MartinandClaude Opus 4.8
7afd7f6acf
Referenz: docs/ISMS-Abhaengigkeitskarte-GEFIM.html - Zentrale Theme-Definition in globals.css auf das dunkle GEFIM-Muster: Flächen (--bg-0/1, --panel, --elevated), Text (--txt/--muted), Marke (aufgehelltes Violett #7d6fd6), Status (--ok/warn/risk/info), Verläufe (--grad-primary/--grad-critical), Glow-Ambiente auf dem Body, Fokus-Ring, Punktraster-Utility - Alle shadcn-Tokens (background/card/popover/primary/muted/border/ sidebar …) auf Dunkelwerte gemappt; neue semantische Flächen-Tokens (panel/elevated/surface-soft/band/band-text/band-brd) ergänzt - Hardcodierte Hex projektweit auf Tokens umgestellt: Panel-/Band- Flächen, Status-Pillen (Alpha-Tints), Tags, Trend-/Prioritätsfarben, Kanban, Login-Fehler, Topbar, Filter-Tabs - GEFIM-Logo als weißes Negativ auf Dunkel (Sidebar + Login) - Ampel-Segmentbalken/Score-Skala bleiben als semantische Statusfarben Dark ist Default; Light-Mode später über dieselben Token-Namen möglich. Verifiziert: Dashboard, Risiko-Detail, Asset-Bearbeiten dunkel & lesbar. Co-Authored-By: Claude Opus 4.8 <noreply@anthropic.com>
245 lines
66 KiB
HTML
245 lines
66 KiB
HTML
<!doctype html>
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<html lang="de">
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<head>
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<meta charset="utf-8">
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<meta name="viewport" content="width=device-width, initial-scale=1">
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<title>GEFIM ISMS – Abhängigkeitskarte</title>
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<link rel="preconnect" href="https://fonts.googleapis.com">
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<link rel="preconnect" href="https://fonts.gstatic.com" crossorigin>
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<link href="https://fonts.googleapis.com/css2?family=Poppins:wght@400;500;600;700&family=Open+Sans:wght@400;600;700&display=swap" rel="stylesheet">
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<style>
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:root{
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--violet:#7d6fd6;--violet-deep:#5d52a3;--blue:#8dc4e0;--magenta:#b45bb0;
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--ok:#39c07f;--warn:#f0ad4e;--risk:#ff6b6b;
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--bg0:#0e1220;--bg1:#141a2e;--panel:rgba(30,38,64,.72);--panel-b:rgba(120,135,180,.18);
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--txt:#e8ecf7;--muted:#8b93ad;
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}
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*{box-sizing:border-box}
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html,body{margin:0;height:100%}
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body{font-family:"Open Sans",system-ui,sans-serif;background:
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radial-gradient(1200px 700px at 20% -10%, #1c2340 0%, transparent 60%),
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radial-gradient(900px 600px at 100% 110%, #1a2138 0%, transparent 55%),
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var(--bg0);color:var(--txt);min-height:100vh}
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h1,h2,h3,.h{font-family:"Poppins",sans-serif;margin:0}
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.wrap{max-width:1200px;margin:0 auto;padding:22px 20px 60px}
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/* top bar */
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.bar{display:flex;align-items:center;justify-content:space-between;gap:16px;margin-bottom:18px;flex-wrap:wrap}
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.bar .left{display:flex;align-items:center;gap:14px}
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.bar img{height:34px;filter:drop-shadow(0 2px 6px rgba(0,0,0,.4))}
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.bar .ttl{font-size:18px;font-weight:600;line-height:1.1}
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.bar .sub{font-size:12px;color:var(--muted)}
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.tools{display:flex;align-items:center;gap:8px;flex-wrap:wrap}
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.tbtn{display:inline-flex;align-items:center;gap:7px;background:var(--panel);border:1px solid var(--panel-b);color:var(--txt);
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padding:8px 13px;border-radius:10px;font-family:Poppins;font-weight:600;font-size:12.5px;cursor:pointer;backdrop-filter:blur(6px)}
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.tbtn:hover{border-color:var(--violet)}
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.tbtn.on{background:linear-gradient(135deg,var(--violet-deep),var(--violet));border-color:transparent}
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.tbtn.round{padding:8px;width:36px;justify-content:center}
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.search{display:flex;align-items:center;gap:8px;background:var(--panel);border:1px solid var(--panel-b);border-radius:10px;padding:8px 12px;color:var(--muted)}
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.search input{background:transparent;border:0;outline:none;color:var(--txt);font-family:inherit;font-size:12.5px;width:150px}
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/* canvas */
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.canvas{position:relative;background:
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linear-gradient(var(--bg1),rgba(20,26,46,.4));
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border:1px solid var(--panel-b);border-radius:20px;overflow:hidden;
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box-shadow:inset 0 1px 0 rgba(255,255,255,.03),0 20px 60px rgba(0,0,0,.35)}
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.canvas .dots{position:absolute;inset:0;background-image:radial-gradient(rgba(140,155,200,.10) 1px, transparent 1px);background-size:26px 26px;pointer-events:none}
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.stage{position:relative;width:1120px;height:600px}
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svg.links{position:absolute;inset:0;width:1120px;height:600px;pointer-events:none}
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/* nodes */
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.node{position:absolute;transform:translateY(-50%);width:196px;
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background:var(--panel);border:1px solid var(--panel-b);border-radius:14px;padding:10px 12px;
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display:flex;align-items:center;gap:11px;backdrop-filter:blur(8px);cursor:pointer;
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transition:transform .12s,border-color .12s,box-shadow .12s;z-index:2}
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.node:hover{transform:translateY(-50%) scale(1.03);border-color:var(--violet);box-shadow:0 10px 30px rgba(0,0,0,.4)}
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.node .ic{width:38px;height:38px;flex:0 0 38px;border-radius:11px;display:grid;place-items:center;
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background:rgba(125,111,214,.16);color:var(--blue)}
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.node .tx{min-width:0}
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.node .nm{font-family:Poppins;font-weight:600;font-size:13px;white-space:nowrap;overflow:hidden;text-overflow:ellipsis}
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.node .mt{font-size:10.5px;color:var(--muted);white-space:nowrap;overflow:hidden;text-overflow:ellipsis}
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.node .rt{margin-left:auto;display:flex;flex-direction:column;align-items:flex-end;gap:4px}
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.dotc{width:9px;height:9px;border-radius:50%}
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.badge{font-family:Poppins;font-weight:700;font-size:9px;letter-spacing:.03em;padding:2px 6px;border-radius:6px;text-transform:uppercase}
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.b-crit{background:rgba(255,107,107,.16);color:var(--risk)}
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.b-spof{background:rgba(240,173,78,.18);color:var(--warn)}
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.b-prim{background:rgba(180,91,176,.20);color:#e59fe0}
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/* node variants */
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.node.root{background:linear-gradient(135deg,rgba(93,82,163,.9),rgba(125,111,214,.75));border-color:rgba(180,170,255,.5);width:210px}
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.node.root .ic{background:rgba(255,255,255,.18);color:#fff}
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.node.crit{border-color:rgba(255,107,107,.55);box-shadow:0 0 0 1px rgba(255,107,107,.25),0 8px 26px rgba(255,80,80,.12)}
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.node.crit .ic{background:rgba(255,107,107,.16);color:var(--risk)}
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.node.prim .ic{background:rgba(180,91,176,.18);color:#e59fe0}
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.node.dim{opacity:.35;filter:saturate(.5)}
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/* edge label */
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.elabel{position:absolute;transform:translate(-50%,-50%);font-family:Poppins;font-weight:600;font-size:9.5px;
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color:var(--muted);background:rgba(14,18,32,.85);border:1px solid var(--panel-b);border-radius:999px;padding:2px 8px;z-index:1;white-space:nowrap}
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.elabel.crit{color:#ffd0d0;border-color:rgba(255,107,107,.4)}
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/* legend */
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.legend{display:flex;gap:18px;flex-wrap:wrap;margin-top:14px;font-size:12px;color:var(--muted)}
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.legend .it{display:flex;align-items:center;gap:8px}
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.legend .sw{width:22px;height:4px;border-radius:3px}
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.legend .dt{width:10px;height:10px;border-radius:50%}
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.hintbar{margin-top:16px;display:flex;gap:14px;flex-wrap:wrap}
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.hcard{flex:1;min-width:220px;background:var(--panel);border:1px solid var(--panel-b);border-radius:14px;padding:14px 16px;backdrop-filter:blur(6px)}
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.hcard .t{font-family:Poppins;font-weight:600;font-size:12.5px;display:flex;align-items:center;gap:8px;margin-bottom:6px}
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.hcard p{margin:0;font-size:12.5px;color:var(--muted);line-height:1.5}
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.hcard .pill{font-family:Poppins;font-weight:700;font-size:9px;padding:2px 7px;border-radius:6px;text-transform:uppercase}
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.scrollnote{color:var(--muted);font-size:11.5px;margin:8px 2px 0}
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</style>
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</head>
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<body>
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<div class="wrap">
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<div class="bar">
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<div class="left">
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<img src="data:image/png;base64,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" alt="GEFIM">
|
||
<div>
|
||
<div class="ttl">Abhängigkeiten & kritische Pfade</div>
|
||
<div class="sub">Prozess „Auftragsabwicklung" · Asset-Verkettung</div>
|
||
</div>
|
||
</div>
|
||
<div class="tools">
|
||
<div class="search"><svg width="15" height="15" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2"><circle cx="11" cy="11" r="7"/><path d="m21 21-4.3-4.3"/></svg><input placeholder="Asset suchen …"></div>
|
||
<button class="tbtn on" id="cpBtn" onclick="toggleCP()"><svg width="14" height="14" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2"><path d="M13 2 3 14h7l-1 8 10-12h-7l1-8Z"/></svg>Kritische Pfade</button>
|
||
<button class="tbtn round" title="Zoom -">–</button>
|
||
<button class="tbtn round" title="Zoom +">+</button>
|
||
<button class="tbtn round" title="Zentrieren"><svg width="15" height="15" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2"><path d="M3 9V5a2 2 0 0 1 2-2h4M21 9V5a2 2 0 0 0-2-2h-4M3 15v4a2 2 0 0 0 2 2h4M21 15v4a2 2 0 0 1-2 2h-4"/></svg></button>
|
||
</div>
|
||
</div>
|
||
|
||
<div class="canvas">
|
||
<div class="dots"></div>
|
||
<div style="overflow:auto">
|
||
<div class="stage" id="stage">
|
||
<svg class="links" id="links"></svg>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
<div class="scrollnote">↔ horizontal scrollbar · Knoten anklicken hebt den zugehörigen Pfad hervor · Icons zeigen den Asset-Typ</div>
|
||
|
||
<div class="legend">
|
||
<div class="it"><span class="sw" style="background:linear-gradient(90deg,#ff6b6b,#b45bb0)"></span>Kritischer Pfad</div>
|
||
<div class="it"><span class="sw" style="background:#5b6485"></span>Standard-Abhängigkeit</div>
|
||
<div class="it"><span class="dt" style="background:#39c07f"></span>Betriebsbereit</div>
|
||
<div class="it"><span class="badge b-prim" style="position:static">Primär</span>Ergebnis-Asset</div>
|
||
<div class="it"><span class="badge b-spof" style="position:static">SPOF</span>Single Point of Failure</div>
|
||
</div>
|
||
|
||
<div class="hintbar">
|
||
<div class="hcard">
|
||
<div class="t"><span class="pill b-spof">SPOF</span>Engstelle erkannt</div>
|
||
<p><b style="color:var(--txt)">Active Directory</b> trägt 3 kritische Prozesse. Ein Ausfall unterbricht Auftragsabwicklung, Produktion und Rechnungswesen.</p>
|
||
</div>
|
||
<div class="hcard">
|
||
<div class="t"><span class="pill b-crit">Pfad</span>Kritischster Pfad</div>
|
||
<p>Auftragsabwicklung → ERP (SAP) → Active Directory → Cloud-Backup</p>
|
||
</div>
|
||
<div class="hcard">
|
||
<div class="t">💡 Empfehlung</div>
|
||
<p>Redundanz für AD, priorisierte Wiederanlaufplanung, Risiko R-008 hochstufen.</p>
|
||
</div>
|
||
</div>
|
||
</div>
|
||
|
||
<script>
|
||
const W=196, RW=210;
|
||
const nodes={
|
||
P:{x:16,y:300,nm:'Auftragsabwicklung',mt:'Geschäftsprozess',icon:'proc',cls:'root',w:RW},
|
||
AUF:{x:300,y:96,nm:'Auftragsdaten',mt:'Primäres Asset',icon:'db',cls:'prim',badge:'prim'},
|
||
ERP:{x:300,y:300,nm:'ERP-System (SAP)',mt:'Anwendung',icon:'app',cls:'crit'},
|
||
VER:{x:300,y:492,nm:'Vertrieb',mt:'Personengruppe',icon:'people'},
|
||
AD:{x:600,y:230,nm:'Active Directory',mt:'System',icon:'server',cls:'crit',badge:'spof'},
|
||
NET:{x:600,y:420,nm:'Netzwerk-Core',mt:'Infrastruktur',icon:'switch'},
|
||
BK:{x:894,y:150,nm:'Cloud-Backup',mt:'Lieferant',icon:'cloud',cls:'crit'},
|
||
DNS:{x:894,y:290,nm:'DNS / DHCP',mt:'Dienst',icon:'dns'},
|
||
SW:{x:894,y:440,nm:'Switch Zentrale',mt:'Netzwerk',icon:'switch'},
|
||
};
|
||
const edges=[
|
||
['P','AUF',{crit:false,l:'erzeugt'}],
|
||
['P','ERP',{crit:true,l:'kritisch'}],
|
||
['P','VER',{crit:false,l:'benötigt'}],
|
||
['ERP','AD',{crit:true,l:'Auth'}],
|
||
['ERP','NET',{crit:false,l:'Transport'}],
|
||
['AD','BK',{crit:true,l:'Restore'}],
|
||
['AD','DNS',{crit:false,l:'Namensauflösung'}],
|
||
['NET','SW',{crit:false,l:'Uplink'}],
|
||
];
|
||
const critNodes=new Set(['P','ERP','AD','BK']);
|
||
|
||
function icon(k){const s='<svg width="20" height="20" viewBox="0 0 24 24" fill="none" stroke="currentColor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round">';
|
||
const m={
|
||
proc:'<path d="M3 3v18h18"/><path d="m7 14 3-4 3 3 5-6"/>',
|
||
db:'<ellipse cx="12" cy="5" rx="8" ry="3"/><path d="M4 5v14c0 1.7 3.6 3 8 3s8-1.3 8-3V5"/><path d="M4 12c0 1.7 3.6 3 8 3s8-1.3 8-3"/>',
|
||
app:'<rect x="3" y="4" width="18" height="14" rx="2"/><path d="M8 21h8M9 8h6M9 12h4"/>',
|
||
server:'<rect x="3" y="4" width="18" height="7" rx="2"/><rect x="3" y="13" width="18" height="7" rx="2"/><path d="M7 7.5h.01M7 16.5h.01"/>',
|
||
people:'<circle cx="9" cy="7" r="3"/><path d="M2 21v-1a6 6 0 0 1 6-6M16 21v-1a5 5 0 0 0-4-4.9M17 8a3 3 0 1 0 0-2"/>',
|
||
cloud:'<path d="M17.5 19a4.5 4.5 0 0 0 .5-9 6 6 0 0 0-11.6 1.5A3.5 3.5 0 0 0 6.5 19Z"/><path d="M12 12v6M9.5 15.5 12 18l2.5-2.5"/>',
|
||
switch:'<rect x="2" y="8" width="20" height="8" rx="2"/><path d="M6 12h.01M10 12h.01M14 12h.01M18 12h.01"/>',
|
||
dns:'<circle cx="12" cy="12" r="9"/><path d="M3 12h18M12 3c3 3.5 3 14 0 18M12 3c-3 3.5-3 14 0 18"/>',
|
||
};
|
||
return s+(m[k]||m.app)+'</svg>';}
|
||
|
||
function anchorOut(n){const w=n.w||W;return [n.x+w, n.y];}
|
||
function anchorIn(n){return [n.x, n.y];}
|
||
|
||
function render(){
|
||
const stage=document.getElementById('stage');
|
||
const svg=document.getElementById('links');
|
||
// defs
|
||
let defs='<defs>'
|
||
+'<linearGradient id="gcrit" x1="0" y1="0" x2="1" y2="0"><stop offset="0" stop-color="#ff6b6b"/><stop offset="1" stop-color="#b45bb0"/></linearGradient>'
|
||
+'<filter id="glow" x="-30%" y="-30%" width="160%" height="160%"><feGaussianBlur stdDeviation="3" result="b"/><feMerge><feMergeNode in="b"/><feMergeNode in="SourceGraphic"/></feMerge></filter>'
|
||
+'</defs>';
|
||
let paths='', elabels='';
|
||
edges.forEach(([a,b,o])=>{
|
||
const na=nodes[a], nb=nodes[b];
|
||
const [x1,y1]=anchorOut(na), [x2,y2]=anchorIn(nb);
|
||
const dx=Math.max(40,(x2-x1)*0.5);
|
||
const d=`M ${x1} ${y1} C ${x1+dx} ${y1}, ${x2-dx} ${y2}, ${x2} ${y2}`;
|
||
const on=o.crit && showCP;
|
||
paths+=`<path class="edge ${o.crit?'ec':''}" d="${d}" fill="none" stroke="${on?'url(#gcrit)':'#4a5372'}" stroke-width="${on?3.2:1.6}" ${on?'filter="url(#glow)"':''} opacity="${on?1:.8}"/>`;
|
||
// label at midpoint
|
||
const mx=(x1+x2)/2, my=(y1+y2)/2 - 2;
|
||
elabels+=`<div class="elabel ${on?'crit':''}" style="left:${mx}px;top:${my}px">${o.l}</div>`;
|
||
});
|
||
svg.innerHTML=defs+paths;
|
||
|
||
// nodes
|
||
let html='';
|
||
for(const k in nodes){const n=nodes[k];const w=n.w||W;
|
||
let rt='<span class="dotc" style="background:var(--ok)"></span>';
|
||
if(n.badge==='spof')rt='<span class="badge b-spof">SPOF</span>';
|
||
if(n.badge==='prim')rt='<span class="badge b-prim">Primär</span>';
|
||
if(critNodes.has(k)&&!n.badge&&n.cls!=='root')rt='<span class="badge b-crit">Krit</span>';
|
||
html+=`<div class="node ${n.cls||''}" data-k="${k}" style="left:${n.x}px;top:${n.y}px;width:${w}px" onclick="focusPath('${k}')">
|
||
<div class="ic">${icon(n.icon)}</div>
|
||
<div class="tx"><div class="nm">${n.nm}</div><div class="mt">${n.mt}</div></div>
|
||
<div class="rt">${rt}</div>
|
||
</div>`;
|
||
}
|
||
// remove old node divs, keep svg
|
||
[...stage.querySelectorAll('.node,.elabel')].forEach(e=>e.remove());
|
||
stage.insertAdjacentHTML('beforeend', html+elabels);
|
||
}
|
||
|
||
let showCP=true;
|
||
function toggleCP(){showCP=!showCP;document.getElementById('cpBtn').classList.toggle('on',showCP);render();}
|
||
|
||
function focusPath(k){
|
||
// highlight node's connected chain (simple: ancestors + descendants)
|
||
const adj={};edges.forEach(([a,b])=>{(adj[a]=adj[a]||[]).push(b);(adj[b]=adj[b]||[]).push(a);});
|
||
const keep=new Set([k]);const stack=[k];
|
||
while(stack.length){const c=stack.pop();(adj[c]||[]).forEach(n=>{if(!keep.has(n)){keep.add(n);stack.push(n);}});}
|
||
document.querySelectorAll('.node').forEach(el=>{el.classList.toggle('dim', !keep.has(el.dataset.k));});
|
||
}
|
||
document.querySelector('.canvas').addEventListener('dblclick',()=>document.querySelectorAll('.node').forEach(el=>el.classList.remove('dim')));
|
||
|
||
render();
|
||
</script>
|
||
</body>
|
||
</html>
|