{"id":63921,"date":"2026-06-18T16:18:44","date_gmt":"2026-06-18T14:18:44","guid":{"rendered":"https:\/\/frontaliers-grandest.eu\/?page_id=63921"},"modified":"2026-07-20T09:05:54","modified_gmt":"2026-07-20T07:05:54","slug":"brutto-netto-rechner-deutschland-grenzgaenger","status":"publish","type":"page","link":"https:\/\/frontaliers-grandest.eu\/de\/brutto-netto-rechner-deutschland-grenzgaenger\/","title":{"rendered":"Brutto-Netto-Rechner Deutschland 2026 f\u00fcr Grenzg\u00e4nger"},"content":{"rendered":"\n<p class=\"wp-block-paragraph\">Sie arbeiten in Deutschland und wohnen in Frankreich ? Berechnen Sie in wenigen Sekunden Ihr Nettogehalt aus dem Bruttogehalt. Der Rechner unterscheidet die zwei entscheidenden Situationen : <strong>mit<\/strong> den Grenzg\u00e4ngerstatus (Steuer in Frankreich) et <strong>ohne<\/strong> diesen Status (Steuer in Deutschland). Werte 2026.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<!-- ================================================================\n  SIMULATEUR BRUT -> NET \u2014 FRONTALIERS FRANCE \/ ALLEMAGNE\n  Frontaliers Grand Est \u2014 Werte 2026 \u2014 fichier autonome\n\n  ----------------------------------------------------------------\n  COMMENT LE METTRE EN LIGNE (WordPress)\n  ----------------------------------------------------------------\n  Option A (recommand\u00e9e) : \u00e9diteur de page > ajouter un bloc\n    \u00ab HTML personnalis\u00e9 \u00bb > coller TOUT ce fichier (de la 1re \u00e0 la\n    derni\u00e8re ligne) > Mettre \u00e0 jour. C'est pr\u00eat.\n\n  Option B : h\u00e9berger ce fichier .html dans la m\u00e9diath\u00e8que, puis\n    l'appeler via un bloc \u00ab HTML personnalis\u00e9 \u00bb avec une iframe :\n    <iframe src=\"URL-DU-FICHIER.html\" style=\"width:100%;border:0;\n      height:1200px\" title=\"Simulateur brut-net Allemagne\"><\/iframe>\n\n  ----------------------------------------------------------------\n  BON \u00c0 SAVOIR\n  ----------------------------------------------------------------\n  \u2022 Tout est embarqu\u00e9 (logo + mascotte Monsieur GEF + polices, encod\u00e9s en\n    base64) : AUCUN appel externe, AUCUNE d\u00e9pendance. Aucune adresse IP du\n    visiteur n'est transmise \u00e0 un tiers -> conforme RGPD (pas de Google\n    Fonts en CDN). Polices : Roboto Condensed (Apache 2.0), Silkscreen\n    (SIL OFL 1.1).\n  \u2022 CSS et JS pr\u00e9fix\u00e9s \/ encapsul\u00e9s #fge-sim-de : aucun conflit avec le\n    th\u00e8me ni avec le simulateur Luxembourg (#fge-sim).\n  \u2022 Deux statuts :\n     - Frontalier  -> imp\u00f4t en FRANCE. Il n'est PAS pr\u00e9lev\u00e9 par\n       l'employeur allemand : separat von Frankreich erhoben\n       (Quellensteuer \/ laufende Vorauszahlung). NACHRANGIG angezeigt, nach dem gezahlten Netto.\n     - Ohne Status -> imp\u00f4t en ALLEMAGNE (imposition limit\u00e9e par\n       d\u00e9faut ; illimit\u00e9e \u00ab fictive \u00bb sur demande, option splitting).\n  \u2022 Mise \u00e0 jour annuelle : les taux 2026 sont regroup\u00e9s dans le script,\n    objets \u00ab DE = {...} \u00bb et \u00ab FR = {...} \u00bb (plafonds, taux de\n    cotisation, tranches du bar\u00e8me). Modifier ces valeurs suffit pour\n    changer d'ann\u00e9e.\n================================================================= -->\n\n\n<style>\n\/* Polices embarqu\u00e9es (aucun appel externe \u2013 RGPD). 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\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) format('woff2');}\n#fge-sim-de{\n  \/* ---- jetons de la charte (Allemagne = vert) ---- *\/\n  --vert:#2E8F2B;          \/* accent principal Allemagne (Pantone 363C) *\/\n  --vert-clair:#41B33D;\n  --vert-fig1:#54D948;     \/* d\u00e9grad\u00e9 couverture *\/\n  --vert-fig2:#30954C;\n  --voile:#CEDEC7;         \/* fond de volet teint\u00e9 *\/\n  --voile-doux:#F8FAED;\n  --gris:#5C5C5C;\n  --encre:#16181D;\n  --trait:#DBE6D4;\n  --blanc:#FFFFFF;\n  --rouge:#B23A2E;\n  --bleu-soft:#3C6F8F;\n\n  --pixel:\"Silkscreen\",\"Courier New\",monospace;\n  --titre:\"Roboto Condensed\",\"Arial Narrow\",system-ui,sans-serif;\n  --corps:\"Roboto Condensed\",system-ui,-apple-system,\"Segoe UI\",sans-serif;\n\n  font-family:var(--corps);color:var(--encre);max-width:980px;margin:0 auto;\n  padding:0;line-height:1.35;-webkit-text-size-adjust:100%;box-sizing:border-box;\n}\n#fge-sim-de *,#fge-sim-de *::before,#fge-sim-de *::after{box-sizing:border-box;}\n\n\/* ---------- en-t\u00eate ---------- *\/\n#fge-sim-de .fge-head{display:flex;align-items:center;gap:18px;flex-wrap:wrap;\n  padding:22px 24px;background:var(--blanc);border:2px solid var(--encre);\n  border-bottom:none;border-radius:14px 14px 0 0;}\n#fge-sim-de .fge-logo{height:66px;width:auto;flex:0 0 auto;}\n#fge-sim-de .fge-mascot{height:60px;width:auto;margin-left:auto;image-rendering:pixelated;}\n#fge-sim-de .fge-head-txt{min-width:200px;}\n#fge-sim-de .fge-eyebrow{font-family:var(--pixel);font-size:10px;letter-spacing:.5px;\n  color:var(--vert);text-transform:uppercase;margin:0 0 4px;}\n#fge-sim-de .fge-head-txt h1{font-family:var(--titre);font-weight:700;text-transform:uppercase;\n  font-size:clamp(20px,3.4vw,28px);line-height:1.04;margin:0;color:var(--encre);}\n#fge-sim-de .fge-head-txt h1 b{color:var(--vert);}\n#fge-sim-de .fge-sub{font-size:14px;color:var(--gris);margin:6px 0 0;}\n\n\/* bandeau informatif *\/\n#fge-sim-de .fge-info{background:var(--vert);color:#fff;border:2px solid var(--encre);\n  border-top:none;border-bottom:none;padding:9px 24px;font-size:13px;display:flex;gap:9px;align-items:center;}\n#fge-sim-de .fge-info svg{flex:0 0 auto;}\n\n\/* ---------- corps ---------- *\/\n#fge-sim-de .fge-body{display:grid;grid-template-columns:1fr 1.05fr;gap:0;\n  border:2px solid var(--encre);overflow:hidden;background:var(--blanc);}\n#fge-sim-de .fge-panel{padding:24px;}\n#fge-sim-de .fge-left{background:var(--voile-doux);border-right:2px solid var(--encre);}\n#fge-sim-de .fge-section-label{font-family:var(--pixel);font-size:10px;letter-spacing:.5px;color:var(--vert);\n  text-transform:uppercase;margin:0 0 14px;display:flex;align-items:center;gap:8px;}\n#fge-sim-de .fge-section-label::before{content:\"\";width:0;height:0;border-style:solid;\n  border-width:5px 0 5px 8px;border-color:transparent transparent transparent var(--vert);}\n\n\/* champs *\/\n#fge-sim-de label.fge-lab{display:block;font-size:13.5px;font-weight:700;text-transform:uppercase;\n  letter-spacing:.3px;margin:0 0 6px;color:var(--encre);}\n#fge-sim-de .fge-field{margin-bottom:18px;}\n#fge-sim-de .fge-amount{position:relative;}\n#fge-sim-de .fge-amount input{width:100%;font-family:var(--titre);font-size:30px;font-weight:700;\n  padding:10px 42px 10px 14px;border:2px solid var(--encre);border-radius:8px;background:#fff;color:var(--encre);}\n#fge-sim-de .fge-amount span{position:absolute;right:14px;top:50%;transform:translateY(-50%);\n  font-family:var(--titre);font-size:24px;font-weight:700;color:var(--gris);}\n#fge-sim-de input:focus,#fge-sim-de select:focus,#fge-sim-de .fge-seg button:focus-visible{\n  outline:3px solid var(--vert-clair);outline-offset:2px;}\n#fge-sim-de select{width:100%;font-family:var(--corps);font-size:15px;font-weight:500;\n  padding:11px 14px;border:2px solid var(--encre);border-radius:8px;background:#fff;color:var(--encre);}\n#fge-sim-de select:disabled{opacity:.45;cursor:not-allowed;background:var(--voile-doux);}\n#fge-sim-de input[type=number]{width:100%;font-family:var(--corps);font-size:16px;font-weight:600;\n  padding:11px 12px;border:2px solid var(--encre);border-radius:8px;background:#fff;color:var(--encre);}\n\n\/* segmented control *\/\n#fge-sim-de .fge-seg{display:inline-flex;border:2px solid var(--encre);border-radius:8px;overflow:hidden;}\n#fge-sim-de .fge-seg button{font-family:var(--corps);font-size:14px;font-weight:700;text-transform:uppercase;\n  border:none;background:#fff;color:var(--encre);padding:9px 16px;cursor:pointer;}\n#fge-sim-de .fge-seg button+button{border-left:2px solid var(--encre);}\n#fge-sim-de .fge-seg button[aria-pressed=\"true\"]{background:var(--vert);color:#fff;}\n\/* statut : pleine largeur, deux lignes *\/\n#fge-sim-de .fge-seg-status{display:flex;width:100%;}\n#fge-sim-de .fge-seg-status button{flex:1;text-align:center;padding:11px 10px;line-height:1.15;}\n#fge-sim-de .fge-seg-status button small{display:block;font-family:var(--corps);font-weight:500;\n  text-transform:none;letter-spacing:0;font-size:11px;opacity:.85;margin-top:2px;}\n\n#fge-sim-de .fge-row{display:flex;gap:18px;flex-wrap:wrap;align-items:flex-start;}\n#fge-sim-de .fge-row>.fge-field{flex:1;min-width:140px;}\n#fge-sim-de .fge-hint{font-size:12px;color:var(--gris);margin:6px 0 0;}\n#fge-sim-de .fge-presets{display:flex;gap:7px;flex-wrap:wrap;margin-top:8px;}\n#fge-sim-de .fge-presets button{font-family:var(--corps);font-size:11.5px;font-weight:700;border:2px solid var(--trait);\n  background:#fff;color:var(--vert);padding:5px 10px;border-radius:999px;cursor:pointer;text-transform:uppercase;letter-spacing:.3px;}\n#fge-sim-de .fge-presets button:hover{border-color:var(--vert);}\n#fge-sim-de .fge-check{margin-top:4px;}\n#fge-sim-de .fge-check>label{display:flex;align-items:flex-start;gap:9px;font-size:13px;font-weight:700;\n  color:var(--encre);cursor:pointer;line-height:1.3;}\n#fge-sim-de .fge-check input{width:18px;height:18px;margin:1px 0 0;accent-color:var(--vert);flex:0 0 auto;cursor:pointer;}\n#fge-sim-de .fge-check small{display:block;font-weight:500;color:var(--gris);font-size:12px;margin-top:2px;}\n#fge-sim-de .only-de{display:none;}\n#fge-sim-de[data-mode=\"de\"] .only-de{display:block;}\n#fge-sim-de .fge-amount-sm input{font-family:var(--corps);font-size:16px;font-weight:600;padding:10px 30px 10px 12px;}\n#fge-sim-de .fge-amount-sm span{font-size:16px;}\n\n\/* ---------- r\u00e9sultats : fiche de paie ---------- *\/\n#fge-sim-de .fge-result-head{display:flex;justify-content:space-between;align-items:baseline;margin-bottom:14px;}\n#fge-sim-de .fge-result-head .per{font-family:var(--pixel);font-size:10px;color:var(--gris);text-transform:uppercase;}\n#fge-sim-de .fge-line{display:flex;justify-content:space-between;align-items:baseline;\n  padding:9px 0;border-bottom:1px solid var(--trait);font-size:15px;}\n#fge-sim-de .fge-line .lab small{display:block;color:var(--gris);font-size:11.5px;text-transform:uppercase;letter-spacing:.3px;}\n#fge-sim-de .fge-line .val{font-family:var(--titre);font-weight:700;font-size:16px;white-space:nowrap;}\n#fge-sim-de .fge-line.minus .val{color:var(--rouge);}\n#fge-sim-de .fge-line.minus .val::before{content:\"\u2013 \";}\n#fge-sim-de .fge-line.sub{background:var(--voile);margin:0 -24px;padding-left:24px;padding-right:24px;border-bottom:none;}\n#fge-sim-de .fge-line.sub .lab{font-weight:700;text-transform:uppercase;font-size:13px;letter-spacing:.3px;}\n#fge-sim-de .fge-line.sub .val{color:var(--vert);}\n\n\/* gros chiffre net + fl\u00e8che pixel *\/\n#fge-sim-de .fge-net{margin-top:16px;background:var(--vert);color:#fff;border:2px solid var(--encre);\n  border-radius:10px;padding:18px 20px;position:relative;\n  background-image:linear-gradient(135deg,#248226 0%,#155718 100%);}\n#fge-sim-de .fge-net .arrow{position:absolute;top:-13px;left:24px;display:flex;align-items:center;\n  font-family:var(--pixel);font-size:9px;color:#fff;background:var(--encre);padding:3px 8px;letter-spacing:.5px;\n  clip-path:polygon(0 0,calc(100% - 8px) 0,100% 50%,calc(100% - 8px) 100%,0 100%);}\n#fge-sim-de .fge-net .net-lab{font-family:var(--pixel);font-size:11px;text-transform:uppercase;opacity:.95;}\n#fge-sim-de .fge-net .net-val{font-family:var(--titre);font-weight:700;font-size:clamp(34px,6vw,46px);line-height:1;margin:4px 0 0;}\n#fge-sim-de .fge-net .net-foot{font-size:13px;opacity:.95;margin-top:8px;display:flex;justify-content:space-between;flex-wrap:wrap;gap:6px;}\n#fge-sim-de .fge-net .net-foot b{font-family:var(--titre);}\n\n\/* imp\u00f4t FRANCE au second plan *\/\n#fge-sim-de .fge-aside{margin-top:16px;border:2px dashed var(--vert);border-radius:10px;\n  background:var(--voile-doux);padding:15px 18px;}\n#fge-sim-de .fge-aside .ttl{font-family:var(--pixel);font-size:10px;letter-spacing:.4px;color:var(--vert);\n  text-transform:uppercase;margin:0 0 4px;display:flex;align-items:center;gap:7px;}\n#fge-sim-de .fge-aside .impot-row{display:flex;justify-content:space-between;align-items:baseline;margin:8px 0 2px;}\n#fge-sim-de .fge-aside .impot-row .lab{font-size:14px;font-weight:700;}\n#fge-sim-de .fge-aside .impot-row .val{font-family:var(--titre);font-weight:700;font-size:22px;color:var(--encre);}\n#fge-sim-de .fge-aside .apres{display:flex;justify-content:space-between;align-items:baseline;\n  margin-top:8px;padding-top:8px;border-top:1px solid var(--trait);font-size:13.5px;}\n#fge-sim-de .fge-aside .apres b{font-family:var(--titre);font-size:15px;}\n#fge-sim-de .fge-aside small{display:block;color:var(--gris);font-size:11.5px;line-height:1.4;margin-top:6px;}\n\n#fge-sim-de .fge-placeholder{color:var(--gris);font-size:15px;text-align:center;padding:48px 10px;}\n#fge-sim-de .fge-placeholder .big{font-family:var(--pixel);font-size:13px;color:var(--vert);display:block;margin-bottom:8px;}\n\n\/* ---------- pied ---------- *\/\n#fge-sim-de .fge-foot{border:2px solid var(--encre);border-top:none;background:var(--voile);\n  border-radius:0 0 14px 14px;padding:16px 24px;font-size:12.5px;color:#2a2d33;}\n#fge-sim-de .fge-foot strong{color:var(--vert);}\n#fge-sim-de .fge-foot p{margin:0 0 8px;}\n#fge-sim-de .fge-foot p:last-child{margin-bottom:0;}\n#fge-sim-de .fge-foot a{color:var(--vert);}\n#fge-sim-de .fge-src{font-size:11.5px;color:var(--gris);margin-top:10px;}\n\n\/* responsive *\/\n@media(max-width:760px){\n  #fge-sim-de .fge-body{grid-template-columns:1fr;}\n  #fge-sim-de .fge-left{border-right:none;border-bottom:2px solid var(--encre);}\n  #fge-sim-de .fge-mascot{height:48px;}\n  #fge-sim-de .fge-seg-status{flex-direction:column;}\n  #fge-sim-de .fge-seg-status button+button{border-left:none;border-top:2px solid var(--encre);}\n}\n@media(prefers-reduced-motion:reduce){#fge-sim-de *{transition:none!important;animation:none!important;}}\n\/* --- Contraste RGAA : petits textes verts assombris (#1B661E >= 5:1) --- *\/\n#fge-sim-de .fge-eyebrow,#fge-sim-de .fge-section-label,#fge-sim-de .fge-presets button,\n#fge-sim-de .fge-line.sub .val,#fge-sim-de .fge-aside .ttl{color:#1B661E;}\n#fge-sim-de .fge-eyebrow,#fge-sim-de .fge-section-label{font-size:11px;}\n\n<\/style>\n\n<div id=\"fge-sim-de\">\n\n  <!-- EN-T\u00caTE -->\n  <header class=\"fge-head\">\n    <img decoding=\"async\" class=\"fge-logo\" 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\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alt=\"Frontaliers Grand Est\">\n    <div class=\"fge-head-txt\">\n      <p class=\"fge-eyebrow\">Frontaliers Grand Est \u00b7 Sch\u00e4tz-Tool<\/p>\n      <h1>Gehalt <b>Brutto \u2192 Netto<\/b> in Deutschland<\/h1>\n      <p class=\"fge-sub\">F\u00fcr Grenzg\u00e4nger mit Wohnsitz in Frankreich und Arbeitsort in Deutschland<\/p>\n    <\/div>\n    <img decoding=\"async\" class=\"fge-mascot\" alt=\"\" aria-hidden=\"true\" 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\n  <\/header>\n\n  <!-- BANDEAU -->\n  <div class=\"fge-info\">\n    <svg width=\"16\" height=\"16\" viewBox=\"0 0 16 16\" fill=\"none\" aria-hidden=\"true\"><circle cx=\"8\" cy=\"8\" r=\"7\" stroke=\"#fff\" stroke-width=\"1.6\"\/><rect x=\"7.1\" y=\"6.7\" width=\"1.8\" height=\"5\" rx=\"0.9\" fill=\"#fff\"\/><circle cx=\"8\" cy=\"4.4\" r=\"1.1\" fill=\"#fff\"\/><\/svg>\n    <span>Unverbindliche Sch\u00e4tzung \u2014 Werte 2026. Ersetzt weder Ihre Gehaltsabrechnung noch eine pers\u00f6nliche Beratung.<\/span>\n  <\/div>\n\n  <!-- CORPS -->\n  <div class=\"fge-body\">\n\n    <!-- SAISIE -->\n    <section class=\"fge-panel fge-left\">\n      <p class=\"fge-section-label\">Ihre Situation<\/p>\n\n      <div class=\"fge-field\">\n        <label class=\"fge-lab\">Steuerlicher Status<\/label>\n        <div class=\"fge-seg fge-seg-status\" role=\"group\" aria-label=\"Steuerlicher Status\">\n          <button type=\"button\" data-mode=\"fr\" aria-pressed=\"true\">Grenzg\u00e4nger<small>Steuer in Frankreich<\/small><\/button>\n          <button type=\"button\" data-mode=\"de\" aria-pressed=\"false\">Ohne Status<small>Steuer in Deutschland<\/small><\/button>\n        <\/div>\n        <p class=\"fge-hint\" id=\"status-hint\"><\/p>\n      <\/div>\n\n      <div class=\"fge-field\">\n        <label class=\"fge-lab\" for=\"fge-brut\">Deutsches Bruttogehalt<\/label>\n        <div class=\"fge-amount\"><input id=\"fge-brut\" type=\"text\" inputmode=\"decimal\" autocomplete=\"off\" placeholder=\"4 000\"><span>\u20ac<\/span><\/div>\n        <div class=\"fge-field\" style=\"margin:10px 0 0\">\n          <div class=\"fge-seg\" role=\"group\" aria-label=\"P\u00e9riode du montant saisi\">\n            <button type=\"button\" data-per=\"mois\" aria-pressed=\"true\">Monatlich<\/button>\n            <button type=\"button\" data-per=\"an\" aria-pressed=\"false\">J\u00e4hrlich<\/button>\n          <\/div>\n        <\/div>\n        <div class=\"fge-field\" id=\"fge-mois-field\" style=\"margin:10px 0 0\">\n          <label class=\"fge-lab\" for=\"fge-mois\">Anzahl der Monatsgeh\u00e4lter pro Jahr<\/label>\n          <select id=\"fge-mois\">\n            <option value=\"12\" selected>12 Monate<\/option>\n            <option value=\"13\">13 Monate (13. Gehalt \/ Jahrespr\u00e4mie)<\/option>\n          <\/select>\n          <p class=\"fge-hint\" id=\"fge-mois-hint\">W\u00e4hlen Sie 13, wenn Ihr Arbeitgeber ein 13. Monatsgehalt (Weihnachtsgeld) zahlt.<\/p>\n        <\/div>\n        <p class=\"fge-hint\">Vom Arbeitgeber gezahltes Bruttogehalt, vor Abz\u00fcgen.<\/p>\n      <\/div>\n\n      <div class=\"fge-row fge-pair\">\n        <div class=\"fge-field\">\n          <label class=\"fge-lab\" for=\"fge-situation\">Familienstand<\/label>\n          <select id=\"fge-situation\">\n            <option value=\"seul\" selected>Ledig \/ getrennte Veranlagung<\/option>\n            <option value=\"couple\">Verheiratet \/ verpartnert (Zusammenveranlagung)<\/option>\n          <\/select>\n          <p class=\"fge-hint\" id=\"fge-sit-hint\"><\/p>\n        <\/div>\n        <div class=\"fge-field\" style=\"flex:0 0 110px\">\n          <label class=\"fge-lab\" for=\"fge-enfants\">Kinder<\/label>\n          <input id=\"fge-enfants\" type=\"number\" min=\"0\" max=\"10\" step=\"1\" value=\"0\">\n        <\/div>\n      <\/div>\n\n      <div class=\"fge-field\">\n        <label class=\"fge-lab\" for=\"fge-zusatz\">Zusatzbeitrag Krankenversicherung<\/label>\n        <div class=\"fge-amount fge-amount-sm\"><input id=\"fge-zusatz\" type=\"text\" inputmode=\"decimal\" autocomplete=\"off\" value=\"2,9\"><span>%<\/span><\/div>\n        <div class=\"fge-presets\">\n          <button type=\"button\" data-z=\"2,9\">Durchschnitt \u00b7 2,90 %<\/button>\n          <button type=\"button\" data-z=\"2,47\">AOK RP\/Sarre \u00b7 2,47 %<\/button>\n        <\/div>\n        <p class=\"fge-hint\">Kassenspezifischer Satz, je zur H\u00e4lfte von Arbeitgeber und Arbeitnehmer getragen.<\/p>\n      <\/div>\n\n      <div class=\"fge-field fge-check\" id=\"fge-kinderlos-field\">\n        <label><input type=\"checkbox\" id=\"fge-kinderlos\" checked> <span>Kinderlos, 23 Jahre oder \u00e4lter<small>Pflegezuschlag +0,6 Pp (vom Arbeitnehmer getragen).<\/small><\/span><\/label>\n      <\/div>\n\n      <div class=\"fge-field only-de\">\n        <label class=\"fge-lab\" for=\"fge-regime\">Steuerpflicht (Deutschland)<\/label>\n        <select id=\"fge-regime\">\n          <option value=\"limitee\" selected>Beschr\u00e4nkte Steuerpflicht \u2014 Standard (Klasse I)<\/option>\n          <option value=\"illimitee\">Unbeschr\u00e4nkte Steuerpflicht \u2014 auf Antrag<\/option>\n        <\/select>\n        <p class=\"fge-hint\">Standardm\u00e4\u00dfig: von Rechts wegen besteuert <b>limit\u00e9e<\/b> (Klasse I, ohne Splitting, auch verheiratet). Auf Antrag: Besteuerung <b>illimit\u00e9e \u00ab fictive \u00bb<\/b> wenn mindestens 90 % der Eink\u00fcnfte in Deutschland besteuert werden (oder Eink\u00fcnfte au\u00dferhalb Deutschlands \u2264 12 348 \u20ac) \u2014 erm\u00f6glicht das Splitting f\u00fcr Paare, deren Partner in der EU\/EWR wohnt.<\/p>\n      <\/div>\n\n      <div class=\"fge-field fge-check\">\n        <label><input type=\"checkbox\" id=\"fge-saar\"> <span>Ich arbeite im Saarland<small>Beitrag zur Arbeitskammer : 0,15 % des Bruttos, max. 12,67 \u20ac\/Monat. Von allen im Saarland Besch\u00e4ftigten geschuldet, auch Grenzg\u00e4ngern.<\/small><\/span><\/label>\n      <\/div>\n    <\/section>\n\n    <!-- R\u00c9SULTATS -->\n    <section class=\"fge-panel\" id=\"fge-out\" aria-live=\"polite\">\n      <div class=\"fge-result-head\">\n        <p class=\"fge-section-label\" style=\"margin:0\">Sch\u00e4tzung<\/p>\n        <span class=\"per\" id=\"fge-per-lbl\">pro Monat<\/span>\n      <\/div>\n      <div id=\"fge-results\">\n        <div class=\"fge-placeholder\"><span class=\"big\">\u21b3 Geben Sie Ihr Bruttogehalt ein<\/span>Die Aufschl\u00fcsselung: Beitr\u00e4ge &amp; Steuer erscheint hier.<\/div>\n      <\/div>\n    <\/section>\n  <\/div>\n\n  <!-- DISCLAIMER -->\n  <footer class=\"fge-foot\">\n    <p><strong>Haftungsausschluss.<\/strong> Dieser Rechner wird ausschlie\u00dflich zu Informationszwecken bereitgestellt <strong>rein informativ und unverbindlich<\/strong>. Die Ergebnisse sind Sch\u00e4tzungen auf Basis einer vereinfachten Methode und stellen weder eine Gehaltsabrechnung noch eine pers\u00f6nliche Steuer- oder Sozialberatung noch eine Zusage von Frontaliers Grand Est dar.<\/p>\n    <p><strong>Grenzg\u00e4nger (Besteuerung in Frankreich) :<\/strong> der deutsche Arbeitgeber beh\u00e4lt nur die Sozialabgaben ein. Die Einkommensteuer wird nicht vom Lohn einbehalten; sie ist an die franz\u00f6sische Finanzverwaltung geschuldet und wird separat gezahlt via le pr\u00e9l\u00e8vement \u00e0 la source (acompte contemporain). Il figure donc \u00e0 part, apr\u00e8s le net vers\u00e9. Le montant r\u00e9el d\u00e9pend de l&#8217;ensemble du foyer fiscal. <strong>Ohne Status (Besteuerung in Deutschland) :<\/strong> wird der Arbeitnehmer von Rechts wegen in Deutschland besteuert, durch eine als abgeltend geltende Quellensteuer (keine Pflicht zur j\u00e4hrlichen Erkl\u00e4rung). Standardm\u00e4\u00dfig ist die Besteuerung <em>limit\u00e9e<\/em> (Klasse I, ohne Splitting). Auf Antrag ist die Besteuerung <em>illimit\u00e9e \u00ab fictive \u00bb<\/em> ist m\u00f6glich, wenn mindestens 90 % der Eink\u00fcnfte in Deutschland besteuert werden (oder Eink\u00fcnfte au\u00dferhalb Deutschlands \u2264 12 348 \u20ac), ce qui erm\u00f6glicht das Splitting f\u00fcr Paare, deren Partner in der EU\/EWR wohnt. Die deutsche Kirchensteuer betrifft einen in Frankreich Ans\u00e4ssigen nicht. Das Splitting (unbeschr\u00e4nkte Steuerpflicht) wird unter der Annahme eines Ehepartners ohne eigenes Einkommen berechnet; ein Ehepartner mit eigenem Einkommen w\u00fcrde den Satz erh\u00f6hen (Progressionsvorbehalt), nicht modelliert. Sch\u00e4tzung nach \u00a7 32a EStG nach Pauschalen und Vorsorge, ohne Besonderheiten der monatlichen Steuerklasse und ohne Kindervorteile. Die Beitragsberechnung setzt ein Gehalt oberhalb des Midijob-Bereichs (\u2248 2 000 \u20ac\/Monat) voraus; darunter ist der Arbeitnehmeranteil reduziert. Ein etwaiges 13. Monatsgehalt wird \u00fcber das Jahr verteilt (die sozialversicherungsrechtliche Sonderbehandlung von Einmalzahlungen ist nicht modelliert). Eine private Krankenversicherung (PKV) wird nicht ber\u00fccksichtigt.<\/p>\n    <p class=\"fge-src\">Werte 2026 \u2014 Quellen: Sozialversicherungsrechengr\u00f6\u00dfen-Verordnung 2026 (Beitr\u00e4ge &amp; Bemessungsgrenzen) \u00b7 \u00a732a EStG \/ Bundesfinanzministerium \u00b7 Haushaltsgesetz 2026 &amp; <a href=\"https:\/\/www.service-public.fr\" target=\"_blank\" rel=\"noopener\">service-public.fr<\/a> (Einkommensteuertarif) \u00b7 Arbeitskammer des Saarlandes. Pr\u00fcfen Sie die aktuellen Werte vor jeder Entscheidung.<\/p>\n  <\/footer>\n<\/div>\n<script>\n(function(){\n  \"use strict\";\n  var root = document.getElementById('fge-sim-de');\n\n  \/* ===== Donn\u00e9es 2026 ===== *\/\n  var DE = {bbgRV:101400, bbgKV:69750, rvEmp:0.093, avEmp:0.013, kvEmp:0.073,\n    pvBase:0.018, pvKinderlos:0.006, pvChildRed:0.0025, werbung:1230, sonder:36,\n    soliSeul:20350, soliCouple:40700, soliRate:0.055, soliMild:0.119};\n  var FR = {tranches:[[11600,0],[29579,0.11],[84577,0.30],[181917,0.41],[Infinity,0.45]],\n    abMin:509, abMax:14556, qfPlaf:1807, decSeul:897, decCouple:1483, decTaux:0.4525};\n\n  var eur  = new Intl.NumberFormat('fr-FR',{style:'currency',currency:'EUR',minimumFractionDigits:0,maximumFractionDigits:0});\n  var eur2 = new Intl.NumberFormat('fr-FR',{style:'currency',currency:'EUR',minimumFractionDigits:2,maximumFractionDigits:2});\n  var pct  = new Intl.NumberFormat('fr-FR',{style:'percent',minimumFractionDigits:1,maximumFractionDigits:1});\n  function pc(v){return v.toLocaleString('fr-FR',{minimumFractionDigits:2,maximumFractionDigits:2})+'\\u00a0%';}\n  function parseAmount(s){            \/\/ montants : g\u00e8re espaces, point\/virgule milliers ET d\u00e9cimale\n    if(s==null) return NaN;\n    s=(''+s).replace(\/[\\s\\u00a0\\u202f\u20ac]\/g,'');\n    if(s==='') return NaN;\n    var hasC=s.indexOf(',')>=0, hasD=s.indexOf('.')>=0;\n    if(hasC && hasD){                 \/\/ les deux : le dernier s\u00e9parateur est d\u00e9cimal\n      if(s.lastIndexOf(',')>s.lastIndexOf('.')) s=s.replace(\/\\.\/g,'').replace(',','.'); \/\/ 1.234,56 (FR)\n      else s=s.replace(\/,\/g,'');                                                        \/\/ 1,234.56 (US)\n    } else if(hasC){\n      s=s.replace(\/\\.\/g,'').replace(',','.');     \/\/ virgule = d\u00e9cimale (FR)\n    } else if(hasD){\n      var p=s.split('.');\n      if(p.length>2) s=p.join('');                \/\/ plusieurs points = milliers : 1.234.567\n      else if(p[1].length===3) s=p.join('');      \/\/ un point + 3 chiffres = milliers : 3.500 -> 3500\n      \/\/ sinon (1 ou 2 chiffres) : point d\u00e9cimal conserv\u00e9\n    }\n    var v=parseFloat(s); return isNaN(v)?NaN:v;\n  }\n  function parseDecimal(s){           \/\/ pourcentages : point ou virgule = d\u00e9cimale\n    if(s==null) return NaN;\n    s=(''+s).replace(\/[\\s\\u00a0\\u202f%]\/g,'').replace(',','.');\n    var v=parseFloat(s); return isNaN(v)?NaN:v;\n  }\n\n  function baremeFR(r){var t=0,p=0;for(var i=0;i<FR.tranches.length;i++){var c=FR.tranches[i][0],rt=FR.tranches[i][1];\n    if(r>c){t+=(c-p)*rt;p=c;}else{t+=(r-p)*rt;break;}}return Math.max(0,t);}\n  function estDE(z){z=Math.floor(Math.max(0,z));\n    if(z<=12348)return 0;\n    if(z<=17799){var y=(z-12348)\/1e4;return (914.51*y+1400)*y;}\n    if(z<=69878){var x=(z-17799)\/1e4;return (181.19*x+2397)*x+1025.38;}\n    if(z<=277825)return 0.42*z-10637.32;\n    return 0.45*z-18971.07;}\n\n  \/* ===== \u00e9tat ===== *\/\n  var mode='fr', periode='mois';\n  var inp=root.querySelector('#fge-brut'), selSit=root.querySelector('#fge-situation'),\n      inpEnf=root.querySelector('#fge-enfants'), inpZus=root.querySelector('#fge-zusatz'),\n      chkKL=root.querySelector('#fge-kinderlos'), selReg=root.querySelector('#fge-regime'),\n      chkSaar=root.querySelector('#fge-saar'), out=root.querySelector('#fge-results'),\n      perLbl=root.querySelector('#fge-per-lbl'), hint=root.querySelector('#status-hint'),\n      sitHint=root.querySelector('#fge-sit-hint'), klField=root.querySelector('#fge-kinderlos-field'),\n      selMois=root.querySelector('#fge-mois'), moisField=root.querySelector('#fge-mois-field'),\n      moisHint=root.querySelector('#fge-mois-hint');\n\n  function setMode(m){mode=m;root.setAttribute('data-mode',m);\n    root.querySelectorAll('.fge-seg-status button').forEach(function(b){b.setAttribute('aria-pressed', b.getAttribute('data-mode')===m);});\n    hint.textContent = m==='fr'\n      ? \"Sie kehren grunds\u00e4tzlich t\u00e4glich an Ihren Wohnsitz zur\u00fcck (Grenzzone): Besteuerung in Frankreich.\"\n      : \"Vous ne remplissez pas les conditions du statut : imposable de plein droit in Deutschland, par retenue \u00e0 la source.\";\n    calcule();}\n\n  function calcule(){\n    var raw=parseAmount(inp.value);\n    perLbl.textContent = periode==='mois' ? 'pro Monat' : 'pro Jahr';\n    if(isNaN(raw)||raw<=0){\n      out.innerHTML='<div class=\"fge-placeholder\"><span class=\"big\">\\u21B3 Geben Sie Ihr Bruttogehalt ein<\/span>Die Aufschl\u00fcsselung: Beitr\u00e4ge &amp; Steuer erscheint hier.<\/div>';\n      return;}\n    var nbMois = parseInt(selMois.value,10)||12;\n    var brutAn = periode==='mois' ? raw*nbMois : raw;\n    var couple = selSit.value==='couple';\n    var enfants = Math.max(0, Math.round(parseAmount(inpEnf.value)||0));\n    var zus = (parseDecimal(inpZus.value)||0)\/100;\n    var kinderlos = chkKL.checked;\n\n    \/* --- pilotage de l'interface --- *\/\n    \/\/ le nombre de mensualit\u00e9s n'a de sens qu'en saisie mensuelle\n    var moisActif = (periode==='mois');\n    selMois.disabled = !moisActif;\n    moisField.style.opacity = moisActif ? '' : '.5';\n    moisHint.textContent = moisActif\n      ? \"W\u00e4hlen Sie 13, wenn Ihr Arbeitgeber ein 13. Monatsgehalt (Weihnachtsgeld) zahlt.\"\n      : \"Le montant annuel saisi inclut d\u00e9j\u00e0 toutes les mensualit\u00e9s.\";\n    var regimeIllim = selReg.value==='illimitee';\n    var deLimitee = (mode==='de' && !regimeIllim);\n    \/\/ \u00ab mari\u00e9 \u00bb est sans effet sur l'imp\u00f4t allemand en imposition limit\u00e9e (classe I)\n    selSit.disabled = deLimitee;\n    sitHint.textContent = deLimitee\n      ? \"Sans effet ici : en imposition limit\u00e9e, classe I (pas de splitting).\"\n      : (mode==='de'\n          ? \"Verheiratet: Splitting angewendet (unter Annahme eines Ehepartners ohne eigenes Einkommen).\"\n          : \"D\u00e9termine le nombre de parts (quotient familial).\");\n    \/\/ la majoration \u00ab sans enfant \u00bb n'a de sens que s'il n'y a aucun enfant\n    klField.style.display = (enfants>=1) ? 'none' : '';\n    \/* --- Sozialabgaben (annuel) --- *\/\n    var baseRV=Math.min(brutAn,DE.bbgRV), baseKV=Math.min(brutAn,DE.bbgKV);\n    var cRV=baseRV*DE.rvEmp, cAV=baseRV*DE.avEmp;\n    var tKV=DE.kvEmp+zus\/2, cKV=baseKV*tKV;\n    var tPV=DE.pvBase;\n    if(enfants===0 && kinderlos) tPV+=DE.pvKinderlos;\n    else if(enfants>=2) tPV-=DE.pvChildRed*Math.min(enfants-1,4);\n    tPV=Math.max(0,tPV); var cPV=baseKV*tPV;\n    var cSaar = chkSaar.checked ? baseRV*0.0015 : 0;\n    var totalSoc = cRV+cAV+cKV+cPV+cSaar;\n    var netSocialAn = brutAn-totalSoc;\n\n    \/* --- imp\u00f4t --- *\/\n    var html='', d=(periode==='mois')?12:1;\n    function L(lab,sub,valAn,cls){return '<div class=\"fge-line'+(cls?' '+cls:'')+'\"><span class=\"lab\">'+lab+\n      (sub?'<small>'+sub+'<\/small>':'')+'<\/span><span class=\"val\">'+eur2.format(valAn\/d)+'<\/span><\/div>';}\n\n    \/\/ bloc commun : brut + cotisations (toujours en premier)\n    html += L('Bruttogehalt','',brutAn,'');\n    html += L('Rentenvers.','Rentenversicherung \u00b7 '+pc(DE.rvEmp*100),cRV,'minus');\n    html += L('Arbeitslosenvers.','Arbeitslosenversicherung \u00b7 '+pc(DE.avEmp*100),cAV,'minus');\n    html += L('Krankenvers.','Krankenversicherung \u00b7 '+pc(tKV*100),cKV,'minus');\n    html += L('Pflegevers.','Pflegeversicherung \u00b7 '+pc(tPV*100),cPV,'minus');\n    if(cSaar>0) html += L('Chambre du travail Sarre','Arbeitskammer \u00b7 0,15\\u00a0%',cSaar,'minus');\n    html += L('Sozialabgaben gesamt','',totalSoc,'sub');\n    if(nbMois>12 && periode==='mois') html += '<p class=\"fge-hint\" style=\"margin:8px 0 2px\">13\u1d49 mois inclus : les montants \u00ab \/ mois \u00bb sont liss\u00e9s sur 12 Monate (total annuel \u00f7 12).<\/p>';\n\n    if(mode==='de'){\n      var illim = regimeIllim;\n      var splitting = illim && couple;   \/\/ splitting r\u00e9serv\u00e9 \u00e0 l'unbeschr\u00e4nkte Steuerpflicht + couple\n      var vorsorge = cRV + baseKV*(0.07+zus\/2) + cPV;\n      var zvE = Math.max(0, brutAn-DE.werbung-DE.sonder-vorsorge);\n      var est = splitting ? 2*estDE(zvE\/2) : estDE(zvE);\n      var fran = splitting?DE.soliCouple:DE.soliSeul;\n      var soli = est>fran ? Math.min(DE.soliMild*(est-fran), DE.soliRate*est) : 0;\n      var impotDE = est+soli;\n      var regTxt = illim ? ('unbeschr\u00e4nkte Steuerpflicht'+(splitting?' \u00b7 splitting':' \u00b7 classe I')) : 'beschr\u00e4nkte Steuerpflicht \u00b7 Klasse I';\n      html += L('Einkommensteuer','Einkommensteuer (\u00a732a EStG) \u00b7 '+regTxt,est,'minus');\n      if(soli>0) html += L('Solidarit\u00e4tszuschlag','Solidarit\u00e4tszuschlag \u00b7 5,5\\u00a0%',soli,'minus');\n      var netDE = netSocialAn-impotDE;\n      html += '<div class=\"fge-net\"><span class=\"arrow\">BRUT \u25b8 NET<\/span>'+\n        '<div class=\"net-lab\">Nettogehalt '+(periode==='mois'?'\/ Monat':'\/ Jahr')+'<\/div>'+\n        '<div class=\"net-val\">'+eur2.format(netDE\/d)+'<\/div>'+\n        '<div class=\"net-foot\"><span>Soit <b>'+pct.format(netDE\/brutAn)+'<\/b> du brut<\/span>'+\n        '<span>Netto j\u00e4hrlich : <b>'+eur.format(netDE)+'<\/b> \u00b7 \/mois : <b>'+eur.format(netDE\/12)+'<\/b><\/span><\/div><\/div>';\n      out.innerHTML = html;\n      return;\n    }\n\n    \/* === FRONTALIER : net vers\u00e9 = net social ; imp\u00f4t FR au second plan === *\/\n    html += '<div class=\"fge-net\"><span class=\"arrow\">BRUT \u25b8 NET<\/span>'+\n      '<div class=\"net-lab\">Nettogehalt gezahlt '+(periode==='mois'?'\/ Monat':'\/ Jahr')+'<\/div>'+\n      '<div class=\"net-val\">'+eur2.format(netSocialAn\/d)+'<\/div>'+\n      '<div class=\"net-foot\"><span>Soit <b>'+pct.format(netSocialAn\/brutAn)+'<\/b> du brut<\/span>'+\n      '<span>Vom Arbeitgeber gezahlt, vor Steuer<\/span><\/div><\/div>';\n\n    \/\/ calcul de l'imp\u00f4t fran\u00e7ais\n    var ab=Math.min(Math.max(netSocialAn*0.10,FR.abMin),FR.abMax);\n    var rev=Math.max(0,netSocialAn-ab);\n    var bp=couple?2:1, cp=0; if(enfants>=1)cp+=0.5; if(enfants>=2)cp+=0.5; if(enfants>2)cp+=(enfants-2);\n    var parts=bp+cp;\n    var irF=baremeFR(rev\/parts)*parts, irB=baremeFR(rev\/bp)*bp;\n    var ed=(parts-bp)\/0.5, ir=irF;\n    if(ed>0){var mx=FR.qfPlaf*ed; if((irB-irF)>mx) ir=irB-mx;}\n    var pl=couple?FR.decCouple:FR.decSeul;\n    if(ir>0){var dec=Math.max(0,pl-FR.decTaux*ir); ir=Math.max(0,ir-dec);}\n    var netApres = netSocialAn-ir;\n\n    html += '<div class=\"fge-aside\">'+\n      '<p class=\"ttl\">\u25b8 Franz\u00f6sische Einkommensteuer \u2014 nachrangig<\/p>'+\n      '<div class=\"impot-row\"><span class=\"lab\">\\u00c0 r\u00e9gler \u00e0 l\\'administration fran\u00e7aise<\/span>'+\n        '<span class=\"val\">'+eur2.format(ir\/d)+'<\/span><\/div>'+\n      '<div class=\"apres\"><span>Gesch\u00e4tzter Rest nach franz\u00f6sischer Steuer<\/span>'+\n        '<b>'+eur2.format(netApres\/d)+' '+(periode==='mois'?'\/ Monat':'\/ Jahr')+'<\/b><\/div>'+\n      '<small>Nicht vom deutschen Arbeitgeber einbehalten. Wird von Frankreich separat \u00fcber die Quellensteuer erhoben (acompte contemporain). '+\n      'Estimation pour '+(couple?'un couple':'une personne seule')+' \u00e0 '+parts.toLocaleString('fr-FR')+' part'+(parts>1?'s':'')+', '+\n      'sans autre revenu du foyer. Imp\u00f4t annuel estim\u00e9 : '+eur.format(ir)+'.<\/small>'+\n      '<\/div>';\n\n    out.innerHTML = html;\n  }\n\n  \/\/ statut\n  root.querySelectorAll('.fge-seg-status button').forEach(function(b){\n    b.addEventListener('click',function(){setMode(b.getAttribute('data-mode'));});});\n  \/\/ p\u00e9riode\n  root.querySelectorAll('.fge-seg button[data-per]').forEach(function(b){\n    b.addEventListener('click',function(){\n      root.querySelectorAll('.fge-seg button[data-per]').forEach(function(x){x.setAttribute('aria-pressed','false');});\n      b.setAttribute('aria-pressed','true'); periode=b.getAttribute('data-per'); calcule();});});\n  \/\/ presets zusatzbeitrag\n  root.querySelectorAll('.fge-presets button').forEach(function(b){\n    b.addEventListener('click',function(){inpZus.value=b.getAttribute('data-z'); calcule();});});\n\n  [inp,inpEnf,inpZus].forEach(function(el){el.addEventListener('input',calcule);});\n  inp.addEventListener('blur',function(){           \/\/ reformate \u00ab 3.500 \u00bb -> \u00ab 3 500 \u00bb : confirme la lecture\n    var v=parseAmount(inp.value);\n    if(!isNaN(v)&&v>0) inp.value=v.toLocaleString('fr-FR',{maximumFractionDigits:2});\n  });\n  [selSit,selReg,selMois].forEach(function(el){el.addEventListener('change',calcule);});\n  [chkKL,chkSaar].forEach(function(el){el.addEventListener('change',calcule);});\n\n  setMode('fr');\n})();\n<\/script>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<!-- ================================================================\n  BLOC \u00ab L'ESSENTIEL + FAQ \u00bb \u2014 Frontaliers France \/ Allemagne\n  \u00c0 coller dans un bloc \u00ab HTML personnalis\u00e9 \u00bb WordPress, s\u00e9par\u00e9 du\n  simulateur (typiquement juste en dessous, ou plus bas dans la page).\n\n  \u2022 Autonome : polices embarqu\u00e9es, AUCUN appel externe (RGPD).\n  \u2022 CSS encapsul\u00e9 sous #fge-faq-de : aucun conflit avec le th\u00e8me,\n    le simulateur (#fge-sim-de) ou le simulateur Luxembourg (#fge-sim).\n  \u2022 Contient le balisage JSON-LD FAQPage (rich results Google).\n    \/!\\ N'avoir QU'UN SEUL balisage FAQPage par page : ne pas dupliquer\n    ce bloc, et retirer tout autre JSON-LD FAQ \u00e9ventuel de la page.\n================================================================= -->\n\n<style>\n\/* Polices embarqu\u00e9es (aucun appel externe \u2013 RGPD). 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\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format('woff2');}\n#fge-faq-de{\n  --encre:#16181D; --vert:#1B661E; --voile:#CEDEC7; --voile-doux:#F8FAED;\n  --trait:#DBE6D4; --gris:#5C5C5C; --blanc:#FFFFFF;\n  --pixel:'Silkscreen','Courier New',monospace;\n  --titre:'Roboto Condensed','Arial Narrow',system-ui,sans-serif;\n  --corps:'Roboto Condensed',system-ui,-apple-system,'Segoe UI',sans-serif;\n  font-family:var(--corps); color:var(--encre); max-width:980px; margin:0 auto;\n  line-height:1.4; box-sizing:border-box;\n}\n#fge-faq-de *,#fge-faq-de *::before,#fge-faq-de *::after{box-sizing:border-box;}\n\n\/* Das Wesentliche *\/\n#fge-faq-de .fge-essentiel{border:2px solid var(--encre);border-radius:14px;background:var(--voile);\n  padding:18px 24px;font-size:14.5px;line-height:1.55;}\n#fge-faq-de .fge-essentiel .lab{font-family:var(--pixel);font-size:11px;letter-spacing:.4px;color:var(--vert);\n  text-transform:uppercase;display:block;margin-bottom:8px;}\n#fge-faq-de .fge-essentiel b{color:var(--encre);}\n\n\/* FAQ *\/\n#fge-faq-de .fge-faq{border:2px solid var(--encre);border-radius:14px;background:var(--blanc);\n  padding:20px 24px 6px;margin-top:18px;}\n#fge-faq-de .fge-faq h2{font-family:var(--titre);font-weight:700;text-transform:uppercase;letter-spacing:.4px;\n  font-size:20px;color:var(--encre);margin:0 0 12px;}\n#fge-faq-de .fge-faq details{border-bottom:1px solid var(--trait);}\n#fge-faq-de .fge-faq summary{list-style:none;cursor:pointer;padding:14px 30px 14px 0;position:relative;\n  font-family:var(--titre);font-weight:700;font-size:16px;color:var(--encre);}\n#fge-faq-de .fge-faq summary::-webkit-details-marker{display:none;}\n#fge-faq-de .fge-faq summary::after{content:\"+\";position:absolute;right:2px;top:12px;font-family:var(--titre);\n  font-size:24px;font-weight:700;color:var(--vert);line-height:1;}\n#fge-faq-de .fge-faq details[open] summary::after{content:\"\\2013\";}\n#fge-faq-de .fge-faq summary:focus-visible{outline:3px solid #41B33D;outline-offset:2px;}\n#fge-faq-de .fge-faq .rep{padding:0 0 15px;font-size:14.5px;line-height:1.6;color:#33372f;}\n#fge-faq-de .fge-faq .rep i{color:var(--gris);}\n@media (prefers-reduced-motion:reduce){#fge-faq-de *{transition:none!important;}}\n<\/style>\n\n<div id=\"fge-faq-de\">\n\n  <div class=\"fge-essentiel\">\n    <span class=\"lab\">&#9656; Das Wesentliche<\/span>\n    Ihr deutsches Bruttogehalt wird zun\u00e4chst um die <b>Sozialabgaben<\/b> (environ 21 \u00e0 22 % du brut). Was \u00fcbrig bleibt, h\u00e4ngt dann von Ihrem Status ab. <b>Mit Grenzg\u00e4ngerstatus<\/b>werden Sie besteuert <b>en France<\/b> : die Steuer wird nicht vom deutschen Lohn einbehalten, mais r\u00e9gl\u00e9 separat an die franz\u00f6sische Finanzverwaltung (Quellensteuer \/ laufende Vorauszahlung). <b>Ohne diesen Status<\/b>, wird die Steuer einbehalten <b>en Allemagne<\/b> an der Quelle (standardm\u00e4\u00dfig beschr\u00e4nkte, auf Antrag unbeschr\u00e4nkte Steuerpflicht). Sch\u00e4tzung nach den Werten 2026.\n  <\/div>\n\n  <div class=\"fge-faq\">\n    <h2>H\u00e4ufige Fragen<\/h2>\n    <details>\n      <summary>Wie kommt man in Deutschland vom Brutto zum Netto<\/summary>\n      <div class=\"rep\">Zun\u00e4chst werden vom Bruttogehalt die Sozialabgaben abgezogen (Rente, Arbeitslosigkeit, Kranken, Pflege), rund 21 bis 22 %. Anschlie\u00dfend die Steuer: in Frankreich geschuldet mit Grenzg\u00e4ngerstatus, sonst in Deutschland einbehalten.<\/div>\n    <\/details>\n    <details>\n      <summary>Zahlt ein Grenzg\u00e4nger ses Steuern en France ou in Deutschland ?<\/summary>\n      <div class=\"rep\">Mit Grenzg\u00e4ngerstatus, l&#8217;imp&ocirc;t est d&ucirc; <i>en France<\/i> und wird nicht vom deutschen Arbeitgeber einbehalten: sie wird \u00fcber die franz\u00f6sische Quellensteuer gezahlt. Ohne diesen Status wird der Arbeitnehmer besteuert <i>en Allemagne<\/i>, an der Quelle.<\/div>\n    <\/details>\n    <details>\n      <summary>Wie hoch sind die deutschen Sozialabgaben ?<\/summary>\n      <div class=\"rep\">Der Arbeitnehmeranteil betr\u00e4gt rund 21 bis 22 % des Bruttos 2026 (bis zu den Bemessungsgrenzen) : Rente 9,3 %, Arbeitslosigkeit 1,3 %, Kranken 7,3 % + die H\u00e4lfte des kassenspezifischen Zusatzbeitrags, d\u00e9pendance 1,8 % (avec majoration sans enfant et r\u00e9ductions par enfant).<\/div>\n    <\/details>\n    <details>\n      <summary>Was bedeuten beschr\u00e4nkte und unbeschr\u00e4nkte Steuerpflicht ?<\/summary>\n      <div class=\"rep\">Ohne Grenzg\u00e4ngerstatus sind Sie in Deutschland steuerpflichtig. Standardm\u00e4\u00dfig ist die Besteuerung <i>limit\u00e9e<\/i> (Klasse I, ohne Splitting). Auf Antrag ist die Besteuerung <i>illimit\u00e9e \u00ab fictive \u00bb<\/i> ist m\u00f6glich, wenn mindestens 90 % Ihrer Eink\u00fcnfte in Deutschland besteuert werden: sie erm\u00f6glicht das Splitting f\u00fcr Paare, deren Partner in der EU\/EWR wohnt.<\/div>\n    <\/details>\n    <details>\n      <summary>Wird das 13. Monatsgehalt ber\u00fccksichtigt ?<\/summary>\n      <div class=\"rep\">Ja: W\u00e4hlen Sie \u201e13 Monate\u201c im Rechner, wenn Ihr Arbeitgeber ein 13. Monatsgehalt (Weihnachtsgeld) zahlt. Die Berechnung erfolgt auf Jahresbasis; die als \u201e\/ Monat\u201c angezeigten Betr\u00e4ge werden dann auf zw\u00f6lf Monate verteilt. Die sozialversicherungsrechtliche Sonderbehandlung von Einmalzahlungen ist nicht modelliert.<\/div>\n    <\/details>\n    <details>\n      <summary>Was ist der Arbeitskammer-Beitrag im Saarland<\/summary>\n      <div class=\"rep\">Das ist der Beitrag zur Arbeitskammer des Saarlandes : 0,15 % des Bruttos (h\u00f6chstens 12,67 \u20ac\/Monat 2026), geschuldet von allen im Saarland Besch\u00e4ftigten, auch franz\u00f6sischen Grenzg\u00e4ngern. Aktivieren Sie \u201eIch arbeite im Saarland\u201c pour l&#8217;inclure.<\/div>\n    <\/details>\n  <\/div>\n<\/div>\n\n<script type=\"application\/ld+json\">\n{\"@context\":\"https:\/\/schema.org\",\"@type\":\"FAQPage\",\"mainEntity\":[\n{\"@type\":\"Question\",\"name\":\"Wie kommt man in Deutschland vom Brutto zum Netto\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Zun\u00e4chst werden vom Bruttogehalt die Sozialabgaben abgezogen (retraite, chomage, maladie, dependance), soit environ 21 a 22 %. Anschlie\u00dfend die Steuer : du en France si vous avez le statut de frontalier, preleve in Deutschland sinon.\"}},\n{\"@type\":\"Question\",\"name\":\"Zahlt ein Grenzg\u00e4nger ses impots en France ou in Deutschland ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Mit Grenzg\u00e4ngerstatus, l'impot est du en France et n'est pas preleve par l'employeur allemand : il est regle via le prelevement a la source francais. Sans le statut, le salarie est impose in Deutschland, a la source.\"}},\n{\"@type\":\"Question\",\"name\":\"Wie hoch sind die deutschen Sozialabgaben ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"La part salariale represente environ 21 a 22 % du brut en 2026 : Rente 9,3 %, Arbeitslosigkeit 1,3 %, Kranken 7,3 % plus die H\u00e4lfte des Zusatzbeitrags, Pflege 1,8 %, bis zu den Bemessungsgrenzen.\"}},\n{\"@type\":\"Question\",\"name\":\"Que veulent dire imposition limitee et illimitee ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Ohne Status de frontalier, vous etes imposable in Deutschland. Par defaut l'imposition est limitee (Klasse I, ohne Splitting). Auf Antrag ist die Besteuerung illimitee fictive est possible si au moins 90 % des revenus sont imposes in Deutschland, ce qui ouvre le splitting pour un couple dont le conjoint reside dans l'UE\/EEE.\"}},\n{\"@type\":\"Question\",\"name\":\"Le 13e Monatsgehalt wird ber\u00fccksichtigt ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Ja: W\u00e4hlen Sie 13 Monate im Rechner, wenn Ihr Arbeitgeber ein 13.e mois. Le calcul se fait sur le total annuel et les montants mensuels sont lisses sur douze mois.\"}},\n{\"@type\":\"Question\",\"name\":\"Was ist der Arbeitskammer-Beitrag im Saarland\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"C'est la cotisation a la Chambre du travail de la Sarre : 0,15 % du brut, au maximum 12,67 euros pro Monat en 2026, due par tous les salaries employes en Sarre, frontaliers francais compris.\"}}\n]}\n<\/script>\n\n\n\n<p class=\"wp-block-paragraph\"><\/p>\n\n\n\n<nav class=\"frge-simulateurs-lies\" aria-label=\"Weitere Gehaltsrechner\" style=\"margin:2rem 0;padding:1.25rem 1.5rem;border:1px solid #e3e8ef;border-radius:12px;background:#f6f9fc;\">\n  <p style=\"margin:0 0 .5rem;font-weight:700;\">Vergleichen Sie mit anderen L\u00e4ndern<\/p>\n  <ul style=\"margin:0;padding-left:1.2rem;line-height:1.9;\">\n    <li><a href=\"https:\/\/frontaliers-grandest.eu\/de\/brutto-netto-rechner-grenzgaenger\/\">Alle Gehaltsrechner<\/a><\/li>\n    <li><a href=\"https:\/\/frontaliers-grandest.eu\/de\/brutto-netto-rechner-luxemburg-grenzgaenger\/\">Nettogehalt in Luxemburg<\/a><\/li>\n    <li><a href=\"https:\/\/frontaliers-grandest.eu\/de\/brutto-netto-rechner-frankreich-grenzgaenger\/\">Nettogehalt in Frankreich (Nichtans\u00e4ssige)<\/a><\/li>\n  <\/ul>\n<\/nav>\n<script type=\"application\/ld+json\">{\"@context\":\"https:\/\/schema.org\",\"@type\":\"WebApplication\",\"name\":\"Simulateur Brutto-Netto-Gehalt Deutschland (Grenzg\u00e4nger) 2026\",\"url\":\"https:\/\/frontaliers-grandest.eu\/simulateur-salaire-brut-net-allemagne\/\",\"applicationCategory\":\"FinanceApplication\",\"operatingSystem\":\"Web\",\"inLanguage\":\"fr-FR\",\"isAccessibleForFree\":true,\"offers\":{\"@type\":\"Offer\",\"price\":\"0\",\"priceCurrency\":\"EUR\"},\"provider\":{\"@type\":\"Organization\",\"name\":\"Frontaliers Grand Est\",\"url\":\"https:\/\/frontaliers-grandest.eu\/\"}}<\/script>\n<script type=\"application\/ld+json\">{\"@context\":\"https:\/\/schema.org\",\"@type\":\"FAQPage\",\"mainEntity\":[{\"@type\":\"Question\",\"name\":\"Comment calculer son salaire net in Deutschland ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Zun\u00e4chst werden vom Bruttogehalt die Sozialabgaben abgezogen (Rente, Arbeitslosigkeit, Kranken, Pflege); dann l'imp\u00f4t in Frankreich geschuldet si vous avez le statut de frontalier, sonst in Deutschland einbehalten. Der Rechner f\u00fchrt diese Berechnung automatisch f\u00fcr 2026 durch.\"}},{\"@type\":\"Question\",\"name\":\"Wie hoch sind die Sozialabgaben in Deutschland ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"La part salariale s'\u00e9l\u00e8ve \u00e0 environ 21 \u00e0 22 % du salaire brut en 2026, bis zu den Bemessungsgrenzen : Rente 9,3 %, Arbeitslosigkeit 1,3 %, Kranken 7,3 % (+ moiti\u00e9 des kassenspezifischen Zusatzbeitrags), d\u00e9pendance 1,8 %.\"}},{\"@type\":\"Question\",\"name\":\"Zahlt ein Grenzg\u00e4nger seine Steuern in Frankreich oder in Deutschland ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Mit Grenzg\u00e4ngerstatus, l'imp\u00f4t est in Frankreich geschuldet und wird nicht vom deutschen Arbeitgeber einbehalten: sie wird \u00fcber die franz\u00f6sische Quellensteuer gezahlt. Ohne diesen Status wird der Arbeitnehmer besteuert in Deutschland.\"}},{\"@type\":\"Question\",\"name\":\"Que se passe-t-il si je n'ai pas (ou plus) le statut de frontalier ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Vous \u00eates imposable in Deutschland de plein droit, par retenue \u00e0 la source. L'imposition est limit\u00e9e par d\u00e9faut (classe I) ; une unbeschr\u00e4nkte Steuerpflicht peut \u00eatre demand\u00e9e si au moins 90 % de vos revenus sont impos\u00e9s in Deutschland.\"}},{\"@type\":\"Question\",\"name\":\"Was ist der Arbeitskammer-Beitrag im Saarland\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Das ist der Beitrag zur Arbeitskammer des Saarlandes : 0,15 % du brut (maximum 12,67 \u20ac\/mois en 2026), due par tous les salari\u00e9s travaillant en Sarre, y compris les frontaliers fran\u00e7ais.\"}},{\"@type\":\"Question\",\"name\":\"Le simulateur est-il fiable ?\",\"acceptedAnswer\":{\"@type\":\"Answer\",\"text\":\"Il s'appuie sur les bar\u00e8mes officiels 2026 (s\u00e9curit\u00e9 sociale allemande, tarif \u00a732a EStG, bar\u00e8me de l'imp\u00f4t sur le revenu fran\u00e7ais) et donne des r\u00e9sultats tr\u00e8s proches des calculateurs de r\u00e9f\u00e9rence. Il reste une estimation indicative.\"}}]}<\/script>\n","protected":false},"excerpt":{"rendered":"<p>Sie arbeiten in Deutschland und wohnen in Frankreich ? Berechnen Sie in wenigen Sekunden Ihr Nettogehalt aus dem Bruttogehalt. Der Rechner unterscheidet die zwei entscheidenden Situationen : mit den Grenzg\u00e4ngerstatus (Steuer in Frankreich) et ohne diesen Status (Steuer in Deutschland). Werte 2026. Frontaliers Grand Est \u00b7 Sch\u00e4tz-Tool Gehalt Brutto \u2192 Netto in Deutschland F\u00fcr Grenzg\u00e4nger [&hellip;]<\/p>\n","protected":false},"author":7,"featured_media":61056,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"inline_featured_image":false,"footnotes":""},"tags":[461,432,678,517],"frge_profile":[225],"class_list":["post-63921","page","type-page","status-publish","has-post-thumbnail","hentry","tag-arbeitnehmer","tag-deutschland","tag-lohn","tag-grengaenger","frge_profile-arbeitnehmer"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v28.0 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Brutto-Netto-Rechner Deutschland 2026 f\u00fcr Grenzg\u00e4nger<\/title>\n<meta name=\"description\" content=\"Berechnen Sie Ihr Nettogehalt aus dem deutschen Bruttogehalt: mit oder ohne Grenzg\u00e4ngerstatus, Werte 2026. 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