/* Hausschrift — eingebettet von schriften.mjs, nicht von Hand pflegen. */
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) 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) 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) format("woff2");
}

/* reporting/technik/template/css/tokens.css */
/* Design-Tokens — Brand-Farben, Ampel, Font (aus quelle/ppt-auslesung/design/tokens.css) */

:root {
  --im-blau:      #1982FF;
  --im-orange:    #FF5500;
  --im-magenta:   #FF00FF;
  --im-hellblau:  #3CBEFF;
  --im-tuerkis:   #00B9C3;
  --im-blassblau: #BEEBFF;

  --im-text:      #2D2D2D;
  --im-grau:      #787878;
  --im-hellgrau:  #C3C3C3;
  --im-weiss:     #FFFFFF;

  /* Styleguide Kapitel 2: aufsteigender Winkel von 30°, Pink nimmt immer
     den größeren Flächenanteil ein (Farbwähler Orange 25 %, Pink 70 %).
     In CSS wird der Winkel von „nach oben" im Uhrzeigersinn gemessen —
     30° über der Waagerechten entspricht deshalb 60deg. */
  --im-verlauf: linear-gradient(60deg, #FF5500 25%, #FF00FF 70%);

  --im-ampel-0-1: #FBFF03;
  --im-ampel-2-3: #8DC850;
  --im-ampel-4-5: #01AE54;

  /* Hausschrift laut Styleguide Kapitel 3. Die @font-face-Regeln erzeugt
     schriften.mjs beim Build aus vendor/fonts/. Fallback ist ausdrücklich
     ARIAL — der Styleguide nennt sie namentlich und legt fest, dass Arial
     Bold die Schnitte Bold und Demi Bold ersetzt, Arial Regular die
     Schnitte Regular und Ultra Light. */
  --im-font: "Avenir Next LT Pro", Arial, Helvetica, sans-serif;

  /* --- Layout-Maße -------------------------------------------------------
     Satzspiegel = A4-Breite (210mm) minus die Seitenränder aus page.css
     (25mm links + 25mm rechts). Wird von den Chart-Renderern ausgemessen,
     um SVGs 1:1 (unskaliert) zu zeichnen. Bei Änderung von @page mitziehen. */
  --satzspiegel: 160mm;
  --chart-gap: 5mm;

  /* --- Ausgleich-Parameter ----------------------------------------------
     Diese Abstände sind bewusst VARIABEL. LaTeX hat elastische Abstände
     („glue"), Paged.js nicht — deshalb stellt `npm run ausgleich` sie in einem
     festen Raster ein, bis layout-check.mjs keine Umbruchfehler mehr meldet.
     Die gewählten Werte landen in css/ausgleich.css (wird zuletzt geladen).
     Bitte hier nur die Defaults pflegen, nicht von Hand nachjustieren. */
  --abstand-tabellengruppe: 6mm;   /* über dem Ziel-Kasten je Maßnahmentabelle */
  --abstand-abschnitt: 7mm;        /* über h2 */
  --abstand-chart: 5mm;            /* um Diagramme */

  /* --- Typografie-Skala -------------------------------------------------
     Eine Skala für das ganze Dokument. Charts zeichnen unskaliert, deshalb
     gelten dieselben Größen dort wie im Text. */
  --fs-kapitel:      21pt;   /* h1 */
  --fs-abschnitt:    13pt;   /* h2 */
  --fs-unterab:      11pt;   /* h3 */
  --fs-lead:        10.5pt;  /* h4 / fette Einleitungszeile */
  --fs-text:         10.5pt; /* Grundtext */
  --fs-klein:        9pt;    /* Bildunterschriften, Fußnoten */

  --fs-chart-titel:  9.5pt;
  --fs-chart-sub:    8.5pt;
  --fs-chart-achse:  8pt;
  --fs-chart-wert:   8pt;

  /* --- Chart-Maße (Datawrapper-artig, dokumentweit identisch) ----------- */
  --chart-linie:     2px;    /* Liniendicke */
  --chart-balken-max: 32px;  /* Balkenbreite deckeln — Rest bleibt Luft */
  --chart-achse:     #9A9A9A;
}

/* reporting/technik/template/css/layout.css */
/* Layout — Typografie, Abschnitte, Zweispalter, Signaturen */

*, *::before, *::after { box-sizing: border-box; margin: 0; padding: 0; }

body {
  font-family: var(--im-font);
  color: var(--im-text);
  font-size: var(--fs-text);
  /* Styleguide Kapitel 3: „Der Zeilenabstand des Fließtextes beträgt immer
     das 1,5-fache der Textgröße." */
  line-height: 1.5;
  background: var(--im-weiss);
  /* Kein Blocksatz im Dokument: Ohne Silbentrennung reißt deutscher Blocksatz
     bei diesem Satzspiegel große Löcher in die Zeilen (siehe früher Kap. 4.1).
     Flattersatz ist die sauberere Wahl. */
  text-align: left;
  hyphens: none;
}

h1 {
  color: var(--im-text);
  font-weight: 700;  /* Styleguide: H1 = Bold */
  font-size: var(--fs-kapitel);
  line-height: 1.15;
  letter-spacing: -0.01em;
  margin-bottom: 6mm;
  break-after: avoid;
}

/* Gestalteter Kapitelanfang („Vorschlag"): Der Titel setzt tiefer an, die
   Kapitelnummer trägt ihn, eine Haarlinie schließt den Kopf ab. Damit wird der
   Weißraum über dem Titel zur Gestaltung statt zum Rest. Die Aufteilung in
   Nummer und Name macht kapitelKoepfe() in main.mjs. */
section.chapter > h1 {
  display: flex;
  align-items: baseline;
  gap: 4mm;
  margin-top: 14mm;
  margin-bottom: 8mm;
  padding-bottom: 3.5mm;
  border-bottom: 1px solid #DCDCDC;
}
.kapitel-nr {
  font-size: 30pt;
  font-weight: 700;
  line-height: 0.9;
  flex: 0 0 auto;
  font-variant-numeric: lining-nums;

  /* Kapitelnummer im INFOMOTION-Farbverlauf statt in flachem Orange. So
     nummeriert der Styleguide seine eigenen Kapitel — der Verlauf ist das
     Kernelement der Marke, ein einzelnes Orange ist es nicht.
     `color: transparent` bleibt als Rückfallebene stehen: Kann ein Renderer
     background-clip nicht, bliebe die Zahl sonst unsichtbar. */
  color: var(--im-orange);
  background: var(--im-verlauf);
  -webkit-background-clip: text;
  background-clip: text;
  -webkit-text-fill-color: transparent;
}
.kapitel-name {
  min-width: 0;
}

h2 {
  color: var(--im-text);
  font-weight: 600;  /* Styleguide: H2 = Demi Bold */
  font-size: var(--fs-abschnitt);
  line-height: 1.25;
  margin-bottom: 2.5mm;
  margin-top: var(--abstand-abschnitt);
  break-after: avoid;
}

h3 {
  color: var(--im-text);
  font-weight: 700;  /* Styleguide: H3 = Bold */
  font-size: var(--fs-unterab);
  line-height: 1.3;
  margin-bottom: 2mm;
  margin-top: 5mm;
  break-after: avoid;
}

h4 {
  color: var(--im-text);
  font-weight: 600;  /* Styleguide: H4 = Demi Bold */
  font-size: var(--fs-lead);
  margin-bottom: 1.5mm;
  margin-top: 4mm;
  break-after: avoid;
}

p { margin-bottom: 2.2mm; }
p:last-child { margin-bottom: 0; }

/* Erste Überschrift eines Kapitels braucht keinen zusätzlichen Vorabstand */
h1 + h2, h2 + h3, h3 + h4 { margin-top: 0; }

ul, ol { margin: 0 0 2.2mm 5mm; }
li { margin-bottom: 1mm; }

section.chapter {
  break-before: page;
}

section.chapter:first-of-type {
  break-before: auto;
}

.two-col {
  columns: 2;
  column-gap: 8mm;
}

.signature-block {
  display: flex;
  gap: 20mm;
  margin-top: 10mm;
  break-inside: avoid;
}

.signature img {
  height: 18mm;
  display: block;
  margin-bottom: 2mm;
}

.signature-name {
  font-weight: 700;
  font-size: 10pt;
  margin-bottom: 0;
}

.signature-role {
  font-size: 9pt;
  color: var(--im-grau);
  margin-bottom: 0;
}

.chart-section {
  break-inside: avoid;
  margin: 6mm 0;
}

.chart-container {
  break-inside: avoid;
}

/* Kein `break-before: avoid` hier — Paged.js 0.4 setzt weder `break-before:
   avoid` noch `break-after: avoid` um (nur `break-inside: avoid` wirkt).
   Die Regel war also wirkungslos und verkomplizierte nur die Umbruchsuche. */
.section-intro {
  margin-bottom: 4mm;
}

/* Hilfsklasse gegen verwaiste Überschriften: Überschrift + Folgeblock in ein
   `.kopf-zusammen` wickeln. `break-inside: avoid` ist die einzige Umbruch-
   Regel, die Paged.js zuverlässig umsetzt. Sparsam einsetzen — wird die Gruppe
   zu hoch, rutscht sie komplett auf die nächste Seite. `npm run check` findet
   die Stellen, an denen es nötig ist. */
.kopf-zusammen {
  break-inside: avoid;
}

/* Markierung für eine Komponente, die nicht geladen werden konnte.
   Bewusst laut: Ein sichtbarer Hinweis im Dokument ist besser als ein stilles
   Loch, das erst im veröffentlichten PDF auffällt. Erzeugt von main.mjs. */
.komponente-fehler {
  border: 1.5px solid #D32F2F;
  border-left-width: 4px;
  background: #FFF5F5;
  color: #B3261E;
  padding: 3mm 4mm;
  margin: 3mm 0;
  font-size: 9pt;
  line-height: 1.4;
  break-inside: avoid;
}

/* Deckblatt */
.deckblatt {
  position: relative;   /* Bezug für das Logo unten links */
  break-before: auto;
  page: deckblatt;
  margin: -25mm;
  /* Paged.js verkleinert den Satzspiegel trotz `@page deckblatt { margin: 0 }`
     nicht — der Inhalt startet 25mm unter der Blattkante. Die Fläche muss daher
     25mm höher sein als A4, sonst bleibt unten ein weißer Streifen.
     Das padding-bottom zentriert den Titel wieder auf die echte Blattmitte. */
  height: calc(297mm + 25mm);
  padding: 0 0 25mm;
  display: flex;
  align-items: center;
  justify-content: center;
  background: var(--im-verlauf);
  color: #fff;
  text-align: center;
  overflow: hidden;
}
.deckblatt-inner { padding: 20mm; }
.deckblatt-titel {
  font-size: 32pt;
  font-weight: 700;
  line-height: 1.2;
  color: #fff;
  margin-bottom: 8mm;
}
.deckblatt-jahr {
  font-size: 22pt;
  font-weight: 600;
  color: rgba(255,255,255,0.85);
  margin: 0;
}

.deckblatt-fassung {
  font-size: 11pt;
  font-weight: 400;
  color: rgba(255,255,255,0.7);
  margin: 2mm 0 0;
}

/* Inhaltsverzeichnis */
.inhaltsverzeichnis { break-before: page; }
.inhaltsverzeichnis h1 { margin-bottom: 8mm; }
.toc-columns { display: flex; gap: 10mm; }
.toc-col { flex: 1; }
.toc-entry {
  font-size: 11pt;
  font-weight: 700;
  color: var(--im-text);
  margin-bottom: 4mm;
  line-height: 1.4;
}
.toc-nr { color: var(--im-grau); margin-right: 2mm; }
.toc-sub {
  font-weight: 400;
  font-size: 10pt;
  color: var(--im-grau);
  padding-left: 6mm;
  line-height: 1.5;
}

/* Text mit Foto — das Bild wird umflossen.
   Früher war das ein Flex-Container: Bild und Text standen als zwei starre
   Spalten nebeneinander, unter dem Bild blieb eine große Leerfläche und der
   Text lief in einer unnötig schmalen Spalte weiter. Mit `float` läuft der
   Text neben dem Bild und darunter wieder über die volle Breite. */
.content-with-photo {
  margin-bottom: 6mm;
}
.content-with-photo::after {
  content: "";
  display: table;
  clear: both;
}
.content-photo {
  float: right;
  width: 58mm;
  margin: 1mm 0 3mm 6mm;
  /* Trägerfläche für das multiplizierte Bild — siehe unten */
  background: var(--im-blau);
  border-radius: 3px;
}
/* Bildsprache laut Styleguide Kapitel 7: Motive werden schwarzweiß und
   multipliziert auf eine vollflächige Farbe aus dem INFOMOTION-Farbspektrum
   gestellt. Das ist der sichtbarste Unterschied zwischen „wirkt nach
   INFOMOTION" und „wirkt nach Standard-Geschäftsbericht".

   Umsetzung: Die Farbfläche liegt als Hintergrund des <figure>, das Bild
   wird entsättigt und per `multiply` daraufgelegt. Cool Blue als ruhigste
   der drei Primärfarben — ein Nachhaltigkeitsbericht verträgt kein
   Kampagnen-Pink über ganzen Seiten.

   `contrast` hebt den Tonwertumfang leicht an: Multiplizieren dunkelt ab,
   ohne Ausgleich wirkt das Bild matschig. */
.content-photo img {
  width: 100%;
  border-radius: 3px;
  display: block;
  filter: grayscale(1) contrast(1.15) brightness(1.08);
  mix-blend-mode: multiply;
}
.content-photo figcaption {
  font-size: var(--fs-klein);
  color: var(--im-grau);
  margin-top: 1.5mm;
  line-height: 1.35;
}

/* Icon-Kachel-Grid */
/* minmax(0, …) + subgrid: gleiche Spaltenbreiten, und Icon/Titel/Text der
   Karten einer Reihe liegen jeweils auf einer Linie. */
.icon-grid {
  display: grid;
  grid-template-columns: repeat(3, minmax(0, 1fr));
  gap: 5mm 6mm;
  margin-top: 4mm;
  break-inside: avoid;
  grid-auto-rows: auto;
}
.icon-card {
  break-inside: avoid;
  padding: 0;
  display: grid;
  grid-template-rows: subgrid;
  grid-row: span 3;
  row-gap: 1.5mm;
  min-width: 0;
}
.icon-card > * { min-width: 0; overflow-wrap: break-word; }
.icon-card img {
  width: 10mm;
  height: 10mm;
  object-fit: contain;
  display: block;
  align-self: start;
}
.icon-card h3 {
  font-size: var(--fs-lead);
  margin: 0;
}
.icon-card p {
  font-size: 9pt;
  color: var(--im-grau);
  line-height: 1.4;
  margin: 0;
}

/* Auszeichnungs-Logos
   Für `.award-grid` gab es bisher überhaupt kein CSS: Die Logos standen in
   ihrer Originalgröße nebeneinander, brachen unmotiviert um und waren
   unterschiedlich groß. Jetzt vier gleich breite Zellen, das Logo darin
   zentriert und auf eine einheitliche optische Höhe gebracht. */
.award-grid {
  display: grid;
  grid-template-columns: repeat(4, minmax(0, 1fr));
  gap: 5mm 6mm;
  align-items: center;
  justify-items: center;
  margin: 5mm 0;
  break-inside: avoid;
}
.award-grid img {
  max-width: 100%;
  max-height: 22mm;
  width: auto;
  height: auto;
  object-fit: contain;
  display: block;
}

/* Dokument/Zertifikat als zentrierte Figur */
.document-figure {
  break-inside: avoid;
  break-before: avoid;
  text-align: center;
  margin: 6mm auto;
  max-width: 110mm;
}
.document-figure img {
  width: 100%;
  border: 1px solid #e0e0e0;
  border-radius: 3px;
  display: block;
  box-shadow: 0 1px 4px rgba(0,0,0,0.08);
}
.document-figure figcaption {
  font-size: 8.5pt;
  color: var(--im-grau);
  margin-top: 2mm;
}

/* Abkürzungstabelle */
.abkuerzungen-tabelle {
  width: 100%;
  border-collapse: collapse;
  font-size: 10pt;
  margin-top: 2mm;
}
.abkuerzungen-tabelle th {
  text-align: left;
  font-weight: 700;
  border-bottom: 2px solid var(--im-blau);
  padding: 2mm 3mm;
  font-size: 10pt;
}
.abkuerzungen-tabelle td {
  padding: 2mm 3mm;
  border-bottom: 1px solid #e0e0e0;
  vertical-align: top;
}
.abkuerzungen-tabelle tr:last-child td { border-bottom: none; }

/* Standorte-Tabelle (Kapitel 7.1)
   Eigene Klasse statt der Abkürzungstabelle: Die ist für zwei Spalten über
   die volle Breite gebaut. Hier stehen VIER Spalten in zwei Dritteln der
   Breite — ohne feste Spaltenbreiten brach der Kopf („Öko-Strom") um und die
   Zeilenhöhen liefen auseinander. Die Breiten sind so gewählt, dass keine
   Kopfzeile umbricht. */
.standorte-tabelle {
  width: 100%;
  border-collapse: collapse;
  font-size: 9pt;
  margin-top: 2mm;
}
.standorte-tabelle th {
  text-align: left;
  font-weight: 700;
  border-bottom: 2px solid var(--im-blau);
  padding: 1.6mm 2mm;
  font-size: 9pt;
  white-space: nowrap;
}
.standorte-tabelle td {
  padding: 1.6mm 2mm;
  border-bottom: 1px solid #e0e0e0;
  vertical-align: top;
  hyphens: auto;
}
.standorte-tabelle tr:last-child td { border-bottom: none; }
.standorte-tabelle th:nth-child(1), .standorte-tabelle td:nth-child(1) { width: 26%; }
.standorte-tabelle th:nth-child(2), .standorte-tabelle td:nth-child(2) { width: 34%; }
.standorte-tabelle th:nth-child(3), .standorte-tabelle td:nth-child(3) { width: 22%; }
.standorte-tabelle th:nth-child(4), .standorte-tabelle td:nth-child(4) { width: 18%; }

/* Kontakt-Block */
.kontakt-block { margin-top: 8mm; }
.kontakt-person { margin-bottom: 6mm; }

/* Mitarbeiterfoto mit Markenring.
   Der Ring entsteht aus dem Verlauf als Hintergrund plus einem schmalen
   Padding — so bleibt er auf ganzer Rundung gleich stark. Ein
   `border-image` mit Verlauf kann das nicht: Es bricht an abgerundeten Ecken.
   Der weiße Zwischenring trennt Foto und Rahmen, damit dunkle Bildpartien
   nicht in den Verlauf laufen — dasselbe Mittel wie die 2px-Fuge zwischen
   Stapelsegmenten in den Diagrammen.
   Das Foto behält seine Farben: Die Entsättigungsregel des Styleguides gilt
   Motiv- und Kampagnenbildern, nicht einem Porträt im Kontaktblock. */
.kontakt-foto {
  width: 32mm;
  height: 32mm;
  margin: 0 0 3.5mm;
  padding: 1.1pt;
  border-radius: 50%;
  background: var(--im-verlauf);
  box-sizing: border-box;
}
.kontakt-foto img {
  width: 100%;
  height: 100%;
  display: block;
  border-radius: 50%;
  object-fit: cover;
  border: 1.1pt solid #fff;
  box-sizing: border-box;
}
.kontakt-name {
  font-weight: 700;
  font-size: 14pt;
  color: var(--im-blau);
  margin-bottom: 1mm;
}
.kontakt-rolle {
  font-size: 11pt;
  color: var(--im-grau);
  margin-bottom: 1mm;
}
.kontakt-email {
  font-size: 11pt;
  color: var(--im-blau);
  margin-bottom: 0;
}
.kontakt-dank {
  margin-top: 6mm;
  color: var(--im-grau);
  font-size: 10pt;
}

/* Zielkarten-Raster
   WICHTIG: `minmax(0, 1fr)` statt `1fr`. `1fr` bedeutet `minmax(auto, 1fr)` —
   ein langes, nicht trennbares Wort (z.B. „Informationssicherheitsmanagement-
   system") sprengt damit seine Spalte auf und alle Karten werden
   unterschiedlich breit. Mit `minmax(0, …)` sind sie garantiert gleich breit.
   `subgrid` richtet zusätzlich Kopf-, Text- und Zielzeile aller Karten einer
   Reihe auf derselben Höhe aus. */
.zielkarten-grid {
  display: grid;
  gap: 3.5mm;
  margin-top: 4mm;
  break-inside: avoid;
  grid-auto-rows: auto;
}
.zielkarten-grid.cols-4 { grid-template-columns: repeat(4, minmax(0, 1fr)); }
.zielkarten-grid.cols-5 { grid-template-columns: repeat(3, minmax(0, 1fr)); }

.zielkarte {
  break-inside: avoid;
  border: 1px solid #E4E4E4;
  border-radius: 3px;
  padding: 3mm;
  /* Karte belegt drei Zeilen des Elternrasters und übernimmt dessen Zeilen-
     höhen — so liegen Kopf, Text und Zielkasten reihenweise auf einer Linie. */
  display: grid;
  grid-template-rows: subgrid;
  grid-row: span 3;
  row-gap: 2mm;
  min-width: 0;
}
.zielkarte > * { min-width: 0; overflow-wrap: break-word; }

.zielkarte-header {
  display: flex;
  align-items: baseline;
  gap: 1.8mm;
}
/* Ohne min-width: 0 bricht ein Flex-Kind nicht um — „Informationssicherheit"
   lief dadurch aus der Karte in die Nachbarspalte. */
.zielkarte-header > * { min-width: 0; overflow-wrap: break-word; }
.zielkarte-code {
  font-size: 12pt;
  font-weight: 700;
  color: var(--im-orange);
  line-height: 1;
  flex-shrink: 0;
}
/* Titel in Textfarbe, nicht in Orange — sonst konkurrieren Code und Titel um
   dieselbe Aufmerksamkeit und der Block wirkt unruhig. */
.zielkarte-titel {
  font-size: 8.5pt;
  font-weight: 700;
  color: var(--im-text);
  line-height: 1.25;
  hyphens: auto;
}
/* In den schmalen Karten sprengen lange deutsche Komposita die Spalte.
   Silbentrennung bricht sie sauber mit Trennstrich statt mitten im Wort. */
.zielkarte-beschreibung,
.zielkarte-ziel {
  hyphens: auto;
}
.zielkarte-beschreibung {
  font-size: 8pt;
  color: var(--im-grau);
  line-height: 1.4;
  margin: 0;
}
.zielkarte-ziel {
  background: #F1F8FE;
  border-left: 2px solid var(--im-blau);
  border-radius: 0 2px 2px 0;
  padding: 1.8mm 2mm;
  font-size: 7.5pt;
  line-height: 1.35;
  align-self: stretch;
}
.zielkarte-ziel-label {
  font-weight: 700;
  font-size: 6.5pt;
  text-transform: uppercase;
  letter-spacing: 0.04em;
  margin-bottom: 0.6mm;
  color: var(--im-blau);
}

/* CoRe-Kacheln (Warum-Corporate-Responsibility) */
.core-grid {
  display: grid;
  grid-template-columns: repeat(4, minmax(0, 1fr));
  gap: 4mm 5mm;
  margin-top: 4mm;
  break-inside: avoid;
  grid-auto-rows: auto;
}
.core-card {
  break-inside: avoid;
  text-align: center;
  padding: 0;
  /* subgrid: Icon, Titel und Text liegen bei allen vier Kacheln auf einer Linie
     — auch wenn ein Titel („Observe & Comply") zweizeilig umbricht. */
  display: grid;
  grid-template-rows: subgrid;
  grid-row: span 3;
  row-gap: 2mm;
  min-width: 0;
}
.core-card > * { min-width: 0; overflow-wrap: break-word; }
.core-card img {
  width: 12mm;
  height: 12mm;
  object-fit: contain;
  margin: 0 auto;
  display: block;
  align-self: start;
}
.core-card h3 {
  font-size: var(--fs-lead);
  color: var(--im-blau);
  margin: 0;
  align-self: start;
}
.core-card p {
  font-size: 9pt;
  color: var(--im-grau);
  line-height: 1.4;
  margin: 0;
}

/* Award-Grid */
/* (Die frühere Flex-Variante von .award-grid stand hier und überschrieb die
   Raster-Regel weiter oben — Logos in Originalbreite, Umbruch nach dem
   dritten. Ersetzt durch das Raster oben.) */

/* Erzwingt einen Seitenanfang. Sparsam einsetzen — nur dort, wo ein Block
   sonst zerrissen wird und der Ausgleich es nicht lösen kann. `break-before:
   page` ist neben `break-inside: avoid` die einzige Umbruchregel, die
   Paged.js 0.4 zuverlässig umsetzt. */
.seite-neu { break-before: page; }

/* --- Deckblatt-Logo -------------------------------------------------------
   Invertierte Variante laut Styleguide Kapitel 1: Auf farbigem Grund steht
   das Signet weiß, der Schriftzug ebenfalls. Der Abstand zur Blattkante ist
   großzügiger als der geforderte Schutzraum X (= Durchmesser des i-Punkts,
   bei 16mm Signet rund 3,2mm) — er folgt dem Seitenrand des Dokuments,
   damit das Logo mit dem übrigen Satzspiegel fluchtet. */
.deckblatt-logo {
  position: absolute;
  /* Nachgemessen statt gerechnet: Die Deckblattfläche hat margin: -25mm, ihr
     Nullpunkt liegt also 25mm ausserhalb des Blattes. Links braucht es daher
     50mm für 25mm sichtbaren Abstand; unten liegt der Bezug anders, dort
     ergeben 25mm bereits 25mm. */
  left: 50mm;
  bottom: 25mm;
  display: flex;
  flex-direction: column;
  align-items: center;
  gap: 3.2mm;     /* Schutzraum X zwischen Signet und Schriftzug */
}
.deckblatt-logo img {
  width: 16mm;
  height: 16mm;
  display: block;
}
.deckblatt-logo span {
  font-size: 11pt;
  font-weight: 600;
  letter-spacing: 0.32em;
  color: #fff;
  margin-right: -0.32em;   /* Ausgleich für das Sperren, siehe Fußzeile */
}

/* --- Seitenzahlen im Inhaltsverzeichnis -----------------------------------
   `target-counter()` liest den Seitenzähler der Seite, auf der das verlinkte
   Element steht. Paged.js löst das nach der Paginierung auf — deshalb geht es
   überhaupt nur mit einer Pagination-Engine und nicht mit reinem CSS.
   Die Seitenzahl wird per `margin-left: auto` nach rechts geschoben. Bewusst
   ohne Punktreihe: Der Styleguide setzt durchweg auf ruhige, offene Flächen,
   und in den schmalen Spalten dieses zweispaltigen Verzeichnisses würde eine
   Punktreihe mehr Unruhe stiften als Führung geben. */
.toc-entry > a {
  display: flex;
  align-items: baseline;
  gap: 0;
  color: inherit;
  text-decoration: none;
}
.toc-sub > a {
  display: flex;
  align-items: baseline;
  color: inherit;
  text-decoration: none;
}
.toc-sub > a::after {
  content: target-counter(attr(href url), page);
  font-variant-numeric: tabular-nums;
  color: var(--im-grau);
  flex: 0 0 auto;
  margin-left: auto;
  padding-left: 2mm;
}
.toc-entry > a::after {
  content: target-counter(attr(href url), page);
  font-variant-numeric: tabular-nums;
  color: var(--im-text);
  flex: 0 0 auto;
  margin-left: auto;
  padding-left: 2mm;
}

/* Fußnoten — unter Text (Markdown: <p class="fussnote">¹ …</p>), unter
   Diagrammen (`fussnote` im Chart-JSON) und in der Annahmen-Tabelle. Eine
   Gestaltung für alle drei. */
.fussnote {
  font-size: var(--fs-klein);
  color: var(--im-grau);
  line-height: 1.35;
  margin: 1.5mm 0 0;
}
.fussnote-marke {
  font-size: 0.7em;
  line-height: 0;
  margin-left: 0.1em;
}

/* reporting/technik/template/css/table.css */
/* Maßnahmentabellen — Ziel-Kasten, Zebra-Streifen, Ampelkreise */

.massnahmen-group {
  break-before: auto;
}

/* Ziel-Kasten + Tabellenkopf + erste Zeilen bleiben zusammen auf einer Seite */
/* Fortsetzungsbloecke: gleiche Regeln wie der Kopfblock, nur ohne den
   Ziel-Kasten. Sie tragen ihren EIGENEN Spaltenkopf — das ist der Unterschied
   zum frueheren Aufbau, bei dem der Rest der Zeilen unbeschriftet blieb. */
.massnahmen-fortsetzung { margin-top: 0; }

.massnahmen-kopf {
  break-inside: avoid;
}

/* Zwischenüberschrift über jeder Maßnahmentabelle (E1, S1, G1 …).
   Vorher ein dunkler, freistehender Pill-Button: schwer, ohne Bezug zur
   Tabellenkante und mit zwei konkurrierenden Farben. Jetzt ein ruhiges Band
   über der voller Tabellenbreite mit orangem Akzent links — es liest sich als
   Kopf der Tabelle, nicht als Schaltfläche. */
.ziel-kasten {
  background: #F4F6F8;
  border-left: 3px solid var(--im-orange);
  color: var(--im-text);
  padding: 2mm 3mm;
  font-size: var(--fs-unterab);
  font-weight: 700;
  line-height: 1.3;
  /* Abstand ist ein Ausgleich-Parameter (siehe tokens.css) — nicht von Hand
     nachjustieren, sondern `npm run ausgleich` laufen lassen. */
  margin: var(--abstand-tabellengruppe) 0 0;
  break-after: avoid;
}

.ziel-kasten {
  display: flex;
  align-items: baseline;
  justify-content: space-between;
  gap: 4mm;
}
.ziel-titel { min-width: 0; }
.ziel-legende {
  flex: none;
  display: inline-flex;
  align-items: center;
  gap: 2.5mm;
  font-size: var(--fs-chart-sub);
  font-weight: 400;
  color: var(--im-grau);
}
.ziel-legende .ampel-item { gap: 1mm; font-size: var(--fs-chart-sub); }
.ziel-legende .ampel-punkt { width: 8px; height: 8px; }

.ziel-kasten .label {
  color: var(--im-orange);
  font-weight: 700;
  margin-right: 1.5mm;
}

.massnahmen-tabelle {
  width: 100%;
  border-collapse: collapse;
  font-size: 8.5pt;
  line-height: 1.35;
  table-layout: fixed;
}

.massnahmen-tabelle thead {
  display: table-header-group;
}

.massnahmen-tabelle th {
  text-align: left;
  font-weight: 700;
  /* Kein Rahmen oben — das Band der Zwischenüberschrift schließt direkt an */
  border-bottom: 1px solid var(--im-text);
  padding: 2mm 5px 1.5mm;
  word-wrap: break-word;
  overflow-wrap: break-word;
}
/* Spalte 1 braucht Luft: Bei 18% brachen lange Wörter mitten im Wort um
   („Fremdpersonaleins | atz"). */
.massnahmen-tabelle th:nth-child(1) { width: 22%; }
.massnahmen-tabelle th:nth-child(2) { width: 36%; }
.massnahmen-tabelle th:nth-child(3) { width: 16%; }
.massnahmen-tabelle th:nth-child(4) { width: 14%; }
.massnahmen-tabelle th:nth-child(5) { width: 12%; }
/* Wirksamkeit mittig — Kopf und Ampel (Fachbereich 26.10.2026). „Erreichung
   von Ziel“ und „Wirksamkeit“ sind schmaler, die Details bekommen den Platz. */
.massnahmen-tabelle th:nth-child(5),
.massnahmen-tabelle td:nth-child(5) { text-align: center; }

/* Die Fortsetzungstabelle hat keinen thead — ohne diese Breiten würden ihre
   Spalten anders aufgeteilt als im Kopfblock und die Tabelle wirkt gebrochen. */
.massnahmen-tabelle--fortsetzung td:nth-child(1) { width: 22%; }
.massnahmen-tabelle--fortsetzung td:nth-child(2) { width: 36%; }
.massnahmen-tabelle--fortsetzung td:nth-child(3) { width: 16%; }
.massnahmen-tabelle--fortsetzung td:nth-child(4) { width: 14%; }
.massnahmen-tabelle--fortsetzung td:nth-child(5) { width: 12%; }

.massnahmen-tabelle td {
  padding: 4px 5px;
  vertical-align: top;
  /* Silbentrennung zuerst, hartes Brechen nur als letzte Rettung — sonst
     entstehen Umbrüche mitten im Wort („Reisekostenabrechnun|g"). */
  hyphens: auto;
  overflow-wrap: break-word;
}

/* Zebra-Streifen über beide Teiltabellen hinweg (Index kommt aus dem Renderer) */
.massnahmen-tabelle tbody tr.zeile-alt td {
  background: #F2F2F2;
}

.massnahmen-tabelle tr {
  break-inside: avoid;
}

.ampel {
  width: 24px;
  height: 24px;
  border-radius: 50%;
  display: inline-flex;
  align-items: center;
  justify-content: center;
  font-weight: 700;
  font-size: 9pt;
  color: var(--im-text);
}

.ampel[data-wert="0"],
.ampel[data-wert="1"] { background: var(--im-ampel-0-1); }

.ampel[data-wert="2"],
.ampel[data-wert="3"] { background: var(--im-ampel-2-3); }

.ampel[data-wert="4"],
.ampel[data-wert="5"] { background: var(--im-ampel-4-5); color: #fff; }

/* Ampel-Legende */
.ampel-legende {
  margin: 3mm 0 6mm;
}
.ampel-legende-items {
  display: flex;
  gap: 8mm;
  margin-top: 2mm;
}
.ampel-item {
  display: flex;
  align-items: center;
  gap: 2mm;
  font-size: var(--fs-klein);
  color: var(--im-grau);
}
.ampel-punkt {
  width: 11px;
  height: 11px;
  border-radius: 50%;
  flex: 0 0 auto;
}
.ampel-punkt[data-wert="0"] { background: var(--im-ampel-0-1); }
.ampel-punkt[data-wert="2"] { background: var(--im-ampel-2-3); }
.ampel-punkt[data-wert="4"] { background: var(--im-ampel-4-5); }

/* reporting/technik/template/css/chart.css */
/* Datengrafiken — D3-Charts, Datawrapper-artiger Stil (Magenta primär) */

/* Alle SVGs werden 1:1 in Zielgröße gezeichnet (kein `width: 100%`), damit
   Schriftgrößen und Linienstärken in jedem Chart identisch sind — unabhängig
   von der Spaltenbreite. Siehe Kommentar in js/charts/chart-utils.mjs. */

.chart-container {
  margin: var(--abstand-chart) 0;
}

.chart-container svg {
  display: block;
  overflow: visible;
}

/* Titel und Untertitel sind HTML, nicht SVG-Text — eine Typografie für alle
   Chart-Typen. */
.chart-titel {
  font-weight: 700;
  font-size: var(--fs-chart-titel);
  color: var(--im-text);
  margin-bottom: 0.4mm;
  line-height: 1.3;
}

.chart-untertitel {
  font-size: var(--fs-chart-sub);
  color: var(--im-grau);
  margin-bottom: 1.5mm;
  line-height: 1.3;
}

/* Kein Gitter und keine y-Achse mehr (seit 20.10.2026, Wunsch des
   Fachbereichs) — die Werte stehen direkt am Punkt. Siehe linienGrenzen() in
   js/charts/chart-utils.mjs. */

/* Datenpunkt: in Seriencolor gefüllt, 2px weißer Ring — bleibt lesbar, wo er
   eine Linie oder einen anderen Punkt kreuzt. */
.chart-marker {
  stroke: #fff;
}

/* Ziel-/Referenzwert — gestrichelt, weil es ein Schwellwert ist, und in Blau
   (Wunsch des Fachbereichs, 20.10.2026): Seit das Gitter weg ist, ist sie die
   einzige waagerechte Linie und soll als Ziel auffallen. */
.chart-referenzlinie {
  stroke: var(--im-blau);
  stroke-width: 1;
  stroke-dasharray: 4 3;
}

/* Zweite Zahl unter dem Wert einer Säule (Zusatzreihe, z.B. Anteil in %) */
.chart-datenlabel.chart-datenlabel-zusatz {
  font-weight: 400;
  fill: var(--im-grau);
}

/* Text trägt nie die Seriencolor — Identität kommt aus der Marke daneben. */
.chart-datenlabel {
  font-size: var(--fs-chart-wert);
  font-weight: 700;
  fill: var(--im-text);
  font-family: var(--im-font);
}

.chart-achse text {
  font-size: var(--fs-chart-achse);
  fill: #8A8A8A;
  font-family: var(--im-font);
  font-variant-numeric: tabular-nums;
}

.chart-achse line,
.chart-achse path {
  stroke: var(--chart-achse);
}

.chart-achse-einheit {
  font-size: var(--fs-chart-achse);
  fill: #8A8A8A;
  font-family: var(--im-font);
}

/* Führungslinie zwischen Kreissegment und Beschriftung */
.chart-fuehrungslinie {
  fill: none;
  stroke: #B4B4B4;
  stroke-width: 1;
}

.chart-referenz-label {
  font-size: 8pt;
  fill: #9A9A9A;
  font-family: var(--im-font);
  /* Weißer Kontur-Halo: bleibt lesbar, wenn das Label über einer Linie liegt */
  paint-order: stroke;
  stroke: #fff;
  stroke-width: 2.5px;
  stroke-linejoin: round;
}

.chart-donut-center {
  font-size: 15pt;
  font-weight: 700;
  fill: var(--im-text);
  font-family: var(--im-font);
}

/* Wert im Segment — weiß, weil die Fläche dahinter satt ist */
.chart-datenlabel-stack {
  font-size: var(--fs-chart-wert);
  fill: #fff;
}

.chart-legende-label {
  font-size: var(--fs-chart-achse);
  fill: #6E6E6E;
  font-family: var(--im-font);
}

/* Chart-Raster — dokumentweit dasselbe: entweder volle Breite oder zwei
   gleich breite Spalten. Drei Charts in einer Zeile wurden zu schmal und
   erzwangen eigene, kleinere Schriftgrößen. */
.chart-row {
  display: flex;
  gap: var(--chart-gap);
  margin: var(--abstand-chart) 0;
  break-inside: avoid;
  align-items: flex-start;
}
.chart-row .chart-container {
  flex: 1 1 0;
  min-width: 0;
  margin: 0;
}

/* Tabelle links, kompakter Donut rechts — feste Aufteilung. Die Zeichenbreite
   des Donuts liest chartBreite() aus der flex-basis unten. */
.chart-row--tabelle-donut > :first-child {
  flex: 1 1 auto;
  min-width: 0;
}
.chart-row--tabelle-donut > .chart-container {
  /* Einzige Quelle der Donutbreite (chartBreite() liest sie). 32 % waren nur
     gewählt, um ein Überlaufen zu stoppen; bei 36 % atmet der Donut und die
     Tabelle behält genug Platz für vier Spalten. */
  flex: 0 0 36%;
}

/* Donut-Kennzahlen — bewusst eine eigene, kompaktere Reihe */
.donut-row {
  display: flex;
  gap: var(--chart-gap);
  margin: var(--abstand-chart) 0;
  break-inside: avoid;
  align-items: flex-start;
}
.donut-row .chart-container {
  flex: 1 1 0;
  min-width: 0;
  margin: 0;
}

.chart-pie-label {
  font-size: var(--fs-chart-sub);
  fill: var(--im-text);
  font-family: var(--im-font);
}

/* CO₂-Baum (Scope-Struktur) */
.co2-baum {
  margin: 4mm 0;
  break-inside: avoid;
}
.co2-baum-titel {
  font-size: var(--fs-chart-titel);
  font-weight: 700;
  color: var(--im-text);
  margin: 0 0 2mm 0;
}
.co2-baum-scopes {
  display: flex;
  gap: 4mm;
}
.co2-baum-scope {
  flex: 1;
  border: 1px solid #ddd;
  border-radius: 3px;
  overflow: hidden;
}
.co2-baum-scope-header {
  display: flex;
  justify-content: space-between;
  align-items: center;
  padding: 2mm 3mm;
  background: var(--im-blau);
  color: #fff;
  font-weight: 700;
  font-size: 10pt;
}
.co2-baum-scope-anteil {
  font-size: 9pt;
  opacity: 0.9;
}
.co2-baum-kinder {
  padding: 2mm;
}
.co2-baum-kind {
  display: flex;
  align-items: baseline;
  gap: 2mm;
  padding: 1.2mm 2mm;
  border-bottom: 1px solid #f0f0f0;
  font-size: 8.5pt;
}
.co2-baum-kind:last-child { border-bottom: none; }
.co2-baum-kind-name {
  flex: 1;
  color: var(--im-text);
}
.co2-baum-kind-wert {
  font-weight: 700;
  color: var(--im-text);
  min-width: 12mm;
  text-align: right;
}
.co2-baum-kind-delta {
  font-size: 7.5pt;
  min-width: 10mm;
  text-align: right;
}
.delta-gruen { color: var(--ampel-gruen); }
.delta-rot { color: #D32F2F; }

/* CO₂-KPI-Leiste */
.co2-kpi-row {
  display: flex;
  gap: 6mm;
  margin: 4mm 0 2mm;
  break-inside: avoid;
}
.co2-kpi {
  background: var(--im-blassblau);
  padding: 3mm 5mm;
  border-radius: 3px;
  text-align: center;
  flex: 1;
}
.co2-kpi-wert {
  font-size: 18pt;
  font-weight: 700;
  color: var(--im-blau);
}
/* Abstand als Rand, nicht als Leerzeichen im Markup: Neben einer 18pt-Ziffer
   in Bold ist ein Wortabstand aus der Grundschrift so schmal, dass „1.904" und
   „t CO₂e" aneinanderkleben. */
.co2-kpi-einheit {
  font-size: 9pt;
  color: var(--im-grau);
  margin-left: 0.4em;
}
.co2-kpi-label {
  font-size: 8pt;
  color: var(--im-grau);
}
.co2-fussnote {
  font-size: 7.5pt;
  color: var(--im-grau);
  font-style: italic;
  margin: 1mm 0 3mm;
}

/* Bubble-Matrix */
.bubble-label {
  font-size: 7.5pt;
  fill: var(--im-text);
  font-family: var(--im-font);
}
.chart-achse-label {
  font-size: 8.5pt;
  fill: var(--im-grau);
  font-family: var(--im-font);
  font-weight: 600;
}

/* Ein Stück einer in seitengroße Blöcke geschnittenen Tabelle
   (tabelleInBloecke() in table-renderer.mjs). `break-inside: avoid` ist die
   einzige Umbruchregel, die Paged.js 0.4.3 verlässlich umsetzt — sie hält den
   Block samt seinem Spaltenkopf zusammen. */
.tabellenblock {
  break-inside: avoid;
}

/* Annahmen-Tabelle */
.annahmen-tabelle {
  width: 100%;
  border-collapse: collapse;
  font-size: 7.5pt;
  margin: 3mm 0;
}
.annahmen-tabelle th {
  background: var(--im-blau);
  color: #fff;
  font-weight: 700;
  padding: 1.5mm 2mm;
  text-align: left;
  font-size: 8pt;
}
.annahmen-tabelle td {
  padding: 1.5mm 2mm;
  border-bottom: 1px solid #e8e8e8;
  vertical-align: top;
  line-height: 1.35;
}
/* Zebra über die Klasse, nicht über nth-child: Lange Tabellen werden in
   seitengroße Blöcke geschnitten (blockGrenzen()), nth-child würde in jedem
   Block neu bei eins anfangen und der Streifen an der Trennstelle springen. */
.annahmen-tabelle tr.zeile-alt td {
  background: #F7FAFC;
}

/* Spaltenbreiten fest vorgeben: Die Formelspalte ist die inhaltlich wichtigste
   und darf nicht auf Restbreite zusammenfallen. */
.annahmen-tabelle th:nth-child(1), .annahmen-tabelle td:nth-child(1) { width: 20%; }
.annahmen-tabelle th:nth-child(2), .annahmen-tabelle td:nth-child(2) { width: 33%; }
.annahmen-tabelle th:nth-child(3), .annahmen-tabelle td:nth-child(3) { width: 47%; }

/* Herkunft der Größen in der Berechnungsformel — kursiv = aus dem
   Kennzahlensystem, halbfett = gepflegte Annahme. Die Annahmen tragen die
   Auszeichnung, weil die Tabelle von ihnen handelt.

   NICHT „gemessen" gegen „angenommen": `M365_T_CO2E` liegt im
   Kennzahlensystem, ist aber ein Herstellerwert von Microsoft. Das Backend hat
   darauf hingewiesen (04.08.2026); die feinere Einordnung steht in
   `co2_aktivitaet.art`. Sie ersetzt die Klammerart nicht — Begründung im
   Kommentar zu schreibeFormel() in table-renderer.mjs.

   Bewusst OHNE Farbe:
   • Zwei gesättigte Brandfarben in jeder Zeile einer 20-zeiligen Tabelle
     überfärben die Seite; das Original setzte nur EINE Auszeichnung (blau
     für gemessen), nicht zwei gegeneinander.
   • Schnitt statt Farbe überlebt Graustufendruck und Farbfehlsichtigkeit,
     ohne dass eine zweite Auszeichnung nötig wird.
   • Kursiv liest sich als Variable — genau das ist eine Größe, die der
     Bericht aus dem Kennzahlensystem einsetzt.
   Beide Schnitte sind vom Styleguide gedeckt und lokal eingebettet
   (Demi Bold 600, Regular Italic 400). */
.annahmen-tabelle .formel-katalog {
  font-style: italic;
}
.annahmen-tabelle .formel-annahme {
  font-weight: 600;
}

/* Zwischentitel über der Liste der nur dokumentierten Annahmen */
.annahmen-zwischentitel {
  font-size: var(--fs-lead);
  font-weight: 600;
  margin: 6mm 0 0;
}
.annahmen-tabelle--offen th:nth-child(1), .annahmen-tabelle--offen td:nth-child(1) { width: 46%; }
.annahmen-tabelle--offen th:nth-child(2), .annahmen-tabelle--offen td:nth-child(2) { width: 22%; }
.annahmen-tabelle--offen th:nth-child(3), .annahmen-tabelle--offen td:nth-child(3) { width: 32%; }
.annahmen-tabelle td.formel {
  hyphens: none;      /* Größennamen nicht trennen */
}

/* Ein Eintrag je Zeile mit hängendem Einzug — eine Nachschlagetabelle wird
   gescannt, nicht gelesen. */
.annahmen-tabelle .annahme-zeile {
  display: block;
  padding-left: 3mm;
  text-indent: -3mm;
}
.annahmen-tabelle .annahme-zeile + .annahme-zeile {
  margin-top: 0.4mm;
}
/* Derselbe Schnitt wie in der Formel: Was dort halbfett steht, steht hier
   halbfett — die Zuordnung Formel → Wert ist damit ohne Suchen zu sehen. */
.annahmen-tabelle .annahme-name {
  font-weight: 600;
}

.annahmen-fussnote {
  font-size: var(--fs-klein);
  color: #787878;
  margin: 1.5mm 0 0;
  line-height: 1.35;
}

/* Detailwerte-Tabelle */
/* Die dichteste Tabelle des Berichts: 9 Spalten, 21 Zeilen, eine davon mit
   umbrechendem Kommentartext. Eine Stufe kleiner als die übrigen Tabellen,
   damit sie mit ihrer Überschrift auf eine Seite passt — sonst muss sie
   geschnitten werden, und dann fehlt am Blockanfang die Gruppenbeschriftung
   (Scope und Bereich stehen nur in der ersten Zeile der Gruppe). */
.detailwerte-tabelle {
  width: 100%;
  border-collapse: collapse;
  font-size: 7pt;
  margin: 3mm 0;
}
.detailwerte-tabelle th {
  background: var(--im-blau);
  color: #fff;
  font-weight: 700;
  padding: 1.5mm 2mm;
  text-align: left;
  font-size: 8pt;
}
.detailwerte-tabelle td {
  padding: 1.2mm 2mm;
  border-bottom: 1px solid #e8e8e8;
  vertical-align: top;
}
.detailwerte-tabelle .scope-row td {
  background: var(--im-blau);
  color: #fff;
  font-weight: 700;
}
.detailwerte-tabelle .bereich-row td {
  background: var(--im-blassblau);
  font-weight: 600;
}
.detailwerte-tabelle .gesamt-row td {
  background: var(--im-text);
  color: #fff;
  font-weight: 700;
  font-size: 8.5pt;
}

/* --- Abfall-Baum (Kapitel 7.1) --------------------------------------------
   Kästchen-Hierarchie ohne Skalen, deshalb HTML statt SVG (siehe
   abfall-chart.mjs). Die Farben tragen die Aussage des Originals:
   blau = Wertstoff/Wiederverwendung, magenta = Entsorgung, grau = neutral. */
.abfall-baum {
  margin: var(--abstand-chart) 0;
  /* Titel und Baum gehören zusammen — sonst bleibt der h4 allein am
     Seitenende zurück. Wie beim CO2-Baum: die Gruppe ist klein genug,
     dass Paged.js sie nicht als Ganzes auf eine leere Seite schiebt. */
  break-inside: avoid;
}
.abfall-baum-titel {
  font-size: var(--fs-lead);
  margin: 0 0 3mm;
  color: var(--im-text);
}
.abfall-baum-aeste {
  break-inside: avoid;
  display: grid;
  /* minmax(0, …) statt 1fr — sonst sprengt ein langer Kästchentext die Spalte */
  grid-template-columns: minmax(0, 3fr) minmax(0, 2fr);
  gap: 6mm;
  align-items: start;
}
.abfall-baum-ast {
  break-inside: avoid;
  min-width: 0;
}
.abfall-baum-ast-kopf {
  font-size: 9pt;
  font-weight: 600;
  color: var(--im-text);
  padding: 1.5mm 2mm;
  border: 1px solid var(--im-hellgrau);
  border-radius: 1mm;
  text-align: center;
  margin-bottom: 3mm;
  background: #fafafa;
}
.abfall-baum-zweige {
  display: flex;
  gap: 2.5mm;
  align-items: start;
}
.abfall-baum-ast:last-child .abfall-baum-zweige {
  /* Der Elektronik-Ast steht im Original untereinander, nicht nebeneinander */
  flex-direction: column;
  gap: 2mm;
}
.abfall-baum-spalte {
  flex: 1;
  min-width: 0;
  display: flex;
  flex-direction: column;
  align-items: stretch;
}
.abfall-baum-ast:last-child .abfall-baum-spalte { width: 100%; }
.abfall-baum-kaestchen {
  display: flex;
  flex-direction: column;
  gap: 0.4mm;
  padding: 1.5mm 2mm;
  border: 1px solid var(--im-hellgrau);
  border-radius: 1mm;
  font-size: 8pt;
  text-align: center;
  hyphens: auto;
}
.abfall-baum-name { color: var(--im-text); }
.abfall-baum-anteil { font-weight: 700; font-variant-numeric: tabular-nums; }
.abfall-baum-kaestchen--recycling  { border-color: var(--im-hellgrau); }
.abfall-baum-kaestchen--positiv    { border-color: var(--im-blau); color: var(--im-blau); }
.abfall-baum-kaestchen--positiv .abfall-baum-name { color: var(--im-blau); }
.abfall-baum-kaestchen--entsorgung { border-color: var(--im-magenta); color: var(--im-magenta); }
.abfall-baum-kaestchen--entsorgung .abfall-baum-name { color: var(--im-magenta); }
/* Verbinder zur dritten Ebene */
.abfall-baum-verbinder {
  width: 1px;
  height: 3mm;
  background: var(--im-hellgrau);
  margin: 0 auto;
}