1(globalThis.TURBOPACK||(globalThis.TURBOPACK=[])).push(["object"==typeof document?document.currentScript:void 0,57725,e=>{"use strict";var i=e.i(37534);let{productName:t,trial:n,platformCount:r,vatLabel:a,siteLinks:l,digistore:o}=i.productConfig,s=(0,i.getPlanById)("business"),d=(0,i.getPlanById)("basic"),c={basic:(0,i.getPlanById)("basic").digistoreProductIds.monthly,business:(0,i.getPlanById)("business").digistoreProductIds.monthly,premium:(0,i.getPlanById)("premium").digistoreProductIds.monthly,agency:(0,i.getPlanById)("agency").digistoreProductIds.monthly},g={program:{commissionRate:.25},signupUrl:`https://www.digistore24.com/signup/${[c.basic,c.business,c.agency,c.premium].join(",")}/`,linkHost:"https://www.checkout-ds24.com",tracking:{queryParam:"aff",cookieName:"ds24_aff",cookieMaxAgeDays:180,placeholderAffiliateId:"DEINE_DIGISTORE_ID",scriptSrc:"https://www.digistore24.com/service/digistore.js"},customerMin:1,customerMax:50,defaultCustomers:10,eligiblePlanIds:["basic","business","premium"],productIds:c,contentLinks:[{key:"homepage",label:"Startseite",contentLinkId:"startseite",planId:s.id,destinationPath:"/"},{key:"trial",label:`${n.durationDays}-Tage-Test`,contentLinkId:"14-tage-test",planId:s.id,destinationPath:l.pricingPage},{key:"handwerker",label:"Handwerker-Landingpage",contentLinkId:"handwerker",planId:s.id,destinationPath:l.handwerker}],landingPages:[{id:"home",label:"Landingpage (Standard / Haupt-Funktionen)",group:"main",destinationPath:"/"},{id:"agencies",label:"Agenturen & Dienstleister",group:"niches",destinationPath:l.agencies},{id:"immobilien",label:"Immobilien & Makler",group:"niches",destinationPath:l.immobilienmakler},{id:"local",label:"Lokale Unternehmen & Handel",group:"niches",destinationPath:l.localChannels},{id:"handwerker",label:"Handwerker",group:"niches",destinationPath:l.handwerker},{id:"gastronomie",label:"Gastronomie",group:"niches",destinationPath:l.gastronomie},{id:"arztpraxen",label:"Arztpraxen",group:"niches",destinationPath:l.arztpraxen},{id:"video-shorts",label:"TikTok, Reels & Shorts",group:"niches",destinationPath:l.videoShorts},{id:"linkedin-b2b",label:"LinkedIn Corporate Influencer",group:"niches",destinationPath:l.linkedinCorporate},{id:"ki",label:"KI-Inhaltsgenerator",group:"features",destinationPath:l.kiGenerator},{id:"pricing",label:"Preise & Pakete",group:"features",destinationPath:l.pricing}],emails:[{id:"email-nutzen",title:"E-Mail 1: Klarer Nutzen für Betriebe",subject:`${t}: einmal planen, auf ${r} Kan\xe4len sichtbar`,body:`Hallo {{name}}, 2 3viele Betriebe verlieren Sichtbarkeit, weil Facebook, Instagram und Google Business drei getrennte Baustellen sind. 4 5${t} b\xfcndelt das: Inhalt einmal anlegen, KI-Entwurf pr\xfcfen, auf bis zu ${r} Plattformen planen. Entwicklung und Support sitzen in Deutschland. 6 7Sie k\xf6nnen ${n.durationDays} Tage die Vollversion testen. Zahlungsdaten sind im ${o.vendor}-Checkout n\xf6tig. K\xfcndigung ${n.cancellationWindowLabel} â direkt in der Software, ohne Support-Ticket. 8 9Partnerlink (Startseite): 10{{link-homepage}} 11 12Viele Gr\xfc\xdfe 13{{absender}}`},{id:"email-test",title:"E-Mail 2: Test starten, Bedingungen klar",subject:`${n.durationDays} Tage ${t} testen â transparente Bedingungen`,body:`Hallo {{name}}, 14 15kurze Erinnerung: ${t} l\xe4sst sich ${n.durationDays} Tage in der Vollversion testen. 16 17Wichtig vor dem Start: 18â Zahlungsdaten hinterlegen Sie sicher bei ${o.vendor}. 19â W\xe4hrend der Testtage wird der Tarifpreis nicht f\xe4llig, wenn Sie rechtzeitig k\xfcndigen. 20â K\xfcndigung ${n.cancellationWindowLabel}. ${n.cancellationHowTo} 21 22Die Preise sind Netto, ${a} Einstieg im Tarif ${d.name}. Die aktuelle Preistabelle steht auf der Seite. 23 24Partnerlink (${n.durationDays}-Tage-Test): 25{{link-trial}} 26 27F\xfcr Handwerksbetriebe gibt es eine eigene Seite: 28{{link-handwerker}} 29 30Viele Gr\xfc\xdfe 31{{absender}}`}],socialCopies:[{id:"linkedin",network:"linkedin",label:"LinkedIn",text:`${t} f\xfcr Teams, die LinkedIn, Instagram und Co. nicht dreimal pflegen wollen: einmal planen, auf ${r} Plattformen ausspielen. ${n.durationDays} Tage Vollversion testen â K\xfcndigung vor der Verl\xe4ngerung m\xf6glich. Made in Germany, Abrechnung \xfcber ${o.vendor}. 32 33{{link-homepage}}`},{id:"facebook",network:"facebook",label:"Facebook",text:`Wer lokal sichtbar bleiben will, braucht Google, Instagram und Facebook im selben Takt. ${t} macht daraus einen Kalender statt drei Apps. ${n.durationDays} Tage testen, Bedingungen transparent, Support aus Deutschland. 34 35{{link-homepage}}`},{id:"instagram",network:"instagram",label:"Instagram",text:`Ein Beitrag. ${r} Kan\xe4le. ${t} f\xfcr Betriebe ohne Marketingabteilung. ${n.durationDays}
35 Tage Vollversion, Made in Germany. 36 37Link in Bio: {{link-homepage}}`}],banners:[{id:"leaderboard",name:"Leaderboard",filename:"social-poster-affiliate-728x90.svg",width:728,height:90,formatLabel:"728 Ã 90 px"},{id:"rectangle",name:"Medium Rectangle",filename:"social-poster-affiliate-300x250.svg",width:300,height:250,formatLabel:"300 Ã 250 px"},{id:"skyscraper",name:"Wide Skyscraper",filename:"social-poster-affiliate-160x600.svg",width:160,height:600,formatLabel:"160 Ã 600 px"},{id:"landscape",name:"Social Landscape",filename:"social-poster-affiliate-1200x628.svg",width:1200,height:628,formatLabel:"1200 Ã 628 px"},{id:"square",name:"Social Square",filename:"social-poster-affiliate-1080x1080.svg",width:1080,height:1080,formatLabel:"1080 Ã 1080 px"},{id:"hub-square",name:`Hub Square â ${r} Plattformen`,filename:"social-poster-affiliate-hub-square-1080x1080.svg",width:1080,height:1080,formatLabel:"1080 Ã 1080 px",typeLabel:"Multi-Posting Hub Display Banner",downloadLabel:"Download Banner / Image",imageSrc:"/affiliate-assets/sopo-13-portale.jpg"}]};e.s(["affiliateConfig",0,g])},22181,91506,e=>{"use strict";var i=e.i(57725),t=e.i(37534);function n(e){return e.replaceAll("&","&").replaceAll("<","<").replaceAll(">",">").replaceAll('"',""")}function r(e){return` 38 <defs> 39 <linearGradient id="${e}-bg" x1="0" y1="0" x2="1" y2="1"> 40 <stop offset="0%" stop-color="#FFFFFF"/> 41 <stop offset="48%" stop-color="#FBFCFF"/> 42 <stop offset="100%" stop-color="#F4F7FF"/> 43 </linearGradient> 44 <radialGradient id="${e}-glow-v" cx="88%" cy="8%" r="48%"> 45 <stop offset="0%" stop-color="#7C3AED" stop-opacity="0.22"/> 46 <stop offset="70%" stop-color="#7C3AED" stop-opacity="0"/> 47 </radialGradient> 48 <radialGradient id="${e}-glow-b" cx="8%" cy="92%" r="42%"> 49 <stop offset="0%" stop-color="#2B90D8" stop-opacity="0.18"/> 50 <stop offset="70%" stop-color="#2B90D8" stop-opacity="0"/> 51 </radialGradient> 52 <linearGradient id="${e}-cta" x1="0" y1="0" x2="1" y2="1"> 53 <stop offset="0%" stop-color="#2B90D8"/> 54 <stop offset="100%" stop-color="#7C3AED"/> 55 </linearGradient> 56 <linearGradient id="${e}-ig" cx="30%" cy="107%" r="150%"> 57 <stop offset="0%" stop-color="#FDF497"/> 58 <stop offset="45%" stop-color="#FD5949"/> 59 <stop offset="90%" stop-color="#285AEB"/> 60 </linearGradient> 61 <filter id="${e}-shadow" x="-20%" y="-20%" width="140%" height="140%"> 62 <feDropShadow dx="0" dy="8" stdDeviation="10" flood-color="#0F172A" flood-opacity="0.10"/> 63 </filter> 64 <filter id="${e}-soft" x="-20%" y="-20%" width="140%" height="140%"> 65 <feDropShadow dx="0" dy="4" stdDeviation="6" flood-color="#0F172A" flood-opacity="0.08"/> 66 </filter> 67 </defs>`}function a(e,i,t,n){return` 68 <rect width="${i}" height="${t}" rx="${n}" fill="url(#${e}-bg)"/> 69 <rect width="${i}" height="${t}" rx="${n}" fill="url(#${e}-glow-v)"/> 70 <rect width="${i}" height="${t}" rx="${n}" fill="url(#${e}-glow-b)"/> 71 <rect x="0.75" y="0.75" width="${i-1.5}" height="${t-1.5}" rx="${Math.max(n-1,8)}" fill="none" stroke="#E7EAF1"/>`}function l(e,i,t){return`<image href="data:image/png;base64,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" x="${e}" y="${i}" width="${t}" height="${t/6}" preserveAspectRatio="xMinYMid meet"/>`}function o(e,i,t,r,a,l,o){let s=Math.min(12,a/2.4);return` 72 <g> 73 <rect x="${i}" y="${t}" width="${r}" height="${a}" rx="${s}" fill="url(#${e}-cta)" filter="url(#${e}-soft)"/> 74 <text x="${i+r/2}" y="${t+a/2+.35*o}" text-anchor="middle" fill="#FFFFFF" font-family="Arial, Helvetica, sans-serif" font-size="${o}" font-weight="700">${n(l)}</text> 75 </g>`}function s(e,i,t=12){return Math.ceil(2*t+e.length*i*.62)}function d(e,i,t,r,a,l){let o=l?Math.min(s(r,a),l):s(r,a);return` 76 <g> 77 <rect x="${e}" y="${i}" width="${o}" height="${t}" rx="${t/2}" fill="#F7F5FF" stroke="#E7EAF1"/> 78 <text x="${e+o/2}" y="${i+t/2+.35*a}" text-anchor="middle" fill="#475569" font-family="Arial, Helvetica, sans-serif" font-size="${a}" font-weight="600">${n(r)}</text> 79 </g>`}function c(e,i,t,r,a){return t.map((t,l)=>`<text x="${e}" y="${i+l*a}" fill="#64748B" font-family="Arial, Helvetica, sans-serif" font-size="${r}" font-weight="600">${n(t)}</text>`).join("")}function g(e,i,t,n,r){return[{fill:`url(#${e}-ig)`,inner:'<rect x="3.4" y="3.4" width="17.2" height="17.2" rx="5" fill="none" stroke="#fff" stroke-width="1.7"/><circle cx="12" cy="12" r="4.15" fill="none" stroke="#fff" stroke-width="1.7"/><circle cx="17.15" cy="6.85" r="1.05" fill="#fff"/>'},{fill:"#1877F2",inner:'<path fill="#fff" d="M13.4 21V13.4h2.5l.38-2.9H13.4V8.7c0-.84.23-1.41 1.44-1.41H16.4V4.7c-.25-.
7903-.96-.09-1.83-.09-1.81 0-3.05.96-3.05 2.73v1.16H9.2v2.9h2.32V21h1.88z"/>'},{fill:"#111111",inner:'<path fill="#25F4EE" transform="translate(1.2 .4) scale(.86)" d="M13.025.52c1.31-.02 2.61-.01 3.91-.02.08 1.53.63 3.09 1.75 4.17 1.12 1.11 2.7 1.62 4.24 1.79v4.03c-1.44-.05-2.89-.35-4.2-.97-.57-.26-1.1-.59-1.62-.93-.01 2.92.01 5.84-.02 8.75-.08 1.4-.54 2.79-1.35 3.94-1.31 1.92-3.58 3.17-5.91 3.21-1.43.08-2.86-.31-4.08-1.03-2.02-1.19-3.44-3.37-3.65-5.71.18-1.9 1.12-3.72 2.58-4.96 1.66-1.44 3.98-2.13 6.15-1.72.02 1.48-.04 2.96-.04 4.44-.99-.32-2.15-.23-3.02.37-.63.41-1.11 1.04-1.36 1.75.24 1.64 1.82 3.02 3.5 2.87 1.12-.01 2.19-.66 2.77-1.61.1-1.79.06-3.57.07-5.36.01-4.03-.01-8.05.02-12.07z"/><path fill="#010101" transform="translate(.35 .15) scale(.86)" d="M12.525.02c1.31-.02 2.61-.01 3.91-.02.08 1.53.63 3.09 1.75 4.17 1.12 1.11 2.7 1.62 4.24 1.79v4.03c-1.44-.05-2.89-.35-4.2-.97-.57-.26-1.1-.59-1.62-.93-.01 2.92.01 5.84-.02 8.75-.08 1.4-.54 2.79-1.35 3.94-1.31 1.92-3.58 3.17-5.91 3.21-1.43.08-2.86-.31-4.08-1.03-2.02-1.19-3.44-3.37-3.65-5.71.18-1.9 1.12-3.72 2.58-4.96 1.66-1.44 3.98-2.13 6.15-1.72.02 1.48-.04 2.96-.04 4.44-.99-.32-2.15-.23-3.02.37-.63.41-1.11 1.04-1.36 1.75.24 1.64 1.82 3.02 3.5 2.87 1.12-.01 2.19-.66 2.77-1.61.1-1.79.06-3.57.07-5.36z"/>'},{fill:"#0A66C2",inner:'<path fill="#fff" d="M6.1 9.2h2.6v8.6H6.1zM7.4 5.2a1.5 1.5 0 1 1 0 3 1.5 1.5 0 0 1 0-3zM11 9.2h2.5v1.18h.04c.35-.66 1.2-1.36 2.47-1.36 2.64 0 3.13 1.74 3.13 4v4.78h-2.6v-4.24c0-1.01-.02-2.31-1.41-2.31-1.41 0-1.63 1.1-1.63 2.24v4.31H11z"/>'},{fill:"#FFFFFF",extra:'stroke="#E7EAF1"',inner:'<path fill="#4285F4" d="M20.4 12.1c0-.55-.05-1.08-.14-1.59H12v3.01h4.72c-.18.97-.74 1.79-1.57 2.34v1.96h2.53c1.48-1.36 2.32-3.36 2.32-5.72z"/><path fill="#34A853" d="M12 20.2c2.1 0 3.87-.7 5.16-1.88l-2.53-1.96c-.7.47-1.58.75-2.63.75-2.02 0-3.74-1.37-4.36-3.21H5.01v2.01C6.29 18.45 8.92 20.2 12 20.2z"/><path fill="#FBBC05" d="M7.64 13.9c-.16-.47-.25-.96-.25-1.48s.09-1.01.25-1.48V8.93H5.01C4.48 9.98 4.18 11.16 4.18 12.42s.3 2.44.83 3.49l2.63-2.01z"/><path fill="#EA4335" d="M12 6.64c1.15 0 2.17.4 2.98 1.16l2.23-2.23C16.32 4.28 14.56 3.5 12 3.5 8.92 3.5 6.29 5.25 5.01 7.93l2.63 2.01C8.26 8.01 9.98 6.64 12 6.64z"/>'}].map((a,l)=>`<g transform="translate(${i+l*(n+r)} ${t})"> 80 <rect width="${n}" height="${n}" rx="${.28*n}" fill="${a.fill}" ${"extra"in a?a.extra:""}
80 filter="url(#${e}-soft)"/> 81 <g transform="scale(${n/24})">${a.inner}</g> 82 </g>`).join("")}function f(e,i,t,n){return`<g transform="translate(${i} ${t}) scale(${n})" filter="url(#${e}-shadow)"> 83 <rect x="0" y="0" width="220" height="168" rx="18" fill="#FFFFFF" stroke="#E7EAF1"/> 84 <text x="16" y="24" fill="#64748B" font-family="Arial, Helvetica, sans-serif" font-size="9" font-weight="700" letter-spacing="0.12em">REDAKTIONSPLAN</text> 85 <circle cx="196" cy="18" r="3" fill="#E7EAF1"/> 86 <circle cx="206" cy="18" r="3" fill="#E7EAF1"/> 87 <rect x="16" y="36" width="188" height="28" rx="8" fill="#FBFCFF" stroke="#EEF1F6"/> 88 <circle cx="30" cy="50" r="5" fill="#E1306C"/> 89 <rect x="42" y="45" width="92" height="5" rx="2.5" fill="#CBD5E1"/> 90 <rect x="42" y="54" width="54" height="4" rx="2" fill="#E2E8F0"/> 91 <rect x="150" y="44" width="44" height="12" rx="6" fill="#F7F5FF"/> 92 <rect x="16" y="70" width="188" height="28" rx="8" fill="#FBFCFF" stroke="#EEF1F6"/> 93 <circle cx="30" cy="84" r="5" fill="#1877F2"/> 94 <rect x="42" y="79" width="104" height="5" rx="2.5" fill="#CBD5E1"/> 95 <rect x="42" y="88" width="40" height="4" rx="2" fill="#E2E8F0"/> 96 <rect x="150" y="78" width="44" height="12" rx="6" fill="#ECFDF5"/> 97 <rect x="16" y="104" width="188" height="48" rx="10" fill="#F7F5FF"/> 98 <circle cx="46" cy="128" r="10" fill="#FFFFFF" stroke="#E7EAF1"/> 99 <circle cx="74" cy="128" r="10" fill="#FFFFFF" stroke="#E7EAF1"/> 100 <circle cx="102" cy="128" r="10" fill="#7C3AED"/> 101 <circle cx="130" cy="128" r="10" fill="#FFFFFF" stroke="#E7EAF1"/> 102 <circle cx="158" cy="128" r="10" fill="#FFFFFF" stroke="#E7EAF1"/> 103 <text x="110" y="146" text-anchor="middle" fill="#7C3AED" font-family="Arial, Helvetica, sans-serif" font-size="8" font-weight="700">Multi-Posting</text> 104 </g>`}function u(e,i,t,r,a,l,o="start"){return(function(e,i){let t=e.split(" "),n=[],r="";for(let e of t){let t=r?`${r} ${e}`:e;t.length>i&&r?(n.push(r),r=e):r=t}return r&&n.push(r),n})(t,a).map((t,a)=>`<text x="${e}" y="${i+a*l}" text-anchor="${o}" fill="#0F172A" font-family="Arial, Helvetica, sans-serif" font-size="${r}" font-weight="700">${n(t)}</text>`).join("")}function h(){let{productName:e,platformCount:i,trial:n}=t.productConfig,r=`Einmal erstellen â auf ${i} Plattformen ver\xf6ffentlichen`,a=`${n.durationDays} Tage kostenfrei testen`;return{productName:e,headline:r,trialLine:a,originLine:"Made in Germany",trialBadge:`${n.durationDays} Tage testen`,privacyBadge:"100% DSGVO-konform",cta:`Jetzt ${n.durationDays} Tage testen â`}}async function p(e,i){let t=await fetch(i);if(!t.ok)return e;let n=await t.blob(),r=await new Promise((e,i)=>{let t=new FileReader;t.onload=()=>e(String(t.result)),t.onerror=()=>i(t.error??Error("Bild konnte nicht gelesen werden.")),t.readAsDataURL(n)});return e.replaceAll(i,r)}function v(e){return e.trim().replace(/[^A-Za-z0-9_-]/g,"")}function w(e,n){let{queryParam:r,placeholderAffiliateId:a}=i.affiliateConfig.tracking,l=v(n)||a,o=t.productConfig.siteUrl.replace(/\/$/,""),s=e.indexOf("#"),d=s>=0?e.slice(0,s):e,c=s>=0?e.slice(s):"",g=""===d||"/"===d?"/":d.startsWith("/")?d:`/${d}`;return"/"===g||g.endsWith("/")||(g+="/"),`${o}${g}?${r}=${encodeURIComponent(l)}${c}`}function m(e,i){return w(e.destinationPath,i)}e.s(["createBannerSvg",0,function(e){switch(e.id){case"leaderboard":return function(e){let i=`bn-${e.id}`,{productName:t,headline:s,trialBadge:d,originLine:g,cta:f}=h(),{width:p,height:v}=e;return`<?xml version="1.0" encoding="UTF-8"?> 105<svg xmlns="http://www.w3.org/2000/svg" width="${p}" height="${v}" viewBox="0 0 ${p} ${v}" role="img" aria-label="${n(t)} Partnerbanner"> 106 ${r(i)} 107 ${a(i,p,v,16)} 108 ${l(16,33,138)} 109 ${u(168,36,s,13,36,16)} 110 ${c(168,70,[`${d} \xb7 ${g}`],10,12)} 111 ${o(i,548,27,164,36,f,10)} 112</svg>`}(e);case"skyscraper":return function(e){let i=`bn-${e.id}`,{productName:t,headline:s,cta:p,trialBadge:v,trialLine:w,originLine:m}=h(),{width:x,height:b}=e;return`<?xml version="1.0" encoding="UTF-8"?> 113<svg xmlns="http://www.w3.org/2000/svg" width="${x}" height="${b}
113" viewBox="0 0 ${x} ${b}" role="img" aria-label="${n(t)} Partnerbanner"> 114 ${r(i)} 115 ${a(i,x,b,20)} 116 ${l(16,22,128)} 117 ${d(16,58,22,v,9,128)} 118 ${u(16,108,s,14,13,19)} 119 ${c(16,214,[w,m],10,16)} 120 ${f(i,16,260,.58)} 121 ${g(i,18,380,22,5)} 122 ${o(i,14,536,132,42,p,9)} 123</svg>`}(e);case"rectangle":default:return function(e){let i=`bn-${e.id}`,{productName:t,headline:s,cta:p,privacyBadge:v,trialLine:w,originLine:m}=h(),{width:x,height:b}=e;return`<?xml version="1.0" encoding="UTF-8"?> 124<svg xmlns="http://www.w3.org/2000/svg" width="${x}" height="${b}" viewBox="0 0 ${x} ${b}" role="img" aria-label="${n(t)} Partnerbanner"> 125 ${r(i)} 126 ${a(i,x,b,18)} 127 ${l(12,14,118)} 128 ${d(148,16,20,v,8,140)} 129 ${u(12,48,s,13,18,16)} 130 ${g(i,12,102,18,4)} 131 ${c(12,138,[w,m],9,14)} 132 ${f(i,178,48,.48)} 133 ${o(i,12,198,276,36,p,11)} 134</svg>`}(e);case"landscape":return function(e){let i=`bn-${e.id}`,{productName:t,headline:c,cta:p,privacyBadge:v,trialLine:w,originLine:m}=h(),{width:x,height:b}=e,F=s(w,14);return`<?xml version="1.0" encoding="UTF-8"?> 135<svg xmlns="http://www.w3.org/2000/svg" width="${x}" height="${b}" viewBox="0 0 ${x} ${b}" role="img" aria-label="${n(t)} Partnerbanner"> 136 ${r(i)} 137 ${a(i,x,b,28)} 138 ${l(56,48,240)} 139 ${d(56,112,32,v,13)} 140 ${u(56,196,c,34,28,44)} 141 ${d(56,300,36,w,14)} 142 ${d(56+F+12,300,36,m,14)} 143 ${g(i,56,360,36,10)} 144 ${o(i,56,512,280,56,p,16)} 145 ${f(i,700,148,1.78)} 146</svg>`}(e);case"square":return function(e){let i=`bn-${e.id}`,{productName:t,headline:c,cta:p,privacyBadge:v,trialLine:w,originLine:m}=h(),{width:x,height:b}=e,F=s(w,16);return`<?xml version="1.0" encoding="UTF-8"?> 147<svg xmlns="http://www.w3.org/2000/svg" width="${x}" height="${b}" viewBox="0 0 ${x} ${b}" role="img" aria-label="${n(t)} Partnerbanner"> 148 ${r(i)} 149 ${a(i,x,b,36)} 150 ${l(72,72,280)} 151 ${d(72,150,36,v,14)} 152 ${u(72,240,c,40,20,50)} 153 ${d(72,400,42,w,16)} 154 ${d(72+F+14,400,42,m,16)} 155 ${g(i,72,470,44,12)} 156 ${f(i,580,560,1.82)} 157 ${o(i,72,940,340,64,p,18)} 158</svg>`}(e);case"hub-square":return function(e){let i=`bn-${e.id}`,{productName:s,headline:d,cta:c,privacyBadge:g,originLine:f}=h(),{width:p,height:v}=e,w=e.imageSrc??"/affiliate-assets/sopo-13-portale.jpg",m=(p-680)/2;return`<?xml version="1.0" encoding="UTF-8"?> 159<svg xmlns="http://www.w3.org/2000/svg" width="${p}" height="${v}" viewBox="0 0 ${p} ${v}" role="img" aria-label="${n(`${s} Hub Square â ${t.productConfig.platformCount} Plattformen`)}"> 160 ${r(i)} 161 <clipPath id="${i}-hub-clip"> 162 <rect x="${m}" y="192" width="680" height="680" rx="28"/> 163 </clipPath> 164 ${a(i,p,v,36)} 165 ${l((p-300)/2,40,300)} 166 ${u(p/2,118,d,32,28,40,"middle")} 167 <g filter="url(#${i}-shadow)"> 168 <rect x="${m}" y="192" width="680" height="680" rx="28" fill="#FFFFFF" stroke="#E7EAF1"/> 169 <image href="${n(w)}" x="${m}" y="192" width="680" height="680" preserveAspectRatio="xMidYMid meet" clip-path="url(#${i}-hub-clip)"/> 170 </g> 171 ${o(i,(p-420)/2,908,420,64,c,20)} 172 <text x="${p/2}" y="1008" text-anchor="middle" fill="#64748B" font-family="Arial, Helvetica, sans-serif" font-size="18" font-weight="600">${n(`${g} \xb7 ${f}`)}</text> 173</svg>`}(e)}},"embedBannerImageSrc",0,p],91506),e.s(["buildContentLink",0,m,"buildTrackedUrl",0,w,"fillAffiliatePlaceholders",0,function(e,t){let n=Object.fromEntries(i.affiliateConfig.contentLinks.map(e=>[e.key,m(e,t)]));return e.replaceAll("{{link-homepage}}",n.homepage??"").replaceAll("{{link-trial}}",n.trial??"").replaceAll("{{link-handwerker}}",n.handwerker??"").replaceAll("{{name}}","[Name]").replaceAll("{{absender}}","[Ihr Name]")},"formatCommissionRate",0,function(e=i.affiliateConfig.program.commissionRate){return new Intl.NumberFormat(t.productConfig.locale,{style:"percent",maximumFractionDigits:0}).format(e)},"sanitizeAffiliateId",0,v],22181)}]);
Line numbers count LF bytes from the start of the resource, as the search results do. Vendor segments are library code the classifier recognised; they are stored but not indexed. Bytes are shown as Latin1 characters, one per byte.