386 lines
152 KiB
HTML
386 lines
152 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=1.0">
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<title>Sales Dashboard: Intelligence & Yield Briefing</title>
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<!-- Fonts -->
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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=Oxanium:wght@400;700;800&family=Poppins:wght@300;400;600;700&display=swap" rel="stylesheet">
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<!-- Tailwind CSS -->
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<script src="https://cdn.tailwindcss.com"></script>
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<script>
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tailwind.config = {
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theme: {
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extend: {
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colors: {
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roboDark: '#081734',
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roboLight: '#DDEEFE',
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roboCyan: '#00E5FF',
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roboYellow: '#FFD42C',
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roboEmerald: '#10B981',
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roboRed: '#EF4444'
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},
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fontFamily: {
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'head': ['Oxanium', 'sans-serif'],
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'body': ['Poppins', 'sans-serif']
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}
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}
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}
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}
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</script>
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<style>
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body { background-color: #081734; color: #DDEEFE; font-family: 'Poppins', sans-serif; overflow-x: hidden; }
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h1, h2, h3, h4, h5, h6 { font-family: 'Oxanium', sans-serif; }
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.glass-panel {
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background: rgba(221, 238, 254, 0.05);
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backdrop-filter: blur(10px);
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border: 1px solid rgba(0, 229, 255, 0.2);
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border-radius: 24px;
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}
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.neon-border-cyan { border: 1px solid rgba(0, 229, 255, 0.4); box-shadow: 0 0 20px rgba(0, 229, 255, 0.1); }
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.neon-border-yellow { border: 1px solid rgba(255, 212, 44, 0.4); box-shadow: 0 0 20px rgba(255, 212, 44, 0.1); }
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/* Toby Animation */
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.toby-float { animation: float 4s ease-in-out infinite; }
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@keyframes float { 0% { transform: translateY(0px); } 50% { transform: translateY(-15px); } 100% { transform: translateY(0px); } }
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/* Data Flow Path */
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.data-flow-path { stroke-dasharray: 8 8; animation: dataFlow 1s linear infinite; }
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@keyframes dataFlow { to { stroke-dashoffset: -16; } }
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section { min-height: 100vh; display: flex; flex-direction: column; justify-content: center; align-items: center; padding: 4rem 2rem; position: relative; }
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#toby-container { position: fixed; bottom: 30px; right: 30px; width: 220px; z-index: 1000; opacity: 0; display: flex; flex-direction: column; align-items: center; transition: all 0.5s ease; }
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#toby-bubble { background: #DDEEFE; color: #081734; padding: 14px 20px; border-radius: 15px; font-size: 14px; font-weight: 700; margin-bottom: 15px; position: relative; text-align: center; box-shadow: 0 8px 25px rgba(0,229,255,0.4); width: 100%; line-height: 1.2; }
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#toby-bubble::after { content: ''; position: absolute; bottom: -10px; left: 50%; transform: translateX(-50%); border-width: 10px 10px 0; border-style: solid; border-color: #DDEEFE transparent transparent transparent; }
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</style>
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</head>
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<body class="antialiased selection:bg-roboCyan selection:text-roboDark">
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<!-- Toby Fixed Avatar -->
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<div id="toby-container" class="toby-float">
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<div id="toby-bubble">Initialisiere Strategie-Modus...</div>
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<div id="toby-avatar-wrapper" class="w-32 h-32 rounded-full border-4 border-roboCyan/30 p-1 bg-roboDark shadow-[0_0_30px_rgba(0,229,255,0.2)] flex items-center justify-center overflow-hidden">
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<!-- Toby Image Placeholder -->
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<img src="data:image/png;base64,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" class="w-24 h-24 object-contain animate-bounce">
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</div>
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</div>
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|
|
<!-- Phase 1: Strategic Intro -->
|
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<section id="vision">
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<div class="max-w-5xl text-center space-y-10">
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<div class="inline-block px-5 py-2 rounded-full bg-roboCyan/10 border border-roboCyan/30 text-roboCyan text-xs font-bold uppercase tracking-[0.3em] mb-4">Board Briefing: Intelligence & Yield</div>
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|
<h1 class="text-7xl font-black tracking-tighter text-white leading-[0.9] uppercase">Vom Wiegen wird<br><span class="text-roboYellow">die Sau nicht fetter</span></h1>
|
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<div class="w-24 h-1 bg-roboYellow mx-auto rounded-full"></div>
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<p class="text-2xl text-roboLight/80 max-w-3xl mx-auto leading-relaxed">
|
|
Messen ist kein Selbstzweck. Wir tauchen tief in die Daten ab, um <span class="text-white font-bold underline decoration-roboCyan underline-offset-4">strategische Maßnahmen</span> zu steuern und deren Erfolg hart zu belegen.
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</p>
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</div>
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</section>
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|
|
<!-- Phase 2: The Truth (Clean Pipeline) -->
|
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<section id="risk">
|
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<div class="grid grid-cols-1 lg:grid-cols-2 gap-20 items-center w-full max-w-7xl">
|
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<div class="space-y-8">
|
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<h2 class="text-5xl font-black text-roboCyan uppercase leading-tight">Brutto-Hoffnung vs.<br>Netto-Wahrheit</h2>
|
|
<p class="text-xl text-roboLight/60 leading-relaxed italic">"In SuperOffice sieht die Pipeline gewaltig aus. Aber wie viel davon können wir wirklich auf die Straße bringen?"</p>
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|
<div class="space-y-6 pt-6">
|
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<div class="glass-panel p-8 border-l-8 border-l-roboRed neon-border-cyan">
|
|
<div class="flex justify-between items-start mb-2">
|
|
<span class="text-roboRed font-black uppercase text-sm tracking-widest">Duplicate Bloat</span>
|
|
<span class="bg-roboRed/20 text-roboRed px-3 py-1 rounded-full text-xs font-bold">- 31% PHANTOM</span>
|
|
</div>
|
|
<p class="text-5xl font-black text-white">1.593.787 €</p>
|
|
<p class="text-sm text-roboLight/50 mt-2 italic">Durch das Dashboard identifizierte Doppelzählungen redundanter Angebots-Varianten.</p>
|
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</div>
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</div>
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</div>
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|
|
<div class="relative glass-panel p-12 shadow-2xl border-white/10">
|
|
<div class="absolute -top-6 -left-6 bg-roboCyan text-roboDark px-5 py-2 rounded-xl font-black text-sm uppercase shadow-2xl tracking-widest">Dashboard Engine</div>
|
|
<div id="clean-chart" class="w-full h-96 flex items-end gap-12 px-10 pb-6 border-b border-white/10">
|
|
<div id="bar-gross" class="w-1/2 bg-white/10 h-full rounded-t-3xl relative">
|
|
<div class="absolute -top-12 left-0 right-0 text-center font-black text-roboLight/40 text-sm uppercase">Gross (SO)</div>
|
|
</div>
|
|
<div id="bar-clean" class="w-1/2 bg-gradient-to-t from-roboEmerald to-roboCyan h-[69%] rounded-t-3xl relative shadow-[0_0_50px_rgba(16,185,129,0.4)]">
|
|
<div class="absolute -top-12 left-0 right-0 text-center font-black text-roboEmerald text-sm uppercase">Clean (Real)</div>
|
|
</div>
|
|
</div>
|
|
<p class="mt-8 text-center text-[11px] text-roboLight/40 font-bold uppercase tracking-[0.4em]">Kapital-Effizienz durch Daten-Filterung</p>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
|
|
<!-- Phase 3: The Winning DNA -->
|
|
<section id="dna">
|
|
<div class="text-center mb-24 space-y-4">
|
|
<h2 class="text-6xl font-black text-white uppercase tracking-tighter">Die Winning DNA</h2>
|
|
<p class="text-roboCyan font-bold tracking-[0.5em] uppercase text-sm">Präzisions-Führung statt Bauchgefühl</p>
|
|
</div>
|
|
|
|
<div class="grid grid-cols-1 md:grid-cols-3 gap-12 w-full max-w-7xl">
|
|
<!-- DNA 1 -->
|
|
<div class="glass-panel p-12 text-center space-y-8 relative overflow-hidden group hover:scale-[1.02] transition-transform">
|
|
<div class="absolute inset-0 bg-roboCyan/10 opacity-0 group-hover:opacity-100 transition-opacity"></div>
|
|
<div class="text-8xl font-black text-roboCyan tracking-tighter animate-pulse">+159%</div>
|
|
<div>
|
|
<p class="font-black uppercase tracking-wider text-xl text-white">Win-Rate Hebel</p>
|
|
<p class="text-sm text-roboLight/60 mt-4 leading-relaxed">
|
|
Data Mining Beleg: Ein einziger <span class="text-roboCyan font-bold">Vor-Ort-Termin (Demo)</span> ist unser wertvollster KPI für den Abschluss.
|
|
</p>
|
|
</div>
|
|
</div>
|
|
<!-- DNA 2 -->
|
|
<div class="glass-panel p-12 text-center space-y-8 border-roboYellow/20 hover:scale-[1.02] transition-transform">
|
|
<div class="text-8xl font-black text-roboYellow tracking-tighter">10 Tage</div>
|
|
<div>
|
|
<p class="font-black uppercase tracking-wider text-xl text-white">Follow-Up Speed</p>
|
|
<p class="text-sm text-roboLight/60 mt-4 leading-relaxed">
|
|
Median von 37 auf <span class="text-roboYellow font-bold">10 Tage</span> gesenkt. Wir managen Latenz als strategisches Risiko.
|
|
</p>
|
|
</div>
|
|
</div>
|
|
<!-- DNA 3 -->
|
|
<div class="glass-panel p-12 text-center space-y-8 border-white/20 hover:scale-[1.02] transition-transform">
|
|
<div class="text-8xl font-black text-white tracking-tighter">67%</div>
|
|
<div>
|
|
<p class="font-black uppercase tracking-wider text-xl text-white">Asset Recovery</p>
|
|
<p class="text-sm text-roboLight/60 mt-4 leading-relaxed">
|
|
Identifikation ungenutzter CRM-Accounts. Wir aktivieren das <span class="text-white font-bold">Tote Kapital</span> von 10.000+ Leads.
|
|
</p>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
|
|
<!-- Phase 4: Action ROI (Magic Wand) -->
|
|
<section id="action">
|
|
<div class="grid grid-cols-1 lg:grid-cols-2 gap-24 items-center w-full max-w-7xl">
|
|
<div class="space-y-12">
|
|
<div class="flex items-center gap-4">
|
|
<div class="w-16 h-2 bg-roboYellow rounded-full"></div>
|
|
<span class="text-roboYellow font-black uppercase tracking-widest text-sm">The 20% Weapon</span>
|
|
</div>
|
|
<h2 class="text-6xl font-black text-white uppercase leading-[0.9] tracking-tighter">Kein Rückspiegel.<br><span class="text-roboYellow">Ein Gaspedal.</span></h2>
|
|
<p class="text-xl text-roboLight/60 leading-relaxed">
|
|
Wir haben uns die Hände schmutzig gemacht und die "Rückrufbitte" automatisiert. Mit voller CRM-Intelligenz pro Klick.
|
|
</p>
|
|
<div class="glass-panel p-10 neon-border-yellow bg-roboYellow/5 relative">
|
|
<div class="absolute -top-4 -right-4 bg-roboYellow text-roboDark px-3 py-1 rounded font-black text-[10px] uppercase">Live ROI Measure</div>
|
|
<p class="text-6xl font-black text-roboYellow tracking-tighter">> 20% REAKTION</p>
|
|
<p class="text-lg text-white mt-2 font-bold uppercase tracking-widest">Messbarer Strategie-Erfolg</p>
|
|
<p class="text-sm text-roboLight/40 mt-1 italic">Jeder 5. Klick generiert einen qualifizierten Rückruf-Dialog.</p>
|
|
</div>
|
|
</div>
|
|
|
|
<div class="relative glass-panel rounded-[60px] p-2 overflow-hidden neon-border-yellow shadow-[0_0_60px_rgba(255,212,44,0.2)]">
|
|
<div class="bg-roboDark rounded-[58px] p-16 space-y-8">
|
|
<div class="flex items-center justify-between mb-10">
|
|
<div class="flex items-center gap-4">
|
|
<div class="w-14 h-14 bg-roboYellow/20 rounded-2xl flex items-center justify-center text-3xl shadow-inner">🪄</div>
|
|
<div class="space-y-1">
|
|
<div class="h-2 w-32 bg-roboYellow/40 rounded"></div>
|
|
<div class="h-1.5 w-20 bg-white/10 rounded"></div>
|
|
</div>
|
|
</div>
|
|
<span class="bg-roboEmerald/20 text-roboEmerald px-3 py-1 rounded text-[10px] font-black tracking-widest uppercase">Executing...</span>
|
|
</div>
|
|
|
|
<div class="space-y-5 opacity-30">
|
|
<div class="h-3 w-full bg-white/20 rounded-full"></div>
|
|
<div class="h-3 w-4/5 bg-white/20 rounded-full"></div>
|
|
<div class="h-3 w-full bg-white/20 rounded-full"></div>
|
|
<div class="h-3 w-3/5 bg-white/20 rounded-full"></div>
|
|
</div>
|
|
|
|
<div id="success-overlay" class="absolute inset-0 bg-roboEmerald/10 backdrop-blur-md flex items-center justify-center opacity-0 scale-90 transition-all duration-700">
|
|
<div class="bg-roboEmerald text-roboDark px-10 py-5 rounded-3xl font-black text-3xl shadow-[0_20px_50px_rgba(16,185,129,0.4)] transform rotate-[-2deg]">
|
|
NEW CALL RECORDED ✅
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
|
|
<!-- Phase 5: Architecture & Closing -->
|
|
<section id="architecture">
|
|
<div class="text-center w-full max-w-6xl mb-16 relative z-20">
|
|
<h2 class="text-6xl text-white font-black uppercase tracking-tighter">IT-Infrastruktur-Allianz</h2>
|
|
<p class="text-roboCyan font-bold tracking-widest uppercase text-sm mt-2">Single Source of Truth + Intelligence Layer</p>
|
|
</div>
|
|
|
|
<div class="w-full max-w-[1200px] h-[700px] relative mx-auto" id="architecture-container">
|
|
|
|
<!-- Hub & Spoke SVG Diagram -->
|
|
<svg class="absolute inset-0 w-full h-full z-0 pointer-events-none" viewBox="0 0 1200 700">
|
|
<!-- Lines from Core to Spokes -->
|
|
<g class="data-lines opacity-40">
|
|
<!-- SO Line -->
|
|
<path id="path-so" d="M 600 350 L 600 150" stroke="#00E5FF" stroke-width="2" class="data-flow-path" fill="none"/>
|
|
<!-- Dashboard/Action Line -->
|
|
<path id="path-dashboard" d="M 600 350 L 950 350" stroke="#FFD42C" stroke-width="2" class="data-flow-path" fill="none"/>
|
|
<!-- Insights Line -->
|
|
<path id="path-insights" d="M 600 350 L 250 350" stroke="#10B981" stroke-width="2" class="data-flow-path" fill="none"/>
|
|
</g>
|
|
|
|
<!-- Animated Packets -->
|
|
<circle r="5" fill="#00E5FF"><animateMotion dur="2s" repeatCount="indefinite"><mpath href="#path-so"/></animateMotion></circle>
|
|
<circle r="5" fill="#FFD42C"><animateMotion dur="1.5s" repeatCount="indefinite"><mpath href="#path-dashboard"/></animateMotion></circle>
|
|
<circle r="5" fill="#10B981"><animateMotion dur="2.5s" repeatCount="indefinite"><mpath href="#path-insights"/></animateMotion></circle>
|
|
</svg>
|
|
|
|
<!-- CORE: GTM Engine -->
|
|
<div class="absolute top-1/2 left-1/2 transform -translate-x-1/2 -translate-y-1/2 z-20" id="core-node">
|
|
<div class="w-64 h-64 glass-panel border-roboCyan/50 flex flex-col items-center justify-center text-center p-8 bg-roboDark/90 shadow-[0_0_60px_rgba(0,229,255,0.3)]">
|
|
<div class="w-20 h-20 bg-roboCyan/20 rounded-3xl flex items-center justify-center text-4xl mb-4 border border-roboCyan/30">🧠</div>
|
|
<h4 class="text-2xl font-black text-white uppercase tracking-widest">GTM Engine</h4>
|
|
<p class="text-[10px] text-roboCyan font-bold uppercase mt-2">Intelligence Hub</p>
|
|
</div>
|
|
</div>
|
|
|
|
<!-- SPOKE: SuperOffice -->
|
|
<div class="absolute top-0 left-1/2 transform -translate-x-1/2 w-48 text-center" id="spoke-so">
|
|
<div class="glass-panel p-6 mb-4 border-white/20">
|
|
<p class="text-white font-black text-sm uppercase">SuperOffice CRM</p>
|
|
</div>
|
|
<span class="bg-white/10 text-white text-[10px] px-3 py-1 rounded-full border border-white/20 uppercase font-bold tracking-widest">SSoT (Data Base)</span>
|
|
</div>
|
|
|
|
<!-- SPOKE: Action Hub -->
|
|
<div class="absolute top-1/2 right-0 transform -translate-y-1/2 w-56 text-right" id="spoke-action">
|
|
<div class="glass-panel p-6 mb-4 border-roboYellow/30">
|
|
<p class="text-roboYellow font-black text-sm uppercase leading-tight">Proaktive Steuerung<br>(Execution)</p>
|
|
</div>
|
|
<span class="bg-roboYellow/20 text-roboYellow text-[10px] px-3 py-1 rounded-full border border-roboYellow/20 uppercase font-bold tracking-widest">Action Hub</span>
|
|
</div>
|
|
|
|
<!-- SPOKE: Insights -->
|
|
<div class="absolute top-1/2 left-0 transform -translate-y-1/2 w-56 text-left" id="spoke-insights">
|
|
<div class="glass-panel p-6 mb-4 border-roboEmerald/30">
|
|
<p class="text-roboEmerald font-black text-sm uppercase leading-tight">Data Deep Mining<br>(Analysis)</p>
|
|
</div>
|
|
<span class="bg-roboEmerald/20 text-roboEmerald text-[10px] px-3 py-1 rounded-full border border-roboEmerald/20 uppercase font-bold tracking-widest">Yield Control</span>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
|
|
<!-- Final Board Summary -->
|
|
<section id="summary" class="bg-white text-roboDark">
|
|
<div class="max-w-5xl space-y-16 text-center">
|
|
<h2 class="text-7xl font-black uppercase tracking-tighter leading-[0.85]">VON DER VERWALTUNG<br><span class="text-roboCyan underline decoration-roboDark underline-offset-8 decoration-8 italic">ZUR SKALIERUNG</span></h2>
|
|
|
|
<div class="grid grid-cols-1 md:grid-cols-2 gap-10 text-left">
|
|
<div class="p-10 bg-roboDark/5 rounded-[40px] border border-roboDark/10">
|
|
<h3 class="font-black text-roboDark uppercase text-sm mb-6 tracking-[0.2em] opacity-40">Status Quo (SuperOffice)</h3>
|
|
<ul class="space-y-4 text-base font-bold text-roboDark/60">
|
|
<li class="flex items-center gap-3"><span>❌</span> Passive Historie</li>
|
|
<li class="flex items-center gap-3"><span>❌</span> Unbereinigte Pipeline</li>
|
|
<li class="flex items-center gap-3"><span>❌</span> Hohe Latenz im Follow-Up</li>
|
|
<li class="flex items-center gap-3"><span>❌</span> Manuelle Ad-hoc Analysen</li>
|
|
</ul>
|
|
</div>
|
|
<div class="p-10 bg-roboCyan rounded-[40px] shadow-2xl relative overflow-hidden">
|
|
<div class="absolute top-0 right-0 p-8 opacity-10 rotate-12"><svg viewBox="0 0 100 100" class="w-32 h-32 fill-roboDark"><path d="M50 0 L100 25 L100 75 L50 100 L0 75 L0 25 Z"/></svg></div>
|
|
<h3 class="font-black text-roboDark uppercase text-sm mb-6 tracking-[0.2em]">Zielbild (GTM Engine)</h3>
|
|
<ul class="space-y-4 text-base font-black text-roboDark">
|
|
<li class="flex items-center gap-3"><span>✅</span> Clean Pipeline (Netto)</li>
|
|
<li class="flex items-center gap-3"><span>✅</span> Yield-getriebene Steuerung</li>
|
|
<li class="flex items-center gap-3"><span>✅</span> Aktiver Action Hub (>20% Return)</li>
|
|
<li class="flex items-center gap-3"><span>✅</span> Skalierbarer Target-Simulator</li>
|
|
</ul>
|
|
</div>
|
|
</div>
|
|
|
|
<div class="pt-10 flex flex-col items-center gap-4">
|
|
<p class="text-3xl font-black uppercase tracking-widest text-roboDark italic animate-bounce">Wir skalieren profitabel.</p>
|
|
<div class="w-48 h-2 bg-roboDark rounded-full"></div>
|
|
</div>
|
|
</div>
|
|
</section>
|
|
|
|
<!-- GSAP Scripts -->
|
|
<script src="https://cdnjs.cloudflare.com/ajax/libs/gsap/3.12.2/gsap.min.js"></script>
|
|
<script src="https://cdnjs.cloudflare.com/ajax/libs/gsap/3.12.2/ScrollTrigger.min.js"></script>
|
|
<script>
|
|
gsap.registerPlugin(ScrollTrigger);
|
|
|
|
const tobyText = document.getElementById('toby-bubble');
|
|
const tobyContainer = document.getElementById('toby-container');
|
|
|
|
function updateToby(text) {
|
|
tobyText.innerText = text;
|
|
gsap.fromTo("#toby-bubble", { opacity: 0, y: 15, scale: 0.9 }, { opacity: 1, y: 0, scale: 1, duration: 0.4, ease: "back.out(1.7)" });
|
|
}
|
|
|
|
window.onload = () => {
|
|
gsap.to(tobyContainer, { opacity: 1, y: 0, duration: 1, delay: 0.5 });
|
|
updateToby("Strategie-Check: Sind wir bereit für die Skalierung?");
|
|
};
|
|
|
|
// Scroll Animations
|
|
|
|
// Phase 2: Risk Transformation
|
|
gsap.timeline({
|
|
scrollTrigger: {
|
|
trigger: "#risk",
|
|
start: "top center",
|
|
end: "bottom center",
|
|
scrub: 1
|
|
}
|
|
})
|
|
.from("#bar-gross", { height: "0%", duration: 1 })
|
|
.to("#bar-gross", { height: "100%", backgroundColor: "rgba(239, 68, 68, 0.1)", duration: 1 })
|
|
.from("#bar-clean", { height: "0%", duration: 1 }, "<")
|
|
.add(() => updateToby("In SO verwalten wir oft nur 'Phantombudgets'. Wir zeigen die Wahrheit."));
|
|
|
|
// Phase 3: DNA Cards
|
|
gsap.from("#dna .glass-panel", {
|
|
scrollTrigger: {
|
|
trigger: "#dna",
|
|
start: "top center",
|
|
end: "center center",
|
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scrub: 1
|
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},
|
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y: 100, opacity: 0, stagger: 0.3
|
|
});
|
|
|
|
ScrollTrigger.create({
|
|
trigger: "#dna", start: "top center",
|
|
onEnter: () => updateToby("Unsere Algorithmen beweisen: Vor-Ort Demos sind der Gamechanger.")
|
|
});
|
|
|
|
// Phase 4: Magic Wand Success
|
|
gsap.timeline({
|
|
scrollTrigger: {
|
|
trigger: "#action",
|
|
start: "top center",
|
|
end: "center center",
|
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scrub: 1
|
|
}
|
|
})
|
|
.to("#success-overlay", { opacity: 1, scale: 1.0, duration: 1 })
|
|
.add(() => updateToby("Jeder 5. Klick bringt uns ein Telefonat. Das ist pure Effizienz."));
|
|
|
|
// Phase 5: Architecture Build-up
|
|
ScrollTrigger.create({
|
|
trigger: "#architecture",
|
|
start: "top 40%",
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onEnter: () => {
|
|
updateToby("Das ist unsere IT-Allianz: CRM als Basis, GTM Engine als Gehirn.");
|
|
gsap.from("#core-node", { scale: 0, opacity: 0, duration: 1, ease: "back.out(1.7)" });
|
|
gsap.from(".data-lines", { opacity: 0, duration: 1, delay: 0.5 });
|
|
gsap.from(".arch-node, #spoke-so, #spoke-action, #spoke-insights", {
|
|
y: 50, opacity: 0, duration: 0.8, stagger: 0.2, ease: "power2.out", delay: 1
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});
|
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}
|
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});
|
|
|
|
</script>
|
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</body>
|
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</html> |