{"id":63441,"date":"2026-06-17T16:34:46","date_gmt":"2026-06-17T14:34:46","guid":{"rendered":"https:\/\/frontaliers-grandest.eu\/?page_id=63441"},"modified":"2026-07-16T10:48:11","modified_gmt":"2026-07-16T08:48:11","slug":"brutto-netto-rechner-luxemburg-grenzgaenger","status":"publish","type":"page","link":"https:\/\/frontaliers-grandest.eu\/de\/brutto-netto-rechner-luxemburg-grenzgaenger\/","title":{"rendered":"Brutto-Netto-Rechner Luxemburg 2026 f\u00fcr Grenzg\u00e4nger"},"content":{"rendered":"\n<p class=\"wp-block-paragraph\"><strong>Sie wohnen in Deutschland und arbeiten in Luxemburg?<\/strong> Der Weg vom Brutto- zum Nettogehalt folgt im Gro\u00dfherzogtum eigenen Regeln: <strong>nur drei Sozialbeitr\u00e4ge<\/strong>, <strong>eine Lohnsteuer, die direkt an der Quelle einbehalten wird<\/strong> (nach Ihrer Steuerklasse), und <strong>Steuergutschriften, die Ihr Netto erh\u00f6hen<\/strong>. Mit unserem kostenlosen Rechner sch\u00e4tzen Sie Ihr Luxemburger Nettogehalt auf Basis der Werte 2026: Brutto, Steuerklasse und gegebenenfalls monatliche Freibetr\u00e4ge eingeben \u2013 die vollst\u00e4ndige Aufschl\u00fcsselung erscheint sofort.<\/p>\n\n\n\n<p class=\"wp-block-paragraph\">Gut zu wissen: In Deutschland ist das Luxemburger Gehalt nach dem Doppelbesteuerungsabkommen <strong>von der Einkommensteuer freigestellt<\/strong>, unterliegt aber dem <strong>Progressionsvorbehalt<\/strong> (\u00a7 32b EStG) \u2013 es erh\u00f6ht den Steuersatz auf Ihre \u00fcbrigen deutschen Eink\u00fcnfte. Bis zu <strong>34 Homeoffice-Tage<\/strong> pro Jahr sind seit 2024 steuerlich unsch\u00e4dlich.<\/p>\n\n\n\n<!-- SIMULATEUR BRUT->NET FRONTALIERS LUXEMBOURG \u2014 Frontaliers Grand Est\n  \u00c0 coller dans un bloc \u00ab HTML personnalis\u00e9 \u00bb WordPress. 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) 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) format('woff2');}\n#fge-sim{\n  \/* ---- jetons de la charte (Luxembourg = bleu) ---- *\/\n  --bleu:#1A46A0;          \/* accent principal Luxembourg (Pantone 287C) *\/\n  --bleu-clair:#3F73C9;\n  --bleu-fig1:#6FB1E0;     \/* d\u00e9grad\u00e9 figure du logo *\/\n  --bleu-fig2:#2E75B6;\n  --voile:#C4C7E6;         \/* fond de volet teint\u00e9 *\/\n  --voile-doux:#EEF1FA;\n  --gris:#7A7A7A;          \/* \"GRAND EST\" *\/\n  --encre:#16181D;\n  --trait:#E2E6F0;\n  --blanc:#FFFFFF;\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);\n  color:var(--encre);\n  max-width:980px;\n  margin:0 auto;\n  padding:0;\n  line-height:1.35;\n  -webkit-text-size-adjust:100%;\n  box-sizing:border-box;\n}\n#fge-sim *,#fge-sim *::before,#fge-sim *::after{box-sizing:border-box;}\n\n\/* ---------- en-t\u00eate ---------- *\/\n#fge-sim .fge-head{\n  display:flex;align-items:center;gap:18px;flex-wrap:wrap;\n  padding:22px 24px;\n  background:var(--blanc);\n  border:2px solid var(--encre);\n  border-bottom:none;\n  border-radius:14px 14px 0 0;\n}\n#fge-sim .fge-logo{height:66px;width:auto;flex:0 0 auto;}\n#fge-sim .fge-mascot{height:54px;width:auto;margin-left:auto;image-rendering:auto;}\n#fge-sim .fge-head-txt{min-width:200px;}\n#fge-sim .fge-eyebrow{\n  font-family:var(--pixel);font-size:10px;letter-spacing:.5px;\n  color:var(--bleu);text-transform:uppercase;margin:0 0 4px;\n}\n#fge-sim .fge-head-txt h1{\n  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}\n#fge-sim .fge-head-txt h1 b{color:var(--bleu);}\n#fge-sim .fge-sub{font-size:14px;color:var(--gris);margin:6px 0 0;}\n\n\/* bandeau informatif *\/\n#fge-sim .fge-info{\n  background:var(--bleu);color:#fff;\n  border:2px solid var(--encre);border-top:none;border-bottom:none;\n  padding:9px 24px;font-size:13px;display:flex;gap:9px;align-items:center;\n}\n#fge-sim .fge-info svg{flex:0 0 auto;}\n\n\/* ---------- corps ---------- *\/\n#fge-sim .fge-body{\n  display:grid;grid-template-columns:1fr 1.05fr;gap:0;\n  border:2px solid var(--encre);border-radius:0 0 14px 14px;overflow:hidden;\n  background:var(--blanc);\n}\n#fge-sim .fge-panel{padding:24px;}\n#fge-sim .fge-left{background:var(--voile-doux);border-right:2px solid var(--encre);}\n#fge-sim .fge-section-label{\n  font-family:var(--pixel);font-size:10px;letter-spacing:.5px;color:var(--bleu);\n  text-transform:uppercase;margin:0 0 14px;display:flex;align-items:center;gap:8px;\n}\n#fge-sim .fge-section-label::before{\n  content:\"\";width:0;height:0;border-style:solid;\n  border-width:5px 0 5px 8px;border-color:transparent transparent transparent var(--bleu);\n}\n\n\/* champs *\/\n#fge-sim label.fge-lab{display:block;font-size:13.5px;font-weight:700;\n  text-transform:uppercase;letter-spacing:.3px;margin:0 0 6px;color:var(--encre);}\n#fge-sim .fge-field{margin-bottom:18px;}\n#fge-sim .fge-amount{position:relative;}\n#fge-sim .fge-amount input{\n  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;\n  background:#fff;color:var(--encre);\n}\n#fge-sim .fge-amount span{\n  position:absolute;right:14px;top:50%;transform:translateY(-50%);\n  font-family:var(--titre);font-size:24px;font-weight:700;color:var(--gris);\n}\n#fge-sim input:focus,#fge-sim select:focus,#fge-sim .fge-seg button:focus-visible{\n  outline:3px solid var(--bleu-clair);outline-offset:2px;\n}\n#fge-sim select{\n  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}\n\/* segmented control *\/\n#fge-sim .fge-seg{display:inline-flex;border:2px solid var(--encre);border-radius:8px;overflow:hidden;}\n#fge-sim .fge-seg button{\n  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}\n#fge-sim .fge-seg button+button{border-left:2px solid var(--encre);}\n#fge-sim .fge-seg button[aria-pressed=\"true\"]{background:var(--bleu);color:#fff;}\n#fge-sim .fge-row{display:flex;gap:18px;flex-wrap:wrap;align-items:flex-end;}\n#fge-sim .fge-row>.fge-field{flex:1;min-width:140px;}\n#fge-sim .fge-hint{font-size:12px;color:var(--gris);margin:6px 0 0;}\n#fge-sim .fge-check{margin-top:4px;}\n#fge-sim .fge-amount-sm input{font-size:16px;padding:11px 32px 11px 12px;}\n#fge-sim .fge-amount-sm span{font-size:16px;}\n#fge-sim .fge-pair .fge-lab{min-height:2.6em;}\n#fge-sim .fge-check>label{display:flex;align-items:flex-start;gap:9px;font-size:13.5px;font-weight:700;\n  text-transform:uppercase;letter-spacing:.3px;color:var(--encre);cursor:pointer;line-height:1.25;}\n#fge-sim .fge-check input{width:18px;height:18px;margin:1px 0 0;accent-color:var(--bleu);flex:0 0 auto;cursor:pointer;}\n\n\/* ---------- r\u00e9sultats : fiche de paie ---------- *\/\n#fge-sim .fge-result-head{display:flex;justify-content:space-between;align-items:baseline;margin-bottom:14px;}\n#fge-sim .fge-result-head .per{font-family:var(--pixel);font-size:10px;color:var(--gris);text-transform:uppercase;}\n#fge-sim .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 .fge-line .lab{color:var(--encre);}\n#fge-sim .fge-line .lab small{display:block;color:var(--gris);font-size:11.5px;text-transform:uppercase;letter-spacing:.3px;}\n#fge-sim .fge-line .val{font-family:var(--titre);font-weight:700;font-size:16px;white-space:nowrap;}\n#fge-sim .fge-line.minus .val{color:#B23A2E;}\n#fge-sim .fge-line.minus .val::before{content:\"\u2013 \";}\n#fge-sim .fge-line.plus .val{color:#1F8A4C;}\n#fge-sim .fge-line.plus .val::before{content:\"+ \";}\n#fge-sim .fge-line.sub{background:var(--voile-doux);margin:0 -24px;padding-left:24px;padding-right:24px;border-bottom:none;}\n#fge-sim .fge-line.sub .val{color:var(--bleu);}\n\n\/* gros chiffre net + fl\u00e8che pixel *\/\n#fge-sim .fge-net{\n  margin-top:16px;background:var(--bleu);color:#fff;border:2px solid var(--encre);\n  border-radius:10px;padding:18px 20px;position:relative;\n}\n#fge-sim .fge-net .arrow{\n  position:absolute;top:-13px;left:24px;display:flex;align-items:center;\n  font-family:var(--pixel);font-size:9px;color:#fff;background:var(--encre);\n  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}\n#fge-sim .fge-net .net-lab{font-family:var(--pixel);font-size:11px;text-transform:uppercase;opacity:.92;}\n#fge-sim .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 .fge-net .net-foot{font-size:13px;opacity:.92;margin-top:8px;display:flex;justify-content:space-between;flex-wrap:wrap;gap:6px;}\n#fge-sim .fge-net .net-foot b{font-family:var(--titre);}\n\n#fge-sim .fge-placeholder{color:var(--gris);font-size:15px;text-align:center;padding:40px 10px;}\n#fge-sim .fge-placeholder .big{font-family:var(--pixel);font-size:13px;color:var(--bleu);display:block;margin-bottom:8px;}\n\n\/* ---------- pied : disclaimer ---------- *\/\n#fge-sim .fge-foot{\n  margin-top:0;border:2px solid var(--encre);border-top:none;\n  background:var(--voile);border-radius:0 0 14px 14px;padding:16px 24px;font-size:12.5px;color:#2a2d33;\n}\n#fge-sim .fge-body+.fge-foot{border-radius:0 0 14px 14px;margin-top:14px;border-top:2px solid var(--encre);}\n#fge-sim .fge-foot strong{color:var(--bleu);}\n#fge-sim .fge-foot p{margin:0 0 8px;}\n#fge-sim .fge-foot p:last-child{margin-bottom:0;}\n#fge-sim .fge-foot a{color:var(--bleu);}\n#fge-sim .fge-src{font-size:11.5px;color:var(--gris);margin-top:10px;}\n\n\/* responsive *\/\n@media(max-width:760px){\n  #fge-sim .fge-body{grid-template-columns:1fr;}\n  #fge-sim .fge-left{border-right:none;border-bottom:2px solid var(--encre);}\n  #fge-sim .fge-mascot{display:none;}\n}\n@media(prefers-reduced-motion:reduce){#fge-sim *{transition:none!important;animation:none!important;}}\n<\/style>\n\n<div id=\"fge-sim\">\n\n  <!-- KOPF + LOGO -->\n  <header class=\"fge-head\">\n    <img decoding=\"async\" class=\"fge-logo\" 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\" alt=\"Frontaliers Grand Est\">\n    <div class=\"fge-head-txt\">\n      <p class=\"fge-eyebrow\">Frontaliers Grand Est \u00b7 Online-Rechner<\/p>\n      <h1>Gehalt <b>brutto \u2192 netto<\/b> in Luxemburg<\/h1>\n      <p class=\"fge-sub\">F\u00fcr Grenzg\u00e4nger, die in Deutschland wohnen und im Gro\u00dfherzogtum arbeiten<\/p>\n    <\/div>\n    <img decoding=\"async\" class=\"fge-mascot\" alt=\"\" aria-hidden=\"true\" 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\">\n  <\/header>\n\n  <!-- INFO-BANNER -->\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 zu reinen Informationszwecken \u2014 Werte 2026 (CCSS &amp; ACD). Ersetzt weder Ihre Gehaltsabrechnung noch eine pers\u00f6nliche Beratung.<\/span>\n  <\/div>\n\n  <!-- HAUPTTEIL -->\n  <div class=\"fge-body\">\n\n    <!-- EINGABE -->\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\" for=\"fge-brut\">Bruttogehalt<\/label>\n        <div class=\"fge-amount\">\n          <input id=\"fge-brut\" type=\"text\" inputmode=\"decimal\" autocomplete=\"off\" placeholder=\"3 500\" aria-describedby=\"fge-brut-hint\">\n          <span>\u20ac<\/span>\n        <\/div>\n        <div class=\"fge-field\" style=\"margin:10px 0 0\">\n          <div class=\"fge-seg\" role=\"group\" aria-label=\"Zeitraum des eingegebenen Betrags\">\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        <p class=\"fge-hint\" id=\"fge-brut-hint\">Bruttobetrag vor Abzug der Sozialbeitr\u00e4ge (ohne Sachbez\u00fcge).<\/p>\n      <\/div>\n\n      <div class=\"fge-row\">\n        <div class=\"fge-field\">\n          <label class=\"fge-lab\" for=\"fge-classe\">Steuerklasse<\/label>\n          <select id=\"fge-classe\">\n            <option value=\"1\" selected>Steuerklasse 1 \u2014 ledig \/ getrennt veranlagt<\/option>\n            <option value=\"2\">Steuerklasse 2 \u2014 verheiratet oder verpartnert (Zusammenveranlagung)<\/option>\n            <option value=\"1a\">Steuerklasse 1a \u2014 alleinerziehend \/ verwitwet \/ 65 Jahre und \u00e4lter *<\/option>\n          <\/select>\n          <p class=\"fge-hint\">Als Nichtans\u00e4ssiger erhalten Sie grunds\u00e4tzlich Steuerklasse 1. Verheiratete Grenzg\u00e4nger k\u00f6nnen die Steuerklasse 2 beantragen, wenn mindestens 90 % der Eink\u00fcnfte in Luxemburg steuerpflichtig sind oder die nicht-luxemburgischen Nettoeink\u00fcnfte unter 13 000 \u20ac liegen (steuerliche Gleichstellung, Art. 157ter LIR).<\/p>\n        <\/div>\n      <\/div>\n\n      <div class=\"fge-row fge-pair\">\n        <div class=\"fge-field\">\n          <label class=\"fge-lab\" for=\"fge-mois\">Gehaltszahlungen<\/label>\n          <select id=\"fge-mois\">\n            <option value=\"12\" selected>12 Monate<\/option>\n            <option value=\"13\">13 Monate (13. Monatsgehalt)<\/option>\n          <\/select>\n        <\/div>\n        <div class=\"fge-field\">\n          <label class=\"fge-lab\" for=\"fge-deduc\">Monatliche Freibetr\u00e4ge<\/label>\n          <div class=\"fge-amount fge-amount-sm\">\n            <input id=\"fge-deduc\" type=\"text\" inputmode=\"decimal\" autocomplete=\"off\" placeholder=\"0\" aria-describedby=\"fge-deduc-hint\">\n            <span>\u20ac<\/span>\n          <\/div>\n        <\/div>\n      <\/div>\n      <p class=\"fge-hint\" id=\"fge-deduc-hint\">Nur Freibetr\u00e4ge, die <strong>bereits auf Ihrer Lohnsteuerkarte eingetragen<\/strong> sind (mod\u00e9ration d&#8217;imp\u00f4t): Fahrtkosten, Kreditzinsen, Versicherungen, Altersvorsorge\u2026 <strong>Monatlicher<\/strong> Betrag (Jahresfreibetrag \u00f7 12). Die automatischen Pauschalen (540 \u20ac + 480 \u20ac\/Jahr) sind bereits ber\u00fccksichtigt: nicht erneut eingeben. 0 lassen, wenn nichts eingetragen ist.<\/p>\n\n      <div class=\"fge-field fge-check\">\n        <label><input type=\"checkbox\" id=\"fge-credits\" checked> Steuergutschriften einbeziehen (CIS + CI-CO\u2082 + Konjunktur)<\/label>\n        <p class=\"fge-hint\">Diese Gutschriften zahlt der Arbeitgeber aus; sie erh\u00f6hen das tats\u00e4chliche Netto. Enth\u00e4lt die Konjunktur-Steuergutschrift (CIC), eine befristete Ma\u00dfnahme von Juni bis Dezember 2026 (ab 2027 im Tarif integriert). Abw\u00e4hlen, um das Netto \u201evor Gutschriften&#8220; zu erhalten, wie es manche Rechner ausweisen.<\/p>\n      <\/div>\n\n      <p class=\"fge-hint\">* Steuerklasse 1a berechnet nach Art. 124bis LIR (zu versteuerndes Einkommen um ein Viertel der Differenz zu 79 380 \u20ac reduziert), ohne die Gutschrift f\u00fcr Alleinerziehende. Indexierte Parameter 2026 (Obergrenze 13 856,63 \u20ac; Pflegeversicherungs-Freibetrag 692,83 \u20ac). Die Pflegeversicherung ist nicht steuerlich abzugsf\u00e4hig; die Pauschalen f\u00fcr Werbungskosten (540 \u20ac) und Sonderausgaben (480 \u20ac) sind ber\u00fccksichtigt. Der CISSM (Teilzeit nahe Mindestlohn) wird nicht ber\u00fccksichtigt; weitere pers\u00f6nliche Freibetr\u00e4ge bitte im Feld \u201eMonatliche Freibetr\u00e4ge&#8220; eintragen.<\/p>\n    <\/section>\n\n    <!-- ERGEBNIS -->\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\">\n          <span class=\"big\">\u21b3 Geben Sie Ihr Bruttogehalt ein<\/span>\n          Die Aufschl\u00fcsselung der Beitr\u00e4ge &amp; Steuer erscheint hier.\n        <\/div>\n      <\/div>\n    <\/section>\n  <\/div>\n\n  <!-- HAFTUNGSAUSSCHLUSS -->\n  <footer class=\"fge-foot\">\n    <p><strong>Hinweis \u2014 Haftungsausschluss.<\/strong> Dieser Rechner dient <strong>ausschlie\u00dflich der unverbindlichen Information<\/strong>. Die Ergebnisse sind Sch\u00e4tzungen auf Basis einer vereinfachten Berechnungsmethode und stellen weder ein Vertragsdokument noch eine Gehaltsabrechnung, eine individuelle steuerliche oder sozialversicherungsrechtliche Beratung oder eine Zusage von Frontaliers Grand Est dar.<\/p>\n    <p>Die Berechnung folgt der Logik des Lohnsteuerabzugs: Sozialbeitr\u00e4ge (CCSS), steuerpflichtige Bemessungsgrundlage (Brutto ohne Pflegeversicherung, die nicht abzugsf\u00e4hig ist) abz\u00fcglich der Pauschalen f\u00fcr Werbungskosten und Sonderausgaben, ACD-Steuertarif und Beitrag zum Besch\u00e4ftigungsfonds, dann Pflegeversicherung und optional die Steuergutschriften CIS und CI-CO\u2082 sowie die Konjunktur-Gutschrift (CIC, befristet Juni\u2013Dezember 2026). Geringe Abweichungen (wenige Euro) von einer echten Gehaltsabrechnung sind normal: Die offiziellen Monatstabellen arbeiten mit Stufen. Nicht automatisch ber\u00fccksichtigt: Gutschrift f\u00fcr Alleinerziehende (Klasse 1a), CISSM, Sachbez\u00fcge (Auto, Wohnung), \u00dcberstunden, Pr\u00e4mien, Telearbeitstage \u00fcber der zul\u00e4ssigen Grenze usw. Verbindliche Betr\u00e4ge nennen nur Ihr Arbeitgeber, das CCSS und die ACD. <strong>Frontaliers Grand Est \u00fcbernimmt keine Haftung<\/strong> f\u00fcr die Nutzung dieser Sch\u00e4tzungen oder Abweichungen von Ihrer tats\u00e4chlichen Situation.<\/p>\n    <p><strong>Und auf deutscher Seite?<\/strong> Nach dem Doppelbesteuerungsabkommen Deutschland\u2013Luxemburg (2012) ist das Luxemburger Gehalt in Deutschland <strong>von der Einkommensteuer freigestellt<\/strong>, unterliegt aber dem <strong>Progressionsvorbehalt<\/strong> (\u00a7 32b EStG): Es wird bei der Ermittlung des Steuersatzes auf Ihre \u00fcbrigen Eink\u00fcnfte ber\u00fccksichtigt und muss in der deutschen Steuererkl\u00e4rung angegeben werden. Bis zu <strong>34 Tage Homeoffice<\/strong> pro Kalenderjahr in Deutschland sind seit 2024 unsch\u00e4dlich (\u00c4nderungsprotokoll zum DBA vom 6. Juli 2023); dar\u00fcber hinaus werden die betreffenden Arbeitstage in Deutschland steuerpflichtig.<\/p>\n    <p>Werte 2026 \u2014 Quellen: CCSS (Sozialbeitr\u00e4ge, Obergrenze und Freibetrag) \u00b7 ACD (Steuertarif, Beitrag zum Besch\u00e4ftigungsfonds, Gutschriften CIS und CI-CO\u2082 \u2014 Steuerjahr 2026) \u00b7 BMF (DBA Deutschland\u2013Luxemburg, Progressionsvorbehalt, 34-Tage-Regelung). Aktuelle Werte: <a href=\"https:\/\/ccss.public.lu\" target=\"_blank\" rel=\"noopener\">ccss.public.lu<\/a>, <a href=\"https:\/\/impotsdirects.public.lu\" target=\"_blank\" rel=\"noopener\">impotsdirects.public.lu<\/a> und <a href=\"https:\/\/www.bundesfinanzministerium.de\" target=\"_blank\" rel=\"noopener\">bundesfinanzministerium.de<\/a>.<\/p>\n  <\/footer>\n<\/div>\n<script>\n(function(){\n  \"use strict\";\n  var root = document.getElementById('fge-sim');\n\n  \/* ---- Param\u00e8tres CCSS 2026 ---- *\/\n  var PLAFOND   = 13856.63;   \/\/ plafond cotisable mensuel (5 \u00d7 SSM, index\u00e9 2026)\n  var T_MALADIE = 0.0305;     \/\/ assurance maladie (plafonn\u00e9e)\n  var T_PENSION = 0.0850;     \/\/ assurance pension (plafonn\u00e9e)\n  var T_DEP     = 0.0140;     \/\/ assurance d\u00e9pendance (non plafonn\u00e9e)\n  var ABATT_DEP = 692.83;     \/\/ abattement d\u00e9pendance mensuel (25 % du SSM, index\u00e9 2026)\n  var FRAIS_OBT = 540;        \/\/ frais d'obtention forfaitaires annuels (ACD)\n  var FRAIS_DS  = 480;        \/\/ d\u00e9penses sp\u00e9ciales \u2014 minimum forfaitaire annuel (ACD)\n\n  \/* ---- Bar\u00e8me ACD (classe 1) en vigueur au 01\/01\/2025, applicable 2026 ---- *\/\n  \/* paliers : [plafond de tranche, taux marginal] ; derni\u00e8re tranche = Infinity *\/\n  var BAREME = [\n    [13230,0.00],[15435,0.08],[17640,0.09],[19845,0.10],[22050,0.11],\n    [24255,0.12],[26550,0.14],[28845,0.16],[31140,0.18],[33435,0.20],\n    [35730,0.22],[38025,0.24],[40320,0.26],[42615,0.28],[44910,0.30],\n    [47205,0.32],[49500,0.34],[51795,0.36],[54090,0.38],[117450,0.39],\n    [176160,0.40],[234870,0.41],[Infinity,0.42]\n  ];\n\n  function impotBareme(ri){\n    if(ri<=0) return 0;\n    var t=0, bas=0;\n    for(var i=0;i<BAREME.length;i++){\n      var haut=BAREME[i][0], taux=BAREME[i][1];\n      if(ri>haut){ t+=(haut-bas)*taux; bas=haut; }\n      else { t+=(ri-bas)*taux; break; }\n    }\n    return t;\n  }\n\n  \/* Bar\u00e8me dont les tranches sont multipli\u00e9es par un facteur (pour le cr\u00e9dit d'imp\u00f4t conjoncture) *\/\n  function impotBaremeS(ri, scale){\n    if(ri<=0) return 0;\n    var t=0, bas=0;\n    for(var i=0;i<BAREME.length;i++){\n      var haut=BAREME[i][0]*scale, taux=BAREME[i][1];   \/\/ Infinity*scale = Infinity\n      if(ri>haut){ t+=(haut-bas)*taux; bas=haut; }\n      else { t+=(ri-bas)*taux; break; }\n    }\n    return t;\n  }\n\n  \/* Imp\u00f4t (bar\u00e8me, hors Fonds pour l'emploi) selon la classe, avec bar\u00e8me \u00e9ventuellement index\u00e9 (scale) *\/\n  function impotIR(riAn, classe, scale){\n    if(classe==='2') return impotBaremeS(riAn\/2, scale) * 2;                 \/\/ splitting int\u00e9gral\n    if(classe==='1a'){                                                       \/\/ art. 124bis LIR\n      var riAdj = (riAn >= 79380) ? riAn : Math.max(0, 1.25*riAn - 19845);\n      return impotBaremeS(riAdj, scale);\n    }\n    return impotBaremeS(riAn, scale);                                        \/\/ classe 1\n  }\n\n  \/* ---- Cr\u00e9dits d'imp\u00f4t salari\u00e9s 2026 (ACD) \u2014 montants annuels selon le brut annuel ---- *\/\n  function creditCIS(brutAn){           \/\/ cr\u00e9dit d'imp\u00f4t salari\u00e9\n    if(brutAn < 936 || brutAn >= 80000) return 0;\n    if(brutAn <= 11265) return 300 + (brutAn - 936) * 0.029;\n    if(brutAn <= 40000) return 600;\n    return 600 - (brutAn - 40000) * 0.015;     \/\/ 40 001 \u2192 79 999\n  }\n  function creditCICO2(brutAn){         \/\/ cr\u00e9dit d'imp\u00f4t CO2 salari\u00e9\n    if(brutAn < 936 || brutAn >= 80000) return 0;\n    if(brutAn <= 40000) return 216;\n    return 216 - (brutAn - 40000) * 0.0054;    \/\/ 40 001 \u2192 79 999\n  }\n\n  var eur = new Intl.NumberFormat('de-DE',{style:'currency',currency:'EUR',minimumFractionDigits:0,maximumFractionDigits:0});\n  var eur2= new Intl.NumberFormat('de-DE',{style:'currency',currency:'EUR',minimumFractionDigits:2,maximumFractionDigits:2});\n  var pct = new Intl.NumberFormat('de-DE',{style:'percent',minimumFractionDigits:1,maximumFractionDigits:1});\n\n  var periode='mois';\n  var inp = root.querySelector('#fge-brut');\n  var selClasse = root.querySelector('#fge-classe');\n  var selMois = root.querySelector('#fge-mois');\n  var inpDeduc = root.querySelector('#fge-deduc');\n  var chkCredits = root.querySelector('#fge-credits');\n  var out = root.querySelector('#fge-results');\n  var perLbl = root.querySelector('#fge-per-lbl');\n\n  function parseNum(s){\n    if(!s) return NaN;\n    s = (''+s).trim().replace(\/[\\s\\u00a0\\u202f\u20ac]\/g,'');   \/\/ espaces (y c. ins\u00e9cables) et \u20ac retir\u00e9s\n    if(!s) return NaN;\n    var hasDot = s.indexOf('.')>=0, hasComma = s.indexOf(',')>=0;\n    if(hasDot && hasComma){\n      \/\/ le s\u00e9parateur le plus \u00e0 droite est le d\u00e9cimal\n      if(s.lastIndexOf(',') > s.lastIndexOf('.')) s = s.replace(\/\\.\/g,'').replace(',', '.'); \/\/ 3.500,50 -> 3500.50\n      else s = s.replace(\/,\/g,'');                                                            \/\/ 3,500.50 -> 3500.50\n    } else if(hasComma){\n      var pc = s.split(',');\n      s = (pc.length===2 && pc[1].length<=2) ? pc[0]+'.'+pc[1] : s.replace(\/,\/g,'');           \/\/ 3,5 -> 3.5 ; 3,500 -> 3500\n    } else if(hasDot){\n      var pd = s.split('.');\n      if(!(pd.length===2 && pd[1].length<=2)) s = s.replace(\/\\.\/g,'');                          \/\/ 3.500 -> 3500 ; 3.5 reste 3.5\n    }\n    var v = parseFloat(s);\n    return isNaN(v)?NaN:v;\n  }\n\n  function calcule(){\n    var raw = parseNum(inp.value);\n    var mois = parseInt(selMois.value,10);\n    var classe = selClasse.value;\n    var avecCredits = chkCredits.checked;\n\n    if(isNaN(raw) || raw<=0){\n      out.innerHTML =\n        '<div class=\"fge-placeholder\"><span class=\"big\">\\u21B3 Geben Sie Ihr Bruttogehalt ein<\/span>'+\n        'Die Aufschl\\u00fcsselung der Beitr\\u00e4ge &amp; Steuer erscheint hier.<\/div>';\n      perLbl.textContent = periode==='mois' ? 'pro Monat' : 'pro Jahr';\n      return;\n    }\n\n    \/\/ salaire brut mensuel de r\u00e9f\u00e9rence\n    var brutMois = periode==='mois' ? raw : raw\/mois;\n\n    \/\/ cotisations mensuelles\n    var capped   = Math.min(brutMois, PLAFOND);\n    var maladie  = capped * T_MALADIE;          \/\/ 3,05 % (2,80 % en nature + 0,25 % esp\u00e8ces)\n    var pension  = capped * T_PENSION;          \/\/ 8,50 %\n    var depBase  = Math.max(0, brutMois - ABATT_DEP);\n    var depend   = depBase * T_DEP;             \/\/ 1,40 % \u2014 NON d\u00e9ductible de l'imp\u00f4t\n\n    \/\/ assiette imposable : brut \u2212 maladie \u2212 pension (la d\u00e9pendance n'entre PAS dans l'imposable)\n    var imposableMois = brutMois - maladie - pension;\n\n    \/\/ d\u00e9ductions \/ abattements mensuels saisis (frais de d\u00e9placement, etc.)\n    var deducMois = parseNum(inpDeduc.value);\n    if(isNaN(deducMois) || deducMois < 0) deducMois = 0;\n    deducMois = Math.min(deducMois, imposableMois);   \/\/ ne peut pas d\u00e9passer l'imposable\n\n    \/\/ annualisation\n    var brutAn   = brutMois * mois;\n    var imposAn  = imposableMois * mois;\n    var deducAn  = deducMois * mois;\n    var baseImposAn = Math.max(0, imposAn - deducAn);            \/\/ imposable apr\u00e8s d\u00e9ductions\n    var riAn     = Math.max(0, baseImposAn - FRAIS_OBT - FRAIS_DS);   \/\/ apr\u00e8s forfaits (540 + 480)\n\n    \/\/ imp\u00f4t annuel (bar\u00e8me) selon la classe + contribution Fonds pour l'emploi\n    var impotAn = impotIR(riAn, classe, 1);\n    var seuil = (classe==='2') ? 300000 : 150000;\n    var tauxSol = riAn > seuil ? 0.09 : 0.07;\n    var solAn = impotAn * tauxSol;\n    var impotTotAn = impotAn + solAn;          \/\/ imp\u00f4t \u00e0 la source (bar\u00e8me + Fonds pour l'emploi)\n\n    \/\/ cr\u00e9dits d'imp\u00f4t salari\u00e9s (imputables\/restituables sur la RTS) \u2014 optionnels\n    \/\/ + cr\u00e9dit d'imp\u00f4t conjoncture (CIC) : gain d'une indexation du bar\u00e8me d'une tranche (+2,5 %), mesure juin\u2013d\u00e9c. 2026\n    var cicAn = avecCredits ? Math.max(0, impotAn - impotIR(riAn, classe, 1.025)) * (1 + tauxSol) : 0;\n    var credits = avecCredits ? (creditCIS(brutAn) + creditCICO2(brutAn) + cicAn) : 0;\n\n    \/\/ net = brut \u2212 cotisations \u2212 imp\u00f4t + cr\u00e9dits  (la d\u00e9pendance fait partie des cotisations)\n    var cotAn = (maladie + pension + depend) * mois;\n    var netAn = brutAn - cotAn - impotTotAn + credits;\n\n    \/\/ affichage : tout ramen\u00e9 \u00e0 la p\u00e9riode choisie\n    var d = (periode==='mois') ? mois : 1;     \/\/ diviseur d'affichage\n    function show(vAn){ return vAn \/ d; }\n    var unite = periode==='mois' ? '\/ Monat' : '\/ Jahr';\n    perLbl.textContent = periode==='mois' ? 'pro Monat (Durchschnitt)' : 'pro Jahr';\n\n    var brutAff   = show(brutAn);\n    var maladieAff= show(maladie*mois);\n    var pensionAff= show(pension*mois);\n    var semiAff   = show(imposAn);\n    var deducAff  = show(deducAn);\n    var imposAff  = show(baseImposAn);\n    var dependAff = show(depend*mois);\n    var impoAff   = show(impotTotAn);\n    var creditAff = show(credits);\n    var cicAff    = show(cicAn);\n    var netAff    = show(netAn);\n    var tauxNet   = netAn\/brutAn;\n\n    var classeTxt = classe==='2' ? 'Steuerklasse 2' : (classe==='1a' ? 'Steuerklasse 1a' : 'Steuerklasse 1');\n\n    out.innerHTML =\n      '<div class=\"fge-line\"><span class=\"lab\">Bruttogehalt<\/span>'+\n        '<span class=\"val\">'+eur2.format(brutAff)+'<\/span><\/div>'+\n\n      '<div class=\"fge-line minus\"><span class=\"lab\">Krankenversicherung<small>3,05 % (2,80 % Sach- + 0,25 % Geldleistungen)<\/small><\/span>'+\n        '<span class=\"val\">'+eur2.format(maladieAff)+'<\/span><\/div>'+\n\n      '<div class=\"fge-line minus\"><span class=\"lab\">Rentenversicherung<small>8,50 %<\/small><\/span>'+\n        '<span class=\"val\">'+eur2.format(pensionAff)+'<\/span><\/div>'+\n\n      (deducAn>0 ?\n        '<div class=\"fge-line sub\"><span class=\"lab\">Semi-Brutto<\/span>'+\n          '<span class=\"val\">'+eur2.format(semiAff)+'<\/span><\/div>'+\n        '<div class=\"fge-line minus\"><span class=\"lab\">Freibetr\u00e4ge \/ Abz\u00fcge<small>Fahrtkosten usw.<\/small><\/span>'+\n          '<span class=\"val\">'+eur2.format(deducAff)+'<\/span><\/div>'+\n        '<div class=\"fge-line sub\"><span class=\"lab\">Steuerpflichtiges Gehalt<\/span>'+\n          '<span class=\"val\">'+eur2.format(imposAff)+'<\/span><\/div>'\n        :\n        '<div class=\"fge-line sub\"><span class=\"lab\">Steuerpflichtiges Gehalt<\/span>'+\n          '<span class=\"val\">'+eur2.format(imposAff)+'<\/span><\/div>'\n      )+\n\n      '<div class=\"fge-line minus\"><span class=\"lab\">Lohnsteuer ('+classeTxt+')<small>ACD-Tarif + Besch\u00e4ftigungsfonds, nach Pauschalen<\/small><\/span>'+\n        '<span class=\"val\">'+eur2.format(impoAff)+'<\/span><\/div>'+\n\n      '<div class=\"fge-line minus\"><span class=\"lab\">Pflegeversicherung<small>1,40 % nach Freibetrag<\/small><\/span>'+\n        '<span class=\"val\">'+eur2.format(dependAff)+'<\/span><\/div>'+\n\n      (credits>0 ? '<div class=\"fge-line plus\"><span class=\"lab\">Steuergutschriften<small>CIS + CI-CO\\u2082'+(cicAn>0?' + Konjunktur (CIC) '+eur2.format(cicAff):'')+' (erstattungsf\u00e4hig)<\/small><\/span>'+\n        '<span class=\"val\">'+eur2.format(creditAff)+'<\/span><\/div>' : '')+\n\n      '<div class=\"fge-net\">'+\n        '<span class=\"arrow\">BRUTTO \\u25B8 NETTO<\/span>'+\n        '<div class=\"net-lab\">Gesch\\u00e4tztes Nettogehalt '+unite+'<\/div>'+\n        '<div class=\"net-val\">'+eur2.format(netAff)+'<\/div>'+\n        '<div class=\"net-foot\">'+\n          '<span>Das sind <b>'+pct.format(tauxNet)+'<\/b> vom Brutto<\/span>'+\n          '<span>Netto pro Jahr: <b>'+eur.format(netAn)+'<\/b> \u00b7 Monatsdurchschnitt: <b>'+eur.format(netAn\/mois)+'<\/b><\/span>'+\n        '<\/div>'+\n      '<\/div>';\n  }\n\n  \/\/ p\u00e9riode (segmented)\n  root.querySelectorAll('.fge-seg button').forEach(function(b){\n    b.addEventListener('click', function(){\n      root.querySelectorAll('.fge-seg button').forEach(function(x){x.setAttribute('aria-pressed','false');});\n      b.setAttribute('aria-pressed','true');\n      periode = b.getAttribute('data-per');\n      calcule();\n    });\n  });\n\n  inp.addEventListener('input', calcule);\n  selClasse.addEventListener('change', calcule);\n  selMois.addEventListener('change', calcule);\n  inpDeduc.addEventListener('input', calcule);\n  chkCredits.addEventListener('change', calcule);\n  calcule();\n})();\n<\/script>\n\n\n\n<!-- BLOC CONTENU SEO (DE) \u2014 Brutto-Netto-Rechner Luxemburg \u2014 Frontaliers Grand Est -->\n<style>\n#fge-seo{--bleu:#1A46A0;--bleu-clr:#eaf0fb;--txt:#1a2540;--mut:#5a678a;--brd:#e3e8f2;\n  max-width:900px;margin:32px auto;color:var(--txt);\n  font-family:\"Roboto Condensed\",\"Arial Narrow\",system-ui,-apple-system,\"Segoe UI\",sans-serif;\n  line-height:1.55;-webkit-font-smoothing:antialiased;}\n#fge-seo *{box-sizing:border-box;}\n#fge-seo h2{font-size:1.55rem;font-weight:700;letter-spacing:-.01em;margin:0 0 6px;color:var(--txt);}\n#fge-seo .fge-seo-lead{color:var(--mut);margin:0 0 18px;font-size:1.02rem;}\n\n\/* ---- tableau d'exemples ---- *\/\n#fge-seo .fge-seo-tablewrap{overflow-x:auto;border:1px solid var(--brd);border-radius:14px;margin:0 0 12px;}\n#fge-seo table{border-collapse:collapse;width:100%;font-size:1rem;}\n#fge-seo thead th{background:var(--bleu);color:#fff;font-weight:700;text-align:left;padding:12px 16px;\n  font-size:.82rem;letter-spacing:.03em;text-transform:uppercase;}\n#fge-seo tbody td{padding:11px 16px;border-top:1px solid var(--brd);}\n#fge-seo tbody tr:nth-child(even){background:#f7f9fd;}\n#fge-seo tbody td:first-child{font-weight:700;}\n#fge-seo tbody td:nth-child(2){color:var(--bleu);font-weight:700;}\n#fge-seo tbody td:last-child{color:var(--mut);}\n#fge-seo .fge-seo-note{font-size:.9rem;color:var(--mut);margin:0 0 26px;}\n\n\/* ---- encadr\u00e9 CIC ---- *\/\n#fge-seo .fge-seo-cic{display:flex;gap:14px;align-items:flex-start;background:var(--bleu-clr);\n  border:1px solid #c9d8f2;border-left:5px solid var(--bleu);border-radius:14px;\n  padding:16px 18px;margin:0 0 30px;}\n#fge-seo .fge-seo-cic .tag{flex:0 0 auto;background:var(--bleu);color:#fff;font-weight:700;\n  font-size:.72rem;letter-spacing:.05em;text-transform:uppercase;padding:5px 9px;border-radius:7px;margin-top:2px;}\n#fge-seo .fge-seo-cic p{margin:0;font-size:.98rem;}\n#fge-seo .fge-seo-cic strong{color:var(--bleu);}\n\n\/* ---- FAQ accord\u00e9on ---- *\/\n#fge-seo h2.fge-seo-faqttl{margin-top:4px;}\n#fge-seo details{border:1px solid var(--brd);border-radius:12px;margin:0 0 10px;background:#fff;\n  overflow:hidden;transition:border-color .15s ease;}\n#fge-seo details[open]{border-color:#b9caea;box-shadow:0 4px 16px rgba(26,70,160,.06);}\n#fge-seo summary{list-style:none;cursor:pointer;padding:15px 48px 15px 18px;position:relative;\n  font-weight:700;font-size:1.06rem;color:var(--txt);user-select:none;}\n#fge-seo summary::-webkit-details-marker{display:none;}\n#fge-seo summary:hover{color:var(--bleu);}\n#fge-seo summary::after{content:\"+\";position:absolute;right:18px;top:50%;transform:translateY(-50%);\n  font-size:1.5rem;font-weight:400;color:var(--bleu);line-height:1;transition:transform .2s ease;}\n#fge-seo details[open] summary::after{content:\"\u2013\";}\n#fge-seo details .fge-seo-ans{padding:0 18px 16px;color:var(--mut);font-size:1rem;}\n\n#fge-seo .fge-seo-cta{text-align:center;margin:26px 0 4px;}\n#fge-seo .fge-seo-cta a{display:inline-block;background:var(--bleu);color:#fff;text-decoration:none;\n  font-weight:700;padding:12px 26px;border-radius:10px;font-size:1.02rem;transition:background .15s ease;}\n#fge-seo .fge-seo-cta a:hover{background:#143a86;}\n\n@media(max-width:560px){\n  #fge-seo h2{font-size:1.3rem;}\n  #fge-seo summary{font-size:1rem;padding-right:42px;}\n}\n<\/style>\n\n<div id=\"fge-seo\">\n\n  <h2>Wie viel Netto bleibt in Luxemburg? Beispiele 2026<\/h2>\n  <p class=\"fge-seo-lead\">Gesch\u00e4tztes monatliches Nettogehalt f\u00fcr einen alleinstehenden Grenzg\u00e4nger (Steuerklasse&nbsp;1), einschlie\u00dflich Steuergutschriften, bei zw\u00f6lf Monatsgeh\u00e4ltern:<\/p>\n\n  <div class=\"fge-seo-tablewrap\">\n    <table>\n      <thead>\n        <tr><th>Bruttogehalt \/ Monat<\/th><th>Gesch\u00e4tztes Netto<\/th><th>Anteil vom Brutto<\/th><\/tr>\n      <\/thead>\n      <tbody>\n        <tr><td>2&nbsp;500&nbsp;\u20ac<\/td><td>\u2248&nbsp;2&nbsp;145&nbsp;\u20ac<\/td><td>\u2248&nbsp;86&nbsp;%<\/td><\/tr>\n        <tr><td>3&nbsp;000&nbsp;\u20ac<\/td><td>\u2248&nbsp;2&nbsp;505&nbsp;\u20ac<\/td><td>\u2248&nbsp;84&nbsp;%<\/td><\/tr>\n        <tr><td>3&nbsp;500&nbsp;\u20ac<\/td><td>\u2248&nbsp;2&nbsp;841&nbsp;\u20ac<\/td><td>\u2248&nbsp;81&nbsp;%<\/td><\/tr>\n        <tr><td>4&nbsp;000&nbsp;\u20ac<\/td><td>\u2248&nbsp;3&nbsp;149&nbsp;\u20ac<\/td><td>\u2248&nbsp;79&nbsp;%<\/td><\/tr>\n        <tr><td>4&nbsp;500&nbsp;\u20ac<\/td><td>\u2248&nbsp;3&nbsp;435&nbsp;\u20ac<\/td><td>\u2248&nbsp;76&nbsp;%<\/td><\/tr>\n        <tr><td>5&nbsp;000&nbsp;\u20ac<\/td><td>\u2248&nbsp;3&nbsp;700&nbsp;\u20ac<\/td><td>\u2248&nbsp;74&nbsp;%<\/td><\/tr>\n      <\/tbody>\n    <\/table>\n  <\/div>\n\n  <div class=\"fge-seo-cic\">\n    <span class=\"tag\">Neu 2026<\/span>\n    <p><strong>Die Konjunktur-Steuergutschrift (CIC).<\/strong> Im Juni 2026 mit dem Tripartite-Abkommen (\u201eResilienzpak&#8220;) wieder eingef\u00fchrt, gleicht sie die Wirkung einer Indextranche aus und erh\u00f6ht bis zum 31. Dezember 2026 das Netto der in Luxemburg besteuerten Grenzg\u00e4nger. Ab 2027 wird ihre Wirkung dauerhaft in den Steuertarif integriert. Der Rechner ber\u00fccksichtigt sie bereits.<\/p>\n  <\/div>\n\n  <h2 class=\"fge-seo-faqttl\">H\u00e4ufige Fragen<\/h2>\n\n  <details>\n    <summary>Wie berechnet man das Nettogehalt in Luxemburg?<\/summary>\n    <div class=\"fge-seo-ans\">Vom Brutto werden die Sozialbeitr\u00e4ge abgezogen (Krankenversicherung 3,05 % und Rentenversicherung 8,50 %), um das steuerpflichtige Gehalt zu erhalten. Darauf werden der ACD-Steuertarif und der Beitrag zum Besch\u00e4ftigungsfonds angewendet, anschlie\u00dfend wird die Pflegeversicherung (1,40 %) abgezogen. Die Steuergutschriften (CIS, CI-CO\u2082, Konjunktur) erh\u00f6hen dann das Netto. Der Rechner f\u00fchrt diese Schritte automatisch aus.<\/div>\n  <\/details>\n\n  <details>\n    <summary>Wie viel Netto bleibt von 3 000 \u20ac brutto?<\/summary>\n    <div class=\"fge-seo-ans\">F\u00fcr einen alleinstehenden Grenzg\u00e4nger (Steuerklasse 1) mit 3 000 \u20ac brutto im Monat bleiben 2026 etwa 2 505 \u20ac netto, einschlie\u00dflich Steuergutschriften \u2013 also rund 84 % vom Brutto. Der genaue Betrag h\u00e4ngt von Steuerklasse und Freibetr\u00e4gen ab.<\/div>\n  <\/details>\n\n  <details>\n    <summary>Welche Sozialbeitr\u00e4ge zahlt ein Grenzg\u00e4nger in Luxemburg?<\/summary>\n    <div class=\"fge-seo-ans\">Drei Arbeitnehmerbeitr\u00e4ge: Krankenversicherung (3,05 %), Rentenversicherung (8,50 %) und Pflegeversicherung (1,40 %), alle einbehalten f\u00fcr das Centre commun de la s\u00e9curit\u00e9 sociale (CCSS).<\/div>\n  <\/details>\n\n  <details>\n    <summary>Welche Steuerklasse bekomme ich als Grenzg\u00e4nger aus Deutschland?<\/summary>\n    <div class=\"fge-seo-ans\">Nichtans\u00e4ssige erhalten grunds\u00e4tzlich Steuerklasse 1. Verheiratete oder verpartnerte Grenzg\u00e4nger k\u00f6nnen die Steuerklasse 2 (Zusammenveranlagung) beantragen, wenn mindestens 90 % ihrer Eink\u00fcnfte in Luxemburg steuerpflichtig sind oder ihre nicht-luxemburgischen Nettoeink\u00fcnfte unter 13 000 \u20ac liegen (steuerliche Gleichstellung). Die Steuerklasse steht auf der Lohnsteuerkarte der ACD.<\/div>\n  <\/details>\n\n  <details>\n    <summary>Muss ich mein Luxemburger Gehalt in Deutschland versteuern?<\/summary>\n    <div class=\"fge-seo-ans\">Nein. Nach dem Doppelbesteuerungsabkommen Deutschland\u2013Luxemburg ist es in Deutschland von der Einkommensteuer freigestellt. Es unterliegt aber dem Progressionsvorbehalt: Es muss in der deutschen Steuererkl\u00e4rung angegeben werden und erh\u00f6ht den Steuersatz auf Ihre \u00fcbrigen Eink\u00fcnfte.<\/div>\n  <\/details>\n\n  <details>\n    <summary>Wie viele Homeoffice-Tage sind steuerlich erlaubt?<\/summary>\n    <div class=\"fge-seo-ans\">Seit 2024 sind bis zu 34 Homeoffice-Tage pro Kalenderjahr in Deutschland unsch\u00e4dlich (\u00c4nderungsprotokoll zum DBA). Wird die Grenze \u00fcberschritten, werden die in Deutschland geleisteten Arbeitstage dort steuerpflichtig.<\/div>\n  <\/details>\n\n  <details>\n    <summary>Was sind die Steuergutschriften CIS, CI-CO\u2082 und CIC?<\/summary>\n    <div class=\"fge-seo-ans\">Steuergutschriften, die der Arbeitgeber auszahlt und die das Nettogehalt erh\u00f6hen: der CIS (bis 600 \u20ac pro Jahr) und der CI-CO\u2082 (bis 216 \u20ac pro Jahr), beide degressiv nach Gehalt, sowie 2026 die befristete Konjunktur-Gutschrift (CIC, Juni bis Dezember 2026).<\/div>\n  <\/details>\n\n  <details>\n    <summary>Ist das angezeigte Ergebnis verbindlich?<\/summary>\n    <div class=\"fge-seo-ans\">Nein, es handelt sich um eine unverbindliche Sch\u00e4tzung auf Basis der Werte 2026. Ihr tats\u00e4chliches Netto kann je nach Freibetr\u00e4gen, Familiensituation und Nachzahlungen abweichen. Verbindliche Betr\u00e4ge nennen nur Ihr Arbeitgeber, das CCSS und die ACD.<\/div>\n  <\/details>\n\n  <div class=\"fge-seo-cta\">\n    <a href=\"#fge-sim\">\u2191 Mein Nettogehalt berechnen<\/a>\n  <\/div>\n\n<\/div>\n\n<script type=\"application\/ld+json\">\n{\n \"@context\": \"https:\/\/schema.org\",\n \"@type\": \"FAQPage\",\n \"mainEntity\": [\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Wie berechnet man das Nettogehalt in Luxemburg?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Vom Brutto werden die Sozialbeitr\u00e4ge abgezogen (Krankenversicherung 3,05 % und Rentenversicherung 8,50 %), um das steuerpflichtige Gehalt zu erhalten. Darauf werden der ACD-Steuertarif und der Beitrag zum Besch\u00e4ftigungsfonds angewendet, anschlie\u00dfend wird die Pflegeversicherung (1,40 %) abgezogen. Die Steuergutschriften (CIS, CI-CO\u2082, Konjunktur) erh\u00f6hen dann das Netto. Der Rechner f\u00fchrt diese Schritte automatisch aus.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Wie viel Netto bleibt von 3 000 \u20ac brutto?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"F\u00fcr einen alleinstehenden Grenzg\u00e4nger (Steuerklasse 1) mit 3 000 \u20ac brutto im Monat bleiben 2026 etwa 2 505 \u20ac netto, einschlie\u00dflich Steuergutschriften \u2013 also rund 84 % vom Brutto. 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Verheiratete oder verpartnerte Grenzg\u00e4nger k\u00f6nnen die Steuerklasse 2 (Zusammenveranlagung) beantragen, wenn mindestens 90 % ihrer Eink\u00fcnfte in Luxemburg steuerpflichtig sind oder ihre nicht-luxemburgischen Nettoeink\u00fcnfte unter 13 000 \u20ac liegen (steuerliche Gleichstellung). Die Steuerklasse steht auf der Lohnsteuerkarte der ACD.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Muss ich mein Luxemburger Gehalt in Deutschland versteuern?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Nein. Nach dem Doppelbesteuerungsabkommen Deutschland\u2013Luxemburg ist es in Deutschland von der Einkommensteuer freigestellt. Es unterliegt aber dem Progressionsvorbehalt: Es muss in der deutschen Steuererkl\u00e4rung angegeben werden und erh\u00f6ht den Steuersatz auf Ihre \u00fcbrigen Eink\u00fcnfte.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Wie viele Homeoffice-Tage sind steuerlich erlaubt?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Seit 2024 sind bis zu 34 Homeoffice-Tage pro Kalenderjahr in Deutschland unsch\u00e4dlich (\u00c4nderungsprotokoll zum DBA). Wird die Grenze \u00fcberschritten, werden die in Deutschland geleisteten Arbeitstage dort steuerpflichtig.\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Was sind die Steuergutschriften CIS, CI-CO\u2082 und CIC?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Steuergutschriften, die der Arbeitgeber auszahlt und die das Nettogehalt erh\u00f6hen: der CIS (bis 600 \u20ac pro Jahr) und der CI-CO\u2082 (bis 216 \u20ac pro Jahr), beide degressiv nach Gehalt, sowie 2026 die befristete Konjunktur-Gutschrift (CIC, Juni bis Dezember 2026).\"\n   }\n  },\n  {\n   \"@type\": \"Question\",\n   \"name\": \"Ist das angezeigte Ergebnis verbindlich?\",\n   \"acceptedAnswer\": {\n    \"@type\": \"Answer\",\n    \"text\": \"Nein, es handelt sich um eine unverbindliche Sch\u00e4tzung auf Basis der Werte 2026. Ihr tats\u00e4chliches Netto kann je nach Freibetr\u00e4gen, Familiensituation und Nachzahlungen abweichen. Verbindliche Betr\u00e4ge nennen nur Ihr Arbeitgeber, das CCSS und die ACD.\"\n   }\n  }\n ]\n}\n<\/script>\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;\">Weitere Brutto-Netto-Rechner<\/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 Brutto-Netto-Rechner f\u00fcr Grenzg\u00e4nger<\/a><\/li>\n    <li><a href=\"https:\/\/frontaliers-grandest.eu\/de\/brutto-netto-rechner-frankreich-grenzgaenger\/\">Nettogehalt in Frankreich berechnen<\/a><\/li>\n  <\/ul>\n<\/nav>\n\n\n\n<div class=\"wp-block-frontaliers-grandest-plugin-link-block\"><a href=\"https:\/\/frontaliers-grandest.eu\/de\/ueber-frontaliers-grand-est\/contact\/\" class=\"link-block__link\" target=\"_self\" rel=\"noopener\"><span class=\"link-block__title\">Fragen zu Ihrer Situation? Unsere Juristinnen und Juristen helfen kostenlos weiter.<\/span><svg stroke-width=\"1.5\" viewBox=\"0 0 24 24\" fill=\"none\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\" class=\"link-block__icon\"><path d=\"M14 11.9976C14 9.5059 11.683 7 8.85714 7C8.52241 7 7.41904 7.00001 7.14286 7.00001C4.30254 7.00001 2 9.23752 2 11.9976C2 14.376 3.70973 16.3664 6 16.8714C6.36756 16.9525 6.75006 16.9952 7.14286 16.9952\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M10 11.9976C10 14.4893 12.317 16.9952 15.1429 16.9952C15.4776 16.9952 16.581 16.9952 16.8571 16.9952C19.6975 16.9952 22 14.7577 22 11.9976C22 9.6192 20.2903 7.62884 18 7.12383C17.6324 7.04278 17.2499 6.99999 16.8571 6.99999\" stroke-width=\"1.5\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg><\/a><\/div>\n","protected":false},"excerpt":{"rendered":"<p>Sie wohnen in Deutschland und arbeiten in Luxemburg? Der Weg vom Brutto- zum Nettogehalt folgt im Gro\u00dfherzogtum eigenen Regeln: nur drei Sozialbeitr\u00e4ge, eine Lohnsteuer, die direkt an der Quelle einbehalten wird (nach Ihrer Steuerklasse), und Steuergutschriften, die Ihr Netto erh\u00f6hen. Mit unserem kostenlosen Rechner sch\u00e4tzen Sie Ihr Luxemburger Nettogehalt auf Basis der Werte 2026: Brutto, [&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":[721],"frge_profile":[225],"class_list":["post-63441","page","type-page","status-publish","has-post-thumbnail","hentry","tag-mindestlohn-de","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 Luxemburg 2026 f\u00fcr Grenzg\u00e4nger<\/title>\n<meta name=\"description\" content=\"Berechnen Sie Ihr Luxemburger Nettogehalt 2026: Lohnsteuer nach Steuerklasse, CCSS-Beitr\u00e4ge, Steuergutschriften. 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