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audi-app/dashboard-muster.html
tobias e1d570992e Initialer Import: HA-Panel, Design-System, Companion-App
Drei zusammengehörige Teile in einem Repository:

- homeassistant/  Das fertige, im Einsatz befindliche Home-Assistant-Panel
  (panel_custom Custom Element + pyscript-Backend). Echte Fahrzeug- und
  Personendaten (fahrzeugprofil.json, fahrten.jsonl, tankvorgaenge.jsonl,
  Tankbelege) bleiben per .gitignore außen vor; die anonymisierte Vorlage
  fahrzeugprofil.example.json ist mit dabei.

- design-system/  Eigenständige React-Komponentenbibliothek (@audi-dash/ui),
  die die visuelle Sprache des Panels nachbildet - ohne Audi-Markenzeichen
  und ohne die lizenzierte Hausschrift. Dient als Grundlage für Claude
  Design. War bis hierher ein eigenes Repository und ist in dieses
  eingeschmolzen worden.

- companion-app/  Datenschicht der neuen App DataMetric360 (iOS/Android via
  Capacitor, zusätzlich als Iframe im HA-Dashboard). Noch ohne Oberfläche:
  REST- und WebSocket-Zugriff auf Home Assistant plus Warteschlange für
  Änderungen ohne Netz. Ersetzt das eingespritzte hass-Objekt, das nur
  innerhalb des HA-Frontends existiert.

Dazu die Projektdokumentation: SPECIFICATION.md (Ist-Stand des Panels),
COMPANION_APP_ARCHITECTURE.md (Architekturentscheidungen der neuen App),
AUDIT_2026-08-10.md, DESIGN_BRIEF_DATAMETRIC360.md und der ursprüngliche
Bauauftrag.

Co-Authored-By: Claude Opus 5 <noreply@anthropic.com>
2026-08-11 00:20:05 +02:00

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<!DOCTYPE html>
<html lang="de" data-theme="nacht">
<head>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1">
<title>RS 4 Avant — Oberflächenmuster</title>
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) format("woff2");font-weight:400;font-style:italic;font-display:swap}
/* ---- Farbrollen. Nacht = Grundzustand, Tag als Umschaltung. ---------- */
:root[data-theme="nacht"]{
--canvas:#161b23; /* dunkles Blaugrau wie in der myAudi App */
--tile:#1f2733;
--tile-2:#2a3341;
--line:rgba(255,255,255,.10);
--line-strong:rgba(255,255,255,.20);
--fg:#FFFFFF; --fg2:#9aa1ad; --fg3:#657081;
--ok:#15da15; --warn:#ffaa00; --bad:#fd2c4e;
--shade:rgba(255,255,255,.05);
}
:root[data-theme="tag"]{
--canvas:#FFFFFF;
--tile:#f2f2f2;
--tile-2:#e5e5e5;
--line:rgba(0,0,0,.10);
--line-strong:rgba(0,0,0,.22);
--fg:#000000; --fg2:#4c4c4c; --fg3:#666666;
--ok:#0DA20D; --warn:#ffaa00; --bad:#eb0d3f;
--shade:rgba(0,0,0,.04);
}
:root{ --red:#F50537; --r-tile:20px; --r-pill:999px; }
*{box-sizing:border-box;margin:0;padding:0}
html,body{height:100%}
body{
background:#111;font-family:"Audi Type",Helvetica,Arial,sans-serif;font-weight:400;
display:flex;align-items:center;justify-content:center;padding:22px 14px;
-webkit-font-smoothing:antialiased;font-variant-numeric:tabular-nums;
}
.phone{
width:100%;max-width:412px;height:min(880px,calc(100vh - 44px));
background:var(--canvas);color:var(--fg);
display:flex;flex-direction:column;overflow:hidden;position:relative;
transition:background .25s ease,color .25s ease;
}
/* ---------------- Kopf ---------------- */
.topbar{display:flex;align-items:flex-start;gap:12px;padding:16px 20px 6px;flex:0 0 auto}
.back{width:20px;height:20px;border:0;background:none;padding:0;cursor:pointer;display:none;align-items:center}
.back.on{display:flex}
.back svg{stroke:var(--fg);fill:none;stroke-width:1.3}
.head{flex:1 1 auto;min-width:0}
.eyebrow{font-size:10px;letter-spacing:.2em;text-transform:uppercase;color:var(--fg3);margin-bottom:5px}
.title{font-size:23px;font-weight:400;letter-spacing:-.015em;line-height:1.15;
white-space:nowrap;overflow:hidden;text-overflow:ellipsis}
.sync{display:flex;align-items:center;gap:8px;margin-top:7px;font-size:12.5px;color:var(--fg3)}
.sync svg{width:14px;height:14px;stroke:currentColor;fill:none;stroke-width:1.4}
.rings{
height:26px;width:auto;flex:0 0 auto;display:flex;align-items:center;justify-content:center;
}
.rings{background:none;border:0;padding:0;cursor:pointer}
.rings svg{height:19px;width:auto;display:block;color:var(--fg)}
.badge{display:flex;align-items:flex-end;gap:11px}
.badge svg{height:27px;width:auto;display:block;color:var(--fg)}
.badge .zusatz{font-family:"Audi Type Extended",sans-serif;font-style:italic;
font-size:23px;line-height:1;letter-spacing:.005em;padding-bottom:1px}
.themebtn{
width:34px;height:34px;border:1px solid var(--line);background:none;color:var(--fg2);
cursor:pointer;border-radius:var(--r-pill);flex:0 0 auto;
display:flex;align-items:center;justify-content:center;
}
.themebtn svg{width:15px;height:15px;stroke:currentColor;fill:none;stroke-width:1.4}
.themebtn:hover{color:var(--fg);border-color:var(--line-strong)}
main{flex:1 1 auto;overflow-y:auto;overscroll-behavior:contain;padding:0 20px 34px}
main::-webkit-scrollbar{width:0}
/* ---------------- Bausteine ---------------- */
.tile{position:relative;background:var(--tile);border-radius:var(--r-tile);padding:22px;margin-bottom:12px}
.tile.flat{background:none;padding:0}
.tilebtn{display:block;width:100%;text-align:left;border:0;font-family:inherit;
color:inherit;cursor:pointer;position:relative}
.tilebtn:hover{background:var(--tile-2)}
.zahnrad{position:absolute;top:16px;right:16px;width:34px;height:34px;border:0;background:none;
cursor:pointer;display:flex;align-items:center;justify-content:center;border-radius:var(--r-pill)}
.zahnrad:hover{background:var(--tile-2)}
.zahnrad svg{width:18px;height:18px;stroke:var(--fg3);fill:none;stroke-width:1.3;stroke-linecap:round}
.zahnrad:hover svg{stroke:var(--fg)}
.tilebtn .go{position:absolute;top:24px;right:22px;width:6px;height:10px;
stroke:var(--fg3);fill:none;stroke-width:1.3}
.seg{display:flex;gap:8px;margin-top:14px}
.seg button{flex:1;border:1px solid var(--line-strong);background:none;color:var(--fg2);
font-family:inherit;font-size:11px;letter-spacing:.12em;text-transform:uppercase;
padding:11px 8px;border-radius:var(--r-pill);cursor:pointer}
.seg button.on{border-color:var(--red);color:var(--fg)}
.feld{display:flex;justify-content:space-between;align-items:center;gap:14px;
padding:12px 0;border-bottom:1px solid var(--line)}
.feld label{font-size:13px;color:var(--fg2)}
.feld input,.feld select{background:var(--tile-2);border:1px solid var(--line);
color:var(--fg);font-family:inherit;font-size:13.5px;padding:8px 11px;border-radius:6px;
text-align:right;min-width:132px}
.mitEinheit{display:inline-flex;align-items:center;gap:8px}
.mitEinheit input{min-width:92px;text-align:right}
.mitEinheit span{font-size:13px;color:var(--fg2)}
.notiz{width:100%;margin-top:12px;background:var(--tile-2);border:1px solid var(--line);
border-radius:8px;color:var(--fg);font-family:inherit;font-size:13.5px;line-height:1.6;
padding:12px 13px;resize:vertical}
.feld input[type=checkbox]{min-width:0;width:19px;height:19px;accent-color:var(--red)}
.aktion{display:block;width:100%;margin-top:16px;border:1px solid var(--line-strong);
background:none;color:var(--fg);font-family:inherit;font-size:11px;letter-spacing:.14em;
text-transform:uppercase;padding:14px;border-radius:var(--r-pill);cursor:pointer}
.aktion:hover{border-color:var(--red)}
.label{font-size:10px;letter-spacing:.2em;text-transform:uppercase;color:var(--fg3);display:block}
.fig{font-family:"Audi Type Wide",sans-serif;font-weight:300;letter-spacing:-.02em;line-height:.95}
.unit{font-family:"Audi Type",sans-serif;font-size:.32em;color:var(--fg2);margin-left:.32em;letter-spacing:0}
.sport{font-family:"Audi Type Extended",sans-serif;font-style:italic;letter-spacing:.005em}
.rows{margin-top:4px}
.row{display:flex;justify-content:space-between;align-items:baseline;gap:14px;padding:13px 0;border-bottom:1px solid var(--line)}
.row:last-child{border-bottom:0}
.row dt{font-size:13px;color:var(--fg2)}
.row dd{font-size:14px;text-align:right}
.row dd small{display:block;font-size:11px;color:var(--fg3);margin-top:3px}
.row dd .label{display:block;text-align:right}
.werte{display:block;color:var(--fg);font-size:14px;white-space:nowrap}
.pill{display:inline-block;font-size:10px;letter-spacing:.14em;text-transform:uppercase;
border:1px solid var(--line-strong);border-radius:var(--r-pill);padding:6px 12px;color:var(--fg2)}
.pill.work{border-color:var(--red);color:var(--red)}
/* ---------------- Start ---------------- */
.carbox{position:relative;text-align:center;padding:30px 0 0;display:block;width:100%;background:none;border:0}
.carbox img{width:100%;display:block;-webkit-tap-highlight-color:transparent}
/* Feste Bildhöhe: Front- und Seitenansicht wirken dadurch gleich groß */
.carfix{width:100%;max-width:100%;height:206px;object-fit:contain;display:block}
.carfix.klein{height:165px}
/* Radbild klein und rechtsbündig oben in der Kachel */
.radbild{position:absolute;top:22px;right:22px;width:78px;height:78px;object-fit:contain;display:block}
.radph{position:absolute;top:22px;right:22px;width:78px;height:78px;border:1px dashed var(--line-strong);
border-radius:50%}
/* Kopfbereich hält die Höhe des Radbilds frei, damit die Felder darunter
denselben Abstand haben wie das Bild nach oben und rechts. */
.radkopf{min-height:78px;padding-right:96px}
/* Fahrbahn unter dem Fahrzeug: eine angedeutete Oberfläche, die das Auto
auf den Boden stellt, ohne selbst Aufmerksamkeit zu ziehen.
Innenraum- und Detailbilder bekommen keine. */
.szene{position:relative;border-radius:var(--r-tile);overflow:hidden;margin-bottom:26px}
.szene img{position:relative;z-index:2}
.szene.strasse::before{content:"";position:absolute;left:0;right:0;bottom:0;height:30%;z-index:1;
background:
radial-gradient(ellipse 42% 40% at 50% 76%, rgba(0,0,0,.55) 0%, rgba(0,0,0,0) 72%),
linear-gradient(180deg, rgba(255,255,255,0) 0%, rgba(255,255,255,.045) 40%,
rgba(255,255,255,.075) 100%);}
.szene.strasse::after{content:"";position:absolute;left:0;right:0;bottom:0;height:30%;z-index:1;
background:linear-gradient(90deg, var(--canvas) 0%, rgba(0,0,0,0) 22%,
rgba(0,0,0,0) 78%, var(--canvas) 100%);}
/* Verschneite Fahrbahn bei montierten Winterrädern */
.szene.winter::before{content:"";position:absolute;left:0;right:0;bottom:0;height:38%;z-index:1;
background-image:url("data:image/webp;base64,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");
background-size:cover;background-position:center bottom;}
.szene.winter::after{content:"";position:absolute;left:0;right:0;bottom:0;height:38%;z-index:1;
background:
radial-gradient(ellipse 40% 44% at 50% 78%, rgba(28,48,70,.5) 0%, rgba(28,48,70,0) 70%),
linear-gradient(90deg, var(--canvas) 0%, rgba(0,0,0,0) 20%,
rgba(0,0,0,0) 80%, var(--canvas) 100%);}
:root[data-theme="tag"] .szene.strasse::before{
background:
radial-gradient(ellipse 42% 40% at 50% 76%, rgba(0,0,0,.28) 0%, rgba(0,0,0,0) 72%),
linear-gradient(180deg, rgba(0,0,0,0) 0%, rgba(0,0,0,.05) 40%, rgba(0,0,0,.085) 100%);}
.status{display:flex;align-items:center;gap:12px;padding:16px 0 4px}
.dot{width:11px;height:11px;border-radius:50%;flex:0 0 auto;background:var(--ok)}
.dot.bad{background:var(--bad)}
.status .t{font-size:14px}
.status .s{font-size:11px;color:var(--fg3);margin-top:3px}
.duo{display:grid;grid-template-columns:1fr 1fr;gap:12px;margin-bottom:12px}
.duo .tile{margin:0}
.tankzeile{display:flex;align-items:flex-end;justify-content:space-between;gap:16px}
.pct{font-size:15px;color:var(--fg2);padding-bottom:9px}
/* Kilometer und Monat nebeneinander. Bricht bei fünfstelligen Kilometern um,
statt die Kachel zu überfüllen. */
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flex-wrap:wrap;margin-top:14px}
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.balken i{display:block;height:100%;border-radius:var(--r-pill);background:var(--fg)}
.ringwrap{position:relative;width:150px;margin:6px auto 0}
.ringwrap .mid{position:absolute;inset:0;display:flex;flex-direction:column;align-items:center;justify-content:center}
/* ---------------- Aufklappen ---------------- */
.acc-h{
width:100%;border:0;background:none;color:inherit;font-family:inherit;cursor:pointer;text-align:left;
display:flex;align-items:center;gap:13px;padding:16px 0;border-bottom:1px solid var(--line);
}
.mark{width:9px;height:9px;flex:0 0 auto;position:relative}
.mark::before,.mark::after{content:"";position:absolute;background:var(--fg3);transition:transform .18s,background .18s}
.mark::before{left:0;top:4px;width:9px;height:1px}
.mark::after{left:4px;top:0;width:1px;height:9px}
.acc-h[aria-expanded="true"] .mark::after{transform:scaleY(0)}
.acc-h[aria-expanded="true"] .mark::before{background:var(--red)}
.acc-h .k{flex:1 1 auto;font-size:15px}
.acc-h .v{font-size:11.5px;color:var(--fg2);text-align:right;line-height:1.5}
.acc-b{display:none}
.acc-b.on{display:block}
.lvl2 .acc-h{padding-left:22px}
.lvl2 .acc-h .k{font-size:13.5px}
.leaf{
width:100%;border:0;border-bottom:1px solid var(--line);background:none;color:inherit;
font-family:inherit;cursor:pointer;text-align:left;display:flex;align-items:center;gap:12px;
padding:13px 0 13px 44px;
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.leaf:hover,.acc-h:hover{background:var(--shade)}
.leaf .k{flex:1 1 auto;font-size:13.5px}
.leaf .k small,.leaf .v small{display:block;font-size:11px;color:var(--fg3);margin-top:3px}
.leaf .v{font-size:13px;color:var(--fg2);text-align:right}
.chev{width:6px;height:10px;flex:0 0 auto;stroke:var(--fg3);fill:none;stroke-width:1.3}
/* ---------------- Karte ---------------- */
.mapbox{position:relative;width:100%;aspect-ratio:4/3;border-radius:var(--r-tile);overflow:hidden;background:var(--tile)}
.mapbox .leaflet-container{position:absolute;inset:0;height:100%;width:100%;background:var(--tile);
font-family:inherit;font-size:10px}
.mapbox .leaflet-control-attribution{background:rgba(0,0,0,.45);color:#cfd4dc;font-size:9px}
:root[data-theme="tag"] .mapbox .leaflet-control-attribution{background:rgba(255,255,255,.7);color:#4c4c4c}
.mapbox .leaflet-control-attribution a{color:inherit}
.mapbox .leaflet-control-zoom a{background:var(--tile);color:var(--fg);border-color:var(--line)}
/* ---------------- Statistik ---------------- */
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.bar i{display:block;height:100%;border-radius:var(--r-pill)}
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.tile-h{width:100%;border:0;background:none;color:inherit;font-family:inherit;cursor:pointer;text-align:left;display:block}
.tile-b{display:none;margin-top:6px}
.tile-b.on{display:block}
/* ---------------- Reiter ---------------- */
.tabbar{flex:0 0 auto;display:grid;grid-template-columns:repeat(5,1fr);border-top:1px solid var(--line);background:var(--canvas)}
.tab{background:none;border:0;border-top:2px solid transparent;margin-top:-1px;cursor:pointer;
font-family:inherit;color:var(--fg3);padding:11px 2px 13px;font-size:9px;letter-spacing:.08em;
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.tab svg{width:21px;height:21px;stroke:currentColor;fill:none;stroke-width:1.3;
stroke-linecap:round;stroke-linejoin:round}
.tab svg polygon{fill:none;stroke:currentColor;stroke-width:1.3}
.tab:hover{color:var(--fg2)}
.tab.on{color:var(--fg);border-top-color:var(--red)}
.tab.on svg polygon{fill:var(--red);stroke:var(--red)}
.tabbar.ohne .tab span{display:none}
.tabbar.ohne .tab{padding:16px 2px 18px;gap:0}
.tabbar.ohne .tab svg{width:23px;height:23px}
:focus-visible{outline:2px solid var(--red);outline-offset:2px}
@media (prefers-reduced-motion:reduce){*{transition:none!important}}
</style>
</head>
<body>
<div class="phone">
<div class="topbar">
<button class="back" id="back" aria-label="Zurück"><svg viewBox="0 0 12 20"><polyline points="10,1 1,10 10,19"/></svg></button>
<div class="head"><div class="eyebrow" id="eyebrow">Fahrzeug</div><div class="title" id="title">Übersicht</div>
<div class="sync" id="sync"><svg viewBox="0 0 16 16"><path d="M14 8a6 6 0 1 1-1.8-4.3"/><polyline points="14,1 14,4.2 10.8,4.2"/></svg><span></span></div></div>
<button class="themebtn" id="theme" aria-label="Tag- oder Nachtmodus">
<svg id="themeicon" viewBox="0 0 20 20"></svg></button>
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<main id="view"></main>
<nav class="tabbar" id="tabbar"></nav>
</div>
<script>
/* ================================================================
AUSTAUSCHBAR — hier Bild, Ringe und Fahrzeugtitel hinterlegen.
Beide Bildfelder nehmen eine URL oder einen data:-String.
Leer lassen zeigt einen Platzhalter.
================================================================ */
const CONFIG = {
fahrzeugtitel : "RS 4 Avant competition", // Klartext für Kopfzeile und Vorlesefunktion
fahrzeugzusatz : "Avant competition", // steht neben dem Typenschild
fahrzeuguntertitel : "quattro · 331 kW",
kennzeichen : "IN·RS 400",
// Fahrzeugbilder: siehe BILDER weiter unten, durch Antippen umschaltbar
markenlogo : "data:image/svg+xml;base64,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", // Bildmarke des Kraftstoffanbieters
markenname : "Shell",
startbild : "Frontansicht", // Bild der Übersicht, in den Einstellungen änderbar
version : "0.18",
tankvolumen : 58,
nachtVon : "18:59", // Nacht = 18:59 bis 05:59
nachtBis : "05:59",
pauseMin : 15 // kürzere Unterbrechungen zählen als eine Fahrt
};
const CAR = {
fin:"WUAZZZF48PA902804", details:"2.9 TFSI quattro competition · 331 kW · 450 PS",
erstzulassung:"08/2023", odo:20140, tankPct:62, spannung:12.4,
gesichert:true, standAlter:"vor 34 Min.",
hu:"08/2026", inspektionKm:4800, inspektionTage:212, oelKm:2100,
smartdeal:{aktiv:true, laeuftAb:"2027-03-31"},
oel:{modus:"hersteller", km:15000, monate:12, herstellerKm:30000, herstellerMonate:24},
versicherung:{
gesellschaft:"Audi Versicherung",
vertrag:"Haftpflicht, Vollkasko und Teilkasko, Schutzbrief Mobilität",
nummer:"VW-1971391586",
service:"0800 11 222 88", notfall:"+49 531 3939 7430", // Schaden-Notruf, rund um die Uhr
beitrag:2068.45, steueranteil:330.25, steuersatz:"19 %",
gueltigAb:"2026-08-13", zahlweise:"jährlich",
teile:[
{bez:"Haftpflicht und Schutzbrief Mobilität", betrag:293.32, sf:"SF 18", sfAlt:"SF 17", satz:"30 %", satzAlt:"30 %"},
{bez:"Vollkasko inklusive Teilkasko", betrag:1775.13, sf:"SF 17", sfAlt:"SF 16", satz:"26 %", satzAlt:"27 %"}
],
selbst:[["Vollkasko","500 €"],["Teilkasko","150 €"]],
/* Schutzbrief Mobilität, Zusatzvereinbarung KRB 4121/01.
Alle Beträge aus dem Bedingungswerk. */
schutzbrief:{
stand:"KRB 4121/01, Fassung 10.2021",
gilt:"Europa einschließlich europäischer und asiatischer Türkei sowie außereuropäische EU-Gebiete",
versichert:"Halter, berechtigter Fahrer und berechtigte Insassen, inklusive Gepäck, privater Ladung und mitgeführtem Anhänger",
ausloeser:["Panne — jeder Betriebs-, Bruch- oder Bremsschaden","Unfall","Diebstahl",
"Krankheit, Verletzung oder Tod auf einer Reise","Naturkatastrophe"],
/* Der zentrale Punkt: diese drei Leistungen schließen einander aus. */
entweder:[
{bez:"Weiterkommen", grenze:"Bahn 1. Klasse bis 1 200 km, darüber Linienflug Economy",
zusatz:"Taxi zum und vom Bahnhof bis 100 €"},
{bez:"Übernachten", grenze:"3 Nächte, je 100 € und Person", zusatz:""},
{bez:"Mietwagen", grenze:"bis zu 14 Tage, bis das Fahrzeug repariert ist", zusatz:""}
],
gruppen:[
{titel:"Am Schadenort", posten:[
["Pannenhilfe vor Ort","bis 100 €","einschließlich verwendeter Kleinteile"],
["Abschleppen","bis 200 €","zur nächsten Werkstatt, Gepäck und Ladung eingeschlossen"],
["Bergen","volle Kosten","wenn das Fahrzeug von der Straße abgekommen ist"],
["Falschbetankung","bis 500 €","Entfernen des Treibstoffs, Folgeschäden ausgeschlossen"]]},
{titel:"Das Fahrzeug", posten:[
["Rücktransport zur Wunschwerkstatt","volle Kosten","wenn nicht binnen 3 Werktagen fahrbereit, nicht bei Totalschaden"],
["Unterstellung","bis 14 Tage",""],
["Unterstellung bei Totalschaden","bis 14 Tage","bis zur Verzollung oder Verschrottung"],
["Schlüsselverlust","Versandkosten","Ersatzschlüssel selbst nicht ersetzt"],
["Schlüssel eingeschlossen","Öffnen übernommen",""]]},
{titel:"Im Ausland", posten:[
["Ersatzteilversand","Versandkosten","wenn vor Ort nicht beschaffbar"],
["Rücktransport","volle Kosten","wenn nicht binnen 3 Werktagen fahrbereit und Reparatur nicht teurer als ein gleichwertiger Gebrauchtwagen"],
["Rückholung nach Reparatur","volle Kosten",""],
["Verzollung","Verfahrensgebühren","Zoll und Steuern nicht enthalten"],
["Verschrottung","volle Kosten",""],
["Todesfall","bis 5 000 €","Bestattung im Ausland oder Überführung"],
["Rückreise in besonderen Fällen","bis 2 500 € je Person","schwere Erkrankung naher Angehöriger, erheblicher Schaden am Eigentum"]]},
{titel:"Personen", posten:[
["Krankenrücktransport","volle Kosten","ärztlich angeordnet, plus 3 Nächte à 100 €"],
["Rückholung von Kindern","Bahn 1. Klasse","zusätzlich bis 100 € für Taxi"],
["Krankenbesuch","bis 500 €","ab zwei Wochen Krankenhausaufenthalt"],
["Fahrzeugabholung bei Fahrerausfall","volle Kosten","selbst gefahren 0,40 € je km, plus 3 Nächte à 100 €"],
["Medizinischer Beratungsservice","telefonisch","kein Notarzt, keine Diagnose"]]},
{titel:"Naturkatastrophe", posten:[
["Übernachtung","3 Nächte à 100 €","je Person"],
["Verpflegung","3 Tage à 15 €","je Person"],
["Taxi und öffentliche Verkehrsmittel","bis 100 €",""]]}
],
nicht:[
["Rennen","Auch behördlich genehmigte Veranstaltungen mit Höchstgeschwindigkeit — samt Übungsfahrten"],
["Vorsatz","kein Versicherungsschutz"],
["Grobe Fahrlässigkeit","Leistung wird der Schwere entsprechend gekürzt"],
["Krieg, innere Unruhen, Staatsgewalt","kein Versicherungsschutz"],
["Kernenergie","kein Versicherungsschutz"]
],
pflichten:[
"Vor Inanspruchnahme einer Leistung Weisung des Versicherers einholen, soweit möglich",
"Schadenereignis binnen einer Woche melden",
"Behördliche Ermittlungen unverzüglich mitteilen",
"Originalbelege zum Nachweis der Kosten aufbewahren",
"Schaden nach Möglichkeit mindern"
],
rang:"Besteht Anspruch gegen einen Dritten, etwa aus einer Automobilclub-Mitgliedschaft, geht dieser vor. Wendest du dich zuerst an den Versicherer, ist er zur Vorleistung verpflichtet."
},
leistungen:[
{gruppe:"Haftpflicht", posten:[
"Versicherungssumme 100 Mio. €, Personenschäden bis 15 Mio. € je Person",
"Umweltschadensgesetz 5 Mio. € je Fall, 10 Mio. € im Jahr",
"MallorcaDeckung für Mietwagen im europäischen Ausland"]},
{gruppe:"Kasko", posten:[
"Vollkasko mit 500 € Selbstbeteiligung",
"Teilkasko mit 150 € Selbstbeteiligung",
"Unfall sowie mut- und böswillige Handlungen Dritter",
"Hackerangriff auf die Fahrzeugsoftware mitversichert",
"Elementarereignisse, Entwendung, Brand, Explosion, Glasbruch",
"Zusammenstoß mit Tieren jeglicher Art",
"Tierbiss inklusive Folgeschäden bis 10.000 €",
"Kurzschluss an der Verkabelung inklusive Folgeschäden bis 10.000 €",
"Fahrzeugteile und Zubehör bis 20.000 € beitragsfrei"]},
{gruppe:"Nach einem Totalschaden", posten:[
"Neupreisentschädigung bei Totalschaden binnen 12 Monaten nach Erstzulassung",
"Zulassungs- und Verwaltungskosten für das Ersatzfahrzeug bis 200 €",
"Überführungskosten bei Neuwagenkauf bis 1.000 €",
"Austausch der Schlösser bis 1.000 € bei Raub oder Einbruchdiebstahl der Schlüssel"]},
{gruppe:"Werkstatt", posten:[
"Werkstattsteuerung über das Fachwerkstattnetz des Versicherers",
"Außerhalb des Netzes nur 80 % der Reparaturkosten, abzüglich Selbstbeteiligung",
"Reparatur nach Herstellervorgaben mit Originalteilen oder gleichwertigen Teilen"]},
{gruppe:"Mobilität", posten:[
"Schutzbrief Mobilität, europaweit rund um die Uhr",
"Pannen- und Unfallhilfe, auch bei Diebstahl oder Fahrerausfall",
"Ersatzmobilität, wenn das Fahrzeug nicht binnen 60 Minuten fahrbereit ist"]},
{gruppe:"Automatisierte Fahrfunktionen", posten:[
"Kein Rabattverlust, wenn allein die automatisierte Fahrfunktion den Schaden verursacht hat",
"Nachweis durch die gespeicherten Fahrzeugdaten zum Schadenereignis"]}
]},
steuer:{betrag:434, zeitraum:"jährlich", faellig:"", grundlage:"Hubraum und CO₂-Ausstoß",
lastschrift:true, finanzamt:"Hauptzollamt"},
kmProTag: 18.3, // aus dem Servicebuch: 19 864 km in 1 085 Tagen
/* Technische Daten aus dem Fahrzeugdatenblatt (FIN WUAZZZF48PA902804). */
technik:[
{gruppe:"Motor", posten:[
["Bauart","V6 Ottomotor, Direkteinspritzung, Biturbo"],
["Hubraum","2 894 cm³"],
["Leistung","331 kW / 450 PS bei 5 7006 700 min⁻¹"],
["Maximales Drehmoment","600 Nm bei 2 0005 000 min⁻¹"],
["Abgasreinigung","Katalysator, Lambdasonde, Ottopartikelfilter"],
["Abgasnorm","EU6 AP"],
["Motormanagement","vollelektronisch"]]},
{gruppe:"Kraftübertragung", posten:[
["Getriebe","8-Gang tiptronic"],
["Antrieb","quattro, permanent, selbstsperrendes Mittendifferenzial"],
["Kupplung","hydraulischer Drehmomentwandler mit Überbrückung"]]},
{gruppe:"Fahrleistungen", posten:[
["0 auf 100 km/h","3,9 s"],
["Höchstgeschwindigkeit","290 km/h"],
["Effizienzklasse","E"],
["Fahrgeräusch","70 dB(A)"]]},
{gruppe:"Fahrwerk, Lenkung, Bremsen", posten:[
["Fahrwerk","RS-Sportfahrwerk"],
["Vorderachse","5-Lenker, Rohrstabilisator"],
["Hinterachse","5-Lenker, Rohrstabilisator"],
["Lenkung","elektromechanisch, geschwindigkeitsabhängig"],
["Wendekreis","ca. 11,7 m"],
["Bremsanlage","RS-Stahlbremse, Sättel rot glänzend"],
["Vorn","Faustsattel, Scheibe innenbelüftet"],
["Hinten","Faustsattel mit elektrischer Parkbremse, innenbelüftet"]]},
{gruppe:"Räder und Reifen", posten:[
["Räder","Leichtmetall 9J × 20, Audi Sport"],
["Reifen","275/30 R20 97Y XL"],
["Pannenhilfe","Reifenreparaturset, kein Ersatzrad"],
["Radschrauben","Standard"],
["Anzugsmoment","120 Nm"]]},
{gruppe:"Maße, Gewichte, Volumen", posten:[
["Leergewicht","1 820 kg"],
["Zulässiges Gesamtgewicht","2 350 kg"],
["Dachlast / Stützlast","90 / 80 kg"],
["Anhängelast gebremst","2 100 kg bei 8 %, 1 900 kg bei 12 %"],
["Anhängelast ungebremst","750 kg"],
["Gepäckraum","495 / 1 495 l"],
["Tankinhalt","58 l, erhöhtes Füllvolumen für quattro"]]},
{gruppe:"Bordnetz", posten:[
["Batterie","420 A, 75 Ah"],
["Generator","100150 A"],
["Kältemittel","R1234yf"]]},
{gruppe:"Wartung", posten:[
["Serviceanzeige","30 000 km oder 2 Jahre, variabel"],
["Garantie","Anschlussgarantie 3 Jahre, max. 100 000 km"]]}
],
/* Ausstattung. Sonderausstattung vollständig, Serienausstattung auf das
Aussagekräftige gekürzt — Einträge wie „Kein Selbstabholer" sind
Produktionsmerkmale und im Alltag ohne Nutzen. */
ausstattung:[
{gruppe:"RS-Paket", sonder:["RS competition","RS-Designpaket rot","RS-Komfortpaket",
"RS-Sportabgasanlage plus","RS-Sportfahrwerk","RS-Stahlbremsanlage, Sättel rot glänzend",
"Bremssättel rot lackiert","Anhebung der Höchstgeschwindigkeit auf 290 km/h",
"Sicherheitsgurte schwarz mit rotem Rand","RS-Einstiegsleisten"]},
{gruppe:"Außen", sonder:["Optikpaket schwarz plus","Optikpaket schwarz glänzend",
"Panorama-Glasdach","Dachreling schwarz","Anhängevorrichtung",
"Gepäckraumklappe elektrisch öffnend und schließend",
"Matrix-LED-Scheinwerfer mit dynamischer Lichtinszenierung",
"LED-Heckleuchten mit dynamischer Lichtinszenierung",
"Außenspiegel elektrisch, beheiz- und anklappbar, abblendend, mit Memory",
"Außenspiegelgehäuse in Wagenfarbe","Sonnenschutzverglasung abgedunkelt"]},
{gruppe:"Innen", sonder:["Mikrofaser Dinamica/Leder mit Wabensteppung und RS-Stickung",
"Sportsitze plus vorn","Vordersitze elektrisch mit Memory für den Fahrersitz",
"Sitzheizung vorn und hinten","Lendenwirbelstütze mit Massagefunktion",
"Dekoreinlagen Carbon Köper matt","Ambiente-Lichtpaket plus",
"3-Zonen-Komfortklimaautomatik","Lederlenkrad 3-Speichen mit Lenkradheizung",
"Innenspiegel automatisch abblendend, rahmenlos","USB-Ladeschnittstellen im Fond",
"Sonnenschutzrollo hinten","Fußmatten RS-Designpaket"]},
{gruppe:"Infotainment", sonder:["MMI Navigation plus mit MMI touch","Audi virtual cockpit plus",
"Head-up-Display","Bang & Olufsen Premium Sound System mit 3D-Klang","Audi phone box",
"LTE-Unterstützung für Audi phone box","Audi connect Navigation & Infotainment"]},
{gruppe:"Assistenz", sonder:["Assistenzpaket Tour","Assistenzpaket Stadt mit Parken",
"Audi adaptive cruise control","Audi active lane assist","Halteassistent",
"Parkassistent mit Einparkhilfe plus","Umgebungskameras",
"Kamerabasierte Verkehrszeichenerkennung","Audi pre sense rear und basic",
"Garagentoröffner","Komfortschlüssel mit sensorgesteuerter Heckklappe"]},
{gruppe:"Serie, ausgewählt", sonder:["Audi drive select","Audi pre sense city",
"Spurwechselwarnung","Reifendruck-Kontrollanzeige","Start-Stop-System",
"Audi connect Notruf & Service mit Remote & Control","Smartphone-Interface",
"Kraftstoffbehälter mit erhöhtem Füllvolumen","Pedalerie und Fußstütze aus Edelstahl"]}
],
reifen:{aktiv:"Sommer",
wechsel:{datum:"2026-10-15", vereinbart:false},
anzugsmoment:120, // Nm
sommer:{bild:"data:image/webp;base64,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", km:31240,marke:"Continental",modell:"SportContact 7",dot:"1224",mass:"275/30 R20 97Y XL",
druck:"2,5 / 2,4 bar",kauf:"04/2024",kommentar:"Profiltiefe 5,1 mm bei der letzten Kontrolle"},
winter:{bild:"data:image/webp;base64,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", km:24870,marke:"Michelin",modell:"Pilot Alpin 5",dot:"3822",mass:"265/35 R19",
druck:"2,6 / 2,5 bar",kauf:"10/2022",kommentar:"Eingelagert beim Autohaus"}},
service:{
autohaus:{name:"Audi AG Kundendienst Center Ingolstadt",
adresse:"Auto-Union-Straße, 85045 Ingolstadt",
tel:"0841 8930600", mail:"kundendienstcenter.ingolstadt@audi.de",
pos:[48.78108, 11.42408]},
/* Die Termine werden nicht gespeichert, sondern aus Servicebuch und
Einstellungen berechnet. Gespeichert wird nur, was vereinbart wurde. */
vereinbart:{},
buch:[
{datum:"23.07.2026", km:19874, art:"Ölwechsel-Service (flexibel)", werkstatt:"Audi AG Kundendienst Center Ingolstadt", kosten:null},
{datum:"20.10.2025", km:13335, art:"Inspektion", werkstatt:"Audi AG Kundendienst Center Ingolstadt", kosten:null},
{datum:"11.07.2025", km:10000, art:"Ölwechsel-Service (flexibel)", werkstatt:"Audi AG Kundendienst Center Ingolstadt", kosten:null},
{datum:"11.10.2024", km:1500, art:"Ölwechsel-Service (flexibel)", werkstatt:"Audi AG Kundendienst Center Ingolstadt", kosten:null},
{datum:"04.08.2023", km:10, art:"Übergabe-Inspektion", werkstatt:"Audi AG Kundendienst Center Ingolstadt", kosten:null}
]}
};
const TRIPS = [
{id:"t1",jahr:2026,monat:"Juli",tag:"29.07.",zeit:"07:12",von:"Ingolstadt, Am Westpark",nach:"München, Leopoldstr.",
kmA:87220,kmE:87308,dist:88,dauer:"1:04 h",schnitt:82,max:171,kosten:18.55,art:"Arbeitsweg",nacht:false,
a:[48.7628,11.4030],b:[48.1600,11.5860]},
{id:"t2",jahr:2026,monat:"Juli",tag:"29.07.",zeit:"19:40",von:"München, Leopoldstr.",nach:"Ingolstadt, Am Westpark",
kmA:87308,kmE:87396,dist:88,dauer:"0:58 h",schnitt:91,max:184,kosten:18.12,art:"Arbeitsweg",nacht:true,
a:[48.1600,11.5860],b:[48.7628,11.4030]},
{id:"t3",jahr:2026,monat:"Juli",tag:"27.07.",zeit:"10:35",von:"Ingolstadt, Am Westpark",nach:"Rain am Lech, Salbeiweg",
kmA:87074,kmE:87142,dist:68,dauer:"0:51 h",schnitt:80,max:158,kosten:14.41,art:"Privat",nacht:false,
a:[48.7628,11.4030],b:[48.6890,10.9160]},
{id:"t4",jahr:2026,monat:"Juni",tag:"18.06.",zeit:"14:05",von:"Ingolstadt, Am Westpark",nach:"Regensburg, Donaupark",
kmA:86412,kmE:86528,dist:116,dauer:"1:19 h",schnitt:88,max:176,kosten:23.90,art:"Privat",nacht:false,
a:[48.7628,11.4030],b:[49.0195,12.0975]},
{id:"t5",jahr:2025,monat:"Dezember",tag:"22.12.",zeit:"20:15",von:"Ingolstadt, Am Westpark",nach:"Garmisch, Hauptstr.",
kmA:79880,kmE:80062,dist:182,dauer:"2:11 h",schnitt:83,max:169,kosten:36.40,art:"Privat",nacht:true,
a:[48.7628,11.4030],b:[47.4917,11.0955]}
];
/* rabatt = Ersparnis durch SmartDeal, summe = tatsächlich gezahlt */
const FILLS = [
{id:"f1",pctVor:26,pctNach:100,jahr:2026,monat:"Juli",datum:"29.07.2026",zeit:"16:05",liter:42.96,summe:90.60,rabatt:12.46,
odo:87396,seit:322,station:"A. Zrenner GmbH",adresse:"Pascalstr. 8, 85057 Ingolstadt",beleg:true,pos:[48.7476,11.4497]},
{id:"f2",pctVor:18,pctNach:100,jahr:2026,monat:"Juli",datum:"27.07.2026",zeit:"11:28",liter:47.61,summe:100.88,rabatt:13.81,
odo:87074,seit:546,station:"Thomas Bauch GmbH",adresse:"Salbeiweg 2, 86641 Rain am Lech",beleg:true,pos:[48.6903,10.9174]},
{id:"f3",pctVor:22,pctNach:100,jahr:2026,monat:"Juni",datum:"14.06.2026",zeit:"08:12",liter:45.20,summe:94.42,rabatt:13.11,
odo:86528,seit:498,station:"A. Zrenner GmbH",adresse:"Pascalstr. 8, 85057 Ingolstadt",beleg:true,pos:[48.7476,11.4497]},
{id:"f4",pctVor:30,pctNach:96,jahr:2025,monat:"Dezember",datum:"20.12.2025",zeit:"17:41",liter:44.10,summe:85.95,rabatt:12.79,
odo:79880,seit:512,station:"Thomas Bauch GmbH",adresse:"Salbeiweg 2, 86641 Rain am Lech",beleg:true,pos:[48.6903,10.9174]}
];
/* ---------------------------------------------------------------- */
const $ = s => document.querySelector(s);
const de = (n,d=0)=>n.toLocaleString("de-DE",{minimumFractionDigits:d,maximumFractionDigits:d});
const eur = n => de(n,2);
const esc = s => String(s).replace(/[&<>"]/g,c=>({"&":"&amp;","<":"&lt;",">":"&gt;",'"':"&quot;"}[c]));
const sum = (a,f)=>a.reduce((s,x)=>s+f(x),0);
/* Durchschnittspreis IMMER mengengewichtet: Summe Kosten / Summe Liter */
const schnittpreis = list => sum(list,f=>f.summe)/sum(list,f=>f.liter);
/* Symbole der Navigationsleiste. „Mein Audi" nutzt die RS-Raute aus dem
Typenschild — als Umriss, gefüllt sobald der Reiter aktiv ist. */
const ICONS = {
home :'<path d="M4 17a9 9 0 0 1 18 0"/><path d="M13 17l5.5-5"/><circle cx="13" cy="17" r="1.3"/>',
audi :'<polygon points="21.6,5 16.5,19 2.4,19 7.5,5" transform="translate(0,0)"/>',
trips:'<circle cx="6" cy="6" r="2.2"/><circle cx="18" cy="18" r="2.2"/><path d="M8 7.5c4 1.5 4.5 3 3 5s-1 3.5 4.5 5"/>',
stat :'<path d="M4 20V9.5M10 20V4.5M16 20v-8M22 20H2"/>',
fuel :'<path d="M4.5 20V6.2c0-.9.8-1.7 1.7-1.7h5.6c1 0 1.7.8 1.7 1.7V20"/><path d="M3 20h12.5"/><path d="M4.5 11h10.5"/><path d="M17 20v-8.5a2 2 0 0 0-2-2"/><path d="M17 11.5V7.8l-2-2.3"/>'
};
const TABS = [
{id:"home", label:"Übersicht", eyebrow:"Fahrzeug", title:"Übersicht"},
{id:"audi", label:"Mein Audi", eyebrow:"Fahrzeug", title:CONFIG.fahrzeugtitel},
{id:"trips",label:"Fahrten", eyebrow:"Fahrtenbuch",title:"Fahrten"},
{id:"stat", label:"Statistik", eyebrow:"Auswertung", title:"Statistik"},
{id:"fuel", label:"Tanken", eyebrow:"Kraftstoff", title:"Tanken"}
];
let route = {name:"home"};
const ZURUECK = {trip:"trips", fill:"fuel", service:"audi", reifen:"audi", ident:"audi",
vers:"audi", kosten:"audi", schutz:"vers",
werkstatt:"service", sbuch:"service", einst:"home"};
/* ---------- Grafik ---------- */
function badge(){
return `<div class="badge"><?xml version="1.0" encoding="UTF-8"?><svg aria-label="RS 4" xmlns="http://www.w3.org/2000/svg" viewBox="0 0 425 100"><polygon points="140 0 103.603 100 0 100 36.397 0 140 0" style="fill:#f50537;"/><path d="M279.9435,15c13.89,0,23.0062,9.5991,18.3107,22.5h-16.5c2.1994-6.0428-2.4854-9.5-6.5423-9.5h-48.5c-10,0-10.9525,2.617-12.6388,7.25-1.327,3.646-1.046,7.25,7.3612,7.25h48.5c12.7976,0,24.4649,5.5913,18.7656,21.25-5.1069,14.031-8.473,21.25-34.2344,21.25h-48.5c-22.238,0-20.8261-15.589-17.9467-23.5h16.5c-1.5172,4.1686-2.3153,10.5,6.1783,10.5h48.5c9.0063,0,11.2814-3.5205,13.0028-8.25,2.3539-6.4674-.7024-8.25-6.9972-8.25h-48.5c-16.0991,0-23.0423-9.5-19.1296-20.25,5.1394-14.1202,7.854-20.25,33.8704-20.25h48.5Z" style="fill:currentColor;"/><path d="M165.478,15h-70l-25.478,70h16.5l9.4633-26h59.5518c4.7471,0,6.8294,4.4041,4.2185,25.9165h16.9999v-8.9007c0-5.2722,0-17.0158-5.796-23.4287,6.8742-3.3009,10.0555-7.4061,12.8643-15.1234,4.6956-12.9009-4.4339-22.4637-18.3239-22.4637ZM100.6949,46l6.5515-18h53.5c4.0569,0,8.7549,3.4209,6.5555,9.4637-2.1993,6.0427-5.3154,8.5363-13.1069,8.5363h-53.5Z" style="fill:currentColor;"/><path d="M408.4969,59l16.0201-44h-24.75l-80.2974,39.2816-6.4489,17.7184h74.25l-4.7316,13h16.5s4.7316-13,4.7316-13h16.4977l4.7316-13h-16.5031ZM392.0022,59h-53.6829l64.966-31h0l-11.2831,31Z" style="fill:currentColor;"/></svg><span class="zusatz">${esc(CONFIG.fahrzeugzusatz)}</span></div>`;
}
const BILDER = [{name:"Seitenansicht",src:"data:image/webp;base64,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"},{name:"Front 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"},{name:"Frontansicht",src:"data:image/webp;base64,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"},{name:"Scheinwerfer",src:"data:image/webp;base64,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"},{name:"Sitze",src:"data:image/webp;base64,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"}];
let bild = 0;
/* modus "fest": ein festes Bild, kein Umschalten (Übersicht).
modus "galerie": durchschaltbar per Antippen (Mein Audi).
Die Bildfläche hat in beiden Fällen dieselbe Höhe, damit Front- und
Seitenansicht gleich groß wirken. */
function startIndex(){
const i = BILDER.findIndex(b => b.name === CONFIG.startbild);
return i < 0 ? 0 : i;
}
/* Für die Seitenansicht liegt eine zweite Fassung mit montierten Winterrädern
bereit. Nur diese Perspektive zeigt die Räder groß genug, dass sich der
Austausch lohnt — die übrigen Ansichten bleiben unverändert. */
const SEITE_WINTER = 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";
function bildSrc(i){
const b = BILDER[i];
return (b.name === "Seitenansicht" && CAR.reifen.aktiv === "Winter") ? SEITE_WINTER : b.src;
}
function carImg(modus){
if(modus === "fest"){
const b = BILDER[startIndex()];
return `<img class="carfix klein" src="${bildSrc(startIndex())}" alt="${esc(CONFIG.fahrzeugtitel)}">`;
}
return `<img id="carimg" class="carfix" src="${bildSrc(bild)}"
alt="${esc(CONFIG.fahrzeugtitel)}">
<div class="dots" id="dots">${BILDER.map((_,i)=>
`<i class="${i===bild?"on":""}"></i>`).join("")}</div>`;
}
/* Antippen schaltet weiter. Nur die betroffenen Knoten werden getauscht,
damit die Scrollposition erhalten bleibt. */
/* Bildmarke des Anbieters. Geschützte Zeichen werden nicht nachgezeichnet —
hier steht ein Platz, in den die Originaldatei eingesetzt wird. */
function markenlogo(){
if(!CAR.smartdeal.aktiv) return "";
return CONFIG.markenlogo
? `<img src="${esc(CONFIG.markenlogo)}" alt="${esc(CONFIG.markenname)}">`
: `<span class="ph">Logo</span>`;
}
/* Cockpit, Sitze und der Scheinwerfer-Ausschnitt zeigen keine Fahrbahn —
eine verschneite Straße hinter einem Innenraumfoto wäre Unsinn. */
const OHNE_SZENE = ["Cockpit","Sitze","Scheinwerfer"];
function szeneKlasse(i){
if(!bodenAn) return "";
if(OHNE_SZENE.includes(BILDER[i].name)) return "";
return CAR.reifen.aktiv === "Winter" ? "winter" : "strasse";
}
function bildWeiter(){
bild = (bild + 1) % BILDER.length;
const img=document.getElementById("carimg");
if(!img) return;
img.src = bildSrc(bild);
const sz=document.getElementById("szene");
if(sz) sz.className = "szene " + szeneKlasse(bild);
[...document.getElementById("dots").children].forEach((d,i)=>
d.classList.toggle("on", i===bild));
}
/* ---------- Termine und Vorhersage ---------- */
const heute = new Date(2026,7,3);
const dTag = 86400000;
const mmjj = d => String(d.getMonth()+1).padStart(2,"0")+"/"+String(d.getFullYear()).slice(2);
const dedat = d => d.toLocaleDateString("de-DE",{day:"2-digit",month:"2-digit",year:"numeric"});
/* Aus der durchschnittlichen Tagesleistung ableiten, wann ein Kilometerstand
erreicht ist. Grundlage ist die Statistik, nicht eine Annahme. */
/* Die Tagesleistung wird aus dem ältesten Servicebuch-Eintrag und dem
aktuellen Kilometerstand berechnet — sie wächst also mit jedem gefahrenen
Kilometer mit, statt ein fester Wert zu bleiben. */
function dat(s){ const [d,m,j]=s.split(".").map(Number); return new Date(j,m-1,d); }
/* Zwei Zeiträume, gewichtet gemischt:
- langfristig: der gesamte bekannte Verlauf seit dem ältesten Eintrag
- aktuell: seit dem letzten Service, also seit dem Zurücksetzen des Zählers
Direkt nach einem Service ist der aktuelle Zeitraum zu kurz für eine
belastbare Aussage, deshalb überwiegt zunächst der Langzeitwert. Mit jedem
Tag verschiebt sich das Gewicht, nach etwa einem halben Jahr zählt allein
der aktuelle Abschnitt. Die Vorhersage wird also genauer, je näher das Ziel
rückt — und startet nach jedem Service neu. */
const MISCHDAUER = 180;
function tagesleistung(){
const b=CAR.service.buch;
if(!b.length) return {wert:CAR.kmProTag, quelle:"Vorgabe", tage:0, km:0};
const alt = b[b.length-1];
const tageGesamt = Math.max(1, (heute - dat(alt.datum))/dTag);
const langfristig = (CAR.odo - alt.km)/tageGesamt;
const letzter = b[0];
const tageSeit = (heute - dat(letzter.datum))/dTag;
const kmSeit = CAR.odo - letzter.km;
if(tageSeit < 14 || kmSeit <= 0)
return {wert:langfristig, quelle:"gesamter Verlauf", tage:Math.round(tageGesamt), km:CAR.odo-alt.km};
const aktuell = kmSeit/tageSeit;
const g = Math.min(1, tageSeit/MISCHDAUER);
return {
wert: langfristig*(1-g) + aktuell*g,
quelle: g>=1 ? "seit dem letzten Service" : "gemischt, "+Math.round(g*100)+" % aktueller Abschnitt",
tage: Math.round(tageSeit), km: kmSeit
};
}
function kmProTag(){ return tagesleistung().wert; }
function prognose(zielKm){
const rest = zielKm - CAR.odo;
if(rest <= 0) return {tage:0, datum:heute};
const tage = Math.round(rest / kmProTag());
return {tage, datum:new Date(heute.getTime() + tage*dTag)};
}
/* Kalendereintrag als ICS. iOS öffnet die Datei direkt in der Kalender-App. */
function ics(titel, datum, ort, notiz){
const tag = datum.replace(/-/g,"");
const naechster = new Date(new Date(datum).getTime()+dTag)
.toISOString().slice(0,10).replace(/-/g,"");
const text = [
"BEGIN:VCALENDAR","VERSION:2.0","PRODID:-//RS4 Dashboard//DE","BEGIN:VEVENT",
"UID:"+Date.now()+"@rs4.local",
"DTSTAMP:"+new Date().toISOString().replace(/[-:]/g,"").split(".")[0]+"Z",
"DTSTART;VALUE=DATE:"+tag, "DTEND;VALUE=DATE:"+naechster,
"SUMMARY:"+titel, "LOCATION:"+(ort||""), "DESCRIPTION:"+(notiz||""),
"BEGIN:VALARM","TRIGGER:-P2D","ACTION:DISPLAY","DESCRIPTION:"+titel,"END:VALARM",
"END:VEVENT","END:VCALENDAR"].join("\r\n");
const a=document.createElement("a");
a.href="data:text/calendar;charset=utf-8,"+encodeURIComponent(text);
a.download=titel.replace(/[^\wäöüÄÖÜß ]/g,"").replace(/\s+/g,"-")+".ics";
document.body.appendChild(a); a.click(); a.remove();
}
function ring(pct){
const r=64,c=2*Math.PI*r,on=c*pct/100;
return `<div class="ringwrap">
<svg width="150" height="150" viewBox="0 0 150 150">
<circle cx="75" cy="75" r="${r}" fill="none" stroke="var(--line)" stroke-width="2"/>
<circle cx="75" cy="75" r="${r}" fill="none" stroke="var(--red)" stroke-width="2"
stroke-linecap="round" stroke-dasharray="${on} ${c}" transform="rotate(-90 75 75)"/>
</svg>
<div class="mid">
<div class="fig" style="font-size:40px">${pct}<span class="unit">%</span></div>
<span class="label" style="margin-top:8px">${de(CONFIG.tankvolumen*pct/100,1)} Liter</span>
</div></div>`;
}
let MAP=null, TILE=null;
const TILES={
nacht:"https://{s}.basemaps.cartocdn.com/dark_all/{z}/{x}/{y}{r}.png",
tag :"https://{s}.basemaps.cartocdn.com/light_all/{z}/{x}/{y}{r}.png"
};
const ATTR='&copy; OpenStreetMap &middot; CARTO';
function mapBox(){ return `<div class="mapbox"><div id="map"></div></div>`; }
/* Aus Start und Ziel einen plausiblen Streckenverlauf erzeugen.
Im Betrieb steht hier der tatsaechlich aufgezeichnete Track aus §4. */
function fakeTrack(a,b,n=13){
const pts=[]; let seed=Math.round((a[0]+b[1])*1000);
const rnd=()=>{ seed=(seed*1103515245+12345)&0x7fffffff; return seed/0x7fffffff-0.5; };
for(let i=0;i<=n;i++){
const t=i/n, k=Math.sin(t*Math.PI);
pts.push([ a[0]+(b[0]-a[0])*t + rnd()*0.05*k, a[1]+(b[1]-a[1])*t + rnd()*0.05*k ]);
}
pts[0]=a; pts[n]=b; return pts;
}
function tiles(){
if(!MAP) return;
const url=TILES[document.documentElement.dataset.theme];
if(TILE) MAP.removeLayer(TILE);
TILE=L.tileLayer(url,{maxZoom:19,attribution:ATTR}).addTo(MAP);
}
function initMap(){
const el=document.getElementById("map");
if(!el || typeof L==="undefined") return;
MAP=L.map(el,{zoomControl:true,attributionControl:true,scrollWheelZoom:false});
TILE=null; tiles();
const rot=getComputedStyle(document.documentElement).getPropertyValue("--red").trim()||"#F50537";
if(route.name==="trip"){
const t=TRIPS.find(x=>x.id===route.id);
const track=fakeTrack(t.a,t.b);
const line=L.polyline(track,{color:rot,weight:2.5,opacity:.9}).addTo(MAP);
/* Stützpunkte sichtbar machen — der Verlauf ist eine Naeherung, keine luekenlose Spur */
track.slice(1,-1).forEach(pt=>L.circleMarker(pt,
{radius:2.5,color:rot,weight:0,fillColor:rot,fillOpacity:.85}).addTo(MAP));
L.circleMarker(t.a,{radius:6,color:"#fff",weight:2,fillColor:"#000",fillOpacity:1}).addTo(MAP)
.bindPopup("Start · "+t.von);
L.circleMarker(t.b,{radius:6,color:rot,weight:2,fillColor:rot,fillOpacity:1}).addTo(MAP)
.bindPopup("Ziel · "+t.nach);
MAP.fitBounds(line.getBounds(),{padding:[26,26]});
} else if(route.name==="fill"){
const f=FILLS.find(x=>x.id===route.id);
MAP.setView(f.pos,14);
L.circleMarker(f.pos,{radius:7,color:rot,weight:2,fillColor:rot,fillOpacity:.85}).addTo(MAP)
.bindPopup(f.station+"<br>"+f.adresse);
}
setTimeout(()=>MAP.invalidateSize(),60);
}
/* ---------- Ansichten ---------- */
function teaser(){
const t=TRIPS[0], f=FILLS[0];
return `<div class="tile"><span class="label">Zuletzt</span>
<button class="leaf" style="padding-left:0" data-go="trip:${t.id}">
<span class="k">Letzte Fahrt<small>${t.tag} · ${esc(t.von.split(",")[0])}${esc(t.nach.split(",")[0])}</small></span>
<span class="v">${de(t.dist)} km<small>${t.dauer}</small></span>
<svg class="chev" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg></button>
<button class="leaf" style="padding-left:0;border-bottom:0" data-go="fill:${f.id}">
<span class="k">Letzter Tankvorgang<small>${f.datum} · ${esc(f.station)}</small></span>
<span class="v">${de(f.liter,2)} l<small>${eur(f.summe)} €</small></span>
<svg class="chev" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg></button></div>`;
}
/* Der zeitlich nächste aller Termine — nicht einfach der erste in der Liste. */
function naechsterTermin(){
return termine().slice().sort((a,b)=>a.ziel-b.ziel)[0];
}
/* Einheitliche Beschreibung eines Termins für alle Ansichten */
/* Zwei Sichtweisen auf denselben Termin: das in den Einstellungen gewählte
Intervall und die Vorgabe des Herstellers. Beide werden nebeneinander
gezeigt, keine ist verbindlich. */
function intervalle(t){
const oel=CAR.oel, b=t.basis;
if(!b) return null;
const bauen=(km, monate) => ({
km: km ? b.km + km : null,
datum: monatePlus(b.datum, monate)
});
if(t.art==="Hauptuntersuchung"){
const eig = bauen(null, 24);
return {hersteller:null, eigen:eig, prognose:eig.datum};
}
const eKm = t.art==="Ölwechsel"
? (oel.modus==="hersteller" ? oel.herstellerKm : Math.min(oel.km, oel.herstellerKm))
: 30000;
const eM = t.art==="Ölwechsel"
? (oel.modus==="hersteller" ? oel.herstellerMonate : Math.min(oel.monate, oel.herstellerMonate))
: 24;
const eig = bauen(eKm, eM);
const her = t.art==="Ölwechsel" ? bauen(oel.herstellerKm, oel.herstellerMonate) : bauen(30000, 24);
/* Voraussichtlich: wann der eigene Zielkilometerstand nach der gemessenen
Fahrleistung erreicht ist — oder das Zeitintervall, falls es früher greift. */
const perKm = prognose(eig.km).datum;
return {hersteller:her, eigen:eig, prognose: perKm < eig.datum ? perKm : eig.datum};
}
function terminText(t){
const restKm = t.km!==null ? t.km-CAR.odo : null;
const haupt = t.zuerst==="km" && restKm!==null ? "in "+de(restKm)+" km" : dedat(t.datum);
const neben = t.zuerst==="km"
? "voraussichtlich "+dedat(t.kmDatum)+" · oder "+dedat(t.datum)
: (t.km!==null ? "oder in "+de(restKm)+" km" : "aus dem Servicebuch fortgeschrieben");
return {haupt, neben, restKm};
}
function vHome(){
const g = CAR.gesichert;
return `
<div class="szene ${szeneKlasse(startIndex())}"><div class="carbox">${carImg("fest")}</div></div>
<div class="tile flat" style="margin-bottom:22px">
${badge()}
<span class="label" style="margin-top:12px">${esc(CONFIG.kennzeichen)} · ${esc(CONFIG.fahrzeuguntertitel)}</span>
<div class="status">
<span class="dot ${g?"":"bad"}"></span>
<div><div class="t">${g?"Sicher abgestellt":"Nicht sicher abgestellt"}</div>
<div class="s">${g?"Verriegelt · Türen zu · Fenster zu":"Beifahrerfenster offen"}</div></div>
</div>
</div>
<div class="tile flat" style="margin-bottom:26px">
<div class="tankzeile">
<div class="fig" style="font-size:60px">418<span class="unit">km</span></div>
<span class="pct">${CAR.tankPct} %</span>
</div>
<div class="balken"><i style="width:${CAR.tankPct}%"></i></div>
<span class="label" style="margin-top:12px">Reichweite</span>
</div>
<div class="duo">
<div class="tile"><span class="label">Kilometerstand</span>
<div class="fig" style="font-size:29px;margin-top:14px">${de(CAR.odo)}<span class="unit">km</span></div></div>
${(()=>{const t=naechsterTermin();
return `<div class="tile"><span class="label">Nächster ${esc(t.art)}</span>
<div class="zweizeiler">
<span class="fig" style="font-size:29px">${t.zuerst==="km"?de(t.km-CAR.odo):mmjj(t.datum)}<span class="unit">${t.zuerst==="km"?"km":""}</span></span>
<span class="nebenwert">${t.zuerst==="km"?mmjj(t.kmDatum):"fällig"}</span>
</div></div>`;})()}
</div>
${teaser()}`;
}
function vAudi(){
const r=CAR.reifen, a=r[r.aktiv.toLowerCase()], sv=CAR.service;
return `
<div class="szene ${szeneKlasse(bild)}" id="szene"><div class="carbox">${carImg("galerie")}</div></div>
<div class="tile flat" style="margin:14px 0 16px">
${badge()}
<span class="label" style="margin-top:12px">${esc(CONFIG.kennzeichen)}</span>
</div>
<button class="tile tilebtn" data-go="ident:x">
<span class="label">Identität</span>
<svg class="go" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg>
<dl class="rows" style="margin-top:10px">
<div class="row"><dt>Fahrgestellnummer</dt><dd>${CAR.fin}</dd></div>
<div class="row"><dt>Details</dt><dd>${CAR.details}</dd></div>
<div class="row"><dt>Erstzulassung</dt><dd>${CAR.erstzulassung}</dd></div>
<div class="row"><dt>Ausführung</dt><dd>competition</dd></div>
<div class="row" style="border-bottom:0"><dt>Ausstattung</dt>
<dd>${CAR.ausstattung.reduce((n,g)=>n+g.sonder.length,0)} Positionen</dd></div>
</dl></button>
<div class="tile"><span class="label">Zustand</span><dl class="rows">
<div class="row"><dt>Kilometerstand</dt><dd>${de(CAR.odo)} km</dd></div>
<div class="row"><dt>Tankfüllung</dt><dd>${de(CONFIG.tankvolumen*CAR.tankPct/100,1)} l<small>${CAR.tankPct} % von ${CONFIG.tankvolumen} l</small></dd></div>
<div class="row"><dt>Batteriespannung</dt><dd>${de(CAR.spannung,1)} V</dd></div></dl></div>
<button class="tile tilebtn" data-go="service:x">
<span class="label">Service</span>
<svg class="go" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg>
<dl class="rows" style="margin-top:12px">
${termine().map((t,i,arr)=>{const x=terminText(t);
return `<div class="row" ${i===arr.length-1?'style="border-bottom:0"':""}>
<dt>${t.art}</dt><dd>${x.haupt}<small>${x.neben}</small></dd></div>`;}).join("")}
</dl></button>
<button class="tile tilebtn" data-go="kosten:x">
<span class="label">Kosten</span>
<svg class="go" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg>
${(()=>{const k=kosten(kostenJahr);
const teile=[k.kraftstoff,k.service,k.versicherung,k.steuer].filter(x=>x!==null);
const su=teile.reduce((a,b)=>a+b,0);
return `<div class="fig" style="font-size:34px;margin-top:12px">${eur(su)}<span class="unit">€</span></div>
<span class="label" style="margin-top:10px">${kostenJahr} · ${teile.length} von 4 Posten erfasst</span>`;})()}
</button>
<button class="tile tilebtn" data-go="vers:x">
<span class="label">Versicherung und Steuer</span>
<svg class="go" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg>
<dl class="rows" style="margin-top:10px">
<div class="row"><dt>Versicherung</dt><dd>${eur(CAR.versicherung.beitrag)} €<small>im Jahr</small></dd></div>
<div class="row"><dt>Kfz-Steuer</dt><dd>${eur(CAR.steuer.betrag)} €<small>${esc(CAR.steuer.zeitraum)}</small></dd></div>
<div class="row" style="border-bottom:0"><dt>Zusammen</dt>
<dd>${eur(CAR.versicherung.beitrag + CAR.steuer.betrag)} €<small>feste Kosten im Jahr</small></dd></div>
</dl></button>
<button class="tile tilebtn" data-go="reifen:x">
<span class="label">Reifen · ${r.aktiv} montiert</span>
<svg class="go" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg>
<dl class="rows" style="margin-top:10px">
<div class="row"><dt>${a.marke} ${a.modell}</dt><dd>${a.mass}</dd></div>
<div class="row"><dt>Laufleistung</dt><dd>${de(a.km)} km</dd></div>
<div class="row" style="border-bottom:0"><dt>Wechseltermin</dt>
<dd>${dedat(new Date(r.wechsel.datum))}<small>${r.wechsel.vereinbart?"vereinbart":"offen"}</small></dd></div>
</dl></button>`;
}
/* ---------- Service ---------- */
let svAuswahl = 0; // welcher Termin gerade bearbeitet wird
function vService(){
const sv=CAR.service;
return `
<div class="tile"><span class="label">Anstehende Termine</span>
<dl class="rows" style="margin-top:10px">
${termine().map((t,i,arr)=>{
const iv = intervalle(t);
if(!iv) return `<div class="row" ${i===arr.length-1?'style="border-bottom:0"':""}>
<dt>${t.art}</dt><dd style="color:var(--fg3)">kein Eintrag im Servicebuch</dd></div>`;
const anzeige = iv.hersteller || iv.eigen;
return `<div class="row" ${i===arr.length-1?'style="border-bottom:0"':""}>
<dt>${t.art}
${t.vereinbart ? `<br><span style="color:var(--red);font-size:11px">Werkstatt am ${dedat(new Date(t.vereinbart))}</span>` : ""}
</dt>
<dd>
${iv.hersteller ? `<span class="label" style="margin-bottom:6px">Herstellervorgabe</span>` : ""}
<span class="werte">${anzeige.km!==null?de(anzeige.km)+" km · ":""}${dedat(anzeige.datum)}</span>
<small>Voraussichtlich: ${dedat(iv.prognose)}${iv.eigen.km!==null?" / "+de(iv.eigen.km)+" km":""}</small>
</dd>
</div>`;}).join("")}
</dl>
${(()=>{const t=tagesleistung(); return `
<dl class="rows" style="margin-top:16px">
<div class="row"><dt>Fahrleistung</dt><dd>${de(t.wert,1)} km je Tag</dd></div>
<div class="row" style="border-bottom:0"><dt>Grundlage</dt><dd>${t.quelle}</dd></div>
</dl>
<span class="label" style="margin-top:14px">Nach jedem Service beginnt die Messung neu</span>`;})()}
</div>
<div class="tile"><span class="label">Termin vereinbaren</span>
${(()=>{const ts=termine(), t=ts[Math.min(svAuswahl,ts.length-1)];
const vorschlag = CAR.service.vereinbart[t.art]
|| (t.ziel ? t.ziel.toISOString().slice(0,10) : "");
return `
<div class="feld"><label for="svArt">Wofür</label>
<select id="svArt" data-svsel>${ts.map((x,i)=>
`<option value="${i}" ${i===svAuswahl?"selected":""}>${x.art}</option>`).join("")}</select></div>
<div class="feld" style="border-bottom:0"><label for="svDat">Werkstatttermin am</label>
<input id="svDat" type="date" value="${vorschlag}" data-vereinbart="${esc(t.art)}"></div>
<span class="label" style="margin-top:14px">Fälligkeit und Intervall kommen aus Servicebuch und
Einstellungen und lassen sich hier nicht überschreiben</span>
<button class="aktion" data-ics="service">In den Kalender übernehmen</button>
${CAR.service.vereinbart[t.art]?`<button class="aktion" data-loeschen="${esc(t.art)}">Termin verwerfen</button>`:""}`;})()}
</div>
<div class="tile">
<span class="label">Autohaus</span>
<button class="zahnrad" data-go="werkstatt:x" aria-label="Angaben ändern">
<svg viewBox="0 0 24 24"><circle cx="12" cy="12" r="3"/>
<path d="M19.1 14.6a1.5 1.5 0 0 0 .3 1.7l.1.1a1.8 1.8 0 1 1-2.6 2.6l-.1-.1a1.5 1.5 0 0 0-1.7-.3 1.5 1.5 0 0 0-.9 1.4v.2a1.8 1.8 0 1 1-3.6 0V20a1.5 1.5 0 0 0-1-1.4 1.5 1.5 0 0 0-1.7.3l-.1.1a1.8 1.8 0 1 1-2.6-2.6l.1-.1a1.5 1.5 0 0 0 .3-1.7 1.5 1.5 0 0 0-1.4-.9H4a1.8 1.8 0 1 1 0-3.6h.2a1.5 1.5 0 0 0 1.4-1 1.5 1.5 0 0 0-.3-1.7l-.1-.1a1.8 1.8 0 1 1 2.6-2.6l.1.1a1.5 1.5 0 0 0 1.7.3H9.8a1.5 1.5 0 0 0 .9-1.4V4a1.8 1.8 0 1 1 3.6 0v.2a1.5 1.5 0 0 0 .9 1.4 1.5 1.5 0 0 0 1.7-.3l.1-.1a1.8 1.8 0 1 1 2.6 2.6l-.1.1a1.5 1.5 0 0 0-.3 1.7v.1a1.5 1.5 0 0 0 1.4.9h.2a1.8 1.8 0 1 1 0 3.6H20a1.5 1.5 0 0 0-1.4.9z"/></svg>
</button>
<div style="font-size:15px;margin-top:12px">${esc(sv.autohaus.name)}</div>
<span class="label" style="margin-top:8px">${esc(sv.autohaus.adresse)}</span>
<a class="aktion" href="tel:${esc(sv.autohaus.tel.replace(/\s/g,""))}"
style="display:block;text-decoration:none;text-align:center;margin-top:16px">Anrufen · ${esc(sv.autohaus.tel)}</a>
<a class="aktion" target="_blank" rel="noopener"
href="https://maps.google.com/?q=${sv.autohaus.pos?sv.autohaus.pos.join(","):encodeURIComponent(sv.autohaus.adresse)}"
style="display:block;text-decoration:none;text-align:center">In Karten öffnen</a>
</div>
<div class="tile"><span class="label">Servicebuch</span>
${sv.buch.map((e,i)=>`<button class="leaf" style="padding-left:0" data-go="sbuch:${i}">
<span class="k">${esc(e.art)}<small>${esc(e.werkstatt)}</small></span>
<span class="v">${e.datum}<small>${de(e.km)} km${e.kosten!=null?" · "+eur(e.kosten)+" €":""}</small></span>
<svg class="chev" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg></button>`).join("")}
<button class="aktion" data-sbneu>Eintrag hinzufügen</button>
</div>`;
}
/* ---------- Identität und Ausstattung ---------- */
function vIdent(){
return `
<div class="tile"><span class="label">Fahrzeug</span>
<dl class="rows" style="margin-top:10px">
<div class="row"><dt>Modell</dt><dd>${esc(CONFIG.fahrzeugtitel)}</dd></div>
<div class="row"><dt>Ausführung</dt><dd>competition</dd></div>
<div class="row"><dt>Fahrgestellnummer</dt><dd>${CAR.fin}</dd></div>
<div class="row"><dt>Motor und Leistung</dt><dd>${CAR.details}</dd></div>
<div class="row"><dt>Erstzulassung</dt><dd>${CAR.erstzulassung}</dd></div>
<div class="row"><dt>Kennzeichen</dt><dd>${esc(CONFIG.kennzeichen)}</dd></div>
<div class="row" style="border-bottom:0"><dt>Zulassung</dt><dd>Deutschland</dd></div>
</dl></div>
${CAR.technik.map(g=>`<div class="tile"><span class="label">${g.gruppe}</span>
<dl class="rows" style="margin-top:8px">
${g.posten.map((pp,i)=>`<div class="row" ${i===g.posten.length-1?'style="border-bottom:0"':""}>
<dt>${esc(pp[0])}</dt>
<dd style="${pp[1]?"":"color:var(--fg3)"}">${pp[1]?esc(pp[1]):"noch offen"}</dd></div>`).join("")}
</dl></div>`).join("")}
${CAR.ausstattung.map(g=>`<div class="tile"><span class="label">${g.gruppe}</span>
<dl class="rows" style="margin-top:8px">
${g.sonder.map((x,i)=>`<div class="row" ${i===g.sonder.length-1?'style="border-bottom:0"':""}>
<dt style="color:var(--fg)">${esc(x)}</dt><dd></dd></div>`).join("")}
</dl></div>`).join("")}
<button class="aktion">Daten bearbeiten</button>`;
}
/* Wird ein Service eingetragen, rückt der zugehörige Termin um ein Intervall
weiter — der Zähler beginnt damit an derselben Stelle neu, an der die Arbeit
tatsächlich gemacht wurde. */
/* Fälligkeiten aus dem letzten Eintrag der jeweiligen Art plus Intervall.
Kilometer und Zeit gelten parallel — fällig ist, was zuerst eintritt. */
function monatePlus(datum, monate){
const d = dat(datum); d.setMonth(d.getMonth()+monate); return d;
}
function letzterEintrag(stichwort){
return CAR.service.buch.find(e => e.art.toLowerCase().includes(stichwort)) || null;
}
function termine(){
const oel = CAR.oel;
/* Eigenes Intervall darf die Herstellervorgabe nicht überschreiten */
const oelKm = oel.modus==="hersteller" ? oel.herstellerKm : Math.min(oel.km, oel.herstellerKm);
const oelM = oel.modus==="hersteller" ? oel.herstellerMonate : Math.min(oel.monate, oel.herstellerMonate);
const bauen = (art, basis, kmIntervall, monate, ersatzDatum) => {
const kmZiel = basis && kmIntervall ? basis.km + kmIntervall : null;
const datZiel = basis ? monatePlus(basis.datum, monate)
: (ersatzDatum ? monatePlus(ersatzDatum, monate) : null);
const kmDatum = kmZiel!==null ? prognose(kmZiel).datum : null;
/* Fällig ist, was zuerst eintritt */
const zuerst = (kmDatum && datZiel) ? (kmDatum < datZiel ? "km" : "zeit")
: (kmDatum ? "km" : "zeit");
return {art, km:kmZiel, datum:datZiel, kmDatum, zuerst, basis,
ziel: zuerst==="km" ? kmDatum : datZiel,
vereinbart: CAR.service.vereinbart[art] || null};
};
return [
bauen("Ölwechsel", letzterEintrag("öl"), oelKm, oelM),
bauen("Inspektion", letzterEintrag("inspektion"), 30000, 24),
bauen("Hauptuntersuchung", letzterEintrag("hauptuntersuchung"), null, 24, "01.08.2023")
];
}
/* ---------- Werkstatt ---------- */
function vWerkstatt(){
const a=CAR.service.autohaus;
return `
<div class="tile"><span class="label">Angaben zum Autohaus</span>
<div class="feld"><label>Name</label><input value="${esc(a.name)}" data-ah="name"></div>
<div class="feld"><label>Adresse</label><input value="${esc(a.adresse)}" data-ah="adresse"></div>
<div class="feld"><label>Telefon</label><input type="tel" value="${esc(a.tel)}" data-ah="tel"></div>
<div class="feld"><label>E-Mail</label>
<input type="email" value="${esc(a.mail||"")}" data-ah="mail" placeholder="noch offen"></div>
<div class="feld" style="border-bottom:0"><label>Koordinaten</label>
<input value="${a.pos?a.pos.join(", "):""}" data-ah="pos" placeholder="Breite, Länge"></div>
<span class="label" style="margin-top:14px">Die Koordinaten steuern die Kartenschaltfläche.
Ohne sie wird die Adresse gesucht</span>
</div>`;
}
/* ---------- Servicebuch-Eintrag ---------- */
function vSbuch(){
const i=parseInt(route.id,10), e=CAR.service.buch[i];
if(!e) return `<div class="tile">Eintrag nicht gefunden</div>`;
return `
<div class="tile"><span class="label">${esc(e.art)}</span>
<div class="fig" style="font-size:40px;margin-top:12px">${de(e.km)}<span class="unit">km</span></div>
<span class="label" style="margin-top:12px">${e.datum} · ${esc(e.werkstatt)}</span>
</div>
<div class="tile"><span class="label">Eintrag</span>
<div class="feld"><label>Datum</label><input value="${esc(e.datum)}" data-sb="${i}|datum"></div>
<div class="feld"><label>Kilometerstand</label>
<span class="mitEinheit"><input type="number" value="${e.km}" data-sb="${i}|km"><span>km</span></span></div>
<div class="feld"><label>Art</label><input value="${esc(e.art)}" data-sb="${i}|art"></div>
<div class="feld"><label>Werkstatt</label><input value="${esc(e.werkstatt)}" data-sb="${i}|werkstatt"></div>
<div class="feld" style="border-bottom:0"><label>Kosten</label>
<span class="mitEinheit"><input type="number" step="0.01" value="${e.kosten ?? ""}"
data-sb="${i}|kosten" placeholder="noch offen"><span>€</span></span></div>
<span class="label" style="margin-top:14px">Kosten fließen in die Jahresübersicht ein</span>
</div>
<div class="tile"><span class="label">Durchgeführte Arbeiten</span>
<textarea class="notiz" data-sb="${i}|arbeiten" rows="7"
placeholder="Was wurde gemacht, welche Teile wurden getauscht, was ist aufgefallen">${esc(e.arbeiten||"")}</textarea>
<span class="label" style="margin-top:12px">Beim Verkauf ist diese Liste mehr wert als die Rechnung —
sie zeigt, dass gepflegt wurde</span>
</div>`;
}
/* ---------- Kosten ---------- */
const KM_JAHR = {2026:6680, 2025:6900};
let kostenJahr = 2026;
function kosten(j){
const zahl = x => { const n=parseFloat(String(x).replace(",",".")); return isNaN(n)?null:n; };
const kraftstoff = sum(FILLS.filter(f=>f.jahr===j), f=>f.summe);
const service = sum(CAR.service.buch.filter(e=>e.datum.endsWith(String(j)) && e.kosten!=null), e=>e.kosten);
return {
kraftstoff, service,
versicherung: zahl(CAR.versicherung.beitrag),
steuer: zahl(CAR.steuer.betrag),
km: KM_JAHR[j] || null
};
}
function vKosten(){
const j=kostenJahr, k=kosten(j);
const posten=[
["Kraftstoff", k.kraftstoff, "aus den erfassten Tankvorgängen"],
["Service und Wartung", k.service, "aus dem Servicebuch"],
["Versicherung", k.versicherung, "Jahresbeitrag"],
["Kfz-Steuer", k.steuer, "Jahresbetrag"]
];
const bekannt = posten.filter(p=>p[1]!==null && p[1]!==undefined);
const summe = sum(bekannt, p=>p[1]);
const fehlt = posten.length - bekannt.length;
return `
<div class="tile"><span class="label">Gesamtkosten ${j}</span>
<div class="fig" style="font-size:48px;margin-top:12px">${eur(summe)}<span class="unit">€</span></div>
${k.km?`<span class="label" style="margin-top:14px">${de(k.km)} km · ${de(summe/k.km*100,2)} € je 100 km</span>`:""}
${fehlt?`<div style="margin-top:16px;border-left:2px solid var(--warn);padding-left:14px;
font-size:12.5px;color:var(--fg2);line-height:1.55">
${fehlt===1?"Ein Posten fehlt noch":fehlt+" Posten fehlen noch"} — die Summe ist bis dahin
unvollständig und nicht als Jahresbilanz zu lesen.</div>`:""}
<div class="seg" style="margin-top:18px">
${Object.keys(KM_JAHR).sort((a,b)=>b-a).map(y=>
`<button data-kjahr="${y}" class="${+y===j?"on":""}">${y}</button>`).join("")}
</div>
</div>
<div class="tile"><span class="label">Aufteilung</span>
<dl class="rows" style="margin-top:8px">
${posten.map(([bez,wert,quelle],i)=>`<div class="row" ${i===posten.length-1?'style="border-bottom:0"':""}>
<dt>${bez}<br><span style="color:var(--fg3);font-size:11px">${quelle}</span></dt>
<dd style="${wert===null?"color:var(--fg3)":""}">${wert===null?"noch offen":eur(wert)+" €"}
${wert!==null&&summe?`<small>${de(wert/summe*100,0)} %</small>`:""}</dd></div>`).join("")}
</dl>
<div class="bar" style="margin-top:20px">
${bekannt.map(([bez,wert],i)=>`<i style="flex:${wert};background:${
["var(--red)","var(--fg)","var(--fg2)","var(--fg3)"][i]}"></i>`).join("")}
</div>
<div class="legend">${bekannt.map(([bez],i)=>`<span><i style="background:${
["var(--red)","var(--fg)","var(--fg2)","var(--fg3)"][i]}"></i>${bez}</span>`).join("")}</div>
</div>
<div class="tile"><span class="label">Je Kilometer</span>
<dl class="rows" style="margin-top:8px">
${bekannt.map(([bez,wert],i)=>`<div class="row" ${i===bekannt.length-1?'style="border-bottom:0"':""}>
<dt>${bez}</dt><dd>${k.km?de(wert/k.km*100,2)+" € / 100 km":"—"}</dd></div>`).join("")}
</dl></div>`;
}
/* ---------- Versicherung und Steuer ---------- */
function feldZeile(bez, wert, id, typ){
return `<div class="feld"><label for="${id}">${bez}</label>
<input id="${id}" type="${typ||"text"}" value="${esc(wert||"")}" placeholder="noch offen"></div>`;
}
function vVers(){
const v=CAR.versicherung;
return `
<div class="tile"><span class="label">Jahresbeitrag ab ${dedat(new Date(v.gueltigAb))}</span>
<div class="fig" style="font-size:46px;margin-top:12px">${eur(v.beitrag)}<span class="unit">€</span></div>
<span class="label" style="margin-top:14px">${v.zahlweise} · enthält ${eur(v.steueranteil)} € Versicherungsteuer (${v.steuersatz})</span>
<dl class="rows" style="margin-top:16px">
${v.teile.map((t,i)=>`<div class="row" ${i===v.teile.length-1?'style="border-bottom:0"':""}>
<dt>${esc(t.bez)}<br><span style="color:var(--fg3);font-size:11px">${t.sf} · Beitragssatz ${t.satz}</span></dt>
<dd>${eur(t.betrag)} €<small>${de(t.betrag/v.beitrag*100,0)} %</small></dd></div>`).join("")}
</dl>
<div class="bar" style="margin-top:18px">
${v.teile.map((t,i)=>`<i style="flex:${t.betrag};background:${i?"var(--fg2)":"var(--red)"}"></i>`).join("")}
</div>
</div>
<div class="tile"><span class="label">Beitrag anpassen</span>
<div class="feld" style="border-bottom:0"><label for="vBeitrag">Jahresbeitrag</label>
<span class="mitEinheit"><input id="vBeitrag" type="number" step="0.01" value="${v.beitrag}"
data-vbeitrag><span>€</span></span></div>
<span class="label" style="margin-top:14px">Bei einer Beitragsanpassung hier ändern —
die Jahreskosten rechnen sofort neu</span>
</div>
<div class="tile"><span class="label">Vertrag</span>
<dl class="rows" style="margin-top:8px">
<div class="row"><dt>Gesellschaft</dt><dd>${esc(v.gesellschaft)}</dd></div>
<div class="row"><dt>Umfang</dt><dd>${esc(v.vertrag)}</dd></div>
<div class="row"><dt>Vertragsnummer</dt><dd>${esc(v.nummer)}</dd></div>
${v.selbst.map(([b,w])=>`<div class="row"><dt>Selbstbeteiligung ${b}</dt><dd>${w}</dd></div>`).join("")}
<div class="row" style="border-bottom:0"><dt>Schadenfreiheitsklasse</dt>
<dd>${v.teile.map(t=>t.sf).join(" / ")}<small>zuvor ${v.teile.map(t=>t.sfAlt).join(" / ")}</small></dd></div>
</dl></div>
<div class="tile"><span class="label">Schaden-Notruf · rund um die Uhr</span>
<a class="aktion" href="tel:${esc(v.service.replace(/\s/g,""))}"
style="display:block;text-decoration:none;margin-top:14px;text-align:center">
Inland · ${esc(v.service)}</a>
<a class="aktion" href="tel:${esc(v.notfall.replace(/\s/g,""))}"
style="display:block;text-decoration:none;text-align:center">
Ausland · ${esc(v.notfall)}</a>
<span class="label" style="margin-top:16px">Inland kostenfrei. Beide Nummern gehören zusätzlich in
die Kontakte des iPhones — im Pannenfall ist oft kein Netz für das Dashboard da</span>
</div>
<button class="tile tilebtn" data-go="schutz:x">
<span class="label">Schutzbrief Mobilität</span>
<svg class="go" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg>
<div style="font-size:14px;margin-top:12px">Panne, Unfall, Diebstahl, Fahrerausfall</div>
<span class="label" style="margin-top:10px">Nummern und Leistungen für den Ernstfall</span>
</button>
${v.leistungen.map(g=>`<div class="tile"><span class="label">${g.gruppe}</span>
<dl class="rows" style="margin-top:8px">
${g.posten.map((x,i)=>`<div class="row" ${i===g.posten.length-1?'style="border-bottom:0"':""}>
<dt style="color:var(--fg)">${esc(x)}</dt><dd></dd></div>`).join("")}
</dl></div>`).join("")}
${vSteuer()}`;
}
/* Für den Ernstfall gebaut: oben die Nummer, dann in einem Blick, was der
Versicherer übernimmt und wo eigene Kosten entstehen können. Keine langen
Absätze — wer an der Leitplanke steht, liest keine Fließtexte. */
function vSchutz(){
const v=CAR.versicherung, sb=v.schutzbrief;
return `
<div class="tile">
<span class="label">Zuerst anrufen</span>
<a class="aktion" href="tel:${esc(v.service.replace(/\s/g,""))}"
style="display:block;text-decoration:none;margin-top:14px;text-align:center;
border-color:var(--red);color:var(--fg)">Inland · ${esc(v.service)}</a>
<a class="aktion" href="tel:${esc(v.notfall.replace(/\s/g,""))}"
style="display:block;text-decoration:none;text-align:center">Ausland · ${esc(v.notfall)}</a>
<div style="margin-top:16px;border-left:2px solid var(--warn);padding-left:14px;
font-size:13px;color:var(--fg2);line-height:1.6">
<b style="color:var(--fg);font-weight:400">Weisung einholen ist Pflicht.</b> Vor Inanspruchnahme
einer Leistung musst du dich melden, soweit die Umstände es zulassen. Selbst beauftragte
Abschleppdienste, Hotels oder Mietwagen können sonst unbezahlt bleiben.
</div>
</div>
<div class="tile"><span class="label">Die Entscheidung am Schadenort</span>
<div style="font-size:13px;color:var(--fg2);line-height:1.6;margin-top:10px">
Diese drei Leistungen schließen einander aus. Wer eine nimmt, verliert den Anspruch auf die
anderen beiden — das ist die einzige Entscheidung, die vor Ort wirklich Geld kostet.</div>
<dl class="rows" style="margin-top:14px">
${sb.entweder.map((x,i)=>`<div class="row" ${i===sb.entweder.length-1?'style="border-bottom:0"':""}>
<dt style="color:var(--fg)">${esc(x.bez)}</dt>
<dd>${esc(x.grenze)}${x.zusatz?`<small>${esc(x.zusatz)}</small>`:""}</dd></div>`).join("")}
</dl>
<span class="label" style="margin-top:16px">Mobilität wird binnen 60 Minuten organisiert</span>
</div>
<div class="tile"><span class="label">Wann der Schutzbrief greift</span>
<dl class="rows" style="margin-top:8px">
${sb.ausloeser.map((a,i)=>`<div class="row" ${i===sb.ausloeser.length-1?'style="border-bottom:0"':""}>
<dt style="color:var(--fg)">${esc(a)}</dt><dd></dd></div>`).join("")}
</dl>
<span class="label" style="margin-top:16px">Gilt in ${esc(sb.gilt)}</span>
<span class="label" style="margin-top:8px">Versichert: ${esc(sb.versichert)}</span>
</div>
${sb.gruppen.map(g=>`<div class="tile"><span class="label">${g.titel}</span>
<dl class="rows" style="margin-top:8px">
${g.posten.map((pp,i)=>`<div class="row" ${i===g.posten.length-1?'style="border-bottom:0"':""}>
<dt style="color:var(--fg)">${esc(pp[0])}${pp[2]?`<br><span style="color:var(--fg3);font-size:11px">${esc(pp[2])}</span>`:""}</dt>
<dd>${esc(pp[1])}</dd></div>`).join("")}
</dl></div>`).join("")}
<div class="tile"><span class="label">Nicht versichert</span>
<dl class="rows" style="margin-top:8px">
${sb.nicht.map((n,i)=>`<div class="row" ${i===sb.nicht.length-1?'style="border-bottom:0"':""}>
<dt style="color:var(--fg)">${esc(n[0])}<br>
<span style="color:var(--fg3);font-size:11px">${esc(n[1])}</span></dt><dd></dd></div>`).join("")}
</dl></div>
<div class="tile"><span class="label">Deine Pflichten</span>
<dl class="rows" style="margin-top:8px">
${sb.pflichten.map((x,i)=>`<div class="row" ${i===sb.pflichten.length-1?'style="border-bottom:0"':""}>
<dt style="color:var(--fg)">${esc(x)}</dt><dd></dd></div>`).join("")}
</dl>
<div style="margin-top:16px;font-size:12.5px;color:var(--fg2);line-height:1.6">${esc(sb.rang)}</div>
<span class="label" style="margin-top:14px">${esc(sb.stand)}</span>
</div>`;
}
function vSteuer(){
const t=CAR.steuer;
return `
<div class="tile" style="margin-top:26px"><span class="label">Kfz-Steuer</span>
<div class="feld"><label for="stBetrag">Betrag</label>
<span class="mitEinheit"><input id="stBetrag" type="number" step="1" value="${t.betrag}"
data-steuer><span>€</span></span></div>
<div class="feld"><label for="stZeit">Zeitraum</label>
<select id="stZeit"><option>jährlich</option><option>halbjährlich</option></select></div>
<div class="feld"><label for="stFaellig">Nächste Fälligkeit</label>
<input id="stFaellig" type="date" value="${t.faellig}"></div>
<div class="feld" style="border-bottom:0"><label for="stLast">Lastschrift erteilt</label>
<input id="stLast" type="checkbox" ${t.lastschrift?"checked":""}></div>
</div>
`;
}
/* ---------- Einstellungen ---------- */
let beschriftung = true;
let bodenAn = true;
function csvDatei(name, kopf, zeilen){
const txt = [kopf.join(";")].concat(zeilen.map(r=>r.join(";"))).join("\r\n");
const a=document.createElement("a");
a.href="data:text/csv;charset=utf-8,"+encodeURIComponent("\ufeff"+txt);
a.download=name; document.body.appendChild(a); a.click(); a.remove();
}
function vEinst(){
return `
<div class="tile"><span class="label">Darstellung</span>
<div class="seg">
<button data-mode="nacht" class="${document.documentElement.dataset.theme==="nacht"?"on":""}">Nacht</button>
<button data-mode="tag" class="${document.documentElement.dataset.theme==="tag"?"on":""}">Tag</button>
</div>
<div class="feld" style="margin-top:16px;border-bottom:0">
<label for="schrift">Beschriftung in der Menüleiste</label>
<input id="schrift" type="checkbox" data-schrift ${beschriftung?"checked":""}></div>
<span class="label" style="margin-top:14px">Aus zeigt nur die Symbole und gibt etwas Höhe frei</span>
<div class="feld" style="margin-top:16px;border-bottom:0">
<label for="boden">Fahrbahn unter dem Fahrzeug</label>
<input id="boden" type="checkbox" data-boden ${bodenAn?"checked":""}></div>
<span class="label" style="margin-top:14px">Angedeutete Fahrbahn mit Schatten, nur bei Außenansichten</span>
</div>
<div class="tile"><span class="label">Bild der Übersicht</span>
<div class="feld" style="border-bottom:0"><label for="startbild">Ansicht</label>
<select id="startbild" data-startbild>${BILDER.map(b=>
`<option ${b.name===CONFIG.startbild?"selected":""}>${b.name}</option>`).join("")}</select></div>
<img class="carfix" style="margin-top:16px" src="${BILDER[startIndex()].src}" alt="">
</div>
<div class="tile"><span class="label">Kraftstoff-Rabatt</span>
<div class="feld"><label for="sdAktiv">Shell SmartDeal nutzen</label>
<input id="sdAktiv" type="checkbox" data-sd ${CAR.smartdeal.aktiv?"checked":""}></div>
<div class="feld" style="border-bottom:0"><label for="sdBis">Läuft ab am</label>
<input id="sdBis" type="date" value="${CAR.smartdeal.laeuftAb}" ${CAR.smartdeal.aktiv?"":"disabled"}></div>
${CAR.smartdeal.aktiv?`<span class="label" style="margin-top:14px">Nach diesem Datum wird der Rabatt
nicht mehr erwartet — bleibt er auf dem Beleg aus, ist das dann kein Fehler</span>`:
`<span class="label" style="margin-top:14px">Ersparnis und Bildmarke werden ausgeblendet</span>`}
</div>
<div class="tile"><span class="label">Fahrten zusammenfassen</span>
<div class="feld" style="border-bottom:0"><label for="pause">Pause bis</label>
<span class="mitEinheit"><input id="pause" type="number" step="5" min="0"
value="${CONFIG.pauseMin}" data-pause><span>Minuten</span></span></div>
<span class="label" style="margin-top:14px">Steigst du kürzer als diese Zeit aus — etwa zum Tanken —,
bleibt es eine zusammenhängende Fahrt statt zweier</span>
</div>
<div class="tile"><span class="label">Ölwechsel-Intervall</span>
<div class="seg">
<button data-oel="hersteller" class="${CAR.oel.modus==="hersteller"?"on":""}">Herstellervorgabe</button>
<button data-oel="eigen" class="${CAR.oel.modus==="eigen"?"on":""}">Eigenes</button>
</div>
${CAR.oel.modus==="hersteller"
? `<dl class="rows" style="margin-top:16px">
<div class="row"><dt>Laufleistung</dt><dd>${de(CAR.oel.herstellerKm)} km</dd></div>
<div class="row" style="border-bottom:0"><dt>Zeit</dt><dd>${CAR.oel.herstellerMonate} Monate</dd></div>
</dl>
<span class="label" style="margin-top:14px">Aus dem Fahrzeug gelesen</span>`
: `<div class="feld" style="margin-top:6px"><label for="oelKm">Nach Laufleistung</label>
<select id="oelKm" data-oelkm>${[5000,10000,15000,20000].map(k=>
`<option value="${k}" ${k===CAR.oel.km?"selected":""}>${de(k)} km</option>`).join("")}</select></div>
<div class="feld" style="border-bottom:0"><label for="oelM">Nach Zeit</label>
<select id="oelM" data-oelm>${[12,24].map(m=>
`<option value="${m}" ${m===CAR.oel.monate?"selected":""}>${m===12?"1 Jahr":"2 Jahre"}</option>`).join("")}</select></div>
<span class="label" style="margin-top:14px">Fällig wird, was zuerst eintritt</span>`}
</div>
<div class="tile"><span class="label">Fahrzeugprofil</span>
<span class="label" style="margin-top:10px;color:var(--fg2);letter-spacing:0;
text-transform:none;font-size:12.5px;line-height:1.6">
Alles Fahrzeugspezifische liegt in einer einzigen Datei: Stammdaten, technische Daten,
Ausstattung, Reifen, Versicherung, Steuer und Werkstatt. Für ein anderes Fahrzeug wird nur
diese Datei getauscht — die App selbst bleibt unverändert.</span>
<button class="aktion" data-profil="export">Profil sichern</button>
<label class="aktion" style="display:block;text-align:center;cursor:pointer">
Profil laden<input type="file" accept="application/json" data-profil="import" hidden></label>
<dl class="rows" style="margin-top:16px">
<div class="row"><dt>Datei</dt><dd>fahrzeug.json</dd></div>
<div class="row" style="border-bottom:0"><dt>Bearbeitbar mit</dt>
<dd>jedem Texteditor<small>auch im Datei-Editor von Home Assistant</small></dd></div>
</dl>
</div>
<div class="tile"><span class="label">Daten ausgeben</span>
<span class="label" style="margin-top:10px;color:var(--fg2);letter-spacing:0;text-transform:none;font-size:12.5px">
Semikolon als Trennzeichen und deutsches Zahlenformat, damit die Dateien ohne Umweg in
Tabellenprogrammen aufgehen.</span>
<button class="aktion" data-csv="fahrten">Fahrten als CSV</button>
<button class="aktion" data-csv="tanken">Tankvorgänge als CSV</button>
<button class="aktion" data-csv="service">Servicebuch als CSV</button>
</div>
<div class="tile"><span class="label">Sicherung</span>
<dl class="rows">
<div class="row"><dt>Letzte Sicherung</dt><dd>03.08.2026<small>04:00 Uhr · 2,4 MB</small></dd></div>
<div class="row" style="border-bottom:0"><dt>Umfang</dt>
<dd>Fahrten, Tankvorgänge<small>Servicebuch, Stammdaten, Belege</small></dd></div>
</dl>
<div class="feld" style="margin-top:6px"><label for="bkAuto">Automatisch sichern</label>
<input id="bkAuto" type="checkbox" checked></div>
<div class="feld" style="border-bottom:0"><label for="bkInt">Rhythmus</label>
<select id="bkInt">
<option>täglich</option><option selected>wöchentlich</option><option>monatlich</option>
</select></div>
<button class="aktion">Jetzt sichern</button>
</div>
<div class="tile"><span class="label">Version</span>
<dl class="rows">
<div class="row"><dt>Dashboard</dt><dd>${CONFIG.version}</dd></div>
<div class="row"><dt>Fahrzeugdaten</dt><dd>EU Data Act<small>Abruf alle 15 Minuten</small></dd></div>
<div class="row"><dt>Letzter Abruf</dt><dd>${CAR.standAlter}</dd></div>
<div class="row" style="border-bottom:0"><dt>Position</dt><dd>iPhone<small>Companion App</small></dd></div>
</dl></div>`;
}
/* ---------- Reifen ---------- */
function vReifen(){
const r=CAR.reifen;
/* Jedes Feld schreibt beim Verlassen direkt in den Datensatz zurück.
Die Laufleistung ist ebenfalls änderbar — beim Wechsel auf einen bereits
gefahrenen Satz muss der Startwert von Hand gesetzt werden können. */
const feld = (k, schluessel, bez, typ) => {
const t = r[k];
return `<div class="feld"><label>${bez}</label>
<input type="${typ||"text"}" value="${esc(t[schluessel] ?? "")}"
data-rf="${k}|${schluessel}" placeholder="noch offen"></div>`;
};
const satz = k => {
const t=r[k], aktiv = r.aktiv.toLowerCase()===k;
return `<div class="tile">
${t.bild ? `<img class="radbild" src="${esc(t.bild)}" alt="${esc(t.marke)} ${esc(t.modell)}">`
: `<div class="radph"></div>`}
<div class="radkopf">
<span class="label">${k==="sommer"?"Sommer":"Winter"}${aktiv?" · montiert":""}</span>
<div class="fig" style="font-size:32px;margin-top:14px">${de(t.km)}<span class="unit">km</span></div>
</div>
<div style="margin-top:22px">
${feld(k,"marke","Hersteller")}
${feld(k,"modell","Modell")}
${feld(k,"mass","Größe")}
${feld(k,"dot","DOT")}
${feld(k,"druck","Solldruck")}
${feld(k,"km","Laufleistung in km","number")}
${feld(k,"kauf","Gekauft")}
${feld(k,"kommentar","Kommentar")}
</div>
<span class="label" style="margin-top:16px">Änderungen wirken sofort</span>
</div>`;
};
return `
<div class="tile"><span class="label">Montiert</span>
<div class="seg">
<button data-satz="Sommer" class="${r.aktiv==="Sommer"?"on":""}">Sommer</button>
<button data-satz="Winter" class="${r.aktiv==="Winter"?"on":""}">Winter</button>
</div>
<span class="label" style="margin-top:14px">Das Umschalten leitet die gefahrenen Kilometer auf den gewählten Satz um</span>
</div>
<div class="tile"><span class="label">Beim Wechsel</span>
<button class="zahnrad" data-nmauf aria-label="Anzugsmoment ändern">
<svg viewBox="0 0 24 24"><circle cx="12" cy="12" r="3"/>
<path d="M19.1 14.6a1.5 1.5 0 0 0 .3 1.7l.1.1a1.8 1.8 0 1 1-2.6 2.6l-.1-.1a1.5 1.5 0 0 0-1.7-.3 1.5 1.5 0 0 0-.9 1.4v.2a1.8 1.8 0 1 1-3.6 0V20a1.5 1.5 0 0 0-1-1.4 1.5 1.5 0 0 0-1.7.3l-.1.1a1.8 1.8 0 1 1-2.6-2.6l.1-.1a1.5 1.5 0 0 0 .3-1.7 1.5 1.5 0 0 0-1.4-.9H4a1.8 1.8 0 1 1 0-3.6h.2a1.5 1.5 0 0 0 1.4-1 1.5 1.5 0 0 0-.3-1.7l-.1-.1a1.8 1.8 0 1 1 2.6-2.6l.1.1a1.5 1.5 0 0 0 1.7.3H9.8a1.5 1.5 0 0 0 .9-1.4V4a1.8 1.8 0 1 1 3.6 0v.2a1.5 1.5 0 0 0 .9 1.4 1.5 1.5 0 0 0 1.7-.3l.1-.1a1.8 1.8 0 1 1 2.6 2.6l-.1.1a1.5 1.5 0 0 0-.3 1.7v.1a1.5 1.5 0 0 0 1.4.9h.2a1.8 1.8 0 1 1 0 3.6H20a1.5 1.5 0 0 0-1.4.9z"/></svg>
</button>
<div class="fig" style="font-size:34px;margin-top:12px">${de(r.anzugsmoment)}<span class="unit">Nm</span></div>
<span class="label" style="margin-top:10px">Anzugsmoment der Radschrauben</span>
${nmOffen?`
<div style="margin-top:18px;border-top:1px solid var(--line);padding-top:16px">
<div class="feld" style="border-bottom:0"><label for="nm">Neuer Wert</label>
<span class="mitEinheit"><input id="nm" type="number" step="5" min="0"
value="${r.anzugsmoment}"><span>Nm</span></span></div>
<button class="aktion" data-nmspeichern>Speichern</button>
<button class="aktion" data-nmauf>Abbrechen</button>
</div>`:""}
</div>
<div class="tile"><span class="label">Wechseltermin</span>
<div class="feld"><label for="rfDat">Geplant am</label>
<input id="rfDat" type="date" value="${r.wechsel.datum}"></div>
<div class="feld" style="border-bottom:0"><label for="rfOk">Termin vereinbart</label>
<input id="rfOk" type="checkbox" ${r.wechsel.vereinbart?"checked":""}></div>
<button class="aktion" data-ics="reifen">In den Kalender übernehmen</button>
</div>
${satz("sommer")}
${satz("winter")}`;
}
function vTrips(){
const jahre=[...new Set(TRIPS.map(t=>t.jahr))].sort((a,b)=>b-a);
let h=`<div class="tile">`;
jahre.forEach((j,ji)=>{
const tj=TRIPS.filter(t=>t.jahr===j);
h+=`<button class="acc-h" aria-expanded="${ji===0}" data-acc="y${j}"><span class="mark"></span>
<span class="k">${j}</span><span class="v">${de(sum(tj,t=>t.dist))} km<br>${tj.length} Fahrten</span></button>
<div class="acc-b ${ji===0?"on":""}" id="y${j}">`;
[...new Set(tj.map(t=>t.monat))].forEach((m,mi)=>{
const tm=tj.filter(t=>t.monat===m);
h+=`<div class="lvl2"><button class="acc-h" aria-expanded="${mi===0}" data-acc="m${j}${m}">
<span class="mark"></span><span class="k">${m}</span>
<span class="v">${de(sum(tm,t=>t.dist))} km</span></button>
<div class="acc-b ${mi===0?"on":""}" id="m${j}${m}">`;
tm.forEach(t=>{ h+=`<button class="leaf" data-go="trip:${t.id}">
<span class="k">${t.tag} ${esc(t.von.split(",")[0])}${esc(t.nach.split(",")[0])}
<small>${t.art} · ${t.dauer}${t.nacht?" · Nacht":""}</small></span>
<span class="v">${de(t.dist)} km<small>${eur(t.kosten)} €</small></span>
<svg class="chev" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg></button>`; });
h+=`</div></div>`;
});
h+=`</div>`;
});
return h + `</div>
${fahrtOffen?`<div class="tile"><span class="label">Neue Fahrt</span>
<div class="feld"><label>Datum</label><input type="date" value="2026-08-03"></div>
<div class="feld"><label>Startzeit</label><input type="time" value="08:00"></div>
<div class="feld"><label>Dauer in Minuten</label><input type="number" placeholder="0"></div>
<div class="feld"><label>Startort</label><input placeholder="Ort oder Adresse"></div>
<div class="feld"><label>Zielort</label><input placeholder="Ort oder Adresse"></div>
<div class="feld"><label>Kilometerstand Start</label><input type="number" value="${CAR.odo}"></div>
<div class="feld"><label>Kilometerstand Ende</label><input type="number" placeholder="${CAR.odo}"></div>
<div class="feld" style="border-bottom:0"><label>Art der Fahrt</label>
<select><option>Privat</option><option>Arbeitsweg</option></select></div>
<button class="aktion">Speichern</button></div>`:""}
<button class="aktion" data-fahrt>${fahrtOffen?"Abbrechen":"Fahrt erfassen"}</button>`;
}
function vTrip(id){
const t=TRIPS.find(x=>x.id===id);
return `
${mapBox()}
<div class="tile flat" style="margin:18px 0 14px">
<span class="label">Distanz</span>
<div class="fig" style="font-size:52px;margin-top:10px">${de(t.dist)}<span class="unit">km</span></div>
<div style="margin-top:15px">
<button class="pill ${t.art==="Arbeitsweg"?"work":""}" data-art="${t.id}"
style="cursor:pointer;font-family:inherit">${t.art}</button>
${t.nacht?'<span class="pill" style="margin-left:8px">Nachtfahrt</span>':""}</div>
<span class="label" style="margin-top:12px">Vorbelegung privat · tippen zum Umschalten</span>
</div>
<div class="tile"><dl class="rows">
<div class="row"><dt>Startort</dt><dd>${esc(t.von)}<small>${t.tag} ${t.zeit} Uhr</small></dd></div>
<div class="row"><dt>Zielort</dt><dd>${esc(t.nach)}</dd></div>
<div class="row"><dt>Startkilometer</dt><dd>${de(t.kmA)} km</dd></div>
<div class="row"><dt>Endkilometer</dt><dd>${de(t.kmE)} km</dd></div>
<div class="row"><dt>Dauer</dt><dd>${t.dauer}</dd></div>
<div class="row"><dt>Ø Geschwindigkeit</dt><dd>${de(t.schnitt)} km/h</dd></div>
<div class="row"><dt>Kraftstoffkosten</dt><dd>${eur(t.kosten)} €<small>${de(t.kosten/t.dist*100,2)} € je 100 km</small></dd></div>
</dl></div>`;
}
function quad(t,v){return `<span class="label" style="margin-top:20px">${t}</span>
<div class="quad">${v.map(x=>`<div><div class="n">${x[0]}</div><div class="l">${x[1]}</div></div>`).join("")}</div>`;}
function statTile(id,label,fig,unit,extra,body){
return `<div class="tile"><button class="tile-h" aria-expanded="false" data-acc="${id}">
<span class="label">${label}</span>
<div style="display:flex;align-items:flex-end;justify-content:space-between;gap:14px;margin-top:12px">
<div class="fig" style="font-size:34px">${fig}<span class="unit">${unit}</span></div>
<span class="label" style="padding-bottom:5px">${extra}</span></div>
</button><div class="tile-b" id="${id}">${body}</div></div>`;
}
/* Beispielzahlen, abgeleitet aus der tatsächlichen Fahrleistung von
18,3 km je Tag. Formatierung durchgehend über de(), damit überall
derselbe Tausenderpunkt steht. */
const ST = {
kmJahr:6680, kmMonat:557, kmWoche:128, kmTag:18,
hJahr:121, hMonat:10, hWoche:2.3, hTag:0.3,
lJahr:534, lMonat:45, lWoche:10, lTag:0,
eJahr:1127, eMonat:94, eWoche:21, eTag:0,
tagKm:5210, nachtKm:1470, arbeitKm:4275, privatKm:2405,
fahrtenArbeit:96, fahrtenPrivat:44
};
function vStat(){
return `
${statTile("s1","Distanz und Fahrzeit 2026",de(ST.kmJahr),"km",de(ST.hJahr)+" h",
quad("Gefahrene Distanz",[[de(ST.kmJahr),"Jahr"],[de(ST.kmMonat),"Monat"],
[de(ST.kmWoche),"Woche"],[de(ST.kmTag),"Tag"]])+
quad("Fahrzeit",[[de(ST.hJahr),"Jahr h"],[de(ST.hMonat),"Monat h"],
[de(ST.hWoche,1),"Woche h"],[de(ST.hTag,1),"Tag h"]]))}
${statTile("s2","Getankte Menge und Kosten 2026",de(ST.lJahr),"l",de(ST.eJahr)+" €",
quad("Getankte Liter",[[de(ST.lJahr),"Jahr"],[de(ST.lMonat),"Monat"],
[de(ST.lWoche),"Woche"],[de(ST.lTag),"Tag"]])+
quad("Kraftstoffkosten",[[de(ST.eJahr),"Jahr €"],[de(ST.eMonat),"Monat €"],
[de(ST.eWoche),"Woche €"],[eur(0),"Tag €"]]))}
${statTile("s3","Durchschnittsverbrauch","8,0","l/100 km","2026",
quad("Je Zeitraum",[["8,0","Jahr"],["7,6","Monat"],["7,4","Woche"],["","Tag"]]))}
${statTile("s4","Tag und Nacht","78","% bei Tag",de(ST.tagKm)+" km",
`<div class="bar"><i style="flex:78;background:var(--fg)"></i><i style="flex:22;background:var(--fg3)"></i></div>
<div class="legend"><span><i style="background:var(--fg)"></i>Tag · ${de(ST.tagKm)} km</span>
<span><i style="background:var(--fg3)"></i>Nacht · ${de(ST.nachtKm)} km</span></div>
<span class="label" style="margin-top:16px">Nacht = ${CONFIG.nachtVon} bis ${CONFIG.nachtBis} Uhr</span>`)}
${statTile("s5","Art der Fahrten","64","% Arbeitsweg",de(ST.arbeitKm)+" km",
`<div class="bar"><i style="flex:64;background:var(--red)"></i><i style="flex:36;background:var(--fg3)"></i></div>
<div class="legend"><span><i style="background:var(--red)"></i>Arbeitsweg · ${de(ST.arbeitKm)} km</span>
<span><i style="background:var(--fg3)"></i>Privat · ${de(ST.privatKm)} km</span></div>
<dl class="rows" style="margin-top:18px">
<div class="row"><dt>Fahrten Arbeitsweg</dt><dd>${de(ST.fahrtenArbeit)}</dd></div>
<div class="row" style="border-bottom:0"><dt>Fahrten privat</dt><dd>${de(ST.fahrtenPrivat)}</dd></div></dl>`)}`;
}
let neuOffen = false;
let nmOffen = false;
let fahrtOffen = false;
function vFuel(){
const jahre=[...new Set(FILLS.map(f=>f.jahr))].sort((a,b)=>b-a);
let h=`<div class="tile">`;
jahre.forEach((j,ji)=>{
const fj=FILLS.filter(f=>f.jahr===j);
h+=`<button class="acc-h" aria-expanded="${ji===0}" data-acc="fy${j}"><span class="mark"></span>
<span class="k">${j}</span><span class="v">Ø ${de(schnittpreis(fj),3)} €/l<br>${de(sum(fj,f=>f.seit))} km · ${eur(sum(fj,f=>f.summe))} €<br>
<span class="marke" style="justify-content:flex-end">${markenlogo()} ${eur(sum(fj,f=>f.rabatt))} €</span></span></button>
<div class="acc-b ${ji===0?"on":""}" id="fy${j}">`;
[...new Set(fj.map(f=>f.monat))].forEach((m,mi)=>{
const fm=fj.filter(f=>f.monat===m);
h+=`<div class="lvl2"><button class="acc-h" aria-expanded="${mi===0}" data-acc="fm${j}${m}">
<span class="mark"></span><span class="k">${m}</span>
<span class="v">Ø ${de(schnittpreis(fm),3)} €/l<br>${de(sum(fm,f=>f.seit))} km · ${eur(sum(fm,f=>f.summe))} €</span></button>
<div class="acc-b ${mi===0?"on":""}" id="fm${j}${m}">`;
fm.forEach(f=>{ h+=`<button class="leaf" data-go="fill:${f.id}">
<span class="k">${f.datum}<small>${esc(f.station)}</small></span>
<span class="v">${de(f.liter,2)} l<small>${de(f.summe/f.liter,3)} €/l · ${eur(f.summe)} €</small></span>
<svg class="chev" viewBox="0 0 6 10"><polyline points="1,1 5,5 1,9"/></svg></button>`; });
h+=`</div></div>`;
});
h+=`</div>`;
});
return h + `</div>
${neuOffen?`<div class="tile"><span class="label">Neuer Tankvorgang</span>
<div class="feld"><label>Datum</label><input type="date" value="2026-08-03"></div>
<div class="feld"><label>Uhrzeit</label><input type="time" value="16:05"></div>
<div class="feld"><label>Kraftstoff</label>
<select>${["V-Power Racing","Super Plus","Super (95)"].map(k=>`<option>${k}</option>`).join("")}</select></div>
<div class="feld"><label>Getankte Liter</label><input type="number" step="0.01" placeholder="0,00"></div>
<div class="feld"><label>Kosten in Euro</label><input type="number" step="0.01" placeholder="0,00"></div>
<div class="feld"><label>Kilometerstand</label><input type="number" value="${CAR.odo}"></div>
<div class="feld" style="border-bottom:0"><label>Tankstelle</label><input placeholder="Name und Ort"></div>
<button class="aktion" data-beleg>Beleg hochladen und auswerten</button>
<button class="aktion">Speichern</button></div>`:""}
<button class="aktion" data-neu>${neuOffen?"Abbrechen":"Tankvorgang erfassen"}</button>`;
}
/* Volltankung wird nicht abgefragt, sondern aus dem Füllstand nach dem Tanken
abgeleitet. Ab 97 Prozent gilt die Füllung als voll — darunter liegt die
Auflösung der Fahrzeugmeldung. */
function istVoll(f){ return f.pctNach >= 97; }
function vFill(id){
const f=FILLS.find(x=>x.id===id);
const voll=istVoll(f);
const preis=f.summe/f.liter, listenpreis=(f.summe+f.rabatt)/f.liter;
return `
${mapBox()}
<div class="tile flat" style="margin:18px 0 14px">
<span class="label">Getankt</span>
<div class="fig" style="font-size:52px;margin-top:10px">${de(f.liter,2)}<span class="unit">l</span></div>
</div>
<div class="tile"><dl class="rows">
<div class="row"><dt>Zeitpunkt</dt><dd>${f.datum}<small>${f.zeit} Uhr</small></dd></div>
<div class="row"><dt>Kilometerstand</dt><dd>${de(f.odo)} km</dd></div>
<div class="row"><dt>Gefahrene Distanz</dt><dd>${de(f.seit)} km<small>seit der letzten Füllung</small></dd></div>
<div class="row"><dt>Getankte Liter</dt><dd>${de(f.liter,2)} l</dd></div>
<div class="row"><dt>Kosten</dt><dd>${eur(f.summe)} €</dd></div>
<div class="row"><dt>Preis je Liter</dt><dd>${de(preis,3)} €</dd></div>
<div class="row"><dt><span class="marke">${markenlogo()} SmartDeal</span></dt><dd> ${eur(f.rabatt)} €<small>Listenpreis ${de(listenpreis,3)} €/l</small></dd></div>
<div class="row"><dt>Volltankung</dt>
<dd>${voll?"ja":"nein"}<small>Füllstand danach ${f.pctNach} %, davor ${f.pctVor} %</small></dd></div>
<div class="row"><dt>Verbrauch</dt>
<dd>${voll?de(f.liter/f.seit*100,1)+" l/100 km":"—"}<small>${voll?"zwischen zwei Volltankungen":"nur bei Volltankung belastbar"}</small></dd></div>
<div class="row"><dt>Tankstelle</dt><dd>${esc(f.station)}<small>${esc(f.adresse)}</small></dd></div>
<div class="row" style="border-bottom:0"><dt>Beleg</dt>
<dd>${f.beleg?"hinterlegt":"fehlt"}<small>${f.beleg?"Werte aus dem Beleg übernommen":"Kosten bisher geschätzt"}</small></dd></div>
</dl>
<button class="aktion" data-beleg>${f.beleg?"Beleg ersetzen":"Beleg hochladen und auswerten"}</button>
</div>`;
}
/* ---------- Steuerung ---------- */
/* Bleibt die Ansicht dieselbe und wird nur neu aufgebaut — etwa weil ein
Schalter umgelegt wurde —, behält die Seite ihre Scrollposition. Nur beim
echten Wechsel der Ansicht wird nach oben gesprungen. */
let letzteAnsicht = null;
function render(){
const v=$("#view"), b=$("#back");
const merkeScroll = v.scrollTop;
const gleicheAnsicht = letzteAnsicht === route.name + "|" + (route.id || "");
let head;
if(route.name==="home"){ head=["Fahrzeug","Übersicht"]; v.innerHTML=vHome(); }
else if(route.name==="trip"){ head=["Fahrt","Einzelfahrt"]; v.innerHTML=vTrip(route.id); }
else if(route.name==="fill"){ head=["Tankvorgang","Einzelbeleg"]; v.innerHTML=vFill(route.id); }
else if(route.name==="service"){ head=["Wartung","Service"]; v.innerHTML=vService(); }
else if(route.name==="reifen"){ head=["Fahrzeug","Reifen"]; v.innerHTML=vReifen(); }
else if(route.name==="einst"){ head=["App","Einstellungen"]; v.innerHTML=vEinst(); }
else if(route.name==="ident"){ head=["Fahrzeug","Identität und Technik"]; v.innerHTML=vIdent(); }
else if(route.name==="vers"){ head=["Fahrzeug","Versicherung und Steuer"]; v.innerHTML=vVers(); }
else if(route.name==="kosten"){ head=["Fahrzeug","Kosten"]; v.innerHTML=vKosten(); }
else if(route.name==="schutz"){ head=["Im Ernstfall","Schutzbrief"]; v.innerHTML=vSchutz(); }
else if(route.name==="werkstatt"){ head=["Service","Autohaus"]; v.innerHTML=vWerkstatt(); }
else if(route.name==="sbuch"){ head=["Servicebuch","Eintrag"]; v.innerHTML=vSbuch(); }
else { const t=TABS.find(x=>x.id===route.name); head=[t.eyebrow,t.title];
v.innerHTML={audi:vAudi,trips:vTrips,stat:vStat,fuel:vFuel}[route.name](); }
$("#eyebrow").textContent=head[0]; $("#title").textContent=head[1];
const sy=$("#sync");
sy.style.display = route.name==="home" ? "flex" : "none";
sy.querySelector("span").textContent = "Aktualisiert " + CAR.standAlter;
b.classList.toggle("on", !!ZURUECK[route.name]);
v.scrollTop = gleicheAnsicht ? merkeScroll : 0;
letzteAnsicht = route.name + "|" + (route.id || "");
if(MAP){ MAP.remove(); MAP=null; TILE=null; }
if(route.name==="trip"||route.name==="fill") initMap();
document.querySelectorAll(".tab").forEach(el=>el.classList.toggle("on",el.dataset.tab===route.name));
}
const go=(name,id)=>{route={name,id};render();};
$("#tabbar").innerHTML = TABS.map(t=>
`<button class="tab" data-tab="${t.id}">
<svg viewBox="0 0 24 24" aria-hidden="true">${ICONS[t.id]}</svg><span>${t.label}</span>
</button>`).join("");
$("#tabbar").addEventListener("click",e=>{const b=e.target.closest(".tab"); if(b) go(b.dataset.tab);});
$("#back").addEventListener("click",()=>go(ZURUECK[route.name]||"home"));
const ICON = {
sonne:'<circle cx="10" cy="10" r="4"/><path d="M10 1v2M10 17v2M1 10h2M17 10h2M3.9 3.9l1.4 1.4M14.7 14.7l1.4 1.4M16.1 3.9l-1.4 1.4M5.3 14.7l-1.4 1.4"/>',
mond :'<path d="M16.5 12.4A7 7 0 1 1 7.6 3.5a5.6 5.6 0 0 0 8.9 8.9z"/>'
};
function themeIcon(){ $("#themeicon").innerHTML = document.documentElement.dataset.theme==="nacht" ? ICON.sonne : ICON.mond; }
$("#ringsbtn").addEventListener("click",()=>go("einst"));
$("#theme").addEventListener("click",()=>{
const el=document.documentElement;
el.dataset.theme = el.dataset.theme==="nacht" ? "tag" : "nacht";
themeIcon(); tiles();
});
document.addEventListener("change",e=>{
if(e.target.dataset.profil==="import"){
const datei=e.target.files[0];
if(!datei) return;
const leser=new FileReader();
leser.onload=()=>{
try{
const p=JSON.parse(leser.result);
if(p.config) Object.assign(CONFIG,p.config);
if(p.fahrzeug) Object.assign(CAR,p.fahrzeug);
bild=0; render();
}catch(err){ alert("Die Datei ließ sich nicht lesen: "+err.message); }
};
leser.readAsText(datei);
return;
}
const vb=e.target.dataset.vereinbart;
if(vb){ CAR.service.vereinbart[vb]=e.target.value; render(); return; }
const ah=e.target.dataset.ah;
if(ah){
CAR.service.autohaus[ah] = ah==="pos"
? (e.target.value.split(",").map(x=>parseFloat(x.trim())).filter(x=>!isNaN(x)).slice(0,2) || null)
: e.target.value;
render(); return;
}
const sb=e.target.dataset.sb;
if(sb){
const [i,feld]=sb.split("|");
const eintrag=CAR.service.buch[+i];
eintrag[feld] = (feld==="km") ? (parseInt(e.target.value,10)||0)
: (feld==="kosten") ? (e.target.value===""?null:parseFloat(e.target.value))
: e.target.value;
render(); return;
}
const rf=e.target.dataset.rf;
if(rf){
const [k,schluessel]=rf.split("|");
const wert=e.target.value;
CAR.reifen[k][schluessel] = (schluessel==="km") ? (parseInt(wert,10)||0) : wert;
render();
return;
}
if(e.target.dataset.schrift!==undefined){
beschriftung = e.target.checked;
$("#tabbar").classList.toggle("ohne", !beschriftung);
return; }
if(e.target.dataset.steuer!==undefined){ CAR.steuer.betrag=parseFloat(e.target.value)||0; render(); return; }
if(e.target.dataset.vbeitrag!==undefined){ CAR.versicherung.beitrag=parseFloat(e.target.value)||0; render(); return; }
if(e.target.dataset.pause!==undefined){ CONFIG.pauseMin=parseInt(e.target.value,10)||0; return; }
if(e.target.dataset.sd!==undefined){ CAR.smartdeal.aktiv=e.target.checked; render(); return; }
if(e.target.dataset.oelkm!==undefined){ CAR.oel.km=parseInt(e.target.value,10); return; }
if(e.target.dataset.oelm!==undefined){ CAR.oel.monate=parseInt(e.target.value,10); return; }
if(e.target.dataset.boden!==undefined){ bodenAn=e.target.checked; render(); return; }
if(e.target.dataset.startbild!==undefined){ CONFIG.startbild=e.target.value; render(); return; }
if(e.target.dataset.svsel!==undefined){ svAuswahl=parseInt(e.target.value,10); render(); return; }
});
document.addEventListener("click",e=>{
if(e.target.id==="carimg"){ bildWeiter(); return; }
if(e.target.closest("[data-nmauf]")){ nmOffen=!nmOffen; render(); return; }
if(e.target.closest("[data-nmspeichern]")){
const wert=parseInt($("#nm").value,10);
if(!isNaN(wert) && wert>0) CAR.reifen.anzugsmoment=wert;
nmOffen=false; render(); return;
}
if(e.target.closest("[data-sbneu]")){
CAR.service.buch.unshift({datum:"04.08.2026", km:CAR.odo, art:"Neuer Eintrag",
werkstatt:CAR.service.autohaus.name, kosten:null, arbeiten:""});
go("sbuch","0"); return;
}
if(e.target.closest("[data-neu]")){ neuOffen=!neuOffen; render(); return; }
if(e.target.closest("[data-fahrt]")){ fahrtOffen=!fahrtOffen; render(); return; }
if(e.target.closest("[data-beleg]")){
alert("Hier öffnet sich die Dateiauswahl. Der Parser liest Menge, Preis, "
+ "Rabatt und Tankstelle aus dem Beleg und trägt sie ein.");
return; }
const del=e.target.closest("[data-loeschen]");
if(del){ delete CAR.service.vereinbart[del.dataset.loeschen]; render(); return; }
const kj=e.target.closest("[data-kjahr]");
if(kj){ kostenJahr=parseInt(kj.dataset.kjahr,10); render(); return; }
const oel=e.target.closest("[data-oel]");
if(oel){ CAR.oel.modus=oel.dataset.oel; render(); return; }
const mode=e.target.closest("[data-mode]");
if(mode){ document.documentElement.dataset.theme=mode.dataset.mode; themeIcon(); tiles(); render(); return; }
const pr=e.target.closest("[data-profil]");
if(pr && pr.dataset.profil==="export"){
const profil={config:CONFIG, fahrzeug:CAR};
const a=document.createElement("a");
a.href="data:application/json;charset=utf-8,"+
encodeURIComponent(JSON.stringify(profil,null,2));
a.download="fahrzeug.json"; document.body.appendChild(a); a.click(); a.remove();
return;
}
const cs=e.target.closest("[data-csv]");
if(cs){
const w=cs.dataset.csv;
if(w==="fahrten") csvDatei("fahrten.csv",
["Datum","Start","Ziel","km","Dauer","Ø km/h","Kosten €","Art"],
TRIPS.map(t=>[t.tag,t.von,t.nach,de(t.dist),t.dauer,de(t.schnitt),eur(t.kosten),t.art]));
else if(w==="tanken") csvDatei("tankvorgaenge.csv",
["Datum","Uhrzeit","Station","Liter","€/l","Kosten €","SmartDeal €","km"],
FILLS.map(f=>[f.datum,f.zeit,f.station,de(f.liter,2),de(f.summe/f.liter,3),
eur(f.summe),eur(f.rabatt),de(f.odo)]));
else csvDatei("servicebuch.csv",["Datum","km","Art","Werkstatt","Kosten €"],
CAR.service.buch.map(e2=>[e2.datum,de(e2.km),e2.art,e2.werkstatt,e2.kosten!=null?eur(e2.kosten):""]));
return; }
const satz=e.target.closest("[data-satz]");
if(satz){ CAR.reifen.aktiv=satz.dataset.satz; render(); return; }
const k=e.target.closest("[data-ics]");
if(k){
if(k.dataset.ics==="service"){
const ts=termine(), t=ts[Math.min(svAuswahl,ts.length-1)];
const datum=$("#svDat").value;
CAR.service.vereinbart[t.art]=datum;
ics(`${CONFIG.fahrzeugtitel}: ${t.art}`, datum, CAR.service.autohaus.name,
t.km!==null ? `Fällig bei ${de(t.km)} km · ${CAR.service.autohaus.adresse}`
: CAR.service.autohaus.adresse);
render();
} else {
const dat=$("#rfDat").value;
CAR.reifen.wechsel.datum=dat;
CAR.reifen.wechsel.vereinbart=$("#rfOk").checked;
const ziel = CAR.reifen.aktiv==="Sommer" ? "Winter" : "Sommer";
ics(`${CONFIG.fahrzeugtitel}: Reifenwechsel auf ${ziel}`, dat,
CAR.service.autohaus.name, `Umstellung des Zählers auf den ${ziel}satz nicht vergessen`);
}
return;
}
const a=e.target.closest("[data-acc]");
if(a){ const b=document.getElementById(a.dataset.acc);
a.setAttribute("aria-expanded", b.classList.toggle("on")); return; }
const art=e.target.closest("[data-art]");
if(art){ const tr=TRIPS.find(x=>x.id===art.dataset.art);
tr.art = tr.art==="Arbeitsweg" ? "Privat" : "Arbeitsweg"; render(); return; }
const g=e.target.closest("[data-go]");
if(g){ const [n,i]=g.dataset.go.split(":"); go(n,i); }
});
themeIcon();
render();
</script>
</body>
</html>