.module-title { font-weight:800; font-size:1rem; line-height:1.3; margin-bottom:.4rem; }
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.module-meta { font-size:.78rem; color:var(--muted); }
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/* MODULE CARDS */
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.module-card { background:var(--paper); border:1px solid var(--border); border-radius:18px; padding:0; margin:2rem 0; overflow:hidden; }
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.module-header { padding:1.8rem 2rem 1.4rem; background:linear-gradient(180deg, var(--gold-bg) 0%, var(--paper) 100%); border-bottom:1px solid var(--border); }
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.module-tag { display:inline-block; font-family:'JetBrains Mono', monospace; font-size:.72rem; color:var(--gold-dark); background:var(--paper); padding:.25rem .65rem; border-radius:4px; border:1px solid var(--gold); font-weight:700; margin-bottom:.7rem; }
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.module-header h3 { font-size:1.4rem; margin:0; }
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.module-objective { font-size:.9rem; color:var(--ink-soft); margin-top:.5rem; font-style:italic; }
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.module-body { padding:1.8rem 2rem 2rem; }
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@media(max-width:600px){
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.module-header, .module-body { padding-left:1.2rem; padding-right:1.2rem; }
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}
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/* BOXES */
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.box { border-radius:12px; padding:1.2rem 1.4rem; margin:1.4rem 0; max-width:780px; border:1px solid; border-left-width:4px; }
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.box-info { background:var(--teal-bg); border-color:var(--teal-bd); border-left-color:var(--teal); }
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.box-warn { background:var(--amber-bg); border-color:var(--amber-bd); border-left-color:var(--amber); }
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.box-key { background:var(--gold-bg); border-color:var(--gold); border-left-color:var(--gold-dark); }
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.box-good { background:var(--moss-bg); border-color:var(--moss-bd); border-left-color:var(--moss); }
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.box-rose { background:var(--rose-bg); border-color:var(--rose-bd); border-left-color:var(--rose); }
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.box-title { font-weight:800; font-size:.78rem; text-transform:uppercase; letter-spacing:.08em; margin-bottom:.5rem; }
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.box-info .box-title { color:var(--teal); }
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.box-warn .box-title { color:var(--amber); }
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.box-key .box-title { color:var(--gold-dark); }
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.box-good .box-title { color:var(--moss); }
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.box-rose .box-title { color:var(--rose); }
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.box p { color:var(--ink); font-size:.92rem; margin-bottom:.6rem; }
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.box p:last-child { margin-bottom:0; }
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.box ul, .box ol { color:var(--ink); font-size:.92rem; margin-bottom:0; }
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/* COMPARE TABLE */
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.table-wrap { overflow-x:auto; border-radius:12px; border:1px solid var(--border); margin:1.5rem 0; background:var(--paper); }
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table { width:100%; border-collapse:collapse; font-size:.88rem; }
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thead { background:var(--ink); color:var(--paper); }
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th { padding:.85rem 1rem; text-align:left; font-size:.74rem; font-weight:700; text-transform:uppercase; letter-spacing:.05em; }
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td { padding:.75rem 1rem; border-bottom:1px solid var(--border); vertical-align:top; line-height:1.5; }
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tr:last-child td { border-bottom:none; }
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td strong { color:var(--ink); }
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td.label { font-weight:700; color:var(--ink); background:var(--sand); width:30%; }
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.pill { display:inline-block; padding:.18rem .55rem; border-radius:999px; font-size:.72rem; font-weight:700; }
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.pill-gold { background:var(--gold-bg); color:var(--gold-dark); border:1px solid var(--gold); }
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.pill-teal { background:var(--teal-bg); color:var(--teal); border:1px solid var(--teal-bd); }
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.pill-rose { background:var(--rose-bg); color:var(--rose); border:1px solid var(--rose-bd); }
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.pill-moss { background:var(--moss-bg); color:var(--moss); border:1px solid var(--moss-bd); }
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/* QUIZ */
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.quiz { background:var(--ink); color:var(--cream); border-radius:18px; padding:1.8rem 2rem; margin:2rem 0; border:1px solid var(--ink-2); }
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.quiz-tag { display:inline-flex; align-items:center; gap:.5rem; font-size:.72rem; font-weight:800; letter-spacing:.1em; text-transform:uppercase; color:var(--gold); margin-bottom:.6rem; }
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.quiz-tag::before { content:""; width:8px; height:8px; border-radius:50%; background:var(--gold); }
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.quiz-question { font-size:1.05rem; font-weight:700; margin-bottom:1.2rem; line-height:1.45; color:var(--paper); }
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.quiz-options { display:flex; flex-direction:column; gap:.6rem; }
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.quiz-opt { background:var(--ink-2); border:1px solid #3a4a64; border-radius:10px; padding:.85rem 1.1rem; cursor:pointer; transition:all .15s; color:var(--cream); font-size:.92rem; font-weight:500; text-align:left; font-family:inherit; line-height:1.45; display:flex; align-items:flex-start; gap:.6rem; }
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.quiz-opt:hover:not(:disabled) { background:#324560; border-color:#4a5d7a; }
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.quiz-opt:disabled { cursor:default; opacity:.95; }
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.quiz-opt .opt-letter { font-family:'JetBrains Mono', monospace; font-size:.78rem; font-weight:700; color:var(--gold); background:var(--ink); padding:.15rem .4rem; border-radius:4px; flex-shrink:0; }
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.quiz-opt.correct { background:rgba(74,107,42,.3); border-color:var(--moss); }
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.quiz-opt.correct .opt-letter { color:#9bc46c; background:rgba(74,107,42,.2); }
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.quiz-opt.wrong { background:rgba(181,77,90,.25); border-color:var(--rose); }
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.quiz-opt.wrong .opt-letter { color:#e8a8b0; background:rgba(181,77,90,.2); }
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.quiz-feedback { margin-top:1.1rem; padding:1rem 1.2rem; border-radius:10px; background:var(--ink-2); border-left:3px solid var(--gold); font-size:.9rem; color:#dde2eb; line-height:1.6; display:none; }
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.quiz-feedback.shown { display:block; animation:fadeIn .25s ease-out; }
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.quiz-feedback strong { color:var(--gold); }
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@keyframes fadeIn { from { opacity:0; transform:translateY(-4px);} to {opacity:1; transform:translateY(0);} }
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/* PROGRESS BAR */
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.progress-wrap { position:fixed; top:0; left:0; right:0; height:3px; background:transparent; z-index:100; pointer-events:none; }
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.progress-bar { height:100%; background:var(--gold); width:0%; transition:width .1s linear; }
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/* SCORE BANNER */
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.score-banner { position:fixed; bottom:1.2rem; right:1.2rem; background:var(--paper); border:1px solid var(--border); border-left:4px solid var(--gold); border-radius:10px; padding:.8rem 1.2rem; box-shadow:0 6px 18px rgba(26,35,50,.12); font-size:.85rem; font-weight:600; color:var(--ink); display:flex; align-items:center; gap:.7rem; z-index:80; }
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.score-banner .score-num { font-family:'JetBrains Mono', monospace; font-weight:800; color:var(--gold-dark); font-size:1rem; }
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@media(max-width:600px){ .score-banner { bottom:.5rem; right:.5rem; left:.5rem; justify-content:center; } }
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/* GLOSSARY (acronyms) */
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.acr { border-bottom:1.5px dotted var(--gold-dark); cursor:help; font-weight:600; color:var(--ink); }
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#acr-tip { position:fixed; max-width:300px; background:var(--ink); color:var(--cream); padding:.7rem .95rem; border-radius:8px; font-size:.82rem; line-height:1.5; display:none; opacity:0; transition:opacity .15s; box-shadow:0 6px 20px rgba(0,0,0,.2); z-index:200; pointer-events:none; border-left:3px solid var(--gold); }
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#acr-tip strong { color:var(--gold); display:block; margin-bottom:.2rem; font-size:.78rem; text-transform:uppercase; letter-spacing:.04em; }
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/* LEXIQUE GRID */
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.lex-grid { display:grid; grid-template-columns:repeat(auto-fit,minmax(280px,1fr)); gap:.9rem; margin:1.5rem 0; }
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||
.lex-item { background:var(--paper); border:1px solid var(--border); border-radius:10px; padding:1rem 1.2rem; }
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||
.lex-sigle { font-family:'JetBrains Mono', monospace; font-weight:800; color:var(--gold-dark); font-size:.85rem; margin-bottom:.25rem; }
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||
.lex-full { font-weight:700; font-size:.92rem; color:var(--ink); margin-bottom:.35rem; line-height:1.3; }
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||
.lex-def { font-size:.83rem; color:var(--ink-soft); line-height:1.55; }
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||
|
||
/* DOC STRUCTURE VIZ */
|
||
.doc-viz { background:var(--paper); border:1px solid var(--border); border-radius:14px; padding:1.5rem; margin:1.5rem 0; }
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||
.doc-section { padding:.65rem 1rem; margin-bottom:.4rem; border-radius:8px; background:var(--sand); display:flex; align-items:center; gap:.8rem; font-size:.88rem; border-left:3px solid var(--gold); }
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||
.doc-section.lvl-1 { background:var(--gold-bg); font-weight:700; }
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||
.doc-section.lvl-2 { background:var(--sand); margin-left:1.5rem; }
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||
.doc-section.lvl-3 { background:var(--cream); margin-left:3rem; font-size:.82rem; }
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||
.doc-num { font-family:'JetBrains Mono', monospace; font-size:.75rem; font-weight:700; color:var(--gold-dark); }
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||
|
||
/* TIMELINE */
|
||
.timeline { margin:1.5rem 0; position:relative; padding-left:1.5rem; }
|
||
.timeline::before { content:""; position:absolute; left:6px; top:6px; bottom:6px; width:2px; background:var(--gold); border-radius:2px; }
|
||
.tl-item { position:relative; padding-bottom:1.3rem; }
|
||
.tl-item::before { content:""; position:absolute; left:-1.5rem; top:4px; width:14px; height:14px; border-radius:50%; background:var(--paper); border:3px solid var(--gold); }
|
||
.tl-date { font-family:'JetBrains Mono', monospace; font-size:.78rem; color:var(--gold-dark); font-weight:700; margin-bottom:.2rem; }
|
||
.tl-title { font-weight:700; color:var(--ink); margin-bottom:.25rem; }
|
||
.tl-text { font-size:.88rem; color:var(--ink-soft); line-height:1.6; }
|
||
|
||
/* CHECKLIST */
|
||
.checklist { background:var(--cream); border:1px solid var(--border); border-radius:14px; padding:1.5rem 1.7rem; margin:1.5rem 0; }
|
||
.checklist h4 { margin-top:0; color:var(--gold-dark); font-size:.95rem; text-transform:uppercase; letter-spacing:.05em; }
|
||
.checklist ul { list-style:none; padding-left:0; margin-top:.8rem; }
|
||
.checklist li { padding:.45rem 0 .45rem 2rem; position:relative; border-bottom:1px dashed var(--border); font-size:.93rem; }
|
||
.checklist li:last-child { border-bottom:none; }
|
||
.checklist li::before { content:"☐"; position:absolute; left:.3rem; top:.4rem; color:var(--gold-dark); font-size:1.1rem; font-weight:700; }
|
||
|
||
/* CODE / EXAMPLE */
|
||
.code-block { background:#1a2332; color:#cbd1dc; padding:1.2rem 1.4rem; border-radius:10px; font-family:'JetBrains Mono', monospace; font-size:.83rem; line-height:1.7; margin:1rem 0; overflow-x:auto; max-width:780px; }
|
||
.code-block .kw { color:var(--gold); font-weight:600; }
|
||
.code-block .num { color:#9bc46c; }
|
||
.code-block .com { color:#7d8aa3; font-style:italic; }
|
||
|
||
/* FIGURE (image + légende) */
|
||
figure.fig { margin:1.8rem 0; max-width:840px; }
|
||
figure.fig img { width:100%; height:auto; border-radius:12px; border:1px solid var(--border); box-shadow:0 6px 20px rgba(26,35,50,.1); display:block; }
|
||
figure.fig figcaption { font-size:.83rem; color:var(--muted); margin-top:.8rem; font-style:italic; line-height:1.65; padding:0 .2rem; }
|
||
figure.fig figcaption strong { color:var(--ink); font-style:normal; }
|
||
|
||
/* SOLUTION (details repliable) */
|
||
details.solution { background:linear-gradient(180deg, var(--moss-bg) 0%, var(--paper) 100%); border:1px solid var(--moss-bd); border-left:4px solid var(--moss); border-radius:0 12px 12px 0; padding:0; margin:1.4rem 0; max-width:820px; overflow:hidden; }
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||
details.solution summary { padding:1rem 1.4rem; cursor:pointer; font-weight:700; font-size:.92rem; color:var(--moss); list-style:none; display:flex; align-items:center; gap:.6rem; user-select:none; }
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||
details.solution summary::-webkit-details-marker { display:none; }
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details.solution summary::before { content:"▶"; font-size:.7rem; transition:transform .2s; color:var(--moss); }
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||
details[open].solution summary::before { transform:rotate(90deg); }
|
||
details.solution summary:hover { background:rgba(74,107,42,.08); }
|
||
details.solution .sol-content { padding:.2rem 1.4rem 1.3rem 1.4rem; font-size:.92rem; color:var(--ink); line-height:1.7; }
|
||
details.solution .sol-content p { color:var(--ink); margin-bottom:.7rem; }
|
||
details.solution .sol-content p:last-child { margin-bottom:0; }
|
||
details.solution .sol-content strong { color:var(--moss); }
|
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details.solution .sol-content ul, details.solution .sol-content ol { color:var(--ink); font-size:.9rem; margin-bottom:.7rem; }
|
||
details.solution .sol-content .src { font-size:.78rem; color:var(--ink-soft); margin-top:.6rem; padding-top:.6rem; border-top:1px dashed var(--border); font-style:italic; }
|
||
details.solution .sol-content .src a { color:var(--moss); }
|
||
details.solution .data-tbl { width:auto; min-width:280px; margin:.8rem 0; border-collapse:collapse; font-size:.86rem; background:var(--paper); border-radius:6px; overflow:hidden; }
|
||
details.solution .data-tbl td { padding:.45rem .75rem; border-bottom:1px solid var(--moss-bd); }
|
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details.solution .data-tbl td:first-child { font-weight:600; color:var(--ink); }
|
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details.solution .data-tbl td:last-child { font-family:'JetBrains Mono', monospace; font-weight:700; color:var(--moss); text-align:right; }
|
||
details.solution .data-tbl tr:last-child td { border-bottom:none; background:var(--moss-bg); }
|
||
|
||
/* FOOTER */
|
||
footer { background:var(--ink); color:#cbd1dc; padding:3rem 1.5rem 2rem; text-align:center; font-size:.85rem; }
|
||
footer .foot-brand { font-size:1.1rem; font-weight:900; color:var(--paper); margin-bottom:.6rem; display:flex; align-items:center; justify-content:center; gap:.6rem; }
|
||
footer a { color:var(--gold); text-decoration:none; font-weight:600; }
|
||
footer a:hover { text-decoration:underline; }
|
||
.foot-sources { font-size:.78rem; color:#8a92a3; margin-top:1.5rem; padding-top:1.5rem; border-top:1px solid var(--ink-2); max-width:760px; margin-left:auto; margin-right:auto; line-height:1.7; }
|
||
</style>
|
||
</head>
|
||
<body>
|
||
|
||
<div class="progress-wrap"><div class="progress-bar" id="progress"></div></div>
|
||
|
||
<div class="top-strip">
|
||
<strong>Formation citoyenne</strong> · Donut · Comprendre les maquettes budgétaires des collectivités
|
||
</div>
|
||
|
||
<!-- NAV -->
|
||
<nav class="nav">
|
||
<div class="nav-inner">
|
||
<div class="brand"><span class="brand-dot"></span> Donut · Formation</div>
|
||
<div class="nav-links">
|
||
<a href="#m1">Pourquoi</a>
|
||
<a href="#m2">BP</a>
|
||
<a href="#m3">CA</a>
|
||
<a href="#m4">CFU</a>
|
||
<a href="#m5">Lire</a>
|
||
<a href="#m6">Atelier</a>
|
||
<a href="#lexique">Lexique</a>
|
||
</div>
|
||
</div>
|
||
</nav>
|
||
|
||
<!-- HERO -->
|
||
<section class="hero" style="border-bottom:none;">
|
||
<div class="hero-inner">
|
||
<span class="eyebrow">⌬ Module · Finances locales</span>
|
||
<h1>Apprendre à lire les <span class="accent">maquettes budgétaires</span> d'une collectivité</h1>
|
||
<p class="hero-lead">Un parcours en 6 modules pour comprendre comment se présente, se vote et se contrôle l'argent public local. Du budget primitif au tout nouveau compte financier unique — sans jargon, avec des quiz pour ancrer.</p>
|
||
|
||
<div class="hero-stats">
|
||
<div>
|
||
<div class="hero-stat-num">7</div>
|
||
<div class="hero-stat-lbl">Modules guidés</div>
|
||
</div>
|
||
<div>
|
||
<div class="hero-stat-num">14</div>
|
||
<div class="hero-stat-lbl">Quiz interactifs</div>
|
||
</div>
|
||
<div>
|
||
<div class="hero-stat-num">1 Atelier</div>
|
||
<div class="hero-stat-lbl">Pratique Marseille</div>
|
||
</div>
|
||
<div>
|
||
<div class="hero-stat-num">~60 min</div>
|
||
<div class="hero-stat-lbl">Durée totale</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- ILLUSTRATION PÉDAGOGIQUE -->
|
||
<section class="paper" style="padding:2.5rem 1.5rem 3rem; border-bottom:1px solid var(--border);">
|
||
<div class="section-inner" style="text-align:center;">
|
||
<span class="section-tag" style="margin-bottom:1.2rem;">⌬ Vue d'ensemble</span>
|
||
<h2 style="margin-left:auto; margin-right:auto; margin-bottom:1.6rem;">D'où vient l'argent, où va-t-il ?</h2>
|
||
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" alt="Schéma pédagogique du budget d'une commune. À gauche, les recettes : impôts locaux (taxe d'habitation, taxe foncière), dotations de l'État via la décentralisation, péréquation, prêts bancaires. Au centre, la mairie qui vote son budget au 15 avril. À droite, les dépenses : fonctionnement (subventions aux associations), équipement (écoles, stades, transports), remboursement des emprunts. En haut, la communauté urbaine qui mutualise certaines compétences entre communes." style="width:100%; max-width:920px; height:auto; border-radius:14px; box-shadow:0 8px 28px rgba(26,35,50,.1); border:1px solid var(--border); display:block; margin:0 auto;" loading="lazy" />
|
||
<p style="font-size:.83rem; color:var(--muted); margin-top:1rem; max-width:720px; margin-left:auto; margin-right:auto; font-style:italic; line-height:1.6;">La mécanique simplifiée d'un budget communal : à gauche les recettes (impôts locaux, dotations de l'État, emprunts), au centre la mairie qui arbitre, à droite les dépenses (fonctionnement courant, équipements durables, remboursement de la dette). Tout le reste de la formation détaille ce schéma.</p>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULES NAV -->
|
||
<section class="cream">
|
||
<div class="section-inner">
|
||
<span class="section-tag">⌬ Parcours</span>
|
||
<h2>Le parcours en un coup d'œil</h2>
|
||
<p>Chaque module est indépendant : vous pouvez les enchaîner ou piocher selon votre besoin. Comptez 5 à 10 minutes par module.</p>
|
||
|
||
<div class="modules-nav">
|
||
<a href="#m1" class="module-link">
|
||
<div class="module-num">MODULE 01</div>
|
||
<div class="module-title">Pourquoi lire un budget local ?</div>
|
||
<div class="module-meta">5 min · 2 quiz</div>
|
||
</a>
|
||
<a href="#m2" class="module-link">
|
||
<div class="module-num">MODULE 02</div>
|
||
<div class="module-title">Le Budget Primitif (BP)</div>
|
||
<div class="module-meta">8 min · 3 quiz</div>
|
||
</a>
|
||
<a href="#m3" class="module-link">
|
||
<div class="module-num">MODULE 03</div>
|
||
<div class="module-title">Le Compte Administratif (CA)</div>
|
||
<div class="module-meta">8 min · 2 quiz</div>
|
||
</a>
|
||
<a href="#m4" class="module-link">
|
||
<div class="module-num">MODULE 04</div>
|
||
<div class="module-title">Le Compte Financier Unique (CFU)</div>
|
||
<div class="module-meta">8 min · 2 quiz</div>
|
||
</a>
|
||
<a href="#m5" class="module-link">
|
||
<div class="module-num">MODULE 05</div>
|
||
<div class="module-title">Lire concrètement une maquette</div>
|
||
<div class="module-meta">10 min · 2 quiz</div>
|
||
</a>
|
||
<a href="#m6" class="module-link" style="border-top:4px solid var(--gold); padding-top:1.1rem;">
|
||
<div class="module-num">MODULE 06 · ATELIER</div>
|
||
<div class="module-title">Pratique : le budget de Marseille</div>
|
||
<div class="module-meta">12 min · 2 quiz · 3 exercices</div>
|
||
</a>
|
||
<a href="#m7" class="module-link">
|
||
<div class="module-num">MODULE 07</div>
|
||
<div class="module-title">Détecter les signaux faibles</div>
|
||
<div class="module-meta">6 min · 1 quiz</div>
|
||
</a>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULE 1 -->
|
||
<section class="paper" id="m1">
|
||
<div class="section-inner">
|
||
<div class="module-card">
|
||
<div class="module-header">
|
||
<span class="module-tag">MODULE 01</span>
|
||
<h3>Pourquoi lire un budget local ?</h3>
|
||
<p class="module-objective">Objectif : comprendre ce qu'est une maquette budgétaire et pourquoi elle est un document politique avant d'être un document comptable.</p>
|
||
</div>
|
||
<div class="module-body">
|
||
|
||
<p>Le budget d'une collectivité, ce n'est pas qu'un fichier Excel. C'est la traduction <strong>chiffrée</strong> d'un programme politique. Chaque ligne du document raconte une <strong>décision</strong> : ouvrir ou fermer une école, créer un poste, refaire une route, subventionner un club sportif, augmenter ou pas la <span class="acr" data-full="Taxe Foncière sur les Propriétés Bâties" data-tip="Impôt local annuel payé par les propriétaires d'un bien bâti. Principale recette fiscale des communes.">TFPB</span>.</p>
|
||
|
||
<p>Une « maquette budgétaire », c'est simplement la <strong>présentation normalisée</strong> de ce budget, imposée par l'État pour que toutes les collectivités utilisent le même format. Cela permet aux citoyens, aux élus d'opposition, à la presse, à la <span class="acr" data-full="Chambre Régionale des Comptes" data-tip="Juridiction qui contrôle les comptes et la gestion des collectivités locales.">CRC</span> et au préfet de comparer, contrôler, comprendre.</p>
|
||
|
||
<figure class="fig">
|
||
<img 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" alt="Entrée de la Direction des Finances de la Ville de Marseille : couloir d'apparat avec plafond en bois lambrissé clair, murs en pierre de taille blanche, deux appliques murales anciennes en fer forgé encadrant une porte vitrée monumentale au fond." loading="lazy" />
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<figcaption><strong>L'entrée de la Direction des Finances de la Ville de Marseille.</strong> C'est ici, derrière cette porte, que se préparent chaque année les milliers de pages que cette formation apprend à lire — budgets primitifs, comptes administratifs, rapports d'orientation. Une mise en abîme utile : apprendre à déchiffrer un budget, c'est faire entrer la transparence citoyenne dans ces couloirs.</figcaption>
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</figure>
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<div class="box box-key">
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<div class="box-title">⌬ Concept clé</div>
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<p><strong>Maquette budgétaire</strong> = document officiel, normalisé par l'État, qui présente les recettes et les dépenses prévues (ou réalisées) d'une collectivité pour un exercice annuel.</p>
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</div>
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<h4>Trois documents qui ponctuent l'année budgétaire</h4>
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<ol>
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<li><strong>Le Budget Primitif (BP)</strong> — voté <em>avant</em> le 15 avril de l'année. C'est la <strong>prévision</strong> : ce que la collectivité <em>compte</em> faire.</li>
|
||
<li><strong>Le Compte Administratif (CA)</strong> — voté <em>après</em> la fin de l'exercice. C'est le <strong>bilan</strong> : ce que la collectivité <em>a réellement</em> fait.</li>
|
||
<li><strong>Le Compte Financier Unique (CFU)</strong> — qui remplace le CA et le compte de gestion à partir des comptes de l'exercice 2026.</li>
|
||
</ol>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">💡 À retenir</div>
|
||
<p>Un budget primitif est une <strong>déclaration d'intention</strong>. Un compte administratif (ou un CFU) est une <strong>vérification</strong>. La différence entre les deux est souvent là où se nichent les vraies décisions politiques.</p>
|
||
</div>
|
||
|
||
<!-- QUIZ 1 -->
|
||
<div class="quiz" data-quiz="q1">
|
||
<div class="quiz-tag">Quiz 1/14</div>
|
||
<div class="quiz-question">Qu'est-ce qu'une "maquette budgétaire" ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Une simulation du budget faite par un cabinet de conseil</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>Le format normalisé par l'État dans lequel chaque collectivité présente son budget</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Un brouillon non officiel que les élus discutent en commission</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> La maquette est imposée par l'État (via les instructions comptables M14, M57, M4…) pour que toutes les collectivités présentent leurs comptes de la même façon. C'est ce qui rend la comparaison possible entre une commune de 800 habitants et une métropole de 1,8 million.
|
||
</div>
|
||
</div>
|
||
|
||
<!-- QUIZ 2 -->
|
||
<div class="quiz" data-quiz="q2">
|
||
<div class="quiz-tag">Quiz 2/14</div>
|
||
<div class="quiz-question">Quel document décrit ce que la collectivité <em>a réellement dépensé</em> sur une année écoulée ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Le Budget Primitif (BP)</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">B</span><span>Le Débat d'Orientation Budgétaire (DOB)</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">C</span><span>Le Compte Administratif (CA) — ou, à partir de 2026, le Compte Financier Unique (CFU)</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : C.</strong> Le BP est une prévision votée en début d'année. Le DOB est un débat de cadrage, encore plus en amont. Seul le CA (ou désormais le CFU) constate ce qui a effectivement été exécuté pendant l'année écoulée.
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULE 2 : BP -->
|
||
<section class="cream" id="m2">
|
||
<div class="section-inner">
|
||
<div class="module-card">
|
||
<div class="module-header">
|
||
<span class="module-tag">MODULE 02</span>
|
||
<h3>Le Budget Primitif (BP) — la promesse chiffrée</h3>
|
||
<p class="module-objective">Objectif : savoir naviguer dans un BP, repérer ses grandes sections et comprendre la règle d'équilibre.</p>
|
||
</div>
|
||
<div class="module-body">
|
||
|
||
<p>Le <strong>Budget Primitif</strong> est le document qui acte, en début d'exercice, l'ensemble des recettes et des dépenses prévues. Il est voté par l'assemblée délibérante (conseil municipal, départemental, métropolitain…) <strong>au plus tard le 15 avril</strong> de l'année concernée (le 30 avril les années de renouvellement).</p>
|
||
|
||
<h4>Les deux sections obligatoires</h4>
|
||
<p>Tout BP est divisé en <strong>deux sections distinctes</strong>, qui ne se mélangent jamais :</p>
|
||
|
||
<div class="table-wrap">
|
||
<table>
|
||
<thead>
|
||
<tr><th>Section</th><th>Ce qu'on y trouve</th><th>Logique</th></tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td class="label"><span class="pill pill-teal">FONCTIONNEMENT</span></td>
|
||
<td>Salaires, énergie, fournitures, entretien courant, subventions versées, intérêts de la dette, impôts perçus, dotations de l'État…</td>
|
||
<td>Ce qui se <strong>consomme</strong> dans l'année.</td>
|
||
</tr>
|
||
<tr>
|
||
<td class="label"><span class="pill pill-gold">INVESTISSEMENT</span></td>
|
||
<td>Construction d'équipements, achats immobiliers, gros travaux, remboursement du capital de la dette, subventions d'équipement reçues, emprunts…</td>
|
||
<td>Ce qui <strong>dure</strong> au-delà de l'année.</td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
|
||
<div class="box box-key">
|
||
<div class="box-title">⌬ Règle fondamentale : l'équilibre réel</div>
|
||
<p>Le budget d'une collectivité doit être <strong>voté en équilibre réel</strong> : recettes = dépenses, dans chacune des deux sections. Et l'épargne dégagée en fonctionnement doit suffire à couvrir <strong>au minimum le remboursement du capital de la dette</strong>. C'est l'une des principales différences avec le budget de l'État.</p>
|
||
</div>
|
||
|
||
<h4>Comment est organisée la maquette ?</h4>
|
||
<p>Selon le référentiel comptable applicable (M14, M57, M4…), les dépenses et recettes sont présentées selon deux clés de lecture complémentaires :</p>
|
||
<ul>
|
||
<li><strong>Par chapitre / nature</strong> — quel <em>type</em> de dépense (chapitre 011 : charges à caractère général, 012 : charges de personnel, 65 : autres charges de gestion courante, etc.)</li>
|
||
<li><strong>Par fonction</strong> — pour <em>quelle politique publique</em> (0 : services généraux, 2 : enseignement, 3 : culture, 4 : sport, 5 : interventions sociales, 8 : aménagement, etc.)</li>
|
||
</ul>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">🧭 Repère pratique</div>
|
||
<p>Quand vous ouvrez un BP, cherchez d'abord la <strong>vue d'ensemble</strong> (parfois appelée « présentation générale » ou « vue d'ensemble du budget ») : c'est un tableau d'une ou deux pages qui résume tout. Le reste du document, c'est le <em>détail</em> ligne par ligne.</p>
|
||
</div>
|
||
|
||
<h4>La structure type d'une maquette BP</h4>
|
||
<div class="doc-viz">
|
||
<div class="doc-section lvl-1"><span class="doc-num">I</span> Informations générales (nature du budget, références juridiques)</div>
|
||
<div class="doc-section lvl-1"><span class="doc-num">II</span> Présentation générale du budget</div>
|
||
<div class="doc-section lvl-2"><span class="doc-num">II-A</span> Vue d'ensemble par section</div>
|
||
<div class="doc-section lvl-2"><span class="doc-num">II-B</span> Équilibre financier</div>
|
||
<div class="doc-section lvl-1"><span class="doc-num">III</span> Vote du budget — détail par chapitre</div>
|
||
<div class="doc-section lvl-2"><span class="doc-num">III-A</span> Section de fonctionnement (dépenses puis recettes)</div>
|
||
<div class="doc-section lvl-2"><span class="doc-num">III-B</span> Section d'investissement (dépenses puis recettes)</div>
|
||
<div class="doc-section lvl-1"><span class="doc-num">IV</span> Annexes (état de la dette, personnel, subventions, etc.)</div>
|
||
</div>
|
||
|
||
<!-- QUIZ 3 -->
|
||
<div class="quiz" data-quiz="q3">
|
||
<div class="quiz-tag">Quiz 3/14</div>
|
||
<div class="quiz-question">Quelle dépense relève de la section d'investissement et non de fonctionnement ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Le salaire de la directrice générale des services</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">B</span><span>La facture d'électricité du gymnase municipal</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">C</span><span>La construction d'une nouvelle école maternelle</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">D</span><span>La subvention annuelle versée à une association culturelle</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : C.</strong> Une construction est un bien durable, immobilisé, qui sera amorti sur plusieurs décennies : elle relève de l'investissement. Les trois autres dépenses se consomment dans l'année et relèvent du fonctionnement.
|
||
</div>
|
||
</div>
|
||
|
||
<!-- QUIZ 4 -->
|
||
<div class="quiz" data-quiz="q4">
|
||
<div class="quiz-tag">Quiz 4/14</div>
|
||
<div class="quiz-question">À quoi sert le code "chapitre 012" dans un budget communal ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>À identifier les dépenses d'investissement scolaire</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>À regrouper toutes les charges de personnel (salaires, cotisations, etc.)</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>À comptabiliser les emprunts</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> Les chapitres budgétaires sont des codes normalisés. Le 011 = charges à caractère général (énergie, fournitures…), le 012 = charges de personnel, le 65 = autres charges de gestion (subventions versées, indemnités d'élus…), le 66 = charges financières (intérêts d'emprunt).
|
||
</div>
|
||
</div>
|
||
|
||
<!-- QUIZ 5 -->
|
||
<div class="quiz" data-quiz="q5">
|
||
<div class="quiz-tag">Quiz 5/14</div>
|
||
<div class="quiz-question">Une commune peut-elle voter un budget en déficit ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Oui, comme l'État, mais en justifiant le déficit</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>Non : le budget doit être voté en équilibre réel dans chacune des deux sections</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Oui, mais seulement en section d'investissement</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> Contrairement à l'État, une collectivité locale ne peut pas voter de déficit. Si elle n'arrive pas à équilibrer, le préfet saisit la CRC, qui peut proposer des mesures correctives, voire un règlement d'office du budget.
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULE 3 : CA -->
|
||
<section class="paper" id="m3">
|
||
<div class="section-inner">
|
||
<div class="module-card">
|
||
<div class="module-header">
|
||
<span class="module-tag">MODULE 03</span>
|
||
<h3>Le Compte Administratif (CA) — le bilan exécuté</h3>
|
||
<p class="module-objective">Objectif : comprendre ce que constate un CA, qui le produit, et pourquoi il diffère toujours du BP.</p>
|
||
</div>
|
||
<div class="module-body">
|
||
|
||
<p>Si le BP est une promesse, le <strong>Compte Administratif</strong> est la photographie de ce qui a été <em>réellement</em> exécuté pendant l'année écoulée. Il est produit par <strong>l'ordonnateur</strong> — c'est-à-dire le maire, le président du département, du conseil régional, de l'EPCI — et voté <strong>au plus tard le 30 juin N+1</strong> (donc avant le 30 juin 2025 pour l'exercice 2024).</p>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">🧭 Petite subtilité institutionnelle</div>
|
||
<p>Le maire (ou président) <strong>ne participe pas au vote</strong> du CA : il quitte la salle. C'est l'assemblée qui juge sa gestion. Ce détail est un héritage d'une vieille logique de séparation entre celui qui exécute et celui qui contrôle.</p>
|
||
</div>
|
||
|
||
<h4>Un CA, ça raconte trois histoires</h4>
|
||
<ol>
|
||
<li><strong>Les prévisions</strong> (rappel du BP + décisions modificatives + budget supplémentaire éventuel).</li>
|
||
<li><strong>Les réalisations</strong> (ce qui a effectivement été dépensé et encaissé).</li>
|
||
<li><strong>Le taux d'exécution</strong> = réalisé / prévu × 100. C'est souvent l'information la plus politique du document.</li>
|
||
</ol>
|
||
|
||
<h4>Lire un taux d'exécution</h4>
|
||
<div class="table-wrap">
|
||
<table>
|
||
<thead>
|
||
<tr><th>Taux d'exécution</th><th>Lecture courante</th><th>Mais attention…</th></tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td><span class="pill pill-moss">95–105 %</span></td>
|
||
<td>Excellente maîtrise prévisionnelle</td>
|
||
<td>Peut aussi cacher des surévaluations symétriques.</td>
|
||
</tr>
|
||
<tr>
|
||
<td><span class="pill pill-gold">80–95 %</span></td>
|
||
<td>Exécution normale</td>
|
||
<td>La norme dans la plupart des collectivités.</td>
|
||
</tr>
|
||
<tr>
|
||
<td><span class="pill pill-rose">< 70 %</span></td>
|
||
<td>Sous-exécution notable</td>
|
||
<td>Souvent en investissement : retard de chantier, ou recettes surestimées au BP pour gonfler l'affichage politique.</td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
|
||
<div class="box box-warn">
|
||
<div class="box-title">⚠️ Piège fréquent</div>
|
||
<p>Un BP avec 50 M€ d'investissements prévus et un CA qui en exécute 22 M€ ne montre <strong>pas</strong> une collectivité incapable. Il montre une collectivité qui a <strong>annoncé plus que ce qu'elle pouvait faire</strong> — pour des raisons souvent politiques (communication, affichage électoral). La <strong>vraie capacité d'investissement</strong> se lit dans le CA, pas dans le BP.</p>
|
||
</div>
|
||
|
||
<h4>Le « compte de gestion » : le pendant du comptable</h4>
|
||
<p>Jusqu'à la généralisation du CFU, à côté du CA produit par l'ordonnateur existait un <strong>compte de gestion</strong> produit par le <strong>comptable public</strong> (Direction départementale ou régionale des finances publiques). Les deux documents devaient être <em>concordants</em> au centime près. C'est cette dualité qui disparaît avec le CFU.</p>
|
||
|
||
<!-- QUIZ 6 -->
|
||
<div class="quiz" data-quiz="q6">
|
||
<div class="quiz-tag">Quiz 6/14</div>
|
||
<div class="quiz-question">Qui produit le compte administratif d'une commune ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Le comptable public (DDFiP)</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>L'ordonnateur — c'est-à-dire le maire et ses services</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Le préfet</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">D</span><span>La Chambre régionale des comptes</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> Le CA est le document de l'ordonnateur (le maire). Le comptable public, lui, produit historiquement le <em>compte de gestion</em>. Les deux doivent concorder, et cette dualité disparaît avec la généralisation du CFU.
|
||
</div>
|
||
</div>
|
||
|
||
<!-- QUIZ 7 -->
|
||
<div class="quiz" data-quiz="q7">
|
||
<div class="quiz-tag">Quiz 7/14</div>
|
||
<div class="quiz-question">Une commune a inscrit 40 M€ d'investissements à son BP, mais n'en a réalisé que 18 M€ à son CA. Quelle est l'interprétation la plus prudente ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>La commune est en grave difficulté financière</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>Soit les chantiers ont pris du retard, soit le BP était volontairement surdimensionné pour communiquer</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Cela prouve qu'elle a fait des économies budgétaires</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> Un fort écart BP/CA en investissement est très courant et peut s'expliquer par les deux causes citées. Comparer plusieurs années consécutives permet de trancher : si l'écart est récurrent, c'est probablement un choix d'affichage.
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULE 4 : CFU -->
|
||
<section class="cream" id="m4">
|
||
<div class="section-inner">
|
||
<div class="module-card">
|
||
<div class="module-header">
|
||
<span class="module-tag">MODULE 04</span>
|
||
<h3>Le Compte Financier Unique (CFU) — la réforme 2026</h3>
|
||
<p class="module-objective">Objectif : comprendre ce que change le CFU, qui est concerné et à partir de quand.</p>
|
||
</div>
|
||
<div class="module-body">
|
||
|
||
<p>Depuis des décennies, deux documents racontaient la même histoire : le <strong>compte administratif</strong> (côté ordonnateur) et le <strong>compte de gestion</strong> (côté comptable public). Avec des écarts à expliquer, des doubles saisies, des redondances. La réforme du CFU met fin à cette dualité.</p>
|
||
|
||
<div class="box box-key">
|
||
<div class="box-title">⌬ Définition</div>
|
||
<p>Le <strong>Compte Financier Unique (CFU)</strong> est un document commun à l'ordonnateur et au comptable public, totalement dématérialisé, qui se substitue à la fois au compte administratif et au compte de gestion. Il consolide en un seul document les données budgétaires, comptables et patrimoniales de la collectivité.</p>
|
||
</div>
|
||
|
||
<h4>Le calendrier officiel</h4>
|
||
<div class="timeline">
|
||
<div class="tl-item">
|
||
<div class="tl-date">2021 — 2023</div>
|
||
<div class="tl-title">Phase d'expérimentation</div>
|
||
<div class="tl-text">Ouverte par l'article 242 de la loi de finances pour 2019. Près de 4 900 collectivités volontaires l'ont expérimenté.</div>
|
||
</div>
|
||
<div class="tl-item">
|
||
<div class="tl-date">29 décembre 2023</div>
|
||
<div class="tl-title">Loi de finances pour 2024 — article 205</div>
|
||
<div class="tl-text">Acte le principe de la généralisation du CFU au plus tard pour l'exercice 2026, et habilite le gouvernement à légiférer par ordonnance.</div>
|
||
</div>
|
||
<div class="tl-item">
|
||
<div class="tl-date">12 juin 2025</div>
|
||
<div class="tl-title">Ordonnance n°2025-526</div>
|
||
<div class="tl-text">Procède à l'uniformisation du régime budgétaire et comptable de toutes les entités publiques locales, désormais soumises au référentiel <span class="acr" data-full="Instruction budgétaire et comptable des métropoles" data-tip="Référentiel comptable initialement créé pour les métropoles, étendu progressivement à toutes les collectivités. Devient le standard unique avec le CFU.">M57</span>.</div>
|
||
</div>
|
||
<div class="tl-item">
|
||
<div class="tl-date">30 décembre 2025</div>
|
||
<div class="tl-title">Décret n°2025-1428</div>
|
||
<div class="tl-text">Précise les conditions d'application de l'ordonnance et modifie la partie réglementaire du CGCT pour permettre l'entrée en vigueur au 1er janvier 2026.</div>
|
||
</div>
|
||
<div class="tl-item">
|
||
<div class="tl-date">1er janvier 2026</div>
|
||
<div class="tl-title">Entrée en vigueur</div>
|
||
<div class="tl-text">Obligation de transmission dématérialisée des documents budgétaires. Le CFU devient obligatoire à partir des comptes de l'exercice 2026, à voter au plus tard le 30 juin 2027.</div>
|
||
</div>
|
||
</div>
|
||
|
||
<h4>Ce que change concrètement le CFU</h4>
|
||
<div class="table-wrap">
|
||
<table>
|
||
<thead>
|
||
<tr><th>Avant (CA + compte de gestion)</th><th>Avec le CFU</th></tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td>Deux documents distincts (ordonnateur / comptable)</td>
|
||
<td><strong>Un seul document</strong> commun</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Format papier ou PDF possible</td>
|
||
<td><strong>100 % dématérialisé</strong> au format XML via TotEM puis Actes Budgétaires</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Référentiels multiples (M14, M52, M71…)</td>
|
||
<td>Référentiel unique <strong>M57</strong> (ou M4 pour les SPIC)</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Vérification de concordance <em>a posteriori</em></td>
|
||
<td>Contrôles <strong>automatisés</strong> de cohérence en amont</td>
|
||
</tr>
|
||
<tr>
|
||
<td>Données patrimoniales souvent dispersées</td>
|
||
<td>Bilan et compte de résultat <strong>synthétiques intégrés</strong></td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">💡 Ce que ça change pour vous citoyen</div>
|
||
<p>Pour les habitants, le CFU est une avancée : il rassemble en un seul document ce qu'il fallait auparavant croiser entre deux sources. Il contient aussi de <strong>nouveaux ratios standardisés</strong> et un <strong>rappel des taux d'imposition</strong>, ce qui facilite la comparaison entre collectivités. En revanche, sa lecture demande de se familiariser avec une structure différente — c'est l'objet du module suivant.</p>
|
||
</div>
|
||
|
||
<div class="box box-warn">
|
||
<div class="box-title">⚠️ Attention au flou de vocabulaire</div>
|
||
<p>Pendant la période de transition (2024–2026), certaines collectivités produisent déjà un CFU, d'autres encore un CA + compte de gestion. Quand on cite un document, il faut donc <strong>toujours préciser l'année d'exercice</strong> et vérifier de quoi on parle. La référence légale est l'<strong>article 242 de la loi de finances pour 2019 modifié</strong> par l'article 205 de la LF 2024.</p>
|
||
</div>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">🔗 Cas Marseille</div>
|
||
<p>La Ville de Marseille publie encore aujourd'hui un Compte Administratif classique. Le dernier en date est le <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/compte-administratif-2024-budget-principal.pdf" target="_blank" rel="noopener">CA 2024 — budget principal</a>, accompagné de son <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-compte-administratif-2024.pdf" target="_blank" rel="noopener">rapport de présentation</a>. Le passage au CFU interviendra avec les comptes de l'exercice 2026, votés au plus tard le 30 juin 2027. <strong>Nous y reviendrons en détail dans l'atelier pratique du module 6.</strong></p>
|
||
</div>
|
||
|
||
<!-- QUIZ 8 -->
|
||
<div class="quiz" data-quiz="q8">
|
||
<div class="quiz-tag">Quiz 8/14</div>
|
||
<div class="quiz-question">Le CFU remplace quels documents ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Le Budget Primitif et le Compte Administratif</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>Le Compte Administratif et le compte de gestion</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Le Budget Primitif et le Débat d'Orientation Budgétaire</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> Le CFU ne touche <em>pas</em> au budget primitif, qui continue d'exister tel quel. Il ne remplace que les deux documents produits <em>après</em> l'exercice : le CA (ordonnateur) et le compte de gestion (comptable). Le BP reste le document prévisionnel de référence.
|
||
</div>
|
||
</div>
|
||
|
||
<!-- QUIZ 9 -->
|
||
<div class="quiz" data-quiz="q9">
|
||
<div class="quiz-tag">Quiz 9/14</div>
|
||
<div class="quiz-question">À partir de quel exercice budgétaire le CFU devient-il obligatoire pour toutes les collectivités ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>2024</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">B</span><span>2025</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">C</span><span>2026 (premier vote en 2027, au plus tard le 30 juin)</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">D</span><span>2028</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : C.</strong> L'article 205 de la loi de finances pour 2024 fixe la généralisation au plus tard pour les comptes de l'exercice 2026, votés en 2027. Certaines collectivités produisent déjà un CFU avant cette date (de façon volontaire, ou parce qu'elles ont participé à l'expérimentation 2021–2023).
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULE 5 : LIRE -->
|
||
<section class="paper" id="m5">
|
||
<div class="section-inner">
|
||
<div class="module-card">
|
||
<div class="module-header">
|
||
<span class="module-tag">MODULE 05</span>
|
||
<h3>Lire concrètement une maquette : par où commencer ?</h3>
|
||
<p class="module-objective">Objectif : avoir une méthode opérationnelle pour ouvrir un document budgétaire et en tirer l'essentiel en 15 minutes.</p>
|
||
</div>
|
||
<div class="module-body">
|
||
|
||
<p>Une maquette budgétaire fait souvent plusieurs centaines de pages. Personne ne la lit en intégralité — pas même les élus. L'enjeu est donc de savoir <strong>où regarder</strong>. Voici la méthode en 5 étapes.</p>
|
||
|
||
<h4>Étape 1 — La vue d'ensemble</h4>
|
||
<p>En page de garde ou dans les toutes premières pages, vous trouverez un tableau récapitulatif des deux sections (fonctionnement + investissement). Notez les <strong>deux totaux</strong> et la <strong>part de chaque section</strong>. C'est votre repère pour tout le reste du document.</p>
|
||
|
||
<h4>Étape 2 — Les recettes de fonctionnement</h4>
|
||
<p>Repérez la composition : impôts locaux (TFPB, <span class="acr" data-full="Cotisation Foncière des Entreprises" data-tip="Impôt local payé par les entreprises sur leur foncier économique. Recette principale des intercommunalités.">CFE</span>, taxe d'habitation résiduelle), dotations de l'État (<span class="acr" data-full="Dotation Globale de Fonctionnement" data-tip="Principale dotation versée par l'État aux collectivités, en compensation de transferts de compétences ou comme soutien général.">DGF</span>), recettes de services. Posez-vous la question : <strong>la collectivité dépend-elle surtout de ses impôts ou des dotations ?</strong> Cela change tout sur sa marge de manœuvre politique.</p>
|
||
|
||
<h4>Étape 3 — Les dépenses de fonctionnement</h4>
|
||
<p>Trois postes dominent presque toujours : les <strong>charges de personnel</strong> (chapitre 012), les <strong>charges à caractère général</strong> (011) et les <strong>autres charges de gestion courante</strong> (65). Regardez leur évolution sur 3 ans : c'est là que les arbitrages politiques se traduisent.</p>
|
||
|
||
<h4>Étape 4 — L'épargne et la dette</h4>
|
||
<div class="box box-key">
|
||
<div class="box-title">⌬ Les trois ratios qui comptent</div>
|
||
<ul>
|
||
<li><strong>Épargne brute</strong> = recettes de fonctionnement − dépenses de fonctionnement. C'est ce qui peut financer l'investissement ou rembourser le capital de la dette.</li>
|
||
<li><strong>Épargne nette</strong> = épargne brute − remboursement du capital de la dette. Si elle est négative, la collectivité s'endette pour faire face à son fonctionnement : signal d'alerte.</li>
|
||
<li><strong>Capacité de désendettement</strong> = encours de la dette / épargne brute. Exprimée en années. Au-delà de 12 ans pour une commune, on entre dans une zone d'alerte (le seuil légal d'alerte est à 12 ans pour les communes selon la loi de programmation des finances publiques).</li>
|
||
</ul>
|
||
</div>
|
||
|
||
<h4>Étape 5 — Les annexes</h4>
|
||
<p>Les annexes sont une mine d'or souvent négligée : état détaillé de la dette, liste des subventions versées (avec montant par bénéficiaire), tableau des effectifs, liste des engagements donnés et reçus, état des opérations pour le compte de tiers… C'est là qu'on trouve les <strong>détails politiquement parlants</strong>.</p>
|
||
|
||
<div class="checklist">
|
||
<h4>⌬ Checklist du lecteur citoyen</h4>
|
||
<ul>
|
||
<li>J'ai identifié le total des deux sections.</li>
|
||
<li>Je sais quelle est la plus grosse recette de fonctionnement.</li>
|
||
<li>Je sais quelle est la plus grosse dépense de fonctionnement.</li>
|
||
<li>J'ai calculé (ou trouvé) l'épargne brute et nette.</li>
|
||
<li>Je connais l'encours de la dette et la capacité de désendettement.</li>
|
||
<li>J'ai parcouru la liste des subventions versées aux associations.</li>
|
||
<li>J'ai comparé au moins un chiffre avec l'année précédente.</li>
|
||
</ul>
|
||
</div>
|
||
|
||
<h4>Exemple de calcul d'épargne brute</h4>
|
||
<div class="code-block">
|
||
<span class="com"># Lecture d'une maquette BP fictive d'une commune de 30 000 habitants</span>
|
||
|
||
Recettes réelles de fonctionnement = <span class="num">42 500 000</span> €
|
||
Dépenses réelles de fonctionnement = <span class="num">38 200 000</span> €
|
||
─────────────────
|
||
<span class="kw">Épargne brute</span> = <span class="num">4 300 000</span> €
|
||
|
||
Remboursement du capital de la dette = <span class="num">2 100 000</span> €
|
||
─────────────────
|
||
<span class="kw">Épargne nette</span> = <span class="num">2 200 000</span> € ✓
|
||
|
||
Encours total de la dette = <span class="num">28 000 000</span> €
|
||
|
||
<span class="kw">Capacité de désendettement</span> = 28 000 / 4 300
|
||
≈ <span class="num">6,5</span> années ✓ (zone saine)
|
||
</div>
|
||
|
||
<!-- QUIZ 10 -->
|
||
<div class="quiz" data-quiz="q10">
|
||
<div class="quiz-tag">Quiz 10/14</div>
|
||
<div class="quiz-question">Que représente l'épargne brute d'une collectivité ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>L'argent qui dort sur les comptes bancaires en fin d'année</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>La différence entre les recettes et les dépenses de fonctionnement</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Le total des emprunts non encore remboursés</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> L'épargne brute est l'<em>autofinancement</em> dégagé par le fonctionnement. C'est ce surplus qui permet de financer l'investissement et de rembourser le capital de la dette. Une épargne brute en baisse régulière est l'un des premiers signaux d'alerte sur la santé d'une collectivité.
|
||
</div>
|
||
</div>
|
||
|
||
<!-- QUIZ 11 -->
|
||
<div class="quiz" data-quiz="q11">
|
||
<div class="quiz-tag">Quiz 11/14</div>
|
||
<div class="quiz-question">Une commune affiche une capacité de désendettement de 17 ans. Que faut-il en penser ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>C'est excellent, elle a 17 années pour rembourser</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>C'est un signal d'alerte : le seuil de vigilance pour une commune est généralement de 12 ans</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>C'est neutre, cela n'a pas de signification particulière</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> La capacité de désendettement mesure combien d'années il faudrait à la collectivité pour rembourser intégralement sa dette si elle y consacrait toute son épargne brute. Au-delà de 12 ans, la loi de programmation des finances publiques 2018–2022 considérait que les communes entraient en zone d'alerte (ce seuil est variable selon le niveau de collectivité : départements, régions ont des seuils plus élevés).
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULE 6 : ATELIER PRATIQUE MARSEILLE -->
|
||
<section class="sand" id="m6">
|
||
<div class="section-inner">
|
||
<div class="module-card" style="border-top:4px solid var(--gold);">
|
||
<div class="module-header" style="background:linear-gradient(180deg, var(--gold-bg) 0%, var(--paper) 100%);">
|
||
<span class="module-tag">MODULE 06 · ATELIER PRATIQUE</span>
|
||
<h3>Mettre les mains dans le budget de Marseille</h3>
|
||
<p class="module-objective">Objectif : appliquer la méthode du module 5 à des documents réels. Trois exercices guidés, des questions à poser, des liens directs.</p>
|
||
</div>
|
||
<div class="module-body">
|
||
|
||
<p>La théorie ne suffit pas : ouvrir un vrai document, naviguer dans plusieurs centaines de pages, retrouver une dépense précise, ça s'apprend. Cet atelier vous guide pas-à-pas avec les documents officiels publiés par la <strong>Ville de Marseille</strong> sur sa <a href="https://www.marseille.fr/mairie/administration-de-la-commune/le-budget" target="_blank" rel="noopener">page « Le budget »</a>.</p>
|
||
|
||
<figure class="fig">
|
||
<img 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" alt="Vue d'une salle de consultation municipale : une table en bois sur laquelle sont étalés en trois rangées une vingtaine de comptes administratifs de la Ville de Marseille, allant des années 1990 (couvertures sobres avec gravure de l'Hôtel de Ville) aux années 2000 et 2010 (couvertures bleues avec drapeau européen stylisé). Chaque exemplaire correspond à un exercice budgétaire annuel." loading="lazy" />
|
||
<figcaption><strong>Trente ans de comptes administratifs de la Ville de Marseille.</strong> Chaque année produit son document — c'est la mémoire matérielle des finances publiques locales. Aujourd'hui, ces mêmes documents sont disponibles en PDF sur marseille.fr, mais la matérialité du papier reste un rappel utile : ces décisions s'archivent et se vérifient sur la durée.</figcaption>
|
||
</figure>
|
||
|
||
<div class="box box-key" style="max-width:840px;">
|
||
<div class="box-title">⌬ Le fonds documentaire Donut</div>
|
||
<p>L'association met à disposition de ses adhérents et des chercheurs deux ressources complémentaires pour aller plus loin que la lecture isolée d'un document :</p>
|
||
|
||
<p style="margin-top:.9rem;"><strong>📚 Archives papier — Marseille jusqu'à l'exercice 2000</strong><br>
|
||
Donut conserve une collection des comptes administratifs imprimés de la Ville de Marseille remontant jusqu'à l'exercice 2000 — c'est-à-dire la dernière période où ils étaient encore libellés <strong>en francs</strong> (rappel : 1 € = 6,55957 F, conversion fixée le 31 décembre 1998). Ces archives sont consultables sur demande. Elles permettent un travail historique sur l'évolution des politiques municipales sur près de quarante ans, et c'est souvent là, dans les séries longues, que se révèlent les ruptures structurelles : montée en puissance de l'intercommunalité, transferts de compétences successifs, basculement à l'euro, grands plans d'équipement.</p>
|
||
|
||
<p style="margin-top:.9rem;"><strong>📊 Base OPENDATA — toutes collectivités, depuis 2012</strong><br>
|
||
Donut maintient également une base ouverte qui agrège les comptes administratifs en <strong>présentation croisée compte / fonction</strong> pour l'ensemble des collectivités françaises et de leurs établissements publics, depuis l'exercice 2012. C'est exactement la double clé de lecture évoquée dans le Module 2 (chapitre/nature × fonction), mais sous forme exploitable : permettant de poser des questions du type <em>« combien la collectivité X a-t-elle dépensé sur la fonction Y au compte Z en 20XX ? »</em>, et surtout de <strong>comparer plusieurs collectivités</strong> sur le même critère, ou de tracer des séries temporelles sur 10+ ans. C'est l'outil qui rend lisible ce qui, en lecture page-à-page de PDF, reste indéchiffrable à l'échelle de plusieurs milliers de pages.</p>
|
||
|
||
<p style="margin-top:.9rem; font-size:.88rem;">Ces deux fonds ne remplacent pas les documents officiels — ils les <em>complètent</em> en ouvrant des angles que la consultation document par document ne permet pas : l'historique long et la comparaison inter-collectivités.</p>
|
||
</div>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">📚 Pourquoi Marseille ?</div>
|
||
<p>Parce que c'est <strong>la 2ᵉ ville de France</strong>, que ses documents sont disponibles intégralement en ligne, et qu'elle est représentative de la complexité d'une grande collectivité (budget principal + budgets annexes + états spéciaux d'arrondissements + comptes d'exécution des mairies de secteur). Une fois ce périmètre apprivoisé, lire le budget d'une commune plus petite paraît simple.</p>
|
||
</div>
|
||
|
||
<h4>Les documents en accès libre</h4>
|
||
<p>Voici la cartographie des documents les plus utiles publiés par la Ville :</p>
|
||
|
||
<div class="table-wrap">
|
||
<table>
|
||
<thead>
|
||
<tr><th>Document</th><th>Cycle budgétaire</th><th>Accès direct</th></tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td><strong>Rapport d'Orientation Budgétaire 2026</strong><br><small style="color:var(--muted)">Cadre stratégique pour l'année à venir</small></td>
|
||
<td><span class="pill pill-teal">Amont</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-dorientations-budgetaires-rob-2026.pdf" target="_blank" rel="noopener">ROB 2026 (PDF)</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Budget Primitif 2025 — budget principal</strong><br><small style="color:var(--muted)">Prévision détaillée par chapitre/fonction</small></td>
|
||
<td><span class="pill pill-gold">Prévision</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/budget-principal-bp2025-.pdf" target="_blank" rel="noopener">BP 2025 (PDF)</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>BP 2025 — rapport de présentation</strong><br><small style="color:var(--muted)">Version pédagogique commentée du BP</small></td>
|
||
<td><span class="pill pill-gold">Prévision</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-bp-25-annexes-au-rcm-24-41682.pdf" target="_blank" rel="noopener">Rapport BP 2025</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>BP 2025 — budgets annexes</strong><br><small style="color:var(--muted)">Budgets distincts (services autonomes)</small></td>
|
||
<td><span class="pill pill-gold">Prévision</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/budget-primitif-budgets-annexes-2025.pdf" target="_blank" rel="noopener">Budgets annexes BP 2025</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>BP 2025 — états spéciaux d'arrondissements</strong><br><small style="color:var(--muted)">Dotations versées aux mairies de secteur</small></td>
|
||
<td><span class="pill pill-gold">Prévision</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/budget-primitif-etats-speciaux-darrondissements-2025.pdf" target="_blank" rel="noopener">ESA 2025</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Compte Administratif 2024 — budget principal</strong><br><small style="color:var(--muted)">Exécution réelle de l'année 2024</small></td>
|
||
<td><span class="pill pill-rose">Constat</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/compte-administratif-2024-budget-principal.pdf" target="_blank" rel="noopener">CA 2024 (PDF)</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>CA 2024 — rapport de présentation</strong><br><small style="color:var(--muted)">Lecture commentée du compte administratif</small></td>
|
||
<td><span class="pill pill-rose">Constat</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-compte-administratif-2024.pdf" target="_blank" rel="noopener">Rapport CA 2024</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>CA 2024 — exécution mairies d'arrondissements</strong><br><small style="color:var(--muted)">Ce que chaque mairie de secteur a réellement consommé</small></td>
|
||
<td><span class="pill pill-rose">Constat</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/compte-administratif-2024-compte-dexecution-des-mairies-darrondissements.pdf" target="_blank" rel="noopener">Exécution arrondissements 2024</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Décisions Modificatives 2025</strong><br><small style="color:var(--muted)">Ajustements du BP en cours d'année</small></td>
|
||
<td><span class="pill pill-moss">Ajustement</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/dm-budget-principal-2025.pdf" target="_blank" rel="noopener">DM 2025 (PDF)</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Budget Supplémentaire 2025</strong><br><small style="color:var(--muted)">Reprise des résultats 2024 + ajustements</small></td>
|
||
<td><span class="pill pill-moss">Ajustement</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/budget_supplemenaire_budget_principal_2025.pdf" target="_blank" rel="noopener">BS 2025 (PDF)</a></td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Règlement budgétaire et financier 2026</strong><br><small style="color:var(--muted)">Règles internes de gestion budgétaire</small></td>
|
||
<td><span class="pill pill-teal">Cadre</span></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/reglement-budgetaire-et-financier-2026.pdf" target="_blank" rel="noopener">RBF 2026</a></td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
|
||
<div class="box box-key">
|
||
<div class="box-title">⌬ Lecture du cycle 2024 → 2025 → 2026</div>
|
||
<p>Pour suivre une dépense dans le temps à Marseille, il faut combiner trois documents :</p>
|
||
<ol style="margin-top:.5rem;">
|
||
<li>Le <strong>BP 2024</strong> (la prévision initiale) — disponible en bas de la page budget.</li>
|
||
<li>Le <strong>CA 2024</strong> (ce qui a été réellement exécuté) — voté en juin 2025.</li>
|
||
<li>Le <strong>BP 2025</strong> (la nouvelle prévision, qui s'inspire — ou pas — du CA précédent).</li>
|
||
</ol>
|
||
<p style="margin-top:.5rem;">C'est cette <strong>triangulation</strong> qui révèle les vrais arbitrages politiques.</p>
|
||
</div>
|
||
|
||
<!-- EXERCICE 1 -->
|
||
<h3 style="margin-top:2.5rem; border-top:1px solid var(--border); padding-top:2rem;">⌬ Exercice 1 — Retrouver les dépenses de fournitures scolaires</h3>
|
||
<p>L'objectif : savoir combien la Ville a consacré aux fournitures scolaires en 2024, et combien elle prévoit en 2025.</p>
|
||
|
||
<h4>Pas-à-pas méthodique</h4>
|
||
<ol>
|
||
<li><strong>Identifier le bon document.</strong> Les fournitures scolaires sont une dépense de <em>fonctionnement</em> (consommables annuels), portée par la politique <strong>Éducation</strong>. Donc : section de fonctionnement, fonction <strong>2 (Enseignement)</strong>, sous-fonction <strong>21 (Enseignement du premier degré)</strong>.</li>
|
||
<li><strong>Ouvrir le CA 2024.</strong> Allez dans le <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/compte-administratif-2024-budget-principal.pdf" target="_blank" rel="noopener">CA 2024 — budget principal</a>. Le document est dense, plusieurs centaines de pages.</li>
|
||
<li><strong>Utiliser le sommaire.</strong> Naviguez vers la section « Présentation croisée par fonction » ou « Vue par fonction ». Cherchez la fonction 2 (Enseignement) → 21 → 213 (Classes regroupées) ou 212 / 211 selon le niveau.</li>
|
||
<li><strong>Identifier le compte précis.</strong> Les fournitures scolaires relèvent généralement du compte <strong>6067 — Fournitures scolaires</strong> (chapitre 011 — charges à caractère général).</li>
|
||
<li><strong>Lire les colonnes.</strong> Sur une page de CA, vous trouverez en regard : prévisions BP, réalisations, taux d'exécution. C'est ce dernier qui vous intéresse.</li>
|
||
<li><strong>Comparer avec le BP 2025.</strong> Ouvrez le <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/budget-principal-bp2025-.pdf" target="_blank" rel="noopener">BP 2025</a> et cherchez la même ligne. La Ville prévoit-elle plus, autant, ou moins que ce qu'elle a effectivement dépensé en 2024 ?</li>
|
||
</ol>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">💡 Astuce — le rapport de présentation d'abord</div>
|
||
<p>Avant de plonger dans la maquette technique (qui est lourde et codée), passez par le <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-compte-administratif-2024.pdf" target="_blank" rel="noopener">rapport de présentation du CA 2024</a>. C'est la version <em>commentée</em>, beaucoup plus lisible, qui résume les grandes masses par politique publique. Cherchez la section « Éducation » ou « Écoles » dans son sommaire.</p>
|
||
</div>
|
||
|
||
<figure class="fig">
|
||
<img 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" alt="Page d'une maquette budgétaire papier de la Ville de Marseille — annexe IV, partie A « Fonctionnement, détail des fonctions ». La page présente la FONCTION 2 ENSEIGNEMENT FORMATION sur deux colonnes, ventilée par sous-fonctions (20 Services communs, 21 Enseignement primaire, 22 Enseignement du 2e degré, 23 Enseignement supérieur, 24 Formation continue, 25 Services annexes). On y lit notamment, en chapitre 011 Charges à caractère général, la ligne 6067 FOURNITURES SCOLAIRES pour un total de 670 233,59 dont 580 338,55 imputés sur l'enseignement primaire." loading="lazy" />
|
||
<figcaption><strong>Voilà à quoi ressemble une maquette budgétaire « en vrai ».</strong> Une annexe « Détail des fonctions » d'un ancien CA marseillais : colonne TOTAL, puis ventilation par sous-fonction (20, 21, 22, 23, 24, 25). Au milieu, surlignée par la logique du document, la ligne <strong>FOURNITURES SCOLAIRES</strong> (compte 6067) — 670 233 € au total, dont 580 338 € pour le primaire. C'est exactement le type de ligne que l'exercice 1 ci-dessous vous fait chercher dans le CA 2024.</figcaption>
|
||
</figure>
|
||
|
||
<div class="box box-rose">
|
||
<div class="box-title">🔍 Question piège : où chercher quoi ?</div>
|
||
<p>Attention au périmètre — à Marseille la répartition est particulière :</p>
|
||
<ul style="margin-top:.5rem; color:var(--ink); font-size:.92rem;">
|
||
<li><strong>Fournitures pédagogiques</strong> (cahiers, kits de rentrée…) → budget principal de la Ville, section de fonctionnement.</li>
|
||
<li><strong>Restauration scolaire / cantine</strong> → également portée par le budget principal de la Ville (en DSP), <em>et non par la Caisse des écoles</em>, contrairement à ce qui existe dans d'autres villes. La Caisse des écoles reçoit une subvention de fonctionnement de la Ville (1,48 M€ en 2024) mais ne gère pas la restauration.</li>
|
||
<li><strong>Constructions et réhabilitations lourdes d'écoles</strong> → majoritairement portées par la <strong>SPEM</strong> (Société Publique des Écoles Marseillaises), société elle-même financée par la Ville. Ces flux apparaissent dans la section d'investissement du budget principal sous forme de <em>participations</em> et <em>subventions d'équipement</em> — pas comme des dépenses de travaux directes.</li>
|
||
<li><strong>Rénovations légères, maintenance, équipements</strong> → restent directement portés par le budget principal de la Ville (catégorie « Écoles hors SPEM » au CA).</li>
|
||
</ul>
|
||
<p style="margin-top:.7rem;">Conséquence : pour suivre une dépense « école » à Marseille, il faut savoir <strong>quel acteur la porte juridiquement</strong> avant de chercher le bon document.</p>
|
||
</div>
|
||
|
||
<details class="solution">
|
||
<summary>Voir la réponse — CA 2024 Marseille</summary>
|
||
<div class="sol-content">
|
||
<p>Dans le rapport de présentation du CA 2024, à la section « Crédits d'activité — Petite enfance · Éducation · Animation éducative · Jeunesse », on lit :</p>
|
||
<table class="data-tbl">
|
||
<tr><td>Fournitures scolaires (kit de rentrée inclus)</td><td>5,5 M€</td></tr>
|
||
<tr><td>Autres consommables écoles/crèches/jeunesse <small>(produits d'entretien, eau, couches, matériel pédagogique, alimentation…)</small></td><td>3,9 M€</td></tr>
|
||
<tr><td><strong>Total consommables — Écoles, crèches, jeunesse</strong></td><td>9,4 M€</td></tr>
|
||
</table>
|
||
<p>Plus largement, l'ensemble « Petite enfance — Éducation — Animation éducative — Jeunesse » représente <strong>55,7 M€</strong> en crédits d'activité (charges courantes, hors personnel et hors subventions), en hausse de +13,5% par rapport à 2023.</p>
|
||
<p>Pour mettre en perspective : 5,5 M€, c'est environ <strong>7 € par habitant marseillais et par an</strong> (Marseille compte ~870 000 habitants). À comparer avec le forfait communal versé aux écoles privées, qui s'élève à 13,7 M€ sur le même exercice.</p>
|
||
<div class="src">Source : <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-compte-administratif-2024.pdf" target="_blank" rel="noopener">Rapport de présentation du CA 2024</a>, section 2.2.2 « Les crédits d'activité » — page 26.</div>
|
||
</div>
|
||
</details>
|
||
|
||
<!-- EXERCICE 2 -->
|
||
<h3 style="margin-top:2.5rem; border-top:1px solid var(--border); padding-top:2rem;">⌬ Exercice 2 — Comparer BP et CA sur un poste précis</h3>
|
||
<p>L'objectif : mesurer l'écart entre ce que la Ville avait prévu (BP 2024) et ce qu'elle a réellement fait (CA 2024) sur un poste de votre choix.</p>
|
||
|
||
<h4>Méthode en 4 colonnes</h4>
|
||
<p>Préparez un tableau papier ou un tableur avec 4 colonnes pour le poste qui vous intéresse :</p>
|
||
|
||
<div class="table-wrap">
|
||
<table>
|
||
<thead>
|
||
<tr><th>Colonne</th><th>Source</th><th>Comment l'extraire</th></tr>
|
||
</thead>
|
||
<tbody>
|
||
<tr>
|
||
<td><strong>Prévu BP 2024</strong></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/budget_primitif_budget_principal_2024-c.pdf" target="_blank" rel="noopener">BP 2024</a></td>
|
||
<td>Colonne « crédits ouverts » au BP initial</td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Prévu après ajustements</strong></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/decision_modificative_ndeg1_budget_principal_2024.pdf" target="_blank" rel="noopener">DM 2024</a> + <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/budget_supplemenaire_budget_principal_2024.pdf" target="_blank" rel="noopener">BS 2024</a></td>
|
||
<td>Modifications du BP en cours d'année</td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Réalisé</strong></td>
|
||
<td><a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/compte-administratif-2024-budget-principal.pdf" target="_blank" rel="noopener">CA 2024</a></td>
|
||
<td>Colonne « mandats émis » (dépenses) ou « titres émis » (recettes)</td>
|
||
</tr>
|
||
<tr>
|
||
<td><strong>Taux d'exécution</strong></td>
|
||
<td>Calcul</td>
|
||
<td>Réalisé ÷ Prévu après ajustements × 100</td>
|
||
</tr>
|
||
</tbody>
|
||
</table>
|
||
</div>
|
||
|
||
<div class="box box-good">
|
||
<div class="box-title">✅ Sujets faciles à analyser pour débuter</div>
|
||
<ul>
|
||
<li><strong>Chapitre 012 — Charges de personnel</strong> : le plus gros poste de la section de fonctionnement.</li>
|
||
<li><strong>Subventions aux associations</strong> (chapitre 65 — détail en annexe du CA).</li>
|
||
<li><strong>Charges financières</strong> (chapitre 66) — intérêts de la dette.</li>
|
||
<li><strong>Dépenses d'investissement par fonction</strong> — repérez l'écart sur les programmes annoncés (équipements sportifs, écoles, etc.).</li>
|
||
</ul>
|
||
</div>
|
||
|
||
<details class="solution">
|
||
<summary>Voir un exemple chiffré — Charges de personnel CA 2024</summary>
|
||
<div class="sol-content">
|
||
<p>Appliquons la méthode sur le <strong>chapitre 012 (charges de personnel)</strong>, le plus gros poste du budget. Données extraites du rapport de présentation du CA 2024 :</p>
|
||
<table class="data-tbl">
|
||
<tr><td>Réalisé CA 2023</td><td>684,82 M€</td></tr>
|
||
<tr><td>Réalisé CA 2024</td><td>762,49 M€</td></tr>
|
||
<tr><td>Évolution sur un an</td><td>+77,67 M€ (+11,3%)</td></tr>
|
||
<tr><td>Taux de réalisation des crédits ouverts 2024</td><td>99,3%</td></tr>
|
||
<tr><td>Part du budget de fonctionnement</td><td>57,8%</td></tr>
|
||
</table>
|
||
<p><strong>Lecture :</strong> les charges de personnel ont été exécutées à 99,3% des crédits ouverts — donc la collectivité a très précisément consommé ce qu'elle avait inscrit. Pas de mauvaise surprise budgétaire de ce côté.</p>
|
||
<p><strong>La vraie question politique</strong> est ailleurs : <em>pourquoi cette hausse de +11,3% en un an ?</em> Le rapport décompose : revalorisation du point d'indice, attribution de 5 points d'indice minimum, GVT, mais aussi <strong>+710 agents</strong> sur le seul budget principal en 2024 (passant de 12 135 à 12 845 ETP), et dépenses conjoncturelles liées aux JO 2024 et à l'organisation des élections législatives anticipées.</p>
|
||
<p>Conclusion : le taux d'exécution dit « tout va bien côté gestion » — mais c'est la <strong>dynamique pluriannuelle</strong> qui mérite débat, pas l'écart BP/CA.</p>
|
||
<div class="src">Source : <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-compte-administratif-2024.pdf" target="_blank" rel="noopener">Rapport de présentation du CA 2024</a>, section 2.2.1 « Les dépenses de personnel » — page 20.</div>
|
||
</div>
|
||
</details>
|
||
|
||
<!-- EXERCICE 3 -->
|
||
<h3 style="margin-top:2.5rem; border-top:1px solid var(--border); padding-top:2rem;">⌬ Exercice 3 — Décrypter un rapport de présentation</h3>
|
||
<p>L'objectif : extraire en 20 minutes les 5 chiffres clés d'une collectivité à partir d'un rapport de présentation.</p>
|
||
|
||
<p>Ouvrez le <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-compte-administratif-2024.pdf" target="_blank" rel="noopener">rapport de présentation du CA 2024 de Marseille</a> et cherchez :</p>
|
||
|
||
<div class="checklist">
|
||
<h4>⌬ Les 5 chiffres à extraire</h4>
|
||
<ul>
|
||
<li><strong>Recettes réelles de fonctionnement</strong> — le total de ce que la Ville a encaissé.</li>
|
||
<li><strong>Dépenses réelles de fonctionnement</strong> — le total de ce qu'elle a dépensé hors investissement.</li>
|
||
<li><strong>Épargne brute</strong> (différence entre les deux) — votre indicateur de santé n°1.</li>
|
||
<li><strong>Encours de la dette au 31/12/2024</strong> — combien la Ville doit à ses créanciers.</li>
|
||
<li><strong>Capacité de désendettement</strong> — encours ÷ épargne brute, en années.</li>
|
||
</ul>
|
||
</div>
|
||
|
||
<div class="box box-warn">
|
||
<div class="box-title">⚠️ Méfiance sur les présentations « pédagogiques »</div>
|
||
<p>Un rapport de présentation est <strong>écrit par l'exécutif</strong>. Il choisit ce qu'il met en avant, et la formulation. Si vous voyez un graphique en couleur sur un sujet, vérifiez toujours dans la maquette technique (le PDF principal du BP ou du CA) que les chiffres concordent. Ce sont les chiffres bruts qui font foi, pas le récit qui les accompagne.</p>
|
||
</div>
|
||
|
||
<details class="solution">
|
||
<summary>Voir les 5 chiffres clés — Marseille CA 2024</summary>
|
||
<div class="sol-content">
|
||
<p>Voici les <strong>5 indicateurs essentiels</strong> de la situation financière du budget principal de la Ville de Marseille au 31/12/2024 :</p>
|
||
<table class="data-tbl">
|
||
<tr><td>1. Recettes réelles de fonctionnement</td><td>1 479,3 M€</td></tr>
|
||
<tr><td>2. Dépenses réelles de fonctionnement</td><td>1 319,7 M€</td></tr>
|
||
<tr><td>3. Épargne brute (1 − 2)</td><td>159,6 M€</td></tr>
|
||
<tr><td>4. Encours de la dette au 31/12/2024</td><td>1 306,5 M€</td></tr>
|
||
<tr><td>5. Capacité de désendettement (4 ÷ 3)</td><td>8,2 années</td></tr>
|
||
</table>
|
||
<p><strong>Mais ces chiffres bruts ne disent rien sans contexte.</strong> La vraie lecture, c'est la <em>dynamique</em> :</p>
|
||
<table class="data-tbl">
|
||
<tr><td>Évolution recettes 2023 → 2024</td><td>+6,1%</td></tr>
|
||
<tr><td>Évolution dépenses 2023 → 2024</td><td>+12,2%</td></tr>
|
||
<tr><td>Épargne brute 2023 → 2024</td><td>218,6 M€ → 159,6 M€ (−27%)</td></tr>
|
||
<tr><td>Taux d'épargne brute</td><td>15,7% → 10,8%</td></tr>
|
||
<tr><td>Capacité de désendettement</td><td>6,0 → 8,2 ans</td></tr>
|
||
</table>
|
||
<p><strong>Ce que ça raconte :</strong></p>
|
||
<ul>
|
||
<li>Les <strong>dépenses progressent deux fois plus vite que les recettes</strong> (+12,2% contre +6,1%) — un effet de ciseau qui n'est pas soutenable dans la durée.</li>
|
||
<li>L'<strong>épargne brute chute de 27% en une année</strong>. Selon les standards du Module 5, trois exercices consécutifs de baisse seraient un signal d'alerte sérieux. Marseille n'a qu'une année de baisse pour l'instant — il faudra surveiller le CA 2025.</li>
|
||
<li>La <strong>capacité de désendettement passe de 6,0 à 8,2 ans</strong> en une année. On reste sous le seuil prudentiel des 12 ans (que la collectivité s'est fixée elle-même dans son ROB), mais la marge se réduit.</li>
|
||
<li>L'<strong>encours de dette se stabilise</strong> autour de 1,3 Md€ (+0,1% seulement) — la dégradation de la capacité de désendettement vient donc <em>uniquement</em> de la baisse de l'épargne brute, pas d'un endettement nouveau.</li>
|
||
</ul>
|
||
<p>Le rapport de présentation lui-même note : « cet amoindrissement du poids de la dette ne découle pas tant de la diminution de l'encours, qui se stabilise autour de 1,3 Md€ pour le budget principal, que de la dynamique des recettes réelles de fonctionnement. »</p>
|
||
<div class="src">Source : <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/rapport-de-presentation-compte-administratif-2024.pdf" target="_blank" rel="noopener">Rapport de présentation du CA 2024</a>, section I « Le budget principal » — pages 4 à 6.</div>
|
||
</div>
|
||
</details>
|
||
|
||
<!-- BONNES QUESTIONS -->
|
||
<h3 style="margin-top:2.5rem; border-top:1px solid var(--border); padding-top:2rem;">⌬ Les bonnes questions à poser</h3>
|
||
<p>Une fois les chiffres sous les yeux, encore faut-il savoir <em>quoi en faire</em>. Voici les questions qui font avancer un débat public — à poser en conseil municipal, lors d'une commission, par écrit au cabinet du maire, ou dans une demande de communication de documents administratifs.</p>
|
||
|
||
<h4>En commission ou en conseil municipal</h4>
|
||
<ul>
|
||
<li>« Quel a été le taux d'exécution des dépenses d'investissement de la mission [X] en 2024, et comment l'expliquez-vous ? »</li>
|
||
<li>« L'écart entre les crédits ouverts au BP 2024 sur le poste [Y] et le réalisé du CA 2024 est de [Z] %. Pouvez-vous nous en détailler les raisons ? »</li>
|
||
<li>« Comment l'évolution du chapitre 012 (charges de personnel) entre 2023 et 2024 se décompose-t-elle : revalorisations, recrutements nets, transferts de compétences ? »</li>
|
||
<li>« Quelle est l'évolution de l'épargne brute sur les 3 derniers exercices, et quelle trajectoire est anticipée dans le ROB 2026 ? »</li>
|
||
<li>« La capacité de désendettement de la Ville est de combien d'années au 31/12/2024 ? Comment évoluera-t-elle avec les emprunts du programme EMTN ? »</li>
|
||
</ul>
|
||
|
||
<h4>Aux élus de votre arrondissement</h4>
|
||
<ul>
|
||
<li>« Quel est le budget effectivement exécuté par la mairie du [N]ᵉ secteur en 2024 selon le <a href="https://www.marseille.fr/sites/default/files/contenu/mairie/Budget/pdf/compte-administratif-2024-compte-dexecution-des-mairies-darrondissements.pdf" target="_blank" rel="noopener">compte d'exécution</a> ? Quel est le taux d'exécution des dotations de fonctionnement et d'investissement ? »</li>
|
||
<li>« Quelle part du budget de la mairie de secteur est consacrée à [thématique : écoles, espaces verts, sport] ? »</li>
|
||
</ul>
|
||
|
||
<h4>Par demande écrite (CADA si refus)</h4>
|
||
<p>Tout citoyen peut demander la communication de pièces budgétaires détaillées qui ne sont pas publiées en ligne (état nominatif des subventions, marchés publics, état de la dette détaillé par prêteur…). La <strong>Commission d'Accès aux Documents Administratifs (CADA)</strong> peut être saisie en cas de refus injustifié.</p>
|
||
|
||
<div class="box box-key">
|
||
<div class="box-title">⌬ Posture utile</div>
|
||
<p>Une question bien posée n'accuse pas — elle <strong>demande à comprendre</strong>. Le ton qui marche le mieux en séance publique : « Je lis dans le document X, à la page Y, que [chiffre]. Pouvez-vous m'expliquer comment cela se compose ? » C'est factuel, précis, vérifiable. C'est aussi ce qui rend une réponse évasive plus visible si elle survient.</p>
|
||
</div>
|
||
|
||
<!-- QUIZ -->
|
||
<div class="quiz" data-quiz="q12bis">
|
||
<div class="quiz-tag">Quiz 12/14 · Atelier</div>
|
||
<div class="quiz-question">Vous cherchez à savoir combien la Ville de Marseille a réellement dépensé en fournitures scolaires en 2024. Dans quel document allez-vous chercher en priorité ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Le Budget Primitif 2024 — c'est lui qui fixe le montant</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>Le Compte Administratif 2024 — seul document qui constate les dépenses réellement exécutées</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Le Rapport d'Orientation Budgétaire 2026 — il donne la trajectoire</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">D</span><span>Les états spéciaux d'arrondissements 2024</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> Le BP fixe une prévision, pas une réalité. Le ROB est un document de cadrage stratégique. Les états spéciaux d'arrondissements concernent les dotations aux mairies de secteur. Seul le CA constate les mandats effectivement émis sur l'année. À noter qu'à Marseille, la Ville porte directement la restauration scolaire (en DSP) dans son budget principal, contrairement à certaines autres villes où c'est la Caisse des écoles qui s'en charge.
|
||
</div>
|
||
</div>
|
||
|
||
<div class="quiz" data-quiz="q12ter">
|
||
<div class="quiz-tag">Quiz 13/14 · Atelier</div>
|
||
<div class="quiz-question">Vous voulez analyser proprement l'écart entre prévu et réalisé sur un poste. Vous comparez le BP 2024 et le CA 2024. Que vous manque-t-il pour que la comparaison soit complète ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>Rien, le BP et le CA suffisent</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">B</span><span>Les Décisions Modificatives et le Budget Supplémentaire de l'année 2024, qui ont pu ajuster les crédits en cours d'exercice</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">C</span><span>Le rapport de la Chambre régionale des comptes</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : B.</strong> Le BP initial est rarement le chiffre final auquel se compare le CA. Les Décisions Modificatives (DM) et le Budget Supplémentaire (BS) modifient les crédits en cours d'année — parfois substantiellement. La comparaison rigoureuse, c'est : CA / (BP + DM + BS). Sinon vous calculez un taux d'exécution faussé.
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- MODULE 7 : SIGNAUX FAIBLES -->
|
||
<section class="ink" id="m7">
|
||
<div class="section-inner">
|
||
<div class="module-card" style="background:var(--ink-2); border-color:#3a4a64;">
|
||
<div class="module-header" style="background:linear-gradient(180deg, rgba(232,176,77,.15) 0%, var(--ink-2) 100%); border-bottom-color:#3a4a64;">
|
||
<span class="module-tag" style="background:var(--ink); color:var(--gold); border-color:var(--gold);">MODULE 07</span>
|
||
<h3>Détecter les signaux faibles d'une maquette</h3>
|
||
<p class="module-objective" style="color:#cbd1dc;">Objectif : repérer les indices qui méritent une question publique ou une demande de précision.</p>
|
||
</div>
|
||
<div class="module-body">
|
||
|
||
<p style="color:#cbd1dc;">Au-delà de la lecture comptable, certaines configurations méritent d'être interrogées. Ce ne sont pas des preuves de mauvaise gestion : ce sont des <strong style="color:var(--paper);">indices à approfondir</strong>.</p>
|
||
|
||
<h4 style="color:var(--paper);">Six signaux à surveiller</h4>
|
||
|
||
<div class="box box-warn" style="background:rgba(184,116,26,.15); border-color:var(--amber); color:var(--paper);">
|
||
<div class="box-title">⚠️ 1. Écart structurel BP / CA</div>
|
||
<p style="color:#dde2eb;">Si le taux d'exécution des investissements est durablement inférieur à 70 % sur plusieurs années, le BP sert probablement davantage à communiquer qu'à programmer. Demandez : "Comment expliquer cet écart ?"</p>
|
||
</div>
|
||
|
||
<div class="box box-warn" style="background:rgba(184,116,26,.15); border-color:var(--amber); color:var(--paper);">
|
||
<div class="box-title">⚠️ 2. Charges de personnel en hausse rapide hors transferts</div>
|
||
<p style="color:#dde2eb;">Une hausse de 8 à 10 % du chapitre 012 sur un an, sans nouveau transfert de compétence, mérite d'être expliquée : recrutements, revalorisations indemnitaires, externalisations réinternalisées ?</p>
|
||
</div>
|
||
|
||
<div class="box box-warn" style="background:rgba(184,116,26,.15); border-color:var(--amber); color:var(--paper);">
|
||
<div class="box-title">⚠️ 3. Épargne brute en baisse régulière</div>
|
||
<p style="color:#dde2eb;">Trois exercices consécutifs de baisse d'épargne brute sont un signal sérieux, indépendamment du niveau de dette. C'est la <em>dynamique</em> qui compte.</p>
|
||
</div>
|
||
|
||
<div class="box box-warn" style="background:rgba(184,116,26,.15); border-color:var(--amber); color:var(--paper);">
|
||
<div class="box-title">⚠️ 4. Recours massif à l'emprunt sans hausse de l'investissement</div>
|
||
<p style="color:#dde2eb;">Si la collectivité emprunte plus mais investit moins, l'emprunt sert peut-être à boucler le fonctionnement par d'autres canaux (refinancement, opérations de trésorerie). C'est interdit en théorie, possible en pratique.</p>
|
||
</div>
|
||
|
||
<div class="box box-warn" style="background:rgba(184,116,26,.15); border-color:var(--amber); color:var(--paper);">
|
||
<div class="box-title">⚠️ 5. Subventions opaques</div>
|
||
<p style="color:#dde2eb;">L'annexe sur les subventions doit lister chaque association bénéficiaire avec son montant. Si l'annexe est globale, ou si certaines lignes sont anonymisées, c'est une opacité documentaire qui peut être contestée.</p>
|
||
</div>
|
||
|
||
<div class="box box-warn" style="background:rgba(184,116,26,.15); border-color:var(--amber); color:var(--paper);">
|
||
<div class="box-title">⚠️ 6. Annexes manquantes ou incomplètes</div>
|
||
<p style="color:#dde2eb;">État de la dette par prêteur, restes à réaliser, engagements hors bilan… Les annexes sont obligatoires. Leur absence n'est pas anodine — elle peut justifier un recours devant la juridiction administrative ou une saisine de la CRC.</p>
|
||
</div>
|
||
|
||
<div class="box box-key" style="background:rgba(232,176,77,.15); border-color:var(--gold); color:var(--paper);">
|
||
<div class="box-title" style="color:var(--gold);">⌬ Le bon réflexe</div>
|
||
<p style="color:var(--paper);">Toute observation, même solide, gagne à être <strong>contextualisée</strong> par une comparaison avec : (1) l'année précédente, (2) une collectivité de taille similaire, (3) les ratios nationaux publiés par la DGCL. Un chiffre seul ne dit rien — un chiffre en mouvement raconte une histoire.</p>
|
||
</div>
|
||
|
||
<!-- QUIZ 12 -->
|
||
<div class="quiz" data-quiz="q12" style="background:rgba(255,255,255,.04); border-color:rgba(255,255,255,.12);">
|
||
<div class="quiz-tag">Quiz 14/14 · Final</div>
|
||
<div class="quiz-question">Vous comparez le BP et le CA d'une commune sur 4 années consécutives. Le taux d'exécution des dépenses d'investissement est respectivement de 58 %, 62 %, 55 %, 60 %. Quelle interprétation est la plus solide ?</div>
|
||
<div class="quiz-options">
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">A</span><span>C'est probablement une commune en crise de trésorerie</span></button>
|
||
<button class="quiz-opt" data-correct="false"><span class="opt-letter">B</span><span>C'est conforme à la moyenne nationale, rien à signaler</span></button>
|
||
<button class="quiz-opt" data-correct="true"><span class="opt-letter">C</span><span>Le BP est structurellement surestimé en investissement — il faut chercher l'usage politique de cet écart</span></button>
|
||
</div>
|
||
<div class="quiz-feedback">
|
||
<strong>Bonne réponse : C.</strong> Un écart ponctuel s'explique par des retards de chantier. Un écart <em>récurrent</em> et stable autour de 55–62 % indique que la collectivité <strong>annonce systématiquement plus qu'elle ne réalise</strong>. C'est un usage assumé du BP comme outil de communication. La vraie capacité d'investissement de cette commune est de ~58 % de ses annonces.
|
||
</div>
|
||
</div>
|
||
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- LEXIQUE -->
|
||
<section class="sand" id="lexique">
|
||
<div class="section-inner">
|
||
<span class="section-tag">⌬ Référence</span>
|
||
<h2>Lexique des acronymes</h2>
|
||
<p>Le vocabulaire des finances locales a ses sigles propres. Voici ceux qui reviennent le plus souvent dans une maquette budgétaire.</p>
|
||
|
||
<div class="lex-grid">
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">BP</div>
|
||
<div class="lex-full">Budget Primitif</div>
|
||
<div class="lex-def">Document prévisionnel des recettes et dépenses de l'année, voté au plus tard le 15 avril.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">CA</div>
|
||
<div class="lex-full">Compte Administratif</div>
|
||
<div class="lex-def">Document constatant l'exécution réelle du budget, voté au plus tard le 30 juin de l'année suivante.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">CFU</div>
|
||
<div class="lex-full">Compte Financier Unique</div>
|
||
<div class="lex-def">Document unique remplaçant CA + compte de gestion, obligatoire à partir de l'exercice 2026.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">DOB / ROB</div>
|
||
<div class="lex-full">Débat / Rapport d'Orientation Budgétaire</div>
|
||
<div class="lex-def">Débat préalable au BP, organisé dans les 2 mois précédant le vote du budget, pour les collectivités > 3500 hab.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">DM</div>
|
||
<div class="lex-full">Décision Modificative</div>
|
||
<div class="lex-def">Acte voté en cours d'année pour ajuster le BP (transferts entre chapitres, recettes complémentaires…).</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">BS</div>
|
||
<div class="lex-full">Budget Supplémentaire</div>
|
||
<div class="lex-def">Acte de reprise des résultats de l'exercice précédent et d'ajustement des prévisions du BP.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">M14</div>
|
||
<div class="lex-full">Instruction comptable des communes</div>
|
||
<div class="lex-def">Référentiel historique pour les communes, intercommunalités et CCAS. Progressivement remplacé par la M57.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">M57</div>
|
||
<div class="lex-full">Instruction des métropoles</div>
|
||
<div class="lex-def">Référentiel unifié devenu standard pour toutes les collectivités à compter du 1er janvier 2026.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">M4</div>
|
||
<div class="lex-full">Instruction des SPIC</div>
|
||
<div class="lex-def">Référentiel applicable aux services publics industriels et commerciaux (eau, assainissement, transports…).</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">CRC</div>
|
||
<div class="lex-full">Chambre Régionale des Comptes</div>
|
||
<div class="lex-def">Juridiction de contrôle des comptes et de la gestion des collectivités locales et de leurs établissements.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">DGFiP</div>
|
||
<div class="lex-full">Direction Générale des Finances Publiques</div>
|
||
<div class="lex-def">Service de l'État dont les comptables publics tiennent les comptes des collectivités locales.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">DGCL</div>
|
||
<div class="lex-full">Direction Générale des Collectivités Locales</div>
|
||
<div class="lex-def">Service du ministère de l'Intérieur en charge des finances locales et des relations avec les collectivités.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">DGF</div>
|
||
<div class="lex-full">Dotation Globale de Fonctionnement</div>
|
||
<div class="lex-def">Principale dotation versée par l'État aux collectivités. Composée notamment de la dotation forfaitaire et des dotations de péréquation.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">TFPB</div>
|
||
<div class="lex-full">Taxe Foncière Propriétés Bâties</div>
|
||
<div class="lex-def">Impôt local annuel sur les propriétés bâties. Principale recette fiscale des communes depuis la suppression de la TH sur les résidences principales.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">CFE</div>
|
||
<div class="lex-full">Cotisation Foncière des Entreprises</div>
|
||
<div class="lex-def">Impôt local des entreprises sur leur foncier économique. Recette principale des intercommunalités.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">EPCI</div>
|
||
<div class="lex-full">Établissement Public de Coopération Intercommunale</div>
|
||
<div class="lex-def">Structure regroupant plusieurs communes (communauté de communes, d'agglomération, urbaine, métropole).</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">RAR</div>
|
||
<div class="lex-full">Restes À Réaliser</div>
|
||
<div class="lex-def">Dépenses engagées mais non mandatées en fin d'exercice. Reportés sur l'exercice suivant.</div>
|
||
</div>
|
||
<div class="lex-item">
|
||
<div class="lex-sigle">TotEM</div>
|
||
<div class="lex-full">Totalisation et Enrichissement des Maquettes</div>
|
||
<div class="lex-def">Logiciel gratuit fourni par la DGCL pour produire les maquettes dématérialisées au format XML.</div>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- POUR ALLER PLUS LOIN -->
|
||
<section class="paper">
|
||
<div class="section-inner">
|
||
<span class="section-tag">⌬ Pour aller plus loin</span>
|
||
<h2>Ressources et bonnes lectures</h2>
|
||
<p>Cette formation est une porte d'entrée. Pour creuser, voici les sources officielles à connaître.</p>
|
||
|
||
<div class="box box-info">
|
||
<div class="box-title">📚 Documents de référence</div>
|
||
<ul>
|
||
<li><strong>collectivites-locales.gouv.fr</strong> — le site officiel de la DGCL, qui publie les instructions budgétaires, les guides pédagogiques et les maquettes types.</li>
|
||
<li><strong>Ordonnance n°2025-526 du 12 juin 2025</strong> — texte fondateur de la généralisation du CFU.</li>
|
||
<li><strong>Décret n°2025-1428 du 30 décembre 2025</strong> — précise les conditions d'application.</li>
|
||
<li><strong>Rapports de la CRC</strong> — disponibles sur ccomptes.fr, ils sont une lecture exigeante mais très éclairante sur les pratiques réelles d'une collectivité.</li>
|
||
<li><strong>Données ouvertes</strong> — data.economie.gouv.fr et data.gouv.fr publient les comptes des collectivités, exploitables en CSV.</li>
|
||
</ul>
|
||
</div>
|
||
|
||
<div class="box box-key">
|
||
<div class="box-title">🔗 Le terrain pratique : Marseille</div>
|
||
<p>Toute la documentation budgétaire de la Ville de Marseille est centralisée sur une seule page :</p>
|
||
<p style="margin-top:.5rem;"><a href="https://www.marseille.fr/mairie/administration-de-la-commune/le-budget" target="_blank" rel="noopener"><strong>marseille.fr → Mairie → Administration de la commune → Le budget</strong></a></p>
|
||
<p style="margin-top:.5rem;">Vous y trouverez tous les BP, CA, ROB, DM, BS et budgets annexes des dernières années, en accès libre PDF. C'est votre terrain d'exercice principal après cette formation.</p>
|
||
</div>
|
||
|
||
<div class="box box-good">
|
||
<div class="box-title">✅ Vous avez terminé la formation</div>
|
||
<p>Vous savez maintenant : (1) ce qu'est une maquette budgétaire, (2) comment lire un BP et un CA, (3) ce qui change avec le CFU, (4) comment ouvrir un document budgétaire avec méthode et (5) quels signaux faibles surveiller. Votre score s'affiche en bas à droite de l'écran.</p>
|
||
<p>L'étape suivante : prenez le dernier compte administratif de <em>votre</em> commune (souvent disponible sur le site officiel ou sur demande au secrétariat général) et appliquez la checklist du module 5.</p>
|
||
</div>
|
||
</div>
|
||
</section>
|
||
|
||
<!-- FOOTER -->
|
||
<footer>
|
||
<div class="foot-brand"><span style="display:inline-block; width:20px; height:20px; border-radius:50%; background:var(--gold); box-shadow:inset 0 0 0 5px var(--ink), inset 0 0 0 6px var(--gold-dark);"></span> Donut</div>
|
||
<div>Formation citoyenne · Lire les maquettes budgétaires des collectivités</div>
|
||
|
||
<div class="foot-sources">
|
||
Sources : DGCL (collectivites-locales.gouv.fr), Légifrance (ordonnance n°2025-526 du 12 juin 2025, décret n°2025-1428 du 30 décembre 2025, article 205 de la loi de finances pour 2024), AMF (association des maires de France), services préfectoraux (Hautes-Alpes, Doubs, Oise, Loiret).<br><br>
|
||
Document à vocation pédagogique · Ne constitue pas un conseil juridique ou comptable · Mise à jour : mai 2026.
|
||
</div>
|
||
</footer>
|
||
|
||
<!-- Tooltip pour acronymes -->
|
||
<div id="acr-tip"></div>
|
||
|
||
<!-- Score banner -->
|
||
<div class="score-banner" id="score-banner">
|
||
<span>Score</span>
|
||
<span class="score-num" id="score-display">0 / 14</span>
|
||
</div>
|
||
|
||
<script>
|
||
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|
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|
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|
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|
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|
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|
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|
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|
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|
||
|
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// === PROGRESS BAR ===
|
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var progress = document.getElementById('progress');
|
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window.addEventListener('scroll', function(){
|
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|
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var scrolled = (h.scrollTop) / (h.scrollHeight - h.clientHeight) * 100;
|
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|
||
|
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// === QUIZ LOGIC ===
|
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|
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|
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|
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|
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|
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|
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|
||
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|
||
</html>
|