Reddit ist voll von Marketern, die sich darüber beschweren, dass KI-Tools zu generisch, zu vage oder zu sehr auf “nur Text” beschränkt sind, wenn es um bezahlte Anzeigen geht.

Anstatt also über Theorien zu diskutieren, haben wir drei der beliebtesten KI-Tools getestet: ChatGPT, Claude und Gemini, anhand von fünf realen PPC-Tests, die auf Aufgaben basieren, die Werbetreibende jede Woche durchführen: Werbetexte schreiben, Berichterstattung, Saisonalität analysieren, ein Audit durchführen und einen KPI-Vergleich machen.

Hier ist, was funktioniert hat, was gescheitert ist und wo Optmyzr die Lücke füllt.

Zusammenfassung der Gesamtleistung

Test 1 → KI-Werbetext-Generatoren für Google Ads: ChatGPT vs Claude vs Gemini

Ziel des Anwendungsfalls: Kann ein KI-Tool RSA-Werbetexte generieren, die konform, ansprechend und startbereit sind, ohne Stunden mit der Anpassung von Überschriften/Beschreibungen zu verbringen?

Wir wollten den KI-Tools keinen vagen „Schreibe einige Anzeigen“-Prompt geben. Stattdessen gaben wir ihnen die Art von Briefing, die ein PPC-Texter tatsächlich von einem SaaS-Kunden erhalten würde.

Das ist wichtig, denn wie Amy Hebdon in unserem jüngsten PPC Town Hall betonte, erstellt unsere Branche normalerweise keine ordentlichen Briefings für Werbetexte. Das ist ein großer Fehler; ohne Briefing wissen wir nicht wirklich, was wir schreiben sollen oder wie wir Anzeigen mit der Strategie verbinden können.

Ein gutes Briefing bietet Klarheit, Einschränkungen und Richtung. Es ist nicht nur für KI, sondern auch für menschliche Texter notwendig.

Claude lieferte gute Ansätze, machte aber riskante Behauptungen

Claude machte einen ordentlichen Job darin, wie ein Marketer zu klingen. Seine Überschriften gingen direkt auf Schmerzpunkte ein: „Stoppen Sie das Projektchaos heute,“ „Schluss mit dem Tool-Jonglieren,“ „Keine verpassten Deadlines mehr.“ Solide, direkte Aussagen, die frustrierte Projektmanager ansprechen.

Es gruppierte auch seine Variationen logisch, und die Struktur ergab Sinn für A/B-Tests.

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ly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1euXLly5cqVK1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Aber hier ist das Problem: Claude neigt dazu, manchmal Dinge zu erfinden. Es behauptete selbstbewusst, dass „1.000+ Teams“ bereits WorkSync nutzen und versprach „40% weniger Verzögerungen“. Diese Zahlen haben wir ihm nie gegeben.

Diese Art von Kreativität ist in einem Brainstorming-Dokument in Ordnung. In Live-PPC-Anzeigen ist es ein Compliance-Risiko, das darauf wartet, zu passieren.

ChatGPT klang manchmal zu formelhaft

ChatGPT spielte auf Nummer sicher mit Überschriften wie „Aufgaben an einem Ort verwalten“ und „Einfaches Projekt-Tracking“ – technisch korrekt, aber langweilig.

Wo ChatGPT herausstach, war in der Struktur. Es lieferte fünf klare kreative Ansätze: Effizienz, Einfachheit, Zusammenarbeit, Zuverlässigkeit und das Angebot einer kostenlosen Testversion.

Jeder ist mit einem echten Käuferproblem verknüpft. Es schlug sogar ein intelligentes A/B-Test-Setup vor.

<img width=“623” height=“460” 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

Es hat die rationalen Vorteile richtig erfasst (Automatisierung, schnellere Einrichtung, Kosteneinsparungen), aber es hat nicht auf die emotionale Erleichterung gesetzt, die FlowSync verspricht. Dinge wie: weniger späte Nächte, weniger Notfälle, weniger Chaos.

Das ist es, was Anzeigen einprägsam macht, und ChatGPT hat diesen Punkt einfach nicht getroffen.

Gemini spielte auf Nummer sicher, aber es fehlte an Kreativität

Gemini befand sich irgendwo dazwischen: nicht so waghalsig wie Claude, nicht so starr wie ChatGPT, aber es fehlte der Funke. Viele Überschriften wirkten generisch - “Das richtige Werkzeug für Ihr Team”, “Besseres Projektmanagement”, “Vereinfachen Sie Ihre Arbeitsabläufe.”

Einige Zeilen trafen den Punkt besser, wie “Ein Projektmanagement-Tool, das auch nicht-technische Teams tatsächlich nutzen werden.”

Leider waren diese Momente die Ausnahme und nicht die Regel.

Warum Optmyzr hier weitergeht (für RSAs)

KI-Tools können dabei helfen, schnell RSA-Textideen zu generieren, aber sie helfen Ihnen nicht, diese Anzeigen zu verwalten, sobald sie in Google Ads live sind. Hier kommt Optmyzr’s Ad Text Optimization Tool ins Spiel.

<img width=“624” height=“312” 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

Mit diesem Tool können Sie:

• RSA-Assets sicher bearbeiten: Ändern Sie beliebige Überschriften oder Beschreibungen, speichern Sie sie und verfolgen Sie sie als „geändert“. Nichts wird in Google Ads veröffentlicht, bis Sie grünes Licht geben.
• KI als Helfer nutzen: Erhalten Sie intelligente, KI-gestützte Vorschläge für Überschriften, Beschreibungen oder sogar vollständige Entwürfe, aber immer mit der Möglichkeit, diese vor der Anwendung zu überprüfen.
• Konzentrieren Sie sich auf das, was verbessert werden muss – Filtern Sie nach Anzeigestärke, damit Sie schwächere RSAs verbessern können, während die stärkeren unberührt bleiben.
• Massenbearbeitungen ohne Fehler: Verwenden Sie Suchen & Ersetzen, um Texte in mehreren RSAs zu aktualisieren, sei es, um veraltete Aktionen zu aktualisieren oder alte Begriffe zu ersetzen.
• Arbeiten im großen Maßstab: Rechtschreibprüfung über mehrere Sprachen hinweg, CSV-Workflows für Kundenfreigaben und sogar vollständige Anzeigenansichten, in denen Sie mehrere Assets gleichzeitig bearbeiten können.

Test 2 → AI PPC-Berichterstattung: Können ChatGPT, Claude oder Gemini Berichte für CMOs erstellen?

Ziel des Anwendungsfalls: Können KI-Tools einen zielorientierten, versandfertigen Bericht mit Zusammenfassungen und Erkenntnissen erstellen?

ChatGPT startete mit einem 2-Schritte-Plan

ChatGPT lieferte einen grundlegenden 2-seitigen Bericht, der die Executive Summary und den MoM-Vergleich abdeckt.

<img width=“624” height=“216” 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DjkiTruovPuu1s3XnWl7rr/Zp15SD/tvf8xOuuUXdQLNeVlGjt69EL9VsHqcV124oHa/6gLwqzlDmoZBYXB2ftl6PAghP9z39bd932u2eVSQfvddcXjN+mMQ/bTgSdcpgevOUl9++6qfv3WVLNx00M3PKrbnxwTZiUjNVvvLD0y8GIde/AROueux3XRdq0VBQf15wF3qppuCBXN/996+/7aa9nCEBH67Yun9Fjs0Zbpt2cH6c14erZIK/U7SFu3CFlq/F+mcSPHxHYraqNl1tpE2+2yp/Y55P90y4B7dfWV/9WdD1ynI1auUUHtCVFH7XLefbr7xqt05V336+YzD1G/vffXMWedol0qoAceozV6oeMgUZth+5JqvDUBEzABEzABEzABEzCBSgK4BpViNm8itdxqG23UIsID1VuvfqrPB7+l0cH3iVptrG22KF7Y+NJhenXwd5oXnJao2WY6+Kj1ND9Xa216VH9tWBSKBYfkq9df19iyIC/wfwnqXKB8TTtlmjLiaw0ZMkRDvv5eP4+eEtuo4NIVz4S9VAAAEABJREFUL7+Prrr379oSp2buJ/rgs1nxzF1B7220w5rJS4EK1WfHvlod28sm6eP3vtJcpf4rUNc9TtSxa4WZvsJOWmklZntT01PlUg17dbC+q4CkzQ4+SuvNh6TWmx6l/hWQVPLV63o9HVJBV+1x4rFhhlUq7LSSVkoc1soqCtfeXFu0r9wJAw+d4zcjSVGL9bXVpq1V8a+dunVrHVrP3hzNxssMYkHXdbTT/kfo+GP3VOcvb9WFfzxCe26+snrvfZuGl4YM4X/JvIU9q4Iem2mbKlYF6rh8n4qZ4ZB/7uyKmcvSUR/p018qyhZtsKN26jH/Z9Bp32v16mvP6/HgRP9x2/aa+8kH+mxWOIjCQEDvbXZQlerCPtqx7+qq6IaP9d5XC/ZCqG7B/622Vf+9l4/zl8/7UoMeC4MoZeP13KDXNQ31RauoX/9NlfTygoWTvSItv9H66lYY9kt/0aOnbKk+3Xpr/d/11x/vH62Vdu6vw8NM8KbLtQgZluB/6M91dtpfRxx/rPbs/KVuvfCPOmLPzbVy771123zoCw0izK8pw/bNr8iSCZiACZiACZiACZiACcQE5t/Jx7vZ+yfqvK22WRv3oUTfD35YDwVnFZekaJ1ttE2naGHDS8dq3AQ8hZDUqpd6d12wqYW9l1PPIsqVq2z8WKU+XhlKxP/rXGdcalF/CtVjg5212267a/c99tTe+/5ehx57ms6//il9+tkTOnX91hUKSsZr/OQK+8uG36q9urVX+/YVofOW/9IXND7MG/46clSag1GoZVZYMcV5r1BX/d9SjR03IXaapVbq1btrcNtSchb21nI9i2Jnszw4X2PTIRUuoxVWLE4pkCpGata2vdpURRWqqLBiJ2od2pFSrKCgMqHSkjhX2QS9cdk+WmO5NbT9Qafpouvu07Pv/6TJON9xBqmgYME+JTpq20HtI6TKUFxc6SSWq7y8gmf5hImaFCdHKmjXQZ0WVqPkX8n48arohjINv3Uvdavsg/btO2vLf32him74VSNHxVJSrJptsbY8qJ9WKiJpnoY8+Zg+G/ucBr0+TVjVbK0DdNBGtbuzlGyz28W66bRN1LGQRobZ3mkj9fmrA3XDhSdq7w1W0lr9LtebExYanQlFQ/vD36r/ZWVhVr5qr1Io04Q3LtM+ayynNbY/SKdddJ3ue/Z9/TR5XmxjnCkwrwWXlty+WPsi/ziDCZiACZiACZiACZiACaQSqO3eNDVf48uFK2rbrZjhKte8j27X7R/ODTfZRVoxzNwun/hDqVYWtFGbiodGpbnTNT1tAq1s+jRNL8WVCIVat1Yb/IMgLvC/rnUuULimnSJtcvqjeu65Z/XsM09r0OMDdf/t1+miU/bUGu1TyhQ0V7Oiiv2ow+raDgd49921O2GPfbR//4N00EEHaZ9NesazfhU5K/62btt2Qce0IrqavwVq06Z17LAGSJq+MCRNm14aOFO0tVovBKm12rat+RAqLKyuY4KuwqKFbA6xC/yf8tzZOuy8p/RDmL4s6rq+9jnhPP3n3mf1zqOnaNWiiqwFhQvXHQXdweeqyFDD36hVK7WM08pVNnOGplfn/8XpUkHzZpW2Ruqw+nbaDf6VYY999lf/0AcHHbSPNgmOf2WRGjfNN+2v/VZvFqfP++YJ3Xn1Yxo8NRyDUTOtu9+BWqeyXXGGmv4U9NJe/3lXP3z6pP577lHabePl1aFZFOcuL5um7wf9TYf//ZV4f4E/paVh+GN+TNmc2ZoTqp4fE6Qpz+nsw87TUz9MU3lRV62/zwk67z/36tl3HtUp86HXfmwtqX2hev+vdwJWaAImYAImYAImYAJNnkBB7rSwuTaofI62fF5wQrgbL+isLbZZX82ra0TRilp7tQrHrnzOJ3r9jcq3DVXmnTT4dX0eT6oVqvu6G6papzhorlOdlbrrZdN8Za3ap8LDiYo30ol3PKSHHqoI91xwqHbYaW8ddOyp+suhGwcrU2uMVJRMhaZGVysXacW1V1Psk5bP0Sevv6EFKE0arNcrIKmw+7raMB1SVKTFrqra+muKnKMPn30xXlKuopV0woC39eTNF+tPh++uDVrOVvzIaSgaRVHtzpWq/1e43GpaOW60VPrtZ/ps9vx8JV/coKP3+b2OPPFMXfHsMBWuvKoquiFS8UYn6o7KPnjooXt0waE7aKe9D9Kxp/5Fh27cfL6SmqSiDdR/v7UV+5/zvtbt1/5PsT/bfGMdcOAalY5zTYWJn60xX72tl54cqEEfNNeul9yl5z4cqvG//ax37v2D1uHTVsFtHf3hu2SWCgpVGM/kSuXTp2j+W45LNXr4qIUc2jkfPqsXWccfLFnphAF6+8mbdfGfDtfuG7TU7PnQFRVUqF/4bx3tW1iBY0ygEQm4ahMwARMwARMwgVwkUOOtaTY2puWW22qT+A0/FdZFrTbRtlu0qthZ6G9b7dR/r4o3y5aO1kNnnaa7h0xTWbjhn/D+dTru7Mfjz/9EzdfUYUf3rXGJbt3qXMiIJY8oWk977raiiqLgdI15RBee+6Tib4zOGKJbzzxWJx57iPrteqD+HWaqF6qkZo9joaxtd+qvvXoWhvjg5Dx0lk67e4imhRnL0gnv67rjztbjfCMpaq41DztafYtDtrT/dagqrWTtu8nyYJWN1zcf/6jpIfvs4S/oH1c8qcr3RmnenLmhP0NCXf+32V777NQldoZLRw3QRZe+ql8Z3Jjxre65+F+676lHde9t9+qTae1UvN6e2m3FIkXhuBnzyIU698mf4+/yzhhyq8489kQde0g/7Xrgv1VdNyxsVpHW7r+/Nog92nLNmzcvzH5HKt7sAP1+lcKFsy8UM0OvXri3dt33EB17/JE67ZoPNSn0VWH73lp1xa7iEXMFS5t16a74X0F3de9SEIulw/+nB1/6NbSiTJM+vU3n3vSRaHKcmPwpLw/2sFOm8d98rB8roOuFf1yhJ+dD19xQJ7kWDnW0b2EFjjEBE8gVArbTBEzABEzABLKEQMXdbpYYsygzCjpvo62r1mVGKlp3G23TqeZSHfa6SFf2Xz7MiJVrzvf36Zj1eqhLl47qucUf9eTw4EwUdNCm59yov25ejadWqbaudVYWq4dNc21+xgU6oFdwpsqn6eP/7qdVO3VU5x4b6PTnxgVHrkBdd/67zt2t7dLV1WEvXXRlfy0fnKzyOd/rvmPWU48uXdSx5xb645PDNa+8QB02PUc3/nXzGp3+pTOgutLF2ninvupWENLKJuuVv2ysnp07q8vKu+sf78xUcbBVgcC40aM1N2Sp+//O2veCv+t3nUMFZVP07r92VJ8u3dS5+zr6w2Mjg9MXqd3mZ+jsfTtJzTfXGRccoF5hZKF82sf6736rqlPHzuqxwel6blyZVNBVO//9XC1uNxSu9nvtv0nz4Haq4l/UUlv9/gCtUFixW/vfzjrgb2dq8/bYPU4vnLV54NJTy/bopJ7bXKYPZ5cratZH/U/cr0JN8/W0U99lhOryed/qlr1XUJdundVrk5P11Lzu6kpCRc74b/HGO6lvBXRNfuUv2rhnZ3XusrJ2/8c7mlncLLa5bNxoja4Reh3ti2v1HxMwARNo+gTcQhMwARMwgcwRCHfGmVNe75oLV9C2W66golhxoVbaalstl3ZTHiclfwr76OC7XtMTF/xeG/YITmvpTE2aMC04aZGad99UR1//P71wwdZqm+SvblvXOqvTsYRxBb0O1m3P3aJjN+uh5lG5SmdN1sTp86SiDlrz91dp0APHa+Xa2r9Y9Raqz8F36bUnLtDvN+wRnNZSzZw0QdPmBeeoeXdtevT1+t8LF2jrWiEtVkV1ytRx3yt02xmbqwvOa/k8TZ84SSXd++qsAS/ogs2aB+eqTNPeflGvM4tYJ80VmZuvcZoGPnedjtiwi5qFecm5U37TxBlhzrKwnVbd6wI99ug52iAcMgrzuL0Ovk3P3XKsNusR6i0v1azJE1XRDWvq91cN0gPHrxw7jVqcf4Ur6fcHbFE5mypFbbbVgfstG2rRYv0r3uAcPfHUv3Tgup2D3WWaM/lXjRo7NRzTUoteW+r4257W9f26VupqrZ0uvl3n9u0Vjh+pvGy2Jo+frS7bnKEHBv5Ja6YfOx331RW3naHNuzQLfMs1b/pETSrprr5nDQi/k81iHWXT3taLtUCvm32VZnpjAiZgAiZgAvMJWDIBEzCBOhEoqFPuhsxcvJtuG1mi8vJyzX3rLK0U33w311b/5lM85SF+nr65YnM1x6bC1XTOu3NDXLlKRtxCzPzQfHntccFAfTx8hL5592U99fgTev7NIRr5y/u686RN1SGVQH3VOb/2SqlY2//3Z5WEtpSXz9ZTRy2+d9hm3WN023vDNGLIm3ru8Uf0yJMv64MfR+jLgWdoi47zje9w7LOaHeufo1dPW2YhB6nF7rdrdGkFt68u27SCW6V1CnvL73GBBn48XCO+eVcvP/W4nnj+TQ0Z+Yvev/MkbboApA469tnZMevyOa/qtGXm24C6wpXP1jtzqadMUwYcqFZEEppvqsu+mheXKx19u3ZvQSShhfa+e6xKsX3u57pkgyIipYKe2uOqt/Xzd+/o+ccf01Ovfq5hP72qy/fdVme/OVtlIX/JiNu1R5uQPbXfvrhUG1eqCCkq7nudfirBnhL9dF1foqpCh01P0T0fj9SIL17Xs48/qseeflUf/zxK3zx1gXbsmdquNlr3mNv03rARGvLmc3r8kUf05Msf6McRX2rgGVsopRuqdNcsFGqFP72mmWXYVK6yqc/r+Pgbr+klirXjTb9UHDPzvtblwYmvyFGgbtuepQGfj9LIIW/p+SfDMfHYU3r5/R80evjbuvnIteczDwUKuu2oS177WcM+fUVPPfG0Bn8xTD+99m8dsNWZem1OeeiPufrs4vVDTv4XqOceV+ntn7/TO88/rseeelWfD/tJr16+r7Y9+03NxuaSEbp9jxh6vdhHrQ4mYAImYAImYAJLSsDlTMAEUu/amzaN5l212ua/01779tOuW6+hrs1zqbnF6rbG1tpt3wN0wD6/08Z92izksNZPa5qr62qb63d77at+u26tNRodUoHarrC5dt13P+21/Tpikr1+2pmqpVjd195Wu++7v/bbc3ttsFwtbIu7aY2td9O+BxygfX63sfq0KUhV1MBycTgmttKu+4RjYr+99LtNV1LHoppMKFbP9XbQXv321HZrdw/DFzXlq4gvaLuCNt91X+231/ZaZ4mh18W+inr91wRMwARMwARMwAQySsDKmySBxrwjb5JA3SgTMAETMAETMAETMAETMAETyHUCuWK/Hdpc6SnbaQImYAImYAImYAImYAImYAImsACBLHFoF7DJOyZgAiZgAiZgAiZgAiZgAiZgAiawSAJ2aBeJKAsz2CQTMAETMAETMAETMAETMAETMIEMvVvIYE0giwjYFBMwARMwARMwARMwARMwgaZJwDO0TbNf3QbIlbsAABAASURBVCoTWFICLmcCJmACJmACJmACJmACOUPADm3OdJUNNQETyD4CtsgETMAETMAETMAETKAxCdihbUz6rtsETMAE8omA22oCJmACJmACJmAC9UzADm09A7U6EzABEzABE6gPAtZhAiZgAiZgAiawaAJ2aBfNyDlMwARMwARMwASym4CtMwETMAETyFMCdmjztOPdbBMwARMwARMwgXwl4HabgAmYQNMhYIe26fSlW2ICJmACJmACJmACJlDfBKzPBEwgqwnYoc3q7rFxJmACJmACJmACJmACJpA7BGypCTQ0ATu0DU3c9ZmACZiACZiACZiACZiACZiAZAb1QMAObT1AtAoTMAETMAETMAETMAETMAETMIFMEqhetx3a6rk41gRMwARMwARMwARMwARMwARMIMsJ2KGtoYMcbQImYAImYAImYAImYAImYAImkN0E7NBmd//kinW20wRMwARMwARMwARMwARMwAQanIAd2gZH7gpNwARMwARMwARMwARMwARMwATqg4Ad2vqgaB0mYAKZI2DNJmACJmACJmACJmACJlADATu0NYBxtAmYgAnkIgHbbAImYAImYAImYAL5RMAObT71tttqAiZgAiaQSsCyCZiACZiACZhAjhOwQ5vjHWjzTcAETMAETKBhCLgWEzABEzABE8g+AnZos69PbJEJmIAJmIAJmECuE7D9JmACJmACDULADm2DYHYlJmACJmACJmACJmACNRFwvAmYgAksKQE7tEtKzuVMwARMwARMwARMwARMoOEJuEYTMIEUAnZoU2BYNAETMAETMAETMAETMAETaEoE3JamTsAObVPvYbfPBEzABEzABEzABEzABEzABBaHQA7msUObg51mk03ABEzABEzABEzABEzABEzABKTGdGjN3wRMwARMwARMwARMwARMwARMwASWmIAd2iVG19AFXZ8JmIAJmIAJmIAJmIAJmIAJmEAqATu0qTQsNx0CbokJmIAJmIAJmIAJmIAJmECTJ2CHtsl3sRtoAosm4BwmYAImYAImYAImYAImkIsE7NDmYq/ZZhMwgcYk4LpNwARMwARMwARMwASyhIAd2izpCJthAiZgAk2TgFtlAiZgAiZgAiZgApkjYIc2c2yt2QRMwARMwATqRsC5TcAETMAETMAE6kTADm2dcDmzCZiACZiACZhAthCwHSZgAiZgAiZgh9bHgAmYgAmYgAmYgAk0fQJuoQmYgAk0SQJ2aJtkt7pRJmACJmACJmACJmACS07AJU3ABHKFgB3aXOkp22kCJmACJmACJmACJmAC2UjANplAIxKwQ9uI8F21CZiACZiACZiACZiACZhAfhFwa+uXgB3a+uVpbSZgAiZgAiZgAiZgAiZgAiZgAvVDYJFa7NAuEpEzmIAJmIAJmIAJmIAJmIAJmIAJZCMBO7SpvWLZBEzABEzABEzABEzABEzABEwgZwjYoc2Zrso+Q22RCZiACZiACZiACZiACZiACTQmATu0jUnfdecTAbfVBEzABEzABEzABEzABEygngnYoa1noFZnAiZQHwSswwRMwARMwARMwARMwAQWTcAO7aIZOYcJmIAJZDcBW2cCJmACJmACJmACeUrADm2edrybbQImYAL5SsDtNgETMAETMAETaDoE7NA2nb50S0zABEzABEygvglYnwmYgAmYgAlkNQE7tFndPTbOBEzABEzABEwgdwjYUhMwARMwgYYmYIe2oYm7PhMwARMwARMwARMwAckMTMAETKAeCNihrQeIVmECJmACJmACJmACJmACmSRg3SZgAtUTsENbPRfHmoAJmIAJmIAJmIAJmIAJ5CYBW51HBOzQ5lFnu6kmYAImYAImYAImYAImYAImsCCB3N6zQ5vb/WfrTcAETMAETMAETMAETMAETCBvCTS4Q5u3pN1wEzABEzABEzABEzABEzABEzCBeiVgh7Zecda7Mis0ARMwARMwARMwARMwARMwAROogYAd2hrAODoXCdhmEzABEzABEzABEzABEzCBfCJghzafetttNYFUApZNwARMwARMwARMwARMIMcJ2KHN8Q60+SZgAg1DwLWYgAmYgAmYgAmYgAlkHwE7tNnXJ7bIBEzABHKdgO03ARMwARMwARMwgQYhYIe2QTC7EhMwARMwAROoiYDjTcAETMAETMAElpSAHdolJedyJmACJmACJmACDU/ANZqACZiACZhACgE7tCkwLJqACZiACZiACZhAUyLgtpiACZhAUydgh7ap97DbZwImYAImYAImYAImsDgEnMcETCAHCdihzcFOs8kmYAImYAImYAImYAIm0LgEXLsJZAcBO7TZ0Q+2wgRMwARMwARMwARMwARMoKkScLsyRsAObcbQWrEJmIAJmIAJmIAJmIAJmIAJmEBdCdQlvx3autByXhMwARMwARMwARMwARMwARMwgawhYIdWWdMXNsQETMAETMAETMAETMAETMAETKAOBOzQ1gGWs0oyBBMwARMwARMwARMwARMwARPIEgJ2aLOkI3LZjHnz5mnMmDEaMWKEpk+frvLy8qxtzuzZs/Xmm29q7NixDWLjoiqZNWtWzA1+cEzNT1q6rV999ZU+++yz1GyLlJekzCKVpmSgz7ETtinRFvOEQGlpqd5//339+uuvedJiN9METMAEsp8A92IzZszQL7/8Ep+fS0pKltrosrIy/fbbb7HOKVOmZPX93lI31gpyioAd2pzqruwyds6cObrlllu05557ar/99lP//v21yy676OCDD9a7776bXcZWWjN58mT99a9/1SeffFIZ0/AbLjLffPONzjzzTO2888468MADtf/++2u33XbTBRdcoGHDhsVGTZo0SX//+98XsPXee+/VTTfdFKcv7p8lKbO4umnLnXfeqYcffliFhYVxMRzx3/3ud9p66611zz33xHGpf6ZOnaq99947Tr/ttttSkxZLPuuss+KyJ510kri4phbCnr/97W9x+nHHHSecrdT0muS3335b22yzjY466ihxXNeUr6nGv/XWWxo8ePASNa+goEDvvfeeLr74YsF/iZS4kAmYgAksIYEPP/wwPn8fdthh4vqzhGqaTDHOw59++qlOO+20+J7soIMOiu/Rdt99d/3zn//U6NGj47bi6O60007x9ZLr9Xbbbad9991X//73vzVhwoQ4T/KHAev77rsvvlfZZ5994vs87llg/thjjyl9QD4p560JNBQBO7QNRboJ1nP77beLExyOLA7N448/rmuvvVabbLKJGLlrgk2ulybh7J988skaN26cLrzwQj366KN65JFHdM4558Qz3XCsqSIuIFxwakpv6HhGarH/0EMPVbNmzaqq5+KHg/viiy8KuSohCDg/48ePj53NJRkxnjt3buzIMijw008/BY3z/8OU2cIoihbbMeXi/9xzzwlbvv32WxHma8xmqf5se+KJJzRgwIAlUhhFkQ444AANGTJE3FgukRIXMgETMIElIMCgJudvHKoffvhBX3/99RJoaVpFuO7+8Y9/jK+BOLA4nAMHDtSf/vQnfffdd/rf//4XN5hrH9dnHN3//Oc/uvzyy7XrrrvqySefFAPDyeAu2/POO0+33nqrcHrvuOMOcZ/CdostthCD5twLxEr9xwQaiYAd2kYCn+vVciJ8+umn45E9ZrX69OmjHj16aOONN66aeayujcyYzZw5M3YeqksnDt2cZBlp5WJFXE2Bixj60FtdHnThAJFnUbqqK7+oOPRzsmdZD1v2ayvDrCsXjV69eumGG24QM5nLLLOMCDvuuKP++9//ao899qhRxfbbbx9fcNIzUG/STpikpy/OPjpoA21BF/u1lSP9qaeeUseOHbXhhhsulJULHSPA33//fVUaZbj5IH/btm2r4lMF+om+5xggf2paInO8wfCVV15JouItM43FxcVaa6214v3F+cPgC0ummSWnLS+88EKNxbCNY2lRjFPz1dSGpBLSaS/skZN4HOxF1cVxv6g86MNe8qXXQdriBOyiP7CTtqWX6dmzZzyQxcBMdenp+Rtl35WagAk0OQI88vL666/HM4tdunQR1xfOV0va0OScyrmyNh3UkZwTk3zEUY5zLefcJD59Sz7KEpDT01P3E3sW55pMOR79YIZ1zTXX1DXXXKNtt91WnJ+XXXZZ4bjeeOON8Ww2eZPQu3fv+Py9+eab64QTTohX2zHDi/OLfTjEMGZVGY7yGmusoe7du4vtKaecEtfTpk2bRJ23JtAoBAoapVZXmvMEkpMss3BRFC3UHpYhJpHM/Fx00UX66KOPdPrpp+uQQw7RH/7wB+GMpN78cuLEASLvEUccIWb9/vznP8cjrqShj3r/8Y9/xDPDjEKiB33o5VlR8iSBC8qDDz6oo446KtbFiOOoUaOS5Bq3999/f7zUl4tNaiYcPU7ozGYRz9LZq666SkceeWTcJrbUMXnyZJKrDThOLPc59thj1a5du4Xy4IytttpqC8UnETfffHO8HCjZZztx4sR4Zvzoo4+O7WBLPhwi0tMDLGHHLDFLbdlnZvPSSy/V4YcfHuuAGSO7XJjTyyf7XGBfffVVcRHE7iQ+2a644oqiLYwGUwfx1MNxgNMeRQseN+ShD//yl7/E/YUtHAs8m00a5ZPAbDDLtWlH0k6OJW5m+vbtq9atWydZF7mlDThqzDIy+syFm75NLUj9zECeccYZMR/675lnntHdd9+tSy65pCor+Zjh5Tjh+D3mmGOE088xxXLyJCNL3uGPTmbpWbYFb8pz3JGfJdMc22xxFDmek/Lk44aD4548/A5eeuml+BGAK6+8MskmZsKvuOIKYQf5OEYZUGFgJcnEMfzZZ58Ju7mZITASTzr1jBw5Ml5OnPwmaRv9RBp5CPzeWbL9zjvvKJ0d6Q65R8AWm0AuEHjjjTficw4DkjvssIMY1EyuwSybPfXUU/Xaa68t1BQGLjmfJ+dCrh8vv/xyvEyXczfnShxCHOak8PDhw2OHj3Mv51WuUegg/YsvvohnNSnHuZbzNivYkusTeQicHynLOZ/yV199dfwOAs67qe/2oBzXDuKxh+s6q+K4VqGnpsA1kfZzTajuOkjcyiuvXFPxOJ4BYe61sIfzPLO7XMtZIRZFC163oyjSCiusUO39TKzMf0yggQjYoW0g0E2tmqKiongWjAsFS1U4wePwVddOHBKcBBwmnB+e6+jWrVv8LCvlkzLk48abEUZunnlGknrYJktLObmy1JRlrg899FC81PH4448XFyWc39SLD892XnfddfHIIzf+jCjiIHGhSOqsbosjhnOQvnTpgw8+EA4gFwMufv/617+EM9SvXz/93//9X+yE4djV5gTCiZFMLhjV1b2ouJ9//lmpM56TJ0+OL7BcxHh++U9/+pOwB6e5unZiN8+1MijAjPCWW24ZV8lzxdjG8nHawnO9OFCEOEM1f2D+448/at1111UULXiRI3sURfFs8+DBgzVt2jT2Uz0pAAAQAElEQVSixA1D165d4zJxRMofnCRGe9HLxZgLPjcJxHFhTckai8xuc8OC3URgC2HXXXdld7ECjJ5//nmtt956YpQahuhk2XKqgmHDhomR6YQ3fLjIEzgek7wcwxxrLL/ihoZnlxjdZkk+zmuSDz049nDv1KmTuOniZoybCI5RlnDhXP8p9CeO4vXXXy+WdyXlOQawh/458cQT49kJbna4ASItyccADr8JnHVuvDg2WPLNb4W2k2/ttdcWNrRv314cD4RVV12VJOHM8ptky28SJ5xjnN8ky/viTJV/OA6YnaDPKqO8MYF8IeB2NgIBzpcMYjJTiFPF+ZsVNzzWgzmdO3eOl91ynubaRxwBmfsHth06dIif/Wfw+8ILL9RKK60UO7W///3v4+s752gGbynHtf3jjz8Wg5OU5dzLOZU0zu/c1xx11FHx0t7NNtssXqLLeZn7FvKgB30M8lKO8tjLYCZ6OX+SD93MpDI4udFGG8XXHmZXue8hb6KPvOmBwVLazX1Ketri7vOSSvJyTeBaxvmfVVWc+4l3MIFsJFCQjUbZptwgcO6558ZLTrgw4FQyY4YjwshncrOctIRRSW7AcVJwRDgpr7POOuJkz0k8OYGz9JZRUV40xcsKcLw4MeOEpZ7EmcVieS75ONEzM8psFBcF6mQmkIsYDgVOwfbbbx9fFLARJ4A8NQWWTbNEhxm41Dzsc6PPSCU6cMB4uRFOIM7HXnvtpfPPPz9e3pNaLlXGrpYtW9bLaCY8HnjggfiNzTy7zGhv3759YyefC3P6xQfOOOGUgSvP4kZRJAYicIIYVWaUm7ZwseWiXd0sctIeRqvpN5YyJXHpW140Qb04b9x8PPvss/Eyaxik5+VYwLFixJqRYF48gcwFn1n+9PwsOcYRxSEljUEInFL6h/3FCbQBB4z6mGVkmRYDGtiZWp5jnMEVBm/Iy3EHS25QUvNxzLGP3cxCE1j+BQPiUwPs0IMDzPEJd5xNZvHRzY0R/clsML8dZmk5fuh3HF5YccODA89xSJ04yql14GTiIMMS/Ryr6P7888/jZ6nIS/nlllsuPm6ZXSBQL/bx0jcGIJLfGoMgzEjD6a677oqfZUYHgf5gxUYy+EScgwmYgAksTKB+YhhAZHUJ9wCcvzn3c7/AtZrzJLVwXeYcP3ToUHbjwGoUrnmkRVEUD4jzskUG6hjQZXCRF12yeoXBzWTQNC4c/vCekLPPPju+lnH+DFHxMl3O0+xz/kQXg5qDBg2qelEVetDHyx6ZdeVeiHsGbEZHEhiY5VqC84vTiz6uz5zLGRROH0xMyrHFAWUWlsD+4gQGPbm2MJnA9YfrC4/1MFCAPnTgrLN1MIFsJWCHNlt7Jgfs4iaYUURmQplhYmaHm1lO0NzsJhcUmsJNMSN8UVQxk8eNLw4rDgWOKMtocEaZReWEinNCGDx4sBgl5FmOVOeBUUtmOtFNwBHGSWJ2jX3sYFaQC0YUVdQZRZGoM4oq9slXXWjevHn8ZkBmY1nOSx5O9lyIuFiRjnOzyiqriAsnM3DURxuiKKp2thIdBC66cMFZYH9pAjqwaf31149HlaMoqlJHPVE0fx+nlQEIZpkZMNhqq62q7GzVqpWWX375+E3FzPAxGwnrKIqq8lQpThFwNKMoqnV5L880bbrppvFzTVyE4QTDKIpSNCm+4DPCjQNMfyeJXFSZzebYSOKSLccQziWz5AyYMEvNgAX9k+RZ1JbBF/JzAxNFkRgEwGnDAU9Gqekvbpo4fnEiE50MejC7meyz5YYFJ5LjnX0CMn2EnB5wMqNoPgtmFugPbiy4ceE3wJb+46aDG7jEHrgmAw5RFMXPYXMDkl4HAy84pLx0jJlZlqOTh98e25oCsxGM9vNsfPpvknr5TTKwk5TnmMP2dKc6SffWBEzABOqTAOd8zjvJ+ZtHUZilxYHl8SXq4prCeYnzKPsEZkiZxcQxZZ/zPYOOlCdfct7lHNmiRQtxDiVfEjhvU2+yz5YBW+5XGDDksRnOtVybcAi5NyAP1xH0YVMUVZz3uZfAYSU9CdjDeZ6B+9iel16KVzdxXeC6l7oqKCmTbLGLsoQkblFblkaz6ogJAO7fuLdj0Jv3XKCP8txvsHUwgWwlUJCthtmu3CCAA8BMK7M6zBbdfffdYqaGpTGpN7Y4n+RNbRUXFBwnTtpcDHCQeEsqs42pgZFUTqypJ1QuUKm6oiiKPxuDHoV/6OLixI132K36jx4cmKqIGgQcX5wIngnkwsBFhRM7M2kU4aKCg4hjyOwxs2iMuOLcp97kkzc14AThKKSySU2viwwP2onTiG21lWXpKc4Sy1cZxY6iiospZSjLcnBm3XB2mBlktpc+TJ9pJ38SuBAjYwfb6kIURfGLKLhAM+pLHTjP6XlhAjeOidS0KIpE+2hnanwiM4iCHRwvME36J0mvbUv/csOBA81bHRmEIXADwjHJM970PccU9rE0LVVfFEXxYEtqHE4n+aJoPl/SiWObGrA7fRSdARScc14YRpuSwAw1jnHSH4tTD7Zz3DJTAH9sgD0BO+DNtqZAOoNCDCYkdiRbbqj4LVFHanlY0a7UOMsmYAImUN8EcBI5R3MeYtkx524CA5HJ+Zs6GYTEgcT5xWnlngOHlpclJfcHnHfJy/1Lco5LtujnGkl6ErhmJDJbroGs3uFNwDzuw8A8S6DZks65lC3nbe5d0u9BODeTngQG5rGTVUuJHWzZT8+blEm23GNw3iYkcYva4szySAv3Lyy95vqz+uqrx8UY0ESgXWxzIdjG/CRghzY/+z1jrWZkjwsFzgI35klF7HOCTvbZ4oDgdOLocsHA6WVJJG9PZuYzNXCyZQaWcoQoWtBhIC41cBHi5p8LSGp8dXakpicyy06ZGWTpKTfpXDB5Jia5QJEPR4slQTh+vESHmT0cQuwmvbrAiDDOETNf1aUTl+4kEFddiKJItJOLMRfU6vIkccwmsyybF1rddtttC71lmn7jO6K0haVXG2ywgXhxBbPUiY70LUuQsJX609NS99dff/3Y8WPUm9Hz6hwe+pZ4np9NLYt+4mhnanwic0OCk87MMsuPGUxJ0ha1ZRSfGU+caGa6k8AMNf1M31M/gxfUz0qCVJ2kpcdxs8HNCGlJXuT0fKRFUbTQDDj1cAPBrD/HUXrgGKQs9eB4o5t9AjJxyASOW5ZKs4Se3w8ztDy/fvDBB5O8yEB/0C88f1vdb5KBHGYbEkXcYHJswy6J89YETMAEMkGAFT2cqxnoS87dbHnPBOdQzt/JdZElyThkzJAysMs1i8dBoiiKTeO8i8C1Mf2cyz4vZCI9CVFUUS7ZZ8CVczbLg3E8eXEeq9YY8E7ysOW8jaPJuZL9JKRfH7iu4fgyc0r96YFHSJKy6VvuMbhmps8qp+bjWpG6zzWQZ4e578Eh5r4sSefN/yyJZlCU83sSn7pFHyE1znLOEGgyhtqhbTJd2fANYflLeq1cQFjqw40wJ+UknSW7X375ZbIbP3vH6CqOFI4h+XFIeGMho6tVGSuFup4sOTlzQRg8eHClhooNL6FaHF042DzfiNPDLB7P3LBPPJrQQUDGIefZWi56XAyYUSa+usCMIhcHHODq+HGx46JcXdn0OBwtlp2yzBXm6emp+1EUCfsvvPBCMQLLRReHnzy0g4AMM5at8iwQDg1LhImvLvC8KjOMteWhHAMVvEyIWV+WBBOXHpJ6caAZdEjSuQnhuGG5bxKXuo2iSDhoPJvNzDJMUtNrk7nh4UKOA89ARGrgRVQskaYvoygSnLmgY0+ikxun9JsG8nHTxFK1JB9OM32U7Ne25aVpvACL4y49H31EiKIoftEZN2apDiy2cpwm5XBoOZ5wMBMulGd2IsmTbJkxSP/d0bcsn+Y3mX4DRjl0sU1Cchxw/CRx3pqACZhAJggwyIyDyGxi6rkbmfdmcA7m2kHdrCLjesU5n8DsI4O8pBEY9ON6xyxu+nmN9OriiE8C1yzOtzz6FEUVzi7XV+5xkjxsqYfZWs7BiU5mjXn0hfQkkI8JAB71SOKSLeUIyX76ltVl3IfABcc9PZ242gbU0/NHUSReCMjgAe/f4B4vNQ+2sIoHJzo13rIJNDSBhnFoG7pVrq9BCOBE8GIEXnrAs5k4j7zsgGW6vFSIi01iCE4NL8d5/PHHxY04LzfgpIoTwiwPN9yMaHIzz5aLFcuPWTLJUmacjkTX4my5ieelDpyAebENTiJOJDNNXLgWRwejq9zUX3bZZfE315LZMcpy88+LsJilor20ieeJWe7ECCl5qgvoo+2ksUybJT6UJ7CcCOeMFwORvqgQRZHoA0ZQebEQI8T0Ay9J4qVb2Jiug2eKaQ8XdbZcNLEZBw5Hl3ZgC88BUZaZWrbVBfqUdBy99Itcen5mZrGR5V/pack+y7YZ+OCYwoliRpfnkGDGzH2SL33LYAIOeE1Ob3p+9nEEaSurCXCmiUsN9D3t43jhgk2/MIrPCDyznRxLPCfF7EBqOZZu0R/MhDLaT5/yduH0fKllUmVmm1kex3J2jg2OW5x8jjP0sOohiiLxu6EcAwXk4yYOe3hBVxRV3FDhpDI7zs0SLxhBF/mYzaZsamApOMuI+Z2RFzYM3nBccKPClmMm+U3yW+bNy6k6OA743dEfqfGWTcAETKA+CXBOwtljgJjzcrpuBha5/2Bmk/M39xhcg7if4HzKuxc4PyblWG3E9ZxzNiuT0M35kmsq1xbOjUne6rac93CYOX9y3eLTQSw/Tn0RFeVY9cVsMXVwX8Pn2dCPQ0x6EnC4WRlDPs6zXJM5J/O2fPLzCFGSN31Lu1ltxQo4HFEe9eGeApuwj2tZ+kBsuo70fd57QTmufcw+c4/BtYBrC9cdVv/gmKeX874JNCQBO7QNSXsx68qVbNzcM9rICZOZP25ycRRYhsvbjqOo4saa9nDBYNSUCwzPazKbxBLY1Bk7lrvgALBslC1v2cVJxMnlAoUewvLLLy+WFCEnAYeYG2mcCeKiKBI2MGvKaCgneJYooZMX+aTOHpO/uoAu3h7LqCuv8GcmNsmHU4wTwMUL55EXKDAazEUs/QUPSZlky8gwTghLnigPD5xLLlrUw2dSyMuyH9qUaiu2MKtNOgEHkYsUfHDe6Qd04wTChDypZaIoEs4aDiszjDgv3BCgE+cNW2gPM5FsmTVHR3UB/cz64shw8UzyRFEkntNl5j2JS99SFg6pjh7OF8cQNyBcyHmRETcJzCZzTCQ6iOMYSPar2+LY1ZaH2Vd0cmNTXXmY0DacfZx+jjdGvLfYYov4O4e8EOmss84Ss+2wTnTQHuzGKaU/+fQTNwDcoKTmQz+M6OOkLFtushjw4EaElQEct/QVn71i8CBxvmkf/U7/cPNFX9L3tCnJE0VR/DkgXmDCjRN9y9szOdawJ/U5MN5uzQALg0w4vPQp9sCQ3yLHBzcz/H74TXJDlTrAAyNs5KaRNlDWwQRMwAQybLctogAAEABJREFUQYDzN+dknMPq9HN+5Q3G3DtwbiIPThnXHFZvpd53kBZFkTj/cX5jpQnXH869OLRcb5jxJF+LFi3EuZMVZewngfsBztNcj3npItcxZK4R5CedvGwZrOTeiXMx524GMXEWSU+uEVwfGRSlPOdirsXcYzDQTxu4NyF/TYHrAudr7kUYiKQttInzO/dEOMuU5VzNdQhb2a8pMLiJI3355ZfHnzhiYBRWDACgg3ic+prKO94EGoKAHdqGoNxE6+CkyIkbR4pn9QjMhjI7y0kutdlRFIkbYGa2mAlkxglnkRN3ki+KovgD3Zx8E51sGclkCQ75uCBwY85sHvuS4g2zaejmOdY4Ivzh4oNTiw5s46UN6OEGHacuZKn1fxRVOAQ4A8yIRdF8Bx1HhBkzXiJBewjo5SLKyb82xVEUCceHGUsGA7CN8lwcuKgmDix5iEu1lYsKAwGp+rnYEpe0E3vJh43kQyYdmRBFUbyElhdoMMPLxZ8R1sQW7OGCxcVwUW3hYtyjRw9x0cQRRT/ccar5LBD71QXayMgzx1CSHkUVS2lxCLEBJlwocRqjaD57Zm05RpJy1W3pGz4vk3p8peZjZJ/nk3CiU+MTmXZTD5/CYSCDtjEwwM0I3DjuuVHBYWXQISnHFqeSWWbyUZ7lbgx2pOZjFp9jhz6mTGrAIeU4ID3hwLFFXNKn5MfZZACFerhZYZ9Bm9R6cFpxkBM9/Ja4IeIYoX/RQ6BOXh7F8UYaN1PER1Ek3jSNs5wcX2xpP4Mo5CHwGSCWVjMgE0Xz+4o0BxMwAROoTwKcezh/cx6tTm8URfFn+q677rr4zfXk4fzNfQfXOR41IS41cK1gQI5rH9cezpnk5TqQOJArrLCCOD9yDk0tG0UVg7gMelKOcyTlWAFE/tTBXa4nDFhyv8L9Em8WxtHkWsDsaqKXeyjupXBME3s413NuThzfJG/6NooiMejJYCqcsAkdSX1Jee4duLYwuJ6uI30fPgyOch+FLnTSTu7H+OoE18z0Mt43gYYkYIe2IWk3wbqiKBIODDfOOJWLOqnhkJKXk3VNOKIoEiOg5GMbRUt+gxxFFbpwoBZlW0321BZPe9BNQK4tb3VpOCi0E6eSC0Z1eRYnLooq2okuLpg1l6k5BVtoR11soS5Gm5kFT182VXNNtafQT9jA8RRFS973tddSt1RWInCzQjt5vpXZUwYBWALMwEyqNhxylmTh5PHMNs4tS+Rqe5FHavlE5nhK+gMmSXyyxTllCR31sOX7iaSl35xEUSRYwrQ6PZRZVIii+cdX+m+SZ8d4lIAbM26QFqXL6SZgAiaQrQQ4R3Ku5NzLObgudnINpxwDhFFU/bWLlVAsHcaJ5REhBj25XvBYDXWn15foxCbk9PTa9qMoEvda3BdwDahOf23lq0uLoopP9aGTe78oqr6d1ZV1nAlkkkBBJpVbtwmYQNMnwHO5jEJzwWxyra1sEDcCvOGR5c/HHXecmLEkCaeSJVvISeBZImafeSaLb/rh8DHTzPNTSZ762PIG76uuuipeWs9sNKPu2Mfy4PrQv7g6uMliGTMzvItbxvlMwARMIB8JMCDIACDvCmGVFk4t7yhgtVQU2TnMx2PCba4fAnZo64ejtdRCgGUvLE9hpLCWbE4ygawlwEg9zzOxtJoXbPACNJ5hrW7JG0vNeFacl3jwXClL2FhuH0X1e7PCUmJG9rGHmWBmhnk+PIrqt566dIrzmoAJmIAJ1EyAx6IGDBgQv4uB9yzwHotDDjlEXGNqLuUUEzCBRRGwQ7soQk5fagJRFIkZrijyjbb8L2cJRFEUfzeWY5kQRVG1bYmiaKF8URRVm3dpIqMoapB6lsZGl62VgBNNwATyjEAU+bydZ13u5jYQATu0DQR6cavhIfvUN8Yubjnnq50Az0DyYp/acznVBLKTAMdvdlpmq0wgswRYhcBbvKXM1mPtJtDQBPjcXUlJSUNX6/pMoEkSsEObZd3K8kReIJNlZuW8OTgEdmhzvhvztgEcv3nbeDc8rwk8+uij4jMteQ1hSRrvMllPgHsSO7RZ3002MEcI2KHNkY6

Als nächstes führten wir einen ähnlichen Test durch, indem wir Diagramme aus einem Google Ads-Konto hochluden. Das Ergebnis war ein 9-seitiger Bericht, wobei jede Seite der Erklärung spezifischer Erkenntnisse gewidmet war, wie zum Beispiel:

<img width=“437” height=“372” src=“data:image/png;base64,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

Wenn Sie einen unkomplizierten Bericht mit klaren Erklärungen suchen, erledigt ChatGPT die Aufgabe gut.

Erwarten Sie keine auffälligen Grafiken; stattdessen erhalten Sie prägnante Einblicke, die alle wesentlichen Punkte abdecken. Das Ergebnis könnte jedoch verbessert werden; mit spezifischeren Eingaben könnten Sie GPT dazu bringen, etwas mehr Design-Flair zu zeigen.

Claude hat eine gute Analyse erstellt

Wir haben Claude zuerst die Google Ads-Diagrammdaten gegeben, die ich extrahiert hatte, und ich war angenehm überrascht. Der erste Bericht sah poliert und professionell aus.

Wie im untenstehenden Screenshot gezeigt, erstellt Claude oft einen einfachen dokumentenartigen Bericht.

Andere Male geht es einen Schritt weiter und erstellt einen interaktiven Prototypen, wie diesen:

<img width=“377” height=“613” 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vfQbpd+feGP5lpi0d7h9rdbDMy8n+ma/GQ/828M2VkHP0E6fW0+6ua1nPwDPXH8I7e0udvO2u0r/6ZLwm9K3XEn3eMHP9TsAWaL22mL6+h/zQ+W/eKuo+PGhi/QMa+R/vhtL9JTfncX7bjV7TT+xP7TX3atly59n/302K98Sv/0YxJ8GvKhr+yr/fJwh9uln0A/gX4CN9UJ9Bv59ZzkZR/4C73/fkfq0HvsrENfeB996BUnT27Iv6NHHnCB3v+x3CSvp4moe8R/14c+ef0fNe967131+S9u4JaaP07L/6RpyRI/+/Hi776XpGfubzxsP239t6frwsvO1IfvPP6R25De7kF6zO0/pvdfMPg3Ffz4B/oZDyZ3GPv95s7a41838Pv2X/A747N+2fmNTTYR5lcmd9xGOy79uP4HZ+r0DXy0fv272lmPfdSVOvEfv6dv/9MZ+tZj9l/8NOT6J/dsP4F+Av0EbtAJ9Bv5dR3TpSfryDPuo5cdPPwOdJen6uW7n64XT/5nZXscepju/N4X6+hPXqnZ76H1VwKMSAAAEABJREFUc3374jP1l688VfW3bvRP3a+97YVL6qRrL/i0Pn81Bcht1zxCe/zDW3XcV+c36J9y833Re7+r+/6mFsaO/CT9L5+/qMV+2U+Jv/4g7f9b/0Pvfe/n9NvjH7m1mdgtdfB/PUj/8rKX6n0XTG6ov/i5Ljn/BP3hO/47NdcjnztZf/mxixf+Uv2nV1+g9x19gi57yiN133Eqe3js/f5ZRx8/+d/X/+xKfeiV79W3dx/Od6y9pXG739H+t/mYjj17ch7fv0DHvPIC/dr9bvzmdtxvP+msU3TSmbfvf+R244+vz+gn0E/gBpzAqr2Rb+h/fvbwJ7xUJ+Wn3198Q+97xZna9789deGvp+/LjXu3v5t8xH77PfXqdz1PO5/5CuU/OpI/dHvw4w7Xi8+UHnPYgdpxvACpe++R2vXcv5rUPU3PPe27+rXxD59+/Xf0srf9vr79V0+r//OR9Hr8276nQ17y+7rX2GfEPX5fh1/91voPuDz4CW/V+WN8g/ir2u+gnXX22p21//hHbtO6uz5Of/Om/XTZXx85W/fBT3ixjr3kP+glT/mdaeX6fNf76B5feI+eccjjdb/9n6w1D3m8HvyCU3XN41+lDzx+eoP+Ve37glfp0KvY86OfXP+Rlocf+g5d+7gX6dDhf86+fvNbKrKTnvL6I7X1iYfNzuPA11ysB774SB1wI/9eoF5B/jflOlUn3fXA/kdudSDd9BPoJ3BTn8CqvJHv+5IP63OnvWfJH3bFf7kO3o4jvg1v5se9XYfvAp9KbrYnv05PueskeMf76CmvOEZrTzu++p118tv1zuftp92Wvunffhcd/JLXTereo+Nf8ggt/Adhtt5Tf/K246nJXt6jU1/xON339uzlXcfoKTtO1mR/j33F2+s/4HLWyc9T+w/CpO5I7Tspm9H/63lae/qh85+QZ4lGbrvjA1n3PbN1z+I1vvrgPbXjr7X8ddq8pqNepVNP/oA+d/rxWvuJD2jte/9Uh99v2/Wn3GZb7feC+ev/e+qecq/baceDj9EHDp7c9NccueiPnXZ8nD7wrsfNH47GuJa+7j15uLquuiXnOPTIHl69ZnACd/wdfkfO6xm+Ruo6cD3zdTOtW29e5q6nt9Md7ng7HfDQ+6yX6YF+Av0E+gncFCfwKzdFk96jn0A/ges4gW+dofd+5RF6TL+PX8cB9XA/gX4CG3sC/Ua+sSfY5y/vBFbJrMvOPFP9v+S2Si52f5n9BG6hE+g38lvo4Puyt/4T+OlXT9CRf3cfHXXAlrf+F9tfYT+BfgK32An0G/ktdvR94U14Apt2qW+eqsc/6DHa+yVf1RNff6jue5tNu3xfrZ9AP4HVdQL9Rr66rnd/tZviBLY7UB/45w/rcyf+qR47/cPITbF2X6OfQD+BVXcC/Ua+6i55f8E3+wn0BfoJ9BPoJ7AJT6DfyDfhYfel+gn0E+gn0E+gn8BNfQL9Rn5Tn2jv109g055AX62fQD+BVX4C/Ua+yr8A+svvJ9BPoJ9AP4GVfQL9Rr6yr1/ffT+BTXsCfbV+Av0ENrsT6Dfyze6S9A31E+gn0E+gn0A/gRt+Av1GfsPPqlf2E+gnsGlPoK/WT6CfwA04gX4jvwGH1Ev6CfQT6CfQT6CfwOZ6AqvuRn7/Y/+XuvYz6F8D/Wtgva+B/t6wat8bN9cb9A3d16q7kX/22b+prv0M+tdA/xroXwP9a2D8GrihN8zNtW7V3cg31wvR99VPoJ/AqjqB/mL7CdxkJ9Bv5DfZUfZG/QT6CfQT6CfQT2DTn0C/kW/6M+8r9hPoJ9BPYNOeQF/tVn0C/UZ+q768/cX1E+gn0E+gn8Ct/QT6jfzWfoX76+sn0E+gn8CmPYG+2iY+gX4j38QH3pfrJ9BPoJ9AP4F+AjflCfQb+U15mr1XP4F+Av0E+gls2hPoq6nfyPsXQT+BfgL9BPoJ9BNYwSfQb+Qr+OL1rfcT6CfQT6CfwCY9gc1ysX4j3ywvS99UP4F+Av0E+gn0E7hhJ9Bv5DfsnHpVP4F+Av0E+gn0E9i0J3ADV+s38ht4UL2sn0A/gX4C/QT6CWyOJ9Bv5JvjVel76ifQT6CfQD+BfgI38ARuohv5DVytl/UT6CfQT6CfQD+BfgI36Qn0G/lNepy9WT+BfgL9BPoJ9BPYtCewIm/km/aI+mr9BPoJ9BPoJ9BPYPM9gX4j33yvTd9ZP4F+Av0E+gn0E/ilJ9Bv5L/0iHpBP4F+Av0E+gn0E9h8T2DV3sj//n9dq3f9j+/o29f8RD/56c/Rn12v/vgnP9OPf4oGS3+qH/9krj8a+Ax//FOF/yhY+hM13vCHP/6JFvRHgx+c6A8G/oMf/VjhDeE/RBMLoteiP0CDTX+kBfxBfDSIXvNL9PvX/lCpKYQHN6TZz8//9//e6K/wfj1+VOedM9+Q5uwTL9wE1yMXtF+TzeuabNT1qPeuny68Z43vX3mfCq/3J97H5tjeq37Ee9WPeA/L+9WP4MHSvDfFnyI871M/LMx71E943wqivD/l/SLvU8G8P4UHF/VH7b2L96hrfwgfMF//16t8XyRf3yM/+KGC16VZ/+c/3/j3rXyfbA66Km/kb/r0d3TC57+rJ9/7Dtri/7iNbC4Fxi6iFtDCSKqymHBpJA2xErERoZGEVPUxlcSUWNN/OIiFqTnKsMqNMcbKcGNuHEeiNwKWxJVk/olhFJkV4MOxsi2PKXAqdjKSDaK2G5dmKMYvfvH/1QPKT3ijwF2W9OvB2XJy9og4S8R2RWwQtT27DrYrF3NTXI/06dfEMgdhe0CcJWK7IjaI2pbteayYdFNck42+HtlL9hYVeyysYDyIlZBhwiDSkoBlCfWgAOKEVANKIKIYY6wMN5Z+sIgwU7e4RFQMo0gF4QMGbFcNQMESGYK2SVh2U5ziwVHrmvDQsjHvW2OvzQFX3Y08T7XHcxPf/7dup3VcgXXr1glRTDgESYYkMrLUhBeGZHacASsED9KRHiVlWhkZpAViUzVXpiIUIJBIiiaYWjZEpFjq4JG2d3LEkLjlhFcTvBZkZjaDJpfX2zAFi5pcIsGpjrHgVH/CpxrL+cm8Xw+uwGZ0PXJN+zXZvK7JTXY9+Dob3weCvEouN+8Jg600PO8p4akJr/cQilM51eTiB6dK6TClsnQMEm1NK5feS9yhDqhm4FCQ95+xPpxOcSlYlOQSCU51jAWnmvY/+dnPdWv4yXzV3cg/9KVr6lrutdP/KcNsCwkDDSItAJGGiBIqjgmvTJEWwEoy/wbroDQEpBBiIxp/qrhSjKURFtFxJWwxi4FBxD4CwiDCrVy41KwqaMCELEuyY4Nab9hjzrJN3gOGGrMoKfkp3xSL0V/u9evBWXJ42Nn54q53cHYqVDV2uIsro/yQuSa0nOuRDv2aWByusLJjy9XSYY85D3UjUjnkYDNJaDnX5JdfD4sNaBx4RbNecUy4NJKGWIlY0OAgCTWdBpyQicwVR4qxFFAGHFF8Y6wMN+bGcSQ2hIAlcSWZf2IYRYYCGx/FyrY8psCp2MlIthdUDNvYRUko0Z/+/OeLiRXorbob+Rev+ol+9VesbW93G57qeFLksSxPb3lMbMhVrFgiKI9/yFA75ipSSTo0JBTOVJ4n4+ABTCQfwSFJlBB2ypkRIRFJMW5qQoODEk0BXoAkrNqCbWtUwImlAFY1GFy8rDlq1aeQbIA4oaobMecxKlWzHCSSMpC+sNT97//9C9iNk349OD/Ovl2CWE46QCwnmXMdMXxUqursk4NEBko/WOqWcz2Yqn5NOEPOv12GWE47QCznk7MdMXxUqrgOKSRLLQIhCkk0dcu5Jr/8etA9awRYEcr7wLAuMTaFFEmQHJwipPiIONTNG3AKs/rsvZSiEaGVbwiFjL2qBmexR+tNmGIybRuZNVuXaOUwxPAonvciGr+1iUVbLGRWl5qJznNhqUehY/1yrgnTNytZdTfyn/1inX4lr5rHMTvPY2hhrgs8gCYUb0Qe8aQEYhJUhuNBQKvxGc5IJVzZ2KZxw4LKMAZFlJgxVoYbqzUtHAkzdYtLRMWgBqsKwgcM2JbJAdglMgTtVEi2S8WwjV2UMWRbTiqIhl6Xbijer4e0wWMbgnadLjUuFcM2dlHGkG05qSAaemO1XxNpg0c3BO06YWpcKoZt7KKMIdtyUkE09Mboprse7KptVNmwY9BgFIq4csqAEghT0BhLZY1VvVYnIMla4spSaWy4ZgXxXK4NSnBr/dFi9hztOV9aP6ToJVUVATssqhU9cktb0S9g2Zsfntjq2Qze+vAE2AhPg5VpyJNjI0niUI/FafWxhHiyrFCVlqkiTElVUdMQglRiWGiYC5BAUtecYlmAaCS9l7gprFRrhjsU5KlzrA9nxbgULEpyiQSnOsaCU0371ovdNULfkGnVjeA0zLq1f3ibSe9G6F2ZhlkmNcG8anhReDCzCOExmUB4m4ifaGJg1Q0IIJUYFqJ2cEkgqSY2stZ0qCVHLalILdUq57YFU0chcxFC+JSEAwvSzoL2JMNHTVF4cKqUDWvTkyVojoRMq24kp2lbiz7wNpv+jdCf/cGTis4C2QkBZiUbD2UeAaQmkQbxEMgg1LTKshiEAgRSNcG4DVPPEjjFWtOhjkgKUaS21irntgVTRwVzEUL4lIQDC9LOgvYkw0dNUXhwqpSxs7GeDIEN1ZG5YTKb3/bbJrX9hpMe1suaRMZAonBmJRgPZR4BhOISDB4CGYSaVlkWg1CAQKomGLdh6hMOEmXNeMkFp244FS2FDefwa38jVg0muQ2eGzkmUJ4KVsAf60ZMflTSRZOrGQTCmVnxlWxW742cZzI7T2JoYS6jiQalhCwGJnxpgHAlg5Y1SEPcRsTAKTElc8WZ5Yp77sY3xoRUCGubiIuaqBRjSZWSFD5aVdCACRkMgFJxLRm2K2KbvOEeMNSYRaFMidoWojJFtMyRPmYuOutjmUgkoeKYcMXAJQwcK8GDBuV4UlGLgUFUgVjD5oojxVgKjBo33Bgrw42xpmARwS0GBomLI4WPVtSE20RRhJBlSeFaMuxkRM6lsAEliJaOlJug7ZYGGyG4bEkvMxtNP5hk/qlGQg7DhCsGLmHgWAkeNDhIQiItySVliprIXHGkGEuBUeOGG2NluLFqauGgLoixpEpJCh+tKmjAhAwGQKm4lgzbFbFN3nAPGGrMolCmRG0LUZkiWuZIHzMXnfWxTCSSUHjhjFRGIpgQREHHOp40UHAxYBJTxZViLAVGjRtujJXhxlhTsEhw6haXWmqwqqAJorLi2qAEt9Yb5BKzW872rM52Ugs6hmzLyQRRNU8reaziGzlPjTyR1dMYiNRzYSGPa3lSi/K4hwy1JGFMwaYmM4LEKYosyVFXNSA1WGqwcMKz2vCs1cItX35LTOYkl2kguXk9X4I4iVKcAgAvsZkmTKyVVh7acFZDfuBUt1wrgieCVn7EST3xKkr9srT1ojMSDuNgkuwAABAASURBVIyvcTjjnEnWCEaLU1OYGnjbRpzWYzFHrGpACrGksXDCLBjO5mt649hZTTgOAqs5wUwDaVChASkKS7I0+13UhDMvGGXRLF1NiIPTeipo2WogEfoTrboR5/NawVBP3+VJ60d3JBxgVZYc2ifGGgTGvSZBlEJsUrP6OC1WNXErR2zE9Jlw6KxPeFuDEE7jbW7rB2d+49TAicRNdWFMYsHorEdqS8d5wSib5OBSt6F6Kgi3GkiEtYhOexVnVbAVDPX0vfEy9Mkq9ENgibEmzbLPqY7rUUEBlqWxLczMkPQYMXOLkwsvHTkYqTx9wisPbz2xNMO2tShIfqwPJx03mcKYsZ5JuHgUtdpwovGH10YBrMWwuKlZX1PUeoRROenR4m0ODRBeADtqlSvXruIb+eJFy4NZntIKQ/KUFmfACsFHhEYU08rIIC0Qa1JzxUGcRFMxBpcEYpQYtpgbx5VYAAFL4koy/8QwiswK8OFY2ZbHFDgVOxnJBlHbjUsz1GSQlvFtCwkDXQgBI/GDG69ZI90KQ4SJMyAeizheYYhhhSGpDVZAWC8oDuIkmooxuCQQo8Swxdw4rkRvBCyJq7AqUbOaFeDDsYQsS8LV0mEnI3Ig3Hbj0gw1GaRlfNtCwkAXQsBI/OBNo1knHQtDhIkzIB4LOV5hiGGFIakNVkBYLygO4iSaijG4JBCjxLDF3DiuRG8ELIkryfwTwygyK8CHY2VbHlPgVOxkJBtEbTcuzVCTQVrGty0kDHQhBIzED268Zo10G7HWiCOihVnD8SCg1fgMZ6QSrmxs07hhQWUYgyJKzBgrw43VmhaOhJm6xSWiYlCDVQXhAwZsy+QA7BIZgnZVyHZpqmwHFnQM2ZaTCaKKVyhGZcCVLav+Rp7nsVxCHtrquaywgpg4iYJ4lPEkN1oCCI97SAg1KcUbJLVzTS5eMJopi1jZoTtZZGgEkIuPIjxFUsbkcJJxgHipA9kLljp8srjYRcmTaSLBqY6x4FTTY9YzJOsnCLLQUFqJgS8Pxg5pHV4YMlsHhyCWBYbXVzmOgEjRJKkJryh+KqeaXPxglJKxdMDK0jFIFhkSALH4KDK8fGJUkyzbgsRqHyDROudCzBJJLqHgVMdYcKrVlkCrhfAiwmv9JBMiVrCRJq8xLdI2vDAk/eMMWCF4sF4xBJlvKbWzQMKpmitTEQoQSCRFE0xt7YQYRcisgN7I1KVwXo9DLhOIpRAtb4ZVsWDaeWZamxM/mqIRw0elFfsa6xNt84ggWa3FYjdGZ50gSH2pZe0JqfWSg7Q9YVNTMUx4q89OEmiV7DiVpRik5SApKCUyYKrb/GKtaeXSe4lLYVUVYqhLJ2IpRBGm4ZMMBxZkPPPgVFMUPzjV9KgVIEGaI2EosVbb1mt85dpVfyMfn8fygFYcE67ZU1sLYCViQYODJNR0GnBCJjJXHCnG0giL6LgStpjFwCBiQwFhEOFWLlxqVhU0YEKWJdmxQa037DHnoW5ESoccbCYJGc829RBZgmMQuDJGDF+ejh3SujgmXBpJQ6xELGhwkISaTgNOyETmiiPFWBphER1XwhazGBhEbCggDCLcyoVLzaqCBkzIsiQ7Nqj1hj3mPNSNSOmQgw0ialAJTJ0YFo6kEcWAYzdWxi7ZRnFMuGZrtQBWIhY0OEhCTacBJ2Qic8WRYiyNsIiOK2GLWQwMIjYUEAYRbuXCpWZVQQMmZFmSHRvUesMecx7qRqR0yMFmkpDxbFMPkSU4BoErY8Tw5enYIa2LY8KlkTTESsSCBgdJqOk04IRMZK44UoylgDLgiOIbY2W4MTeOI7EhBCyJK8n8E8MoMhTY+ChWtuUxBU7FTkayvaBi2MYuSkKJ2paTAhUVXmEF44WsaF21N/I8kPFcxhMaD4ZcwjzRJZZAeEUJ1PNakOJwKA+ncfCA1BNAcEgSJYSdcrIREpHWmgAlscTm9ThDrDYVFyXf3MUcHslkAGpomL2XJooPkMPOOPssd7E+m8o8UtDkijEXDk1uqhQhydGP3gi7gVO7HGnzqyV9gvROOxJZlwhCLNmK4cKhsTjkhnoCCA5Jou01TDnZCIkIcyNUZgqJrFcKTwGZAEWw1FSvcqlosRTAWjDR1EyVQ0lPIKVDXYCGBJObKhnqWg4SoYpoesKmteFkkOyAOakJsA9Kly20qQ5zpD99s5nrW7PVUwhBal9pxOziwcwvJTEitOWZGt7qCOFUDc0Sq/UrxktLjPrKNzeZlDAx1ZVMhhh+1Q+YKD5ADjvjzCl3qCOe/jSkruUgEaqIJg9LzVTJIPRgRymmDDbMp/7GSptfLekTpHfakci6RBBiyVYMFw6NjZNtgEwqiWn1mV+aSiYkCp3VhidGCgqDjPVpSiRQ9aRmGL6QY/ZQCJChoPoEOZDihZjUAokB69dnDjrPhdXSNTPzpkqDlkyWebx6WPbQ5q1ku2pv5Hkg47lMI06IiivDcgA7rxOepCUByxLqQQHECakGlEBEMcZYGW4s/WARYaZucYmoGEaRCsIHDNiuGoCCJTIEbVfCtmzPeJGJGVJVU1UE7DC0MMWWA9iEGq/AjTbj/BE1JyquDMsB7EI6sSUBUyM0GIUiTkg1oAQiijHGynBj6QeLCDN1i0tExTCKVBA+YMB21QAULJEhaLsStmV7xotMzJCqmqoiYIehhSm2HMAm1HgFlmXGHiNqTlRcGZYD2IV0YksCpkZoMApFnJBqQAlEFGOMleHG0g8WEWbqFpeIimEUqSB8wIDtqgEoWCJD0HYlbMv2jBeZmCFVNVVFwA5DC1NsOYBNqPEK3Ggzzh9Rc6LiyrAcwC6kE0siSq5JHEObQhALoxrQKTeOSbjQUhZQUAxriStXFAML16wgnsu1QUpsY5dKi9lztOd8veqWan2TpNZOEC2sYAxquaw0S2nljlV7I+eBjKex9oAW3p7WciF5TiOAxeFpbbCEqj4mfLGePiRSPSouQhcEkoLSuPFbHc1xwqsfPBLe1qgpcVNYqRbBHQryxJmCuOHpH07FgiSXQHCqYyw41fRovdhdIyxThC0EU00uwM7G+nKXYcb5hWlfJI1w4Fictl4sIVatEPsKUoGwuUGqipqGEIQCBFI1wbgNU0cfnGJZAB7JAkvcFFaqNcIdCnK2Y314+leKkqkkFz841TEWnGp6tF7srhGWKcIWgqkmF2BnY325yzRjj8IsUSTNcOBYnLZmLCFWrhB7C1KBsMFBqoqahhCEAgRSNcG4DVNHH5xiWQAeyQJL3BRWqjXCHQpyvmN9ePpXipKpJBc/ONUxFpxqerRe7K4RlinCFoKpJhdgZ2N9ucsw4/zCtC+SRjhwLE5bL5YQq1ZoQCoQNjdIVZFrCEEoQCBVE4zbMHUJB4lmgZaoRaZuOBXJthyWw8ESTZJMoM450Tjgggyx1CQejI48ONWhnGWyPzIEWv24JrGsGwgmDKcMu7Jl1d7I8xSWJzJhwhUDlzBwrAQPGhwkIZGW5JIyRU1krjhSjKXAqHHDjbEy3Fg1tXBQF8RYUqUkhY9WFTRgQgYDoFRcS4btitgmb7gHDDVmUShToraFqEwjjSuDXABNyuByZTafJuFtvXRrASyO5dFCECVQ9UXEIFpiInPFmeWKe+7GN8aEVAirpkFJcBhYElcZFVOzokaybAMGA6BUXEuG7YrYJm+4Bww1ZlEoU6K2hahMI40rg1wATcrgxsisB43C25rp2AJYHMujhSBKoOqLiEG0xETmijPLFXdcFY0xxspwY9XUwkFdEGNJlZIUPlpV0IAJGQyAUnEtGbYrYpu84R4w1JhFoUyJ2haiMo00rgxyATQpg8uVcX5hGhVJNxw4FsfyaCGIEmiIRcaASUwVV4qxFBg1brgxVoYbY03BIsGpW1xqqcGqgiaIyoprgxLcWm+QS8xuOduzOttJLegYsi0nE0QVr1AMx2toNQ5qhY9VeyPPk1qUxzeEJ7g8lqEwHjmx9bQ2IHGKIkty5OvJDqQGSw0WTnhWG561Wrjly2+JyZzkMg0kN6/nqwwnUYpTAOAlNtOEibXSykMbzmrID5zqlmtF8ETQyo84qSeeIiJJhmaHDXNW5JF0W5bWeaQBusBZJYsQhrH6sNYYG5EMtGxDJpQXRJk823d4W4MQTuNVTQCkPjEaRVBiVUd6QIJhBGpDuNQM8zIX2mKcxsihFcMgi/U0qlhqIBH6E2Uygr+kvgWpGdenNl5zh/rqtmzTXkdruMBZhwUisOyLtcf9UJ5EuclCqCCEXcJJZyI5tsi8tgYhEo0zB56C0W+cmlkvODW4kHl9q8MnMc6FEiaW5Yb1oBXDIOQoGutpWLHUQCKsRLRqRpzPaQX4qRpr4NAhRY51q98yzLivEYemWSGbaW481mClWSyJtockkkEJVJ+qxwcjY2145TMFp/GxrmFiY304LeOmujAmlUE2A+BR1GrDicbnLBKjANZiWNzUrK8pSj1TQ1sdrMXm9SQQXgA7gkRgyVd3/MYhzF7Zsmpv5MqzWD2l8TgGYiViI0IjCYk0SAaBDGJN/+EgrhxENQY3vjEegoZHFGNJLICAJXElmX9iGEVmBfhwrGzLYwqcip2MZIOo7calGWoySMv4toWEgS6EgBHLATQ1xTHhioGTWqYwOT3UEEsfxysMMawwJLXBCgjrBcVBnERTMQaXBGKUGLaYG8eV6I2AJXElmX9iGEVmBfhwrGzLYwqcip2MZIOo7calGWoySMv4toWEgS6EgBHLATQ1xTHhioGT2gihQfqoIZZejlcYYlhhSGqDFRDWC4qDOImmYgwuCcQoMWwxN44r0RsBS+JKMv/EMIrMCvDhWNmWxxQ4FduKX2jLbjqLhUyUtIxvW0gY6EIIGLEcQFNTHBOuGDip5UnNTwM0vLpYHhGCKIGGWGQMOAk0GIUirrQyoAQiijHGynBjtaaFI2GmbnGJqBjUYFVB+IAB2zI5ALtEhqBdFbJdmirbgQUdQ7blZIKo4hWKUZnChOKNqDkhv7JlFd/IeVKrR7qGWK4kT2ijJYDk0a09sKV2Fkg4tXPlUQ+hAIFEUjTB1NKcSLHUwSNZIO3DEy6OE15Nalo8ZiaJljfDFCxqnk4TCU51jAWnSitWZDUIQmpYK9EWaDFsJKHsYZaeBZJdjtItPYaGeDRhD6MlgLBBJCS1waonBqZ6VFyEAgQSSdEEU0lzIsVSB4/065FziXIoOeccCohHsE6LCF6Tdq7wnBuJqgmmcqpjLBhdp8/qpQ8/WC89f5ySajjJYukJj6Q3W2hrUVKcRJWAhMjFY2aSaHkzrIoFk++LBIJTHWPBqdKqVmq1yQxrJZpkQvCsG5pQcUx4XgPppJanaRJNE5C29GEPgyWUDOeAJLkQIEY21aPiIhQikBSUxtU6rs0jhmtDMnNq//BIeNqHp744Tng1YU+pCc95hacmPDXhKZlqcvGDUx1jwammR+tVu2MpMEH2kfVaLbEiIMVIpVrP1EdTAAAQAElEQVQZHsLEqljJZhXfyHk2yxOZGmK5jo6HWphI4YwQrgBoglPFlWIsjbCIjithi1kMDCL2ERAGEW7lwqVmVUEDJmRZkh0b1HrDHnMe6kakdMjBZpKQ8WxTD5ElOAaBK8NyAE2qOCZcycC17MHkatQQSyenK2phIoUzQrgCoAlOFVeKsTTCIjquhC1mMTCI2EdAGES4lQuXmlUFDZiQZUl2bFDrDXvMeagbkdIhB5tJQsazTT1EluAYBK4MywE0qeKYcCUD10YNGlSzhli6OZ1RCxMpnBHCFQBNcKq4UoylETQOYibo8t2Y42AQsY+AMIhwSVrGarCqoAETsizJjg1qvWGPOQ91I1I65GAzSch4tqmHyBIcg8CVYTmAJlUcEy6FkFi2ZD6aFWgYJnjQ4CAJNZ0GnJCJzBVHirEUUAYc0cxXhnEtjBQDVdYvrEhcSeafGEYRakTExkexsi1LArR02MmInBdUDNvYRUkoUdtyUqCiwiusYDyIlZBhwoQrBi6V0Uoeq/hGzqMYj2U8p/FAho3Lkxyh2FmsPb7hEg2nEsBSiG28cnwZJEaf5pKFY1sNuctP/mPtxVPunuhejzik+F6v+WzLt+lMXafLP3iU1jySPBosfe1nWh196mm16lmgMOYynXT4k7T3/tG3au1YN2C9AjiVUHbVpraeBKsn+REpQqhjRxRFYPjMQ/Abh0QqV4ReyxO6Zn06pQ8U1tbAtr1QkhwJBIei5MY9zzjZSGopYW6EbKaQmNd/RkdzLfZEX/ppdk0xwjRqm5tq/OZUNAWJgrmedW24Tkd/hjWIUanLTz5quA5P0p+fz6IEa83LT9HT6vo8SfscMM9lgWEqdB3dW6+aQyJIBEmOfhXDpRKKhUOQEHoAiVaAxZctw1pDr7SrHSQ8iQ0LEkmiKgiBTMA2TjaCg1ymE//wYO35iNfrH9nbP/45nJ/M93zeh3V5imbzSIbTdu1rDtZenHN9v1BDmBdZ3Qsx9MUnkfMqrenrdN7rnsT305O092s/S4RKasRK8+8XclyXXJN8/+xzwJO1T/l/rfOYMe1VnPlBOiGsyX5YPALDZ78IfuOQSOWK0HN5QtesTaf0gcLaGlj2glCSHAkEh6Lkst/SRIcYtE2gLLzVXaYTnnew9nz4/NrUe1auTdVRBdb1qPewQ9p1gT/t5MtoQ5L+NGYbqV2nta89hPNHOdP6fjn8VF1OWWpyDtlX4flvnX3f5DrsvX97H6scPZFQ+raZmTfVlkhjlGJs7Qc6YPZDCwIITaiAECW4smUV38hz4Tw8i4FW4zOckUq4srFN44YFlWEMiigxY6wMN+bP6e3vuiyBRf3EG7TmsFN0BVGjEnXv3lDdG7U33wDfpCYPksCCXPGhN+otl8xDtmW7AnbDcgYzhmzLiQVRxSsUw/EaWo3PcEYq4cpaGzdcXYTNFiwGBpGWBCxLqAcFECekGlACEcUYY2UYdrlOPIw3oEe8oW4kFTUWRZSl8BSuwaqCRAb0N0/VS959uX7pqHox/Qq9///5oL6sNu75tL/S0Q9oPHYoo87yELDD0MIKthw2ITKCRkA8BDJInKg2crj1x97QNTMjyhTEwqgGVP4sD09/rDdPvlYrF3PJZfpqilMHZr0r/u6ougm88BMpGLUKpBQIPmDAdiIClLm5IfzxONeqYQ+kvOsxO++ou0v0siwG8+wwtJAYGTyIlZBhwiDSkoBlqVQbMTx0AK3GJzgNuJzYpnHDgsowJgokZt57jn7EH+uY67g2X0st6itO0XHjmWbuoBe/m2v12s9Jed2y7Mv1fn64mJ2/hnHJB/Q4btLnyRWwXddqn5evLX9u1uqoA9rDVGKUBRSsmRA7DC1MGh6Q+aembqjUwMsbUa5/WuFj1d7IeRbj0q1TMJYHs+Ix4e3pjpIK8PAGVt2AAMJsBJKC0rjxW22bH179dn68PnTGiToPXXvGkXpY0tFLztUnr6jpeHSg7u9OP0FrzzhB555+hB5KtOSSc3RW6igpf2Y+q2OX3FTGJ9WUhAenmteYNsmFZ3/htYsKpLp2DgEpRubp1MwCCceJUr4MaTNZh7mxC+2TXAi09aqOww4CCIUIJAWlceOnpvjlH9ZTNvBmlfatjmlVCLKX0eZ8wuuMKF57wgd0ceV/iaE2cy4/+Q3zB62df1+v/L0dFiZSluVZZh1KikDmZc0WIEZF21qrKY6hlLKQVkMZgo9NZLmaDjSuLqxY26gY5rrWrDpmBAEkxewAwOHTpr9VfgqX9tbrPnZkfQ887M9P1Hkfe40O35m6FFXtN3Ti8w7RYzf08JuaKq1C9gWyIaT4Ol3Og9qT9Lgl3xPzaexu3fZ64puP1zkfXaLv+H3dM73R/Z50oLYDcx3Sm+YIa6VRBUjCE6lzgiCh1JFLzSyQcJwouWVIm8nemRu7pD0LUIFABqmq2mEYBKEAgVRNMG7w8pOv49qcMVybFKKI9JAjeX86sem7Hq9d2FPJJ87XedkYDfM1Pz4U3PPpr+G9jPezo9dUmbRWx/ETfJx1l5+iPxmvFd8bH8w1eem87qjX8XBAYbUtrFfD/sEKsqNCkqyLB0mOkjACCA4WgQwShzrmULaiZdXeyF2XzTyNCXUMKMXkwa0RMcacSc0VZ5Yr7rkb3xgTUiHMD9DL3voYbQ8VC1j3139+iBZGUhJ1bzmIunim9AF6+KwOnxlMx87lvNe9UR+fuwOjdiwcccgEEjLENmsU0UAGFIMcNkKZXEQKx5aUIWFZKtWyRmaL+UGDgySk61ovdaPKYmCQ4gMG4htjKgQq4yEv0IeesWNYaeUwiNp6UvhoVUEDlj7z11rvpwxdx2Cev3maXvKey4eCNXrNMVzfwRuBMtFZtlGi4EDUUAxy2Eili2hIGyJGQ8uNY5cr6SD6BA0OkpCyfiNiWCoxMFccKcZSIPq1rw2fNu28k+6hJMQwbCcd8tbDtAYWUVuAHDf86Y2CiGTVqBrLtjAR1LJUKrq99p2P13hjHoKyXZoq26pRyE+Q46cm3FCevYeUrG0hOG6qEcVwPFBKjcXAhEshYjR0/FJCyxDXHFeHslbxGCgOFoEMYlJzxZFiLAVGjRv+ta9u+NrIO7Zrk0LU2x+k9x51f2XgStvfXw/bOV6USL34y/XPn5x/zT/7ccP32gMeo8PqgU368j9/Tvxcom+ed67GT6oe+gfte8N7zOt01md0Hq2rbaGzXYmAbUlooRiO19BqfIYzUglXNtZa6WPV3sjzAFfPYjyU5Yk7j9CJjdhyZQmBJLEzXg9xiTE/PD1woVRBysdjAtJikAiKr8/o78ePp3beW7+7XWI0Yy4FCD583brFugdtL3JRavnqW8fvleqmwhvPYQ8mMJM2v9zqwxyc2hdTG7aa8KEpO65kc+M1Fz+11QCeXi1BFB+bNainYlnCdGanD73LaZzmkSFHLIx89lzewAlnYtWGVz5bxGm8qqXtD9R784nIH9+P+vlWKzurJ56+zK2G4TP9jI5+2bkU7KDDnr4GHIR8WNbKtPDSdZfppL/8gGZvVC/9Q+1FLVJlqS+OaZydwGfrpgofgSXHtrNPAkg5QTKNp4pA9YLXHpZpaEMHOg/rZU+JjUgGWrYhyfKCKJPbnpgfnj3d/e47tt3k06XLk8ClNrkojSLoDjr4LSfwE9/ztBclc2EO9RQgrAbPvKZZjph20BOPOYGftjnr+USSyKQer3pUSeLnnzL71GS//DSe2EQpZkr6tz2Q4mXhN5d045BI5UKIAlgmYGu55RimV88RaRppe6o9lBlqWIlCLDVlqWPVxCijqMXhlSW+9NqQYg5ZyPx8CTGZcgg5uC7/rP5x/Dj+IffXniSRZFiwSeazYHNGy9fAJ/ka+OpX5zf8h92fxciv4xOTu90NUvI1fY07fnpMNf3isxGEvTAVmzBrw9gEMs/FQclQg53wWmYFm1V7I8/DWD2HYephLgauIWFwqriIKw1RjcGNb4yHoOERxVgSvRHpilP0tEceUr/zW/PI4afofEQ1+Qk8teL3r0/f/0nDH36MdUfo3GMOFPdxZdg0vuJUPb1+r8RN5U8O0t0J6TpGypO2XUtIQUugiKmG5UIpoeKY8MUAeZFAZxaCaNmDyYhoqetaz5r/gyKueohqDG58YzwEDY8oxpJYAAE1GZbLa1ZjQRBNtP3Or12Pez79SB18l5rQDDUhNpVIeOnZ85uDHnzE7PfiY5nttpSCZgpKDIKYKIAkZDCBcMXMApL5t2AdTxs3xh5BVBtY05r/gyIWpqkYg5uYMTs87gl6GGHpMh3zjOFvFEyA3ogoiai4zD8tGZaSRGFQy5JwtXTYyUyiuDaGkN0QOsjl+tsT1g58jf4zP41Llm1JaKEYjgdKCVkMTPhiQDL/Fqzjadkja9BCadsQi4wBJ4EGo1DElVYGlEBEMcZYGS62/e8vXpv6lM8ih4JiNMDyA8Qa3qPWPPJJWvPMDyi/ZtqFj8/X/vEDhvoddPe7M6GEj9H/jpt1XsAVk5t+cr5C//7vIdevrCgx3w6zwlUjfogrZGhKgrOA8Eow8NHO65i0wmX13sjr6Y2rF0R5ROPJDZ9nuSbrgLniIBQikEjVx43TKtv88MRmBXnyq8Lkl+gn3qCjzydGTerrCZNahOBEPvFG/fln5v66dZ/Vn/MNlJ/07vm0I/TE/ES/3qRpfbqjrIOQYJdFmFRIiE3jhSweR4KpCVKTJLNhsfSEDVJzl2XojaRZ2oN4CGSQrDXXth4FSOOsCkcm9cRIZhaAQxbJAnk5LUa4pKpgKQgEiaUQjbf2tUe1PwTa+fH6yyW/405PZgGZE9b042etbQT70H35FACM0LKWz/UOz6bDgzRJCUovbCQ12UMmhVfNJJDKpulAokmmLl/HHkF0cc22Tluz2dpbM0mGLcHU3V8vW/JR+T/++SHa6xF/rBN5r8+kcalMDl98AfTIAaDJ5cwaLlbFSy44UwrH2Iiz3OQGc8+nHshPlckMa9WmmJwQfMYgSLZZR1NmEmB2VScUjhOpLssxvOQ2n4bhi+tlG1llrimOF5wq01NMqLJsJUh03f02fG0eeVS7NjWDcjB2qV787jdQl160p91eh8x/rfHldx/VfjAZ3rNmc+uFzLwFcre7zf+OhHbVtF03vNm8th7J2XEkFZ0Fst9MCaLQsqkJx1lYdyU6q/dGbvFsJpWBF5mgSUwVV4qxNMIiOq6ELWYxMIh49Atoh4PqY93zPnYiHxm2P/QR4+MvO0onfTMVptSquvpjtxM1/WO3qruCCbpc7/+j9pOhclOp3z+ZucltWNmCTMq2kDA14gHFsIyNpKY4JlzJwBsab9REHENMyx+thaoJvMgETWKquFKMpREW0XElbDGLgUHECwqoDOESD67LEzWSZRuwvvl3Rw2/F99Bh79k/smIxpE6uG3mQAZ56IPnH79//OV/Xb/rS4oyGWJbSJga8YBiWMZGUlMcE65kZy4wCgAAEABJREFU4A2NN2oijiGmjRutjaoRvMgETWKquFKMpREW0XH5+n6M3vexk3Te8MduqpGf0I/SiXx9G398jeG4E7FsCyOs7NhytXTYLTeN20NsxCF53okfVB6K2ZwetveO9E2C2qobscXwQqqmOKbKFJJU0HijqjgmomUPq80HZyQ8DmhwqrhSjKWAMuCI4htjZbgxw3d4jN7L+9N5H3uBHobbpF2bk64wdYlY2uN5vIflfQydPZhdrrc886+V/yVnnQe/xnrP9G8UMvUhR+i1DwkZtAoHvgT+/d/zZNeCrCilNiq8QjEcr6HVeBBVaoLClGDgMwtBhkm6nrH5p1bvjZzHMYQHOZ7JSmLydIeSyJMfjIe6stRxMSsejEs8U3icq9rk4EzAtlzx1FSOOeHJguLp989nf8F5mf7h3Msoz7xBswzzpPtrXne5/pE6TX56UP1POZ5U/7vk+l058/IXoUcd8GQ9nY+zam/ECuk3IrtBWIv9sHAEhs/eEPzGIZHKhRAFsOmVKMV49ELgLLU8Sb/MB2mL4MDTe9zzjJONsJEIC0fIZgqJaX0KyAQogqWm+pY72Ss55g6FAH7qSi/TWbM/3Lmcj4Sf1H66eNna2fyPv4zY4afo8qqfhaV9/1CvefDor9VRh5+qvD3N9lj1bGpYm1VrY4SJ4JFChv3QhwRSOYKFs17xKGYWPRA4M5YvLIS0RvRqfWNRErVurYkPRmpP1IZXFN4QmzmVgIO4tbeHHn2kHlrsMh1zwmeTSZtaN5UEKtsMESa2tVPCAiQIxYEFxlirreBgMq8oE5CBflb/cFZR6R5764H16VZ6oBTRJU1rT+GEakvpFZ5EMLniZFsuETRtiJXAh5VuPDA362SN6lWG/uDiei1GuPbdEArJ/MpCag6x9GsxtlTxAYHFa/MZqmebYBqzUr/dgXrl03egOnKu/p5PDgnjUMvN/N0fPZ4fSPI3C8frnBfsoK99jVRk5731oO2oCZ9o5i6NZq8syItIBqUIW/uBDpj90IgA0mohRIsHS5kYZFK1DDJrRcvqvZFf59Oa2zObNUNl4BOIKMYYK8ONpR8sIszULS4RFcMoUsGBx40SSwTAuw653uT6c2y3dYOo4hWKMeSIJWQi0Ii0JGBZQmcWgiSkGnGi5SzDXOd6bqtaM1QGPoGIYoyxMtxY+sEiwkzd4hJRTYbhaCWtgA0maswNklbItIXqvV54xHCjIvzVD+pPecDKAnbq0UJyMv8GtBqf4YxUwpWdWFd4MNKQ1kaN7Iu+SjPQQTQYhSKutDKgBCKKMcbKcGPpB4sIU64Eu7+e+4wdVeNrl+kKIsWrwBpd1XC5lSp/Yoag7Qralu3iGzJjyp/9rM4cCu75u/fX9mLOmITjkbUSMkwYRFoSsCyhMwtBElKNONFylmEyN8oaTeIY2hSCWBjVgE65cUzChZayfwXFsJa4ckXvr+c8fbw2l7drMxQGbA91pnqptJg9R3/zc

Der Vorteil dieser Prototypen besteht darin, dass Sie entweder den Code herunterladen können, um ihn anderswo zu implementieren, oder die Artefakte veröffentlichen und sie direkt während Präsentationen öffnen können.

Sie können das von uns erstellte hier überprüfen: Claude Reporting Artifact V1

Wir haben es weiter mit folgendem angeregt:

Wie wir erwähnt haben, war der Bericht für einen vielbeschäftigten CMO gedacht, aber Claude machte ihn ein wenig zu knapp. Das ist eine häufige Einschränkung von KI-Tools: Sie finden oft nicht das richtige Gleichgewicht.

Also baten wir es, nach der Präsentation des großen Ganzen ins Detail zu gehen.

Hier ist, was es produziert hat:

<img width=“362” height=“474” src=“data:image/png;base64,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

Sie können das vollständige Claude Artifact V2 hier ansehen!

Es war in Bezug auf visuelle Darstellung und Verständnis deutlich besser.

Nun zur MoM-Vergleich, hier ist der Bericht, den es erstellt hat, bestehend aus 9 verschiedenen, übersichtlich dargestellten Abschnitten:

<img width=“362” height=“474” src=“data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmIAAAMdCAYAAAA4VRpGAAAQAElEQVR4AeydCZwU1bX/fwMCsqMZVDaRCZElIpJMBOGBSAYeKIEY1IjgU5QQJJFxiZoQ0L9CUCEqgxsP9ycgUQkRF3hAlOWBoKPGYEAMDiKbyogom4DA/5xbVd1VNb3NTO/9609V3brbued+762q0+dWz9Q4zg8JkAAJkAAJkAAJkEBKCNQAPyRAAiRAAiSQNAJsiARIwE2AhpibBs9JgARIgARIgARIIIkEaIglETabyk0C7DUJkAAJkAAJhCNAQywcGaaTAAmQAAmQAAmQQIIJJMAQS7DGFE8CJEACJEACJEACWUKAhliWDCS7QQIkQAI5S4AdJ4EMJkBDLIMHj6qTAAmQAAmQAAlkNgEaYpk9ftQ+Nwmw1yRAAiRAAllCgIZYlgwku0ECJEACJEACJJB5BDLDEMs8rtSYBEiABEiABEiABKISoCEWFRELkAAJkAAJ5BoB9pcEkkWAhliySLMdEiABEiABEiABEvARoCHmA8IoCeQmAfaaBEiABEggFQRoiKWCOtskARIgARIgARIgASGQs4aY9J0bCZAACZAACZAACaSUAA2xlOJn4yRAAiRAAjlCgN0kgZAEaIiFxMJEEiABEiABEiABEkg8ARpiiWfMFkggNwmw1yRAAiRAAlEJ0BCLiogFSIAESIAESIAESCAxBGiIxY8rJZEACZAACZAACZBApQjQEKsULhYmARIgARIggXQhQD2ygQANsWwYRfaBBEiABEiABEggIwnQEMvIYaPSJJCbBNhrEiABEsg2AjTEsm1E2R8SIAESIAESIIGMIUBDLK2HisqRAAmQAAmQAAlkMwEaYtk8uuwbCZAACZAACVSGAMsmnQANsaQjZ4MkQAIkQAIkQAIkYBGgIWZx4JEESCA3CbDXJEACJJBSAjTEUoqfjZMACZAACZAACeQyARpiuTb67C8JkAAJkAAJkEDaEKAhljZDQUVIgARIgARIIPsIsEeRCdAQi8yHuSRAAiRAAiRAAiSQMAI0xBKGloJJgARykwB7TQIkQAKxE6AhFjsrliQBEiABEiABEiCBuBKgIRZXnEkSdnQd/nzJxejU92Y8t93V5vYXcdn5kv6nNa7EBJyufgCdpJ3LnttmhGfSoXzlTIy84jKjf6e+D2NtJilPXVNEYBueuVauq/MfwMpEa7BuJi7oczEKf/sS3Jd2opulfBIggdQRyFFDzLmx6s3VuxcOGoHBN9+LBxduRPnh1A1MdrUchnefy3DBdZPw4LLPcSgJHS5/5fe4YPxCrP36VBQNLMKFZ9dPQqtsovIE9uC531rXZf8nyypfnTVIgASynUBW9S9HDTFnDGuh4WlN0MK152M/ykrXYOY98tC+6Hr8ee0ep3A1wzL8dfzNuOCGOHzTrdkJv3txPtYtuQ9DW1RTraRW9/E+GShf/w5m3jEa/cWLtzehunyOVxdslBbaYdzTD+KBW36De++7Gl0lhVuaEdi1HK+us3TaPm8h1h61znPi2GkU3nh9PkofGoyMurRzYnDYSRJIDIEcN8TOw71/eQqL3PuC57Fu0YN45KpOyD8snpxbf4vbVu+PA/0vsHZlGcr3HomDrEwV4eP9orBecBdGtRODbPG9uH1ZItlsxnq1w9p0QtemmcovN/Te8PJCvI/66NypJbBvKeauTOS8yBCmVJMESCBrCeS4IRZmXOu2RM9r7sKCu3tBPWSvjX8ASw+GKcvk6hFo3AnX32x9+1+6dHnilyhr1kGd6mnM2gklsA7z530ONOiFW27ohhbS1tI33kz8vJB2uJEACZBAKgjUSEWjmdJmw+434pHhpwJH38HTi0MsUR7dg/dfuhfDB9kvf/e5DINvnoml293f4NfgtvP1fZd78Zp2fNNs9DdxSZPlOE2y9iPYvvZF3HbdCHTvI3lapu9wDP/TS3h/n1UieNxWpZeHD21fgT/fPDogv3DQzbjtpXXYezQo2X22d91LHn26X/l7/HmlPCTdheJx3q49OqucnXtQriFgHY/GwleLenmUr3wYg/sqw5vxzGdOXjT+wKHta/DMn2T5+CKtq/tl6H619DnMO2wr/6Rlrscz24G961/EGP0BhYzbHWtVJ8CTv+5F3HilPU90XO9fg/KjVrm965XzcBRK3U7nX4b+Ood2WXn+Y0gdr7sXz62v6LV1t39Ixn7ydcE2ul/3sG+e+lr6ugx/ffj3GOzMbdGtcND1GPlX/ztbR7B92UyMdPom+ndXfdaFuF58TYSMvrcCr8h8bzGkCJ3bno+hbaXUstfw1zA8AGd8rRfp97o56/U4/kW8/7XI8G9H92DDQtH7aoeJjOVFozHy4eC4+KsE4847bCPw4MZgquds49PmOu9+/7pgsrRp7heX2PNAmHa/RK7Bv7t+9BLhBzc6hn+++Xp0N3Nb9JV5NPjm2XifXxKDjHlGAhlIgIZYlEHrcGEROkiZ9+VbucdI2LcRD4rRNFweqGWnnY1fDCzCL7qfil3vLZQH7u/xzKdSyWynoKvmDexkvt2jQYF5UdyU73wKAp/VD6H/rbPx2qcN0HWAyJI6F/6wFt5f/DSGj3oaG44GSlbppPzvk9D/igfwzD+Bjr2LRN9uOKfBVrx2/+0YdM8a7PVJLXv+Zlzw26fx2sb9aNldyxeh5yl7MHf8aIx8Ps7G2MF9ML+LaFg/6K2Kma9X8b1rH8Cl45eizAiUw9EGKOil+neKyN/icy/+/PetaNS+m/CROj8tQKPtG/FMtHfYtryEa387GyttY+Fb31jtWvEABt20FHt/cL7I/TE61N5vDPhL738H5asl7zp5mNbrhItkzIvaANtLZQ6NEsOiwgN2DW6/wtKxaRfRT8r/QnSss3ENJl93c1ij4JtVD6P/lQ9h7ffOs9pop4bjUpmnE0IaOHvfm4nBF9+MO57fiF3O3Ja2fvoDYP0nXwSBH/0cr90xAv3vWIh/HC3AhVJG9Wm0SfT5bVWW9I9g6d+EE07FRb0KpJ2WuGiQKIuNmL90m8Qjb2V/lTlb/KrNuRu6ngaUrZyN4VfPxPu+Mdn+/ARcdo/ofbglfqp6y17UdDfWPn8vLrhDdYjUVhP07a967cGrK/yGqVXv/UVLsR31MbBvJyvhqBiM142AuV+cfLbMAxm/n7ZD04NleG1N9L7tlXliXb9H0LGn1FV9xUjdXroG/9htNcEjCZBAdQikri4NsWjsW7SEPBuBnZ/Dfs5KjSNYWTIRMzfWR9HtM7B65njcectvcOekB7H66WHogDL8+c4X5UYsRVGAX2jeLRdaXp/TzsPvTFzKD9SHjZaRvXYrDL1zBkpffdC8SK7y7p32FGb9or48mV/C07aXRUpWfpNv2WPukod+u8GYNX8GHr9d2r7lNjw+5yk80q8+yhc/hEmrjwTlyrf5MQ+X4dDJvfDA/Ofx/CQt/xvce98MvPHoYHzzz43BsnE4K5v3EpaKnBZnt0O+hEBl+JoK9uFzzHn2HZzz+wdR+vp8rFv+IK5q0QQ9r1L9I/D/dDYMn5N/jHv/8jxeuu82azxvvweLXr0P18szt3zxvbjxlT12O95gyZwXgKF34Y0l2uZ83Nvdnb8Nzzz2OUbNmWFzH4/n/3IbLtQfKrzyAC6dugLfv+lBLLLbfODpp/DAT2XMd6/AM3/3t1cL3x98IxYtCo7JnaLjGyUDhNvnmPliqD9bsg0zHyvD0Cdm4yV7HB+Y+ZQZdxzdiJl/K3MrC+wSI/DmhTKDCzDq0VnBuS1z9t77HsTqm7oFym9/fhJuW7YfHYbfgzfm3IN7pYzqs2i+9m8/XvvTTKw8GCge/WT3UsxdJsXaiqEhRoacIb/n+egqJxteXo4NEobfVuDPc1rinvlP2Zxlfj97P34nY4fdC/G0//3D7/0Yv3voKZQ6eovuDzw9E3d2kRZWvoS/ipdTzsJu+T+9EEU15dJcuiKEXuvw6uL9QIsBuLiTJeLQyqfxZ7lsWgy/L8hUxu6lBXKNX9zSKhT2WIanH1qB8poyPwPX72/wgIzPqjmjcG7dsBWZQQIkkAEEaIhFHaSW6NhWCn32FQIese0v4UG90fa8Gnf99FTJdG2nX4KbB8qDdNNyLI1yM3fVAgovwbjep6KOJxHo/JMfm5TNW6J/azYFQxxWPj0bG3AqRt18NTo3cBeoj56jLhUDUR6ab7wTyFj54ktiRNbH0NtvRFHjQLI5adjxavzxsibmvLqHQ7L8tfLJ23HtY9I3Mfr+ONQ2TKvMdyPKCm7DAwNaoo48JGPT7wiWPvEiNkD7Ox4XNvXVqi0Gyf2/QU9JXjvnVSknJ55tG97HpXjkV52QX9uTEYi0GD4KQ91yG3TD1Rcqw/0ob3E17hl8aqAsRI+ii3uhoaSs3fCxHN3bjzHqpl5o4W+n09k4F/Ip24ZQU67FZb/BqDa1pICz1UfPq38uXxjEkHh7nafO2mdnQ3+lWPTHu3B9R5nHThV/eHQNpuu4tRiMO69pZ/QNFJH+3XJ1O2DfCrzyXiA16kn5yuXQ7xudBxWhhVP65CJc3lsi2xdifhRZRdeN8s7Xmi1x1dW9pDKw9N1/mtA5tOh3Na7qpGPgpGjYBF27qlG0Deu3aDzCXvc8XKST4jO5zsXA8pS0l1c7/Ox8dLAzyuWLnJ52KGilQXCv2QSdO7YMxkOefYFtOrBNW6JNA2+BOi06oYMY9d7U2GIsRQIkkB4EaIjFMA6HjkqhmrLb2/ZVb5oH8oX/WeR9ANn5LZudJGcx3MyllGc7egRlchN/7smHccf4m9H/l8NR+IcVpsgGeciak0of3sHSv0ulNj1xkTwb5cy7NT3VeuiJfL3XA+uwcrUUadALF6l3QE79W+ezz/YnxRhfgTHnX2z9MVUJCwfdjDHPrEN50264d+aN6FnXElN1vk0w9KJOlpCYjx/irVIpfFoRLg7TXzQoRJHmbX8Xb30mZX1b0cUXikfKlxiI1kevn9gGZiAN6NC+vYkVdPtxxbonn4yWmnv4iB4r7Ic+XYelL83GHVMnYfgvR6B733vxmpbatFU8WXri3bueXbF9OJ5emXPB0uvw97+LJ6fBAFytXrlgRsWz0jfxmlwXBRfK0r3r2nAK5su80vPYv0CU4bm/qEXTDr/o6TaQaqHnBT8WUfvx3GuhPH6SZbYCnPPD+ubMc2jdyjKGQrE8vAcb1i7FMw8/jNtuvh79L7kM/WfIlwIREF3vWij6uV7/eyosT659403sRTtcXGRGUaQBLTp3MuO89KF78ddPQ4+rKRjy0F4MRMn47CXc8ZhcL4flnBsJkEDWEKAhFm0oj27Dx5ulUJtWssgooWzOt9vXxgeNCv1L884euJlvi/1dqr3rZ2N4/8sw+IYHMHnWcqz492G0/OF5uLxn8GYuTVd+2/0FtssDE5tfxGAxfhwdg6H9EN9sP8QPfo5d+6SZFqeaB4ecxXGrFfi7bZ3Ney6XYNw0WY59UZaymgabqTrf7+P7pwfleM/CxHZvQ5n2EbWcigAAEABJREFUt9mpcKngK9wETU2mPAGVpSe3CQpaur1NnkyJnIQWoTwWNS23VuyeOxGl78399jIUXnk7brz/RSxZ+zH2tmyPvj//sWVsSJGKW0vRr2JqyJRKjH35Lmtulz12PYJzyXU9OF8gYr0GNq7Aq/pNQObFRT5edXoOxtAGovHfl0b49bL08zQpE+NW/vd7cUH/Ebjs1ofx57+9ife31UaHrufjF13cRmAUYV16YaDotd29PHl0nWXMSj9+YeaMLaPjKDzxmwLU2f0O7rhSxvCK3+PPC8vC/lDGrmUHTfCL22+Dytsw63bR+zJc9qcXsdLzoyC7KAMSIIGMI0BDLNqQ/fMdrJQyDc9uhxYS6vbNYfEaoBY66M12YJH14m2IsKh1HS0efT+4Arf/9kW836ATfjftKZS+/jze+MuD5l2X310YwpsRXWKwxOHD+EZjp4mnIYSO5kcDmj6gvWV47d4DfR7ilPpWXOvGbT8Pzt9tm2XeVxqGoV1OhZ9S1fnWR8O6lVTW4VPJasHiDdBIHsbBeKLOjmDp1N9j5rra6Dn6LvM+2uoXn7LeZ/tNEdrEo9mv91tjX692hTHxiz90wPLqtBBjJDCHdB759w4n+auGjK99danV9sqH7V+Puoy6PrfjOTWWj76DkL9eDikxQuKm2Rh+1xpZFu6FB559HuuWzMKiv9xn3s0c1bUyg9kJFw85FfjMtTwpHjbVtajo/AoMCy67D6vm34M7Bxeg9q6NeOaem9H9l7eLhyyCrk6WLPfeqe8vTrkERXIj2rB4NsZcMQyDH14H/w9tnCoMSYAEUkwgxuZpiEUEtQd/fUZ/QXWqZ8mroGVLqXUEbf7zN9ZL3beEDkd1je3b9aHVK7D0KND12ptwlXwj9xsm0ljVt9NOtR7SdTvhqjB66g8D7rxlgOVVcZasxJNhDLIQLR86uD9EavyS4s03omantUSHmlJi5+fYJUHo7Qj2HtScKhh6Wi0e+8HleFVfZO8yDHcN7RT2fbRqNeXMlYgsrBZamGsAqFN4acRr4E73D1KsqhWP8kVk7isyp2rWQv5pTeD+TxeB86a1TL33lyxHuTmr+mHDG2r01cfQW29E0emW3KpK69CrJ1pgj708Kcby/64AGhSJJzu03Donyxeim+7D6kVPYdZVBaizax3u+P1sRP4hAqyP8CnoOswYj6VzfoMLmx5B2fO343b/DxGs0jySAAlkCIEaGaJnCtSUm9ysibjjPSC/39W4um1QhRZndTLvhq18e10wsRpn5V9YyzzfO7mi4bZ2zTvVkKxV26NrFwk3r8Pa8JaGFHC2ltaPEzavxKubnDR3uB9/d73Y786J13m8+UbW62z07CklPluK+eGGc99yLNH35jqdh14nS9lUbLv3WB6jpidV9FS+Z3ltq6/Wj3F+NBZOI+1lXsl5mczPcgmrsx1au8J8EWk4cIJ4gp8S71SI/cV7MKqFtLJuIZ4LOS8lL8at/Is9UvKkEEvGe7Bi1TbJq8TW9iJc1Qkwy5MH38SrK4GGP+2FrjWjyKjZBJ2vmYCbpS7CvHsYSUKdFkW494/6jhqw9O1/Ik0+VIMESKAKBGiIhYB26NM1ePAPozD4sTKg3TA88ftuxvAKFO10IX4thtnel+7FbSv1ph7IMSf6hxfveMZvQNXCiTUl+7PPsU28X3IW2PJPkeUNia1cusazzLB3/Uzc95J4CiSv6lsTXHSZ/gpvIyb/cbb997Vc0o7uwfvPzUTw5/otcdHF7aTA55g5pWL58r8/gKkrJTuRW5X4VlWhWii6RP/8w348d/sDWPq1T87hMjwz/mkxFOrjF1dGeinfVy/e0ZPFU6QyV8symC7T6bnu+zbizw+p11Yj1d1r4cJfOiwm4bVdPnlfv4PJzrw+uQhX9asPrHsaY2aV4ZCvKL5eh2ceXmoZj/48T1y8zi++Iyn1EfibWxKruBVg6C/bSfLneG7BOgmrvuWfol94tuHVN7xGV/nCh/BgpUU3Qd++opcsT7466x2ZJ+I9H9SpgnLlG9dh+2Ff8tHdKN8taTVboqCphGG3bXh/XcX7zN7dX5n7RYeW1v0jbHVmkAAJpDWBHDfE3sRtvxyB/q79gosuRuGV92Lm6v0oGHwb3nj0EhSoAeUZxpa46o6r0bn2frw2fgS6X/l73Db1Ydwh+42j9EXcB/DXLzwVJGJ7XvYtxW+unSRl78XIx/QBBNTpPgC/OBnY+/d78Z+jJknew7jt5tG44LoVaNOv4k1dhFVqq9N9FO4dKA+fjS9i8EXDMXz8w6aNO+76Pfr3H4HhMzZib82gyPyBv8WdXeUha8qPxsi7rPLatwv+9BWu/lW3YOGEnFWFbzUU6TTKfpF6BW68+DIMvvneIJ+Lbsaf3zuMzr+5R5j4lpuq0WSlq9Y9H7/QP4uybw1u/OX1uFHmmhm/i3+PVwt6QR1ZlZYZqkKAxTu47ZLL0N9hMf56dL94Ep7bZr0bBtRCz+LfwrxA/tjN6DHoZksn0UvnbuGg2/Hn92P4ErF9qeWJbBH8m1uh1NK0/O7nobOc7P37CvMnNuS0SluHC39ulqM3PHZToH9mbk/9Cj1/2rLSMvP7FaEIe/DMc7Is2aIniuRLGnyfQ+/OlGvNNbem3ouRct+YuR3o8KtL0dN1/fmqSnQb5vx2BPRXxmbchfEdMh7/+Se5f5zcC9f/rPI6i1BuJEACaUKgRprokSI1jmDvZ3uwPbDvx6EGBSi66jd4fv5svHRTN+SHu0GePhizXrwL4/oVoM7ujXjtlaX46yvLsfZwAX5x0114o/jH8H5qoeiWe/C7nvLtdfM7UvYdbKtpvxhc98e48+nxGFUoeZs0bylWftES1z/0EO69ILaXnb1t+WP10fOWmVh05wB0bQF8uFJ1lX3t58jvegkeePYeXHWau05L/OLuhzBL+t+57m6s/buUXbgcZQ2L8MBf7sNVBbXdhRNzXmm+1VNDX6R+4+nf4Koup2LXP9fI+EifV25DnbMH4M4nZmLWZal+2NVCz5sewiNXtUMBtmGpzre1e9Dhmruw4PfnoWH1uu+pbVg8ISwKT8Y379ks3tuHgp9ejVm/7RYsqy+Qz5mBBy5rhxbYaukkeq3cIvPtqhvxUslgSQ8WD3W24X+XmvejWhSdhw6hCrjTml6Iq3tLgnyZmbvSMQglXtmtxWA8K/27sGNtlJdq/+S6rXm+uQ7G/qCywqS8GMkXqV5Hgc6/vChkP/J/dCEubFc/OLcWvoOPG/8Y4x56Cs8PjTa32mOgMq4dZPzqP4GOQ26UZdwb0dO+jYgm3EiABDKQQGUMsQzsXjiVW+KqJ+Zj3XL//jxWi6HxwDVF6HByDN6Pxp0w9I/34Y1XHTlS/+l7cOfgTqFfpm7QDldNmoFS0+7zWHRNu6CCclO+/r4ZWG3+Ivx8rH52PK7qJF6s7jdaev7R9QCEo7/chIMSgBaX4HmV7SnrFKiFFr1H4fGnZ9nti86vPoVZk4aFfmG5ZhN0HnwbZi143mr/9efx0n2jUNRU5Nk6RX+ASFmzhdHX5EU4xMw3FvndcK+yeeKSsMZBwzZF+J3+9Xj7L+Trr+m0z79oK+MQQs2efxSG5q/3h8iUpIj5kRiGG0cZk57X3IOXXtV2ZX9VjKChndCwpt235d75ELF92HXC8GjYVlkE5+O6V2Wu/HEwOjeWjrm32qeiSLyFLznzRBivfvE+PHBNLxTUdRcMfd7hmhlmfi26piB0AU9qLRTdKf2WNh7o7VyfUcY+DMs6Mtb3PupcC3LdPvobFLWQa2Tog0Yf79yO0gYO47AYYUA7399ACypfp90A3PvoU1jtzC25nt549DYM1Ws8WAyhr+Em6KmMX7SvRel/6YIH8fhvelX8475uWTwnARLICAI5aohlxNhQSRIggUwgsOlvmL5SFO19Ifx/A01SuVWLACuTQPYToCGW/WPMHpIACSSKwNFteGbKi9iOUzHqil6ok6h2KJcESCBrCdAQy9qhZccykQB1zgwCK0v0BxP6wv1N+PNGoOCqG3F9u8zQnVqSAAmkFwEaYuk1HtSGBEggAwjUPvo5lr6yBmu/PhUX3nQPZrnf98wA/akiCZBA+hBIsSGWPiCoCQmQAAnESqDrTc+bl/rXvfog7h3cLq6/Wo1VB5YjARLIDgI0xLJjHNkLEiABEiCBWAiwDAmkGQEaYmk2IFSHBEiABEiABEggdwjQEMudsWZPc5MAe00CJEACJJDGBGiIpfHgUDUSIAESIAESIIHsJpB9hlh2jxd7RwIkQAIkQAIkkEUEaIhl0WCyKyRAAiRAAsknwBZJoDoEaIhVhx7rkgAJkAAJkAAJkEA1CNAQqwY8ViWB3CTAXpMACZAACcSLAA2xeJGkHBIgARIgARIgARKoJAEaYjEAYxESIAESIAESIAESSAQBGmKJoEqZJEACJEACJFB1AqyZQwRoiOXQYLOrJEACJEACJEAC6UUg5wyxn/z3JnAnA86BNJsDvC55X+Ic4BxI8RxIlXmWc4ZYqkCzXRIgARIgARIgARLwE8g5Q+ztX7dFGuzUgePAOcA5wDnAOcA5kEZzwG8gJSuec4ZYssCyHRIgARIgARJIHwLUJF0J0BBL15GhXiRAAiRAAiRAAllPgIZY1g8xO0gCuUmAvSYBEiCBTCBAQywTRok6kgAJkAAJkAAJZCUBGmJZM6zsCAmQAAmQAAmQQKYRoCGWaSNGfUmABEiABEggHQhQh7gQoCEWF4wUQgIkQAIkQAIkQAKVJ0BDrPLMWIMESCA3CbDXJEACJBB3AjTE4o6UAkmABEiABEiABEggNgI0xGLjlJul2GsSIAESIAESIIGEEqAhllC8FE4CJEACJEACJBArgVwsR0MsF0edfSYBEiABEiABEkgLAjTE0mIYqAQJkEBuEmCvSYAEcp0ADbFcnwHsPwmQAAmQAAmQQMoI0BBLGfrcbJi9JgESIAESIAESCBKgIRZkwTMSIAESIAESIIHsIpD2vaEhlvZDRAVJgARIgARIgASylQANsWwdWfaLBEggNwmw1yRAAhlFgIZYRg0XlSUBEiABEiABEsgmAjTEsmk0c7Mv7DUJkAAJkAAJZCwBGmIZO3RUnARIgARIgARIIPkE4tsiDbH48qQ0EiABEiABEiABEoiZAA2xmFGxIAmQAAnkJgH2mgRIIHEEaIglji0lkwAJkAAJkAAJkEBEAjTEIuJhZm4SYK9JgARIgARIIDkEaIglhzNbIQESIAESIAESIIEKBIwhViGVCRlG4Aj2fnUAhzNMa6pLAiRAAiRAArlOgIZYFsyAjc/+AX2GXYdBMzZlQW/cXTiCzYsexPAhV+EnF16FHg+8787keYYQWDXFGr8JqzNEYaqZDAJsgwRIwCaQ24bYV1vw0oyJuOzykeZBrw/7nwwZi8umvIkvbUCZEOQ3bYraqIXmp9ZLmro7nvtDkJkYScqux+W3Y8L89dh7NGST6YYAABAASURBVD5qHF79BK6dXoqNtVqjf9/z8ZP8+MjNRimOsaPjEHqfgVXZ2HH2iQRIgAQynEDOGmJ733sWl/3X7Zi0YBM2fytGTH5jNNe9PlC+fRcOZdDAfq//bVj12uN48uLmSde6YUEhBouRNLiwNep8uwWLHrsX/f+4PC6G7Nur38Re6VH/39yFiTdeg2lXdpZYhm4JVjv/h+db46BjcXZTq7VTOwbT+rYF7VgLC48kQAIkkE4EaqSTMknTZcsCXHf7Umw+Wg89fnUXVs17FC/9z/TA/nrJICTfpEla7+PaUPMeQzBejKTxd92F12dfj/5iyB7+5zw8/+84NHPMllHTDhmEJdDuomuscdCxGNTWKtfhp8G0G4vQzkrlkQRIgARIII0IJMoQS6Mu+lU5gjeenoeNsnz2k9H3YNrFrVE73IP+6C684Vm6HIk+xU/ijc8dmTsw67qrZInuD5j1r02Ydfvv0EOX6X7+O9y6YIcUOoC3Z9yOPj/XMiMx2Bh/kmy2UkzQshfKktF+V92fjcTwB0rxpehnislh778WYkLxWPT5mcqRfcjvcOtzm4y3SLLhLBMOf07b1BTZj36Ndc/dj8uGSPkLr0KfkffjpZXzMFzOf3LdAlgl3Tqsx6O3uPR3yRdpsW31C9HnR1r0a+zYpaHs0rcX7v5DQPc+IyeiZKWT6eK3ZQde+uNYYXk7Zu2w9LphmdSXbdEkqw+Bd4yMzNvR3+7bT35+Ha65eyHW7ZfC9uZmsnmBeOmE3fAXpd3VM6QNkTdFGK98Es77Z32uexZva/0tS3HryJFWmSF/QMl7B2yJElRmPkh/Fjn9DjGm0PGZ/yCuCSyLj0SfSS5Pot3WYDN3roK17LspMOaiTSU3i+lPzHxbj5JfSx9/JnPPlvLlymcxZoSk6fzw83Qx2/vevEC5HiPul3nv4qOyPi/FlOLr7OtAxmXGepRrunvXvrvmphm/57a4S/CcBEiABHKGQO4ZYgdXY+FaGd/652PERY3lJMK24008segAzug9CBNvvQbFPZvi0L+X49bfz8NGT7U9mDXxHixARwwobI7ah3eJAXc/bp10D24orY8+5xfiJycdwY7SZ3HdY5s8NYEtePQ2u25fKdfoCDYueRDDHngfh+2S/3x1Lt6u+QNces1oTPlVEX5yosh/diImvn7ELlExWDfj97jm2fex+cS25v2qPs13YcqUBT69YX9Eh9/djzfqiv492+J7agQ8ex8efc/Ojjn4GuVi62jxOmrc7peH/7UTMUV497jiGkwZOwQ9IEbn3bIkvNar+z+fvh+T3vtaqkr60aYolCW2n5wqUdman20tuxWeJhFH5kp5cLe2lkUvaHYE61bOxTXFMi4uA1ZKAx/NxQ1iDBjD9ojINolyePcJDJuxHW3+Q5ifBOwVA2zM/3sQt942D+Xf747BOo4Hd2DW7Q/ipa+kvG4xz4f9WHTPREzb1Rx9+nRGm5rWmN6yQPungg5g1X0yPo+VYt2RprhA+jq4b2e0P3wAZkn8qLRbLMb2q7vQov/lmHLr5bjs1F1Y9NhEXPfiDhVQjf0AXvrzvZi1VVjYrDY/J0bt3UtRdtL5uPXW0bi1f1PsUJ63LbQNdru5zfNw3Z2laHB2d/Rv3xiHP38fJf9P5qYtB+VLMWbkg3jh30fQovB8DD6/I05cKeO60q5vgiNY9YD0XebmN62L7PaaY8d2e+KYMjyQQFUIsA4JZCaB3DPEyr+2Hi4/Ohs/UWMh0rjln49Hn78bU0YPQv/e52P4H36PG9pLBXkAve15Hh5AnX4T8Pxdsjx0192Y1l9fmt+FN95vjikP3ibLQ9fjkf83ALrc+eX76632RYy1iaAed1l1b5RyM683y3tfvr4AC20D4OxfTcei+6/HdRefhwsuvhKP/O58NJTKb7y7Xo4htq+W4tFXDwDioZoyc4J5v2q86DXritYhCmvSDjT/xXRLhz9MwOxr2kriASxaHUa+5FbYDn+Nt5+bgSc+lJxGRWLIAOuefQKLvmmO4gfvxsSh5+OC/oMw8Z7L0QliDLy4HMEfROzAGxvaYsr/PI63X7sbw1u1xmBZYhvWQWTJdvYg4SrxwQWOTKDd0LsNE10WnfLodEzpKcx3LEDJq46xIxVl27j23zj71ulY9dozmDVUR0ASddv/A9xg2AjzEtVJEv9Vih2DJ+DJP0h7d92FCYWSdnQ9SjdIqFvM8+Fr7P3J7239bsLzd1jjtW7126bPh1+fgRuWyfgUDMHzOr+kb+N17O+y58iSZ1FSVg/9/3AfHhk9ABf0HoBiGf9L6wMb//J3rFNdqry/jzd2DcKsec8I69Ho8dVylMzZgoa9r8eC+6/Epb3Pw6Wj78JEncNlCzDrn66GtjXF8NlyPYi+E++fiFvbS97+t/HGvySU7e058/C2GGXtht5lzSXt01M3QfWWbHvbhc0fS9/RGbfd47Q3AQvGdrbzGZAACZBAbhHIPUPMGd9oRpiWq9tYHFZvYtaMJ3GrLA0OvvxmTFFDA0FvghYDGqN/z9bWqRx/0qWjHGXreh561JVQtx+0xdkabtmBzRoG9s4Y/nOXgSDGU58faeYmrPtIQ6Bh/cN4e/48TLp7Ii77r7Hoc/ty7NWsY6KHhv79gw14W9KaDxiEC+ThLadmU+9PO3PmP3RGn/8QQ8ZO/t5ZPzBG4979+sC0E8ME+qczzK/0fj4WY55djy9rt0bxvVeiU80t+L/VWn+HLINdZS316bLXf82FMST22d4fW+4F116LC/Jr2bFwgSNTmF3iYoZ6uOCi7lDj9O0P/+2tXHg5JvRujNreVKDLj9HHYZPfGf/RSgu0Rv/zHbm1cHYH63yzjJnmoorzAe2/j0IVYPd51dr3JVYPl147SLxlcurZjuDt1eslRQzhSSOD3H52L17YL8n79+MbCXSr2t4Y1xQPQTt7Xh4ufQerxHjau+xBazlRx0j2MeIJBg5g7z5XK25maIyzz5LrI1BmB9b9S8fbNza1O6KHmc+OnKZocZqev497b5+HNz78GoclWrt2tLGXQtxIgARIIAsJ5J4hVtO+4X+wCd7lxYqju+PF29GneAZKVm5HnQ5FuG70TSjuWrEcUB8NT3Sl2220a9HUlRjutB4a2g9Fp4TzztoheUDi4PuY9F+/w5jHFuKfB1uIR2yoeLiK0MYpHCLcsW2HSW1Yt5YJox98Opwo8eiVTInAryb7FqH41glY9PxdGG5s0l3YYV4Oaovht46W5TXffm0h8o0EPTTH2e1j0dWRKfr5mOGkxjBm0+YdsHqvcoF2HX6ACkaYZjWo70mvXUMTm6ONEaLnFfcqz4e69VEnIG4Htn+qkSZoHgSgCfa+y17eFeP+Vz5mhmMR2tslqxZ0xNk/CNYst9eSm/e8vOIYSXvDzwyWhY9ZQ+lXMFe+YGzVWIix0eTAXgsX/G4Cirs0xpf/XIBbbxqLHsPEyCwL86UiUI8nJEACJJCdBMzjJzO6Fictm3dED333qHw5Zq3Ub/Dh5K7HrL9sAWqeh2n/MwETzfLkD5CvxlG4KlVKP4LDHplHbC9EYzQXO+7LJQvw0jdiUFxpLffo8mSPVrVwKFJbtSyj5vB3kQrFJy/wq8kbr8Tw3m3xvYDV0xSOoXFGZ1lSlSWvC9x7YXOPIRSbNo7MA9h70Ffjq69hDDCxpCLYUr5KlYnGaz7UR8MG2u5+7P1WQ//eFPky7sARNPz+efAwM/yEsb9KNeL5VmPY26h1iLbOQ7uQxmKoBuuJ51bT/fNZ03x7/bYY/idZLpbranzf5qj91XpMue1Zs6zpK8koCZAACWQ9gRpZ38MKHWyN4Vd0llRZ+plyO6as/hq6NCIJ1nZwC16YsVwe6vKw16WgE2sjYFvsX43X37OKxe+4Hq+vdhmEWxZilrZR/xwUFgCH9lt5tU+sH2hy48pSGKMjkOI9ad65I9QY2fz6CvPrUCd34xKJO5GEh61l6Uob2YQn54tBq6f2vvdfy7EqUgfschWD1igsrCfJ72OW56X1A3jj1dXQ5doLCnVspUjct3jNh8b4j+5tRbuv8cKLb6LiH791lkQPSL69BC2lzfb58sD7WCYeh0Pt9m3RTuTsXbQIi3S+y7nZju7Cotc3mdPYDj/A2eadvlK84H5Pb/9yvLTSLUE4fmXFa+e3xeAbr8d1rSW+/9/YWKU5IXW5kUCiCFAuCSSBQA4aYkDDvqPxyEXidpCHzQuTxqLHkLEY/F+6XyfnYpy9ry98y4NF14DkQTLhlmfxwvxnMWbUy9gYs4cg9tF7e8bvMebuJzHpgftxmf3Lv3a/7G9+TNC8/Q/Mu0/rnrkHE54TI+3uP+A6ebCpoRW2hR8MwDU/lNzPF2L4f03EhAeexARZArpm8X4jS3KSsvUYejna1QR0Sa//TU9i1qKFePT2P6D/LYuw+WjVVPjJtdeifyNg43Mi56YHhdmTuPW6sbhVvZsFQ3Dd+bWqJjhqrfjNh+8NuhbFYmTvXTkD/Uda4zPpgQcx5vaFxsBu/vPLMVj6iNIn0f/X9+PR+csx64GJUvZJvK5TM6qulSjQagCu6yPG7dH3MWHYH3Dr0wux6LknMUaWwyeU7qmEoFrof0kRvic13p5xMy673Z7Pw+bin8HvEJK7HlPkWhvzwAIsWvamfOmZgVlqp59aiJ+0kmxuJEACJJBjBHLSEAPq4Se/+TNev+dy9P9BYzQ8LMta5bJ/dQQNf1CI4mvPQ3M0xqW3XYP+zWvhyw+XYsqs9Wg3dgJuMN/64zlLOuO2yYPQ4KPVeGnJ+9hcszn6j70LTzovo3e5HCWXdRQDagcWPTsPLxzshScm9JJ4JB0aY/Cf7sKthU3R8JtN4tlYjY0NijBjgvWrvEg145onD/kn/3s0Lv1BPez9cDlKps/FrI9qoc+vrsTgiJZkBC3qF2Lio7ehuLA5DpeVCrPleOOLJrjgytugf4i3Tc0IdauVFcf5IGM8/P4/Y0rf1qjzlYzPkuV4afl6fJvfHOZdsrqdMd70sSnq7HgfTz72JEr+72sUXDQa1xVWqxMhKtdCjxvvwZNXdkabmjvwxvNzMWHOapQ3L8KU4ZX0Lp59JV64owidxIjcXLocC9fuQeHNd+G2H7mbbYqz29fHh8vnYcKUGZiyaBf0/bQnHxoC9cy5S/KcBEiABHKBQI1c6GS4PjY8ewAmlkzH6y8/g7dfk/3lx7Go5HoMFwPG1Dn1fEx8/HErb97dKO7aGBfcKuXMn1jQEs0x/FF3XNNk7z7a1PH8uQSIAaFtvDYaPaSIe6vdWh56TwXbmdi/NWoHCtRDp6vFyPibtvM4XrprANoUDMIslXVroSnVfOjdFdur3RqX3iXGpvZN+vX8XYPQqbYsC2mNpo2RryEKMVHl+HVq5ZVvivoOIdv0ldFo7ebn4daSR82fj1DGq+behYkXi2FpDKbmoflpRdl7GNbPYGJ3ibi3kzpi+F1343XD5BlR/CO5AAAQAElEQVS8Pe/PmDLUkWkVDKufPTZv2+zs0rYeoz1jU0FGVeeDw/nRQWLgWy2idlNccONdwT787VE8Obaz8SiZEqaP9vjpGEkfHxl9HpoHJ4YpFvIQso+FocdaBdRsjE5Db8Lz5k9aCE+dL1OvxAXyJUSzEVIe4PBxj0/DrlfiybnWXNaxvrWn9NMzjq1x6dS7vf3+wwB08njNTKs8kAAJkEBOEKiRE70M18mcSj+AN17Ud9+ATl3OcRl6OQWBnSUBEiABEiCBtCJAQyythiNeyuzArFvG4hrzno6+q/MgxowIvkc1YZD+/ad4tUU5JEACJEACsRJgORLwE6Ah5ieSFfH6aHNmU+wz750tx0tLSvH+wab4yaDReOn+UH9ENCs6zU6QAAmQAAmQQMYRoCGWsiGL8M5OtXVqjB6/moDn7Xd1rHez7kbM7xhVu30KIAGHAEMSIAESIIFIBGiIRaLDPBIgARIgARIgARJIIAEaYnGGS3EkQAIkQAIkQAIkECsBGmKxkmI5EiABEiABEkg/AtQowwnQEMvwAaT6JEACJEACJEACmUuAhljmjh01J4HcJMBekwAJkEAWEaAhlkWDya6QAAmQAAmQAAlkFgEaYuk/XtSQBEiABEiABEggSwnQEMvSgWW3SIAESIAESKBqBFgrmQRoiCWTNtsiARIgARIgARIgARcBGmIuGDwlARLITQLsNQmQAAmkigANsVSRZ7skQAIkQAIkQAI5T4CGmG8KHD9+HNm/s48cY84BzgHOAc4B3JoDvsd92kRz2hALdRGmzchQERIgARIgARLIFgJp0I90febnnCHmHohw88Jdhue59Y2J483x5hzgHOAcyL45EMvzPlyZRKfnlCGmF5cfqKb5d38ZxkmABEigkgRYnARIII0I+J/zGverFyrNXyYR8ZwwxBSu7g5APXd2TXPO3eGxY8fAnQw4BzgHOAc4BzgHMnsOuJ/tzrn/2a9x3d35Gk/GnvWGmEJ1g3TiGuquF5iGuuu5s2uceyXc0/yRA3/kwTnAOcA5wDmQhnPAea5r6DzX3edqI2i6hs7ujzvpiQiz2hBzg9TzcLsOiO6aryH3zP72w/Hj+HEOcA5wDmT/HKjsGLuf8XoebneMLc13zhMZZrUh5oBzYLpDPde9Ro0aqFWrFmrXrm32OnXqgDsZcA5wDnAOcA5wDmTXHHCe8/rM12e/2gDODvnouQTGq6lhsvasNcQcoA5IjevuWNA6CDoYNWvWRF5enlOMIQmQAAmkKQGqRQIkEA8CeXl50Ge/2gBqCzh2gdoIusP18cddWXE7zVpDzCGkEHXXuIa66wDormncSYAESIAESIAEcpOA2gK6q22gu1LQUHc9T8aelYaYA9AJFaSe656Xl2csYfCT9gSoIAmQAAmQAAkkmoAaYnl5eWZJUu0Epz3n3Amd9HiHWWmIuSEpQPeubkh3Ps9JgARIgARIgARym4DaBsePHw8YY2o3JItI1hliDjx3qOfOGrDCThZctkMCJEACJEACJJD+BNQ2cOwEtRl0V639oabFe886Q8wNKBTAvDy+mO9mxHMSIIEcJsCukwAJGAJ5eUHbIJTtYAol6JDVhpibmYLV3Z3GcxIgARIgARIgARJQAmoj6K7nydyz3hBzQ3WfJxMy20obAlSEBEiABEiABEIScNsI7vOQheOYmPWGmLJSoLrrOXcSIAESIAESIAESCEVAbQXdQ+VVLS16rawyxJINLzpeliABEiABEiABEsgGAomyMbLKEHMG2oHlhE46QxIgARIggcQSoHQSyBYCjg3hhInqV1YaYuFgJRpmuHaZTgIkQAIkQAIkkN4EUmUj5JQhlt5TgNplJgFqTQIkQAIkQAJVJ0BDrOrsWJMESIAESIAESIAEqkWg0oZYtVpjZRIgARIgARIgARIggQABGmIBFDwhARIgARJIQwJUiQSymgANsaweXnaOBEiABEiABEggnQnQEEvn0aFuuUmAvSYBEiABEsgZAjTEcmao2VESIAESIAESIIF0I5AOhli6MaE+JEACJEACJEACJJAUAjTEkoKZjZAACZAACaQPAWpCAulDgIZY+owFNSEBEiABEiABEsgxAjTE0nzAVzyzGB1L1mFbCD0j5YUoHnPStleXo+Odb2GFqbEXK+a/haf+edDEwh62rcOQOxfj1tKwJeKUUYZbpZ0hr5bHSV5uiGEvSYAESIAE0pMADbFKj8tOlExdjI6PfYRDgbrHYIyiO5fjKZfFdOj/VolBsxLzdgcKps/J4d1Y8sJKDPyT9EUMm44Tl2Lgs5tQ0bz5Bms/3IOn/h2nTpS9j37S3oi/7/WyOLYVk0SXrs9t9aandewYyv6+KsCwa8m7WLsvksLleKrE5i0MDPMn1uEfEevY8nZ/gkkPLsUkt6Fb9i+MuG+lZ87ZpRmQAAmQAAlkCIEsNcQSSb8Zzj9dsH22B2uPOe1sxwpjgB3Cio2OgXEMaz/eDzRpgq4nO+XSJNxXhgkPlKL4w2PoeM4ZKPnPApScfyo6HjuEbyuo2AK3/KEfVgxpUSGnSgkFLTC0CbD2o21eo++Dz/HydzXws06tqiQ2JZU+24Bb/u8Qul3UA+v/8ENc8l05JizZGV2VlmdgxfXn4ZWLmqLlFztxxbMbvCxCSTiwF+/tPoZv3Hm794vhF5iE7hyekwAJkAAJZAiBGhmiZ1qpec73GwHH9uG9MlutTbuw4ru6OCdfDIxPP7cTP8d7XwAtT89HS005th8rXliOrhPFIyLepyGzN6HceYZGytO6zv6pLP9J/YrLcluNN6njM45CUsEsFS7FpH8ek4h7EwPx5TLMO1wfE6/viSkXnYm+3dqib69OmHLVDy1d3cVRBu9S4DGUv1WKK+6WfqhX50+r8MpuTwWJHBQP4VJ0vFuWNyt4e/Lxs451gS/KsTxQT3T61x7srXcyhpwl1ZXH/JXoJ33tKG10vW8Vnvow9NKo8US6l25L3xIv5PKAl8jKfxdzHPZ/WomnPhUDxolPXI6p7mVXbTuQtxSecRLVQm0NG9UHTqiB2pLZsHYtOUbZTjgB+Sc3RMGPOmPSuS4W2zbhVvF6dZE+a7/7PbEBZTp8OpZP7MQGEfvKq8pduGo/X90jKYcw9QlJcxjs+QRTS4S9yvjTckx6a4+U0c0ex2fexeh7nfJ22gv/CtTp8sC7YtxpedmPleOVZ+w5K/K6PvURKnpMpRw3EiABgAxIoIoEalSxXm5X69gEffGdeL+sx9I28YJtOyUfE9rLQ3XHHvwD8tlWjhUHaqDXD5pJ5Bj+8cKbGL2pNm4dcT7eu7YFWn5ShiteVqMtUp5UdbYDn2DCbHkYN2qBkovE4nPSTdhKDJgTgE+lTX1wS9q293djgxo2Z/uH+FO8sukYWp5VgCFN/HlSMcq2t7QUv1i4G4cK2uIV9er0bIBDB7yVti18C6M/AYYM6IxeDbx5GsvvcjLOwUG88t5emM+x7VgiFkfLM1ugA2weHxzDRRcXiueoM25tchBTXyjFPAu3qVKpw57dWHtqe7x6ZSsZN5H1zCqUnFCAeb/qgBGNDuGpJR9BjRyxrhF+nEK0eFoLXHHKd/hvWeIdUfIvzGvUClMH5IcoGD6pYR3XGOw7ghY9OmHFzT2x4qcN8fW2rZj4hjBqfiaevjQfBSKm7wXnCZNO6Hq2lLugoaTUwa8vlbSrzkRLXd599CO83OB0vHLb+Vjc/QS8vPBdlJRJMXvbsOM7DPl1EdYXd0JLJ23TNygY3BWLh0gb3wS9etsW/gu3floDxVf2xNqbO6G4wdEQHlNbCAMSIAESIIEqEXA9BapUPzcr1WuGXqcAG3aIQYK9WPvpIXQ4vSk6tGuCDt99g+WbgEOffIMNNRqhV0dF9CnmfXQMHc7+AYa0rIM6zTtICGz7pBzbECkP9ucIlrywCfPQBDOuDeW1Ajp0+p48iL/BivWQzx6s+OQQLMNGou7ts/1Yfww4p8Wp7tQYz/di8dt7UH7aGXj6lwUoUK9Or86mLwEBO9ehuFR4FJ6DiefUCSR7TvJPxxDht7ZsJ8x7du/uxJzv6mDoj1WnTw2rlmedieKzThbP0akYcnELdD0mhtv7YpSgCp9Gp6K416nIP6ODrWsTjB7cCi1Pa4UhBaLjvkPYBf1YbYceJ8337eLV2/BtDdQ5fBBrD9THhKEdUFDjEF55bDG6/mWrr3DF6KHyrZj+jixf55+M83X5un0HFP/oVDRsUBf5/3Eqzpcq33wrhGrUQcNGtSCaok69hsKkLurUljL1akoJoFGjhshvUgf4507MOVwHI/7zTBScWActL2gmMvQLw25TTg8t27dCX58BXnCWzMszGqLlWadjoCwbb9sjOknhvd8dleMx7Nr3HWo3aIYrLu0QMN4ASB43EiABEiCB6hKgIVYlgg3R9XR58Ol7Yvt2YsUXJ6BXu3ygZT561ZMH3793Y+0WeZid1gRdlfC2vcb42VD6LnTJSXf1GKkHBpHyHN3ESzH1k2Po2u2HIT1MplhBa1ydfwwr/r0T2L0TS8pPwEWdTjVZnsMpdfB9SVj/efDhLNEYty/xD/FKFTQ/GQ3D1HjlHzuxofbJmBDRM9QQAzvVB3bswpIDovO/9gD5+fiZumhsHh5D8eQ6aCrtGaNEwkpvMga13ZUa1RWDyUqoLXnWmRzttkOOk2R7tgOfYMITZXjvzHPw3m2dxVu0F8UPy5Lhni/wjy+Abq1O8RT3RD7ZZOZBl4c34KlvG2KKGDj5WmDPdsyZvRIDp74uS9ib8IqmVWLftv2glLaXKmUpseOdtoxjYnlLjm6hlk7dTjktg28OYpucdPjZ2ZjY/Cienvcmusgyp2cJV/K5kQAJkAAJVJ+A+zFUfWnZLMHXt5btxINwbB/WLtmDJSc0wvlttUAz8yL/hm1lWLED6FrQzHgx0LK+MX7O6X4u1t/RL7jr8lCkPBWpe6NmKCmsg7X/V4qnPg0+VDUruDdBvzPrYtumnVjxXjnW5p+KYbqWFSxgndU4FV3FRij7QHTcZyXFfmyAgkZA2We7LU9WiIoDBcTAY7sx9tkyRPJf1RHPT98a+7GkdBNe+RQ4R5YljTHSsiE6yqz8x3ZdtrUb2H3IeKxaNm5oJ/gCQXLYTir/WjxI9nmlg1jGwhG6/gvME+/TwM6ide1T8etrO+CKE/Zg9IMbMKfGyRjRTQx1p6w/bGm9rL+i+Hysv+08DDxFOozPUfLEv1ByIB/Tr5WlxgltMdBfL0q85al1pURdjP+Na47JfJtXYSlbisWy1cjHkGv7iKH5I0w85QieemkdrD9pEktlliEBEiABEoiFQI1YCrFMCAJtm6LXCd/hxfXfAC1PxjmwPuZF/i/24OUDdcRL5hgOLTDwjBr4R+m/8NQHu1G+ey/K3n0Xc/6pdSLlab61dxjwQ9zS6BCmzi7FijAGVH6PU9H3wB5M+sfBoGFjVXcdG2LIRc1kCVWNWsQ+rgAAEABJREFUhpWYumQTlqyRfcU63PrMv4wnxFXYd5qPvmeKgbHjUxS/uhXbdu/GhiXvY566T5yS9Qowoa+sb4nX5+pIf+urXisMbA4sWfkplh+rjyt6SB0j43QMObMGtn3wEUoMq88xb/52rK3dBEN+JG2bMsFDQb6kffM5ZqwRrp98hCml6hUK5lfuLLaxMDLFS9cSh/Dc3zehTMazfN8J6JB/gnFyol4dNEKEj/2yfr4uJwaKHUT5AYmcUBO18R22r/gca+D61DvByPzH5q0ol6VCk3NiDfFMHsI/xAO791uxRjvmY+AJBzFj3jqs/WyvzLPPseKFf2GtKVz5wwrxhM375CAO4QQ0rcdbReUJsgYJVI8Aa+cGAd5dqzzOrTCwbQ3s/e4Y+n6/RVBKxyboK2l76zVEt5ZOshhlQzth/CmHMGN+KXo9+CaGvnEQdfS9IPGZ9Qqb59SXULwTI65ti4EQA+qJddav6eD71GuNgS2/w7Z9dTHkx018ma7o6Z0w79cFGNHkCF5cU4bi/5V95efY1qCRWQJ0laxw2nLAuZhTWFcMyQ3o92Aprl5/RB7S3mINCwvxtHjwNpT+A7eGNYzqoG9n0VFZtRQDsp4jowbOubQQJQU1MMeweh9T9jVBybWFsuzrlAmGLS84E8Xi4Xvlf0vR94U96PsjkRnMruRZpHHyiSrohDkDTkb+jjIMlPHs9di/MA+nYs61BRh4YKekhRkjn5hg9HSM6F4fjbd9gn4Pr8WUIw3QLZgJnHwGRrQ9AbvWb0CvB961PFMdz8Bo8aYtWVGKrv+9AdvqFWDisBbosu9zjPjvN9Hr4XWY8k0NuGanW2LU86Ynfocpz65El3vfQvGOWvj14E7oFbUWC5AACZAACVSGQI3KFGZZL4FzflkEXWos+Q/xyjhZ9c5EiSwHrb/lR+jgpGkoy1dXXNsHaydYy0Zrb+5hvzgumRHyel0l5XUJU4qhQQGm/MGKi50CT57mO3vLZhh4shMJE57SFrdcF9Rn/R+LMGdIK2hPWl4kS2Z3nGs/dKXNO/phXmB5qy7OuagHFjv9KBYDSdtqKcadlJtSqO3VQIGRUYQpYrRpSsi98FzDb/21bU27gTI1mqDvsJ5BVtJGXzE4rHyfPvWa4dfXWePw3i3nom9flXk+RrS0SvsZ+ePevkqdCGMhua6tBvLPLcQcHQ/p9/oJwu+qH+Kclm09Y+SqIKf5GFEs43dVgZz7N2H2U5uryJrx006YInLd3HsN64P3JG39BHts1Di3+76++IfQLtc544coudnioTq9cm0Hkw4U+ORp+/40Wz97vnW4KDgG793SE8Vn19VKCdwpmgRIgARyj0CN3Otylvb42/0oW/EuJm6rgSu6FngNmyztMrtFAiRAAiRAAplOgIZYCkcwfk2X46n/XoWByw+iy3+cg/FncVjjx5aSSIAESIAESCBxBPjEThzbJEq2l5Qm9EHJT/OT2C6bIgESIAESyCACVDUNCdAQS8NBoUokQAIkQAIkQAK5QYCGWG6MM3tJArlJgL0mARIggTQnQEMszQeI6pEACZAACZAACWQvARpi2TW27A0JkAAJkAAJkEAGEaAhlkGDRVVJgARIgARIIL0IUJvqEqAhVl2CrE8CJEACJEACJEACVSRAQ6yK4

Sie können das vollständige Artefakt hier einsehen: Claude MoM Vergleichsbericht

Das Fazit? Wenn es um visuell ansprechende Berichte geht, hat Claude immer noch die Nase vorn gegenüber ChatGPT.

Gemini gab anfangs eine ziemlich mittelmäßige Antwort

Als wir die MoM-Vergleichsdaten an Gemini übermittelten und es baten, einen Bericht für einen vielbeschäftigten CMO zu erstellen, gab es einige Annahmen und Inkonsistenzen.

Beim ersten Versuch scheiterte Gemini in mehreren Bereichen:

• Ungenaue Datenrepräsentation: z.B. eine unsinnige Behauptung eines „100% Rückgangs“.
• Mangelnde Umsatzklarheit: keine klare Sicht auf die Pipeline oder Umsatzverluste, um Budgetentscheidungen zu leiten.
• Fehlende umsetzbare Empfehlungen: keine konkreten Empfehlungen zur Schließung der Lücken.

Als Gemini (2.5 Flash) gebeten wurde, Visualisierungen zu erstellen, baute es ein codebasiertes Dashboard. Es hakte endlos, und die angezeigten Daten waren ungenau.

<img width=“624” height=“392” 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

Allerdings lieferte das Upgrade von Gemini (2.5 Flash) auf Gemini (2.5 Pro) deutlich bessere Ergebnisse.

Das hat Gemini (2.5 Pro) richtig gemacht:

• Präzise Dateninterpretation mit korrekten Zahlen und Analysen.
• Wichtige Probleme wie Tracking-Lücken, mobile Ausschlüsse und Budgetverlauf wurden markiert.

Wo es schwächelte:

• Oberflächliche demografische Analyse ohne Anleitung zur Geschäftsstrategie.
• Konnte keine Diagramme erstellen; stattdessen wurde ein eingeschränktes Dashboard produziert (siehe unten).

Abschließend lieferte Gemini einen soliden, sicheren Managementbericht, der Probleme identifizierte und nächste Schritte vorschlug. Es fehlte jedoch die strategische Tiefe und Wachstumsvision, die ein CMO für wichtige Budgetentscheidungen benötigt.

Optmyzr hilft Ihnen, Berichte zu erstellen, über die Sie sprechen können

Mit Optmyzr müssen Sie keine Hindernisse überwinden, Tabellen extrahieren, Modi wechseln oder die Daten auf Genauigkeit überprüfen. Sie können Berichte mit einem einfachen Prompt erstellen oder mit vorgefertigten Vorlagen beginnen.

<img width=“399” height=“404” 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

Wenn Sie KI verwenden, können Sie direkt mit vorgefertigten Eingabeaufforderungen loslegen. Bevorzugen Sie eine individuelle Einrichtung? Beschreiben Sie einfach, was Sie in Ihrem Bericht wünschen, und wir erstellen es für Sie.

<img width=“465” height=“393” 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

Der echte Unterschied? Sobald Ihr Bericht fertig ist, können Sie mit der integrierten KI (Sidekick) von Optmyzr sprechen. Sie erspart Ihnen das mühsame Durchsuchen von Diagrammen oder Folien.

Bitten Sie sie einfach, die wichtigsten Punkte zusammenzufassen, Bereiche hervorzuheben, die gut abschneiden, und solche, die verbessert werden müssen.

Wenn ich ein vielbeschäftigter CMO wäre, wüsste ich, dass ich einen Bericht bevorzugen würde, mit dem ich tatsächlich ein Gespräch führen kann, und nicht nur einen, den ich lesen muss.🫡

Sobald der Bericht fertig ist, hilft Optmyzr sogar bei der letzten Meile: das Erstellen der E-Mails für Ihre geplanten Berichtslieferungen, sodass Sie keine zusätzliche Zeit damit verbringen müssen, die Geschichte für Ihren CMO oder Kunden aufzubereiten.

<img width=“390” height=“502” 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

Anstatt sich mit Widgets herumzuschlagen oder darauf zu hoffen, dass ein AI-Deck richtig landet, bietet Optmyzr Ihnen einen Reporting-Workflow, der sowohl intelligent als auch wiederholbar ist.

Test 3 → AI-Saisonalitätsanalyse im PPC: Nachfrageprognose mit GPT, Claude, Gemini

Ziel des Anwendungsfalls: Wie können PPC-Marketer AI-Tools für die Saisonalitätsanalyse nutzen, um die Nachfrage vorherzusagen, Budgets zu optimieren und den ROAS in Spitzen- und Flautenzeiten zu verbessern?

ChatGPT hat einen cleveren Plan entwickelt..

Wir starteten den Test mit ChatGPT 5 (sofort), und es entwickelte einen Plan für die Saisonalitätsanalyse:

<img width=“624” height=“423” 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

Es begann mit einer Zeitreihenzerlegung und erklärte die Ergebnisse klar, selbst für jemanden, der nicht tief in der Statistik steckt.

Die Ausgabe enthielt das folgende Diagramm mit klaren Erklärungen:

Ebenso wurden uns Muster für Wochentage und monatliche/vierteljährliche Trends präsentiert:

Insgesamt waren die Diagramme klar und leicht zu interpretieren, und der begleitende Text machte die Daten noch zugänglicher.

Wenn Sie tiefer in die Durchführung einer Saisonalitätsanalyse mit ChatGPT eintauchen möchten, finden Sie hier einen Artikel, der helfen kann!

Claude war anfangs etwas von den Daten überwältigt

Claudes Antwort war aufgrund unseres großen Datensatzes (über 900 Tage) nicht sofort verfügbar und benötigte einige Zeit zur Verarbeitung.

Sobald es jedoch fertig war, produzierte es ein umfassendes Dokument.

Im Gegensatz zu ChatGPT enthielt es standardmäßig keine Diagramme, aber mit ein paar zusätzlichen Eingaben können Sie diese leicht generieren. Die Analyse selbst war detailliert, nützlich und vor allem so erklärt, dass sie jeder nachvollziehen konnte.

Es ging sogar noch einen Schritt weiter, indem es die Leistung für Q4 2025 und Q1 2026 vorhersagte, was ziemlich beeindruckend war:

<img width=“442” height=“277” src=“data:image/png;base64,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

Als nächstes folgte ein strategischer Aktionsplan, gefolgt von einer Checkliste mit wöchentlichen Aufgaben.

Insgesamt lieferte Claude eine solide Analyse, aber meiner Meinung nach hat ChatGPT mit diesem Datensatz bessere Arbeit geleistet. Ein intelligenter Workflow könnte sein, Einblicke mit ChatGPT zu extrahieren und dann Claude zu nutzen, um diese Erkenntnisse in einen Aktionsplan oder eine Checkliste umzuwandeln.

Auch Gemini hat großartige Arbeit geleistet

Schließlich lieferte auch Gemini (2.5 Pro) starke Ergebnisse.

Es generierte eine Vielzahl von Diagrammen, darunter Konversionsprognosen, Anomalieerkennung, vierteljährliche Muster der Kosten pro Konversion und monatliche Trends.

Interessanterweise produzierte Gemini mit demselben Prompt auch zusätzliche Visualisierungen wie eine Analyse der Kosten pro Konversion nach Wochentagen und Konversionen mit Anomalien.

<img width=“624” height=“379” 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

Die erstellten Diagramme waren ebenfalls klar und leicht zu interpretieren, wie Sie unten sehen können:

<img width=“517” height=“319” src=“data:image/png;base64,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

Ein kleines, aber nützliches Detail: Gemini ermöglicht es Ihnen auch, die Diagramme sofort herunterzuladen (sehen Sie sich das Symbol in der Ecke an), etwas, das GPT nicht bietet.

Insgesamt hat sich Gemini als überlegen erwiesen, wenn es darum geht, klare und zuverlässige Saisonalitätsanalysediagramme zu erstellen. GPT hat zwar einen Vorteil bei der Bereitstellung detaillierter Erklärungen, aber mit ein paar zusätzlichen Eingaben kann Gemini die Erkenntnisse genauso effektiv aufschlüsseln.

Möchten Sie sich den Aufwand ersparen, endlose Eingaben zu schreiben, nur um eine Saisonalitätsanalyse durchzuführen?

Wir haben ein Saisonalitätsanalysetool mit Lovable entwickelt, das es super einfach macht. Laden Sie einfach Ihre CSV-Datei hoch, keine Mega-Eingaben, kein Hin und Her, und Sie erhalten eine klare, detaillierte Analyse.

Laden Sie Ihre Daten hoch und erhalten Sie sofort eine klare Saisonalitätsanalyse. Benötigen Sie eine schnelle Zusammenfassung? Klicken Sie einfach auf In einfachem Deutsch erklären für eine einfache Aufschlüsselung.

Wenn Sie auf Vollständige Analyse anzeigen klicken, erhalten Sie eine Vielzahl von Optionen: Saisonalitätsfokus, Dekomposition, Statistiken, Geschäftseinblicke und sogar eine Kampagnenansicht, alles mit einer praktischen Seitenleiste, die die Diagramme erklärt, während Sie fortfahren.

Schon neugierig? Probieren Sie unser Saisonalitäts-Analysetool hier aus!

Test 4→ Erhalten Sie schnelle Einblicke in Stärken, Schwächen und Verbesserungen in Ihrem PPC-Konto

Ziel des Anwendungsfalls: Wie können PPC-Marketer KI-Tools nutzen, um schnell Stärken, Schwächen und Optimierungsmöglichkeiten in der Leistung ihres Google Ads-Kontos zu identifizieren?

Claude interpretierte die Daten überraschenderweise falsch (beim ersten Versuch)

Claude hat die Daten beim ersten Versuch überraschenderweise falsch interpretiert. Obwohl es oft mein Favorit zum Zusammenfassen von Zahlen ist, war die Antwort diesmal voller Fehlberechnungen.

Hier sind die größten Genauigkeitsprobleme, die ich festgestellt habe:

• Behauptete, die Konversionsrate „stieg um 193%“, obwohl sie tatsächlich um 43% gesunken ist.
• Gab an, „die Gesamtanzahl der Konversionen stieg um 59%“, obwohl sie tatsächlich um 69% gesunken ist.
• Berichtete, „Kosten pro Akquisition sanken“, obwohl die Konversionen eingebrochen waren.
• Lobte „bemerkenswerte Verbesserungen der Konversionseffizienz“, obwohl die Leistung eindeutig verschlechtert war.

Auf der anderen Seite….

ChatGPT war bei seiner Analyse weitaus genauer

• Markierte korrekt eine Kostenreduktion von ~22% (tatsächlich: -21,6%)
• Notierte genau einen Rückgang der Klicks/Interaktionen um ~50% (tatsächlich: -45,6%)
• Identifizierte korrekt einen Einbruch der Konversionen um ~69% (tatsächlich: -69,0%)
• Hob korrekt einen Rückgang der Impressionen um ~14% hervor (tatsächlich: -15,1%)
• Identifizierte den Rückgang der CTR als Hauptursache für die Leistungsschwankungen

Hier sind einige Empfehlungen, die es basierend auf den identifizierten Stärken und Schwächen gab:

<img width=“624” height=“261” 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

Trotzdem wollte ich Claude den Vorteil des Zweifels geben (nennen wir es Bevorzugung), also führten wir den Test erneut durch.

Gleicher Prompt, gleiches Dokument, und diesmal lieferte es die bisher beste Antwort.

Was in dieser Antwort auffiel:

• Umfassend, mit detaillierter Analyse auf Kampagnenebene
• Professionelle Formatierung mit klaren Abschnitten und Prioritätsstufen
• Empfehlungen sauber nach hoher/mittlerer/niedriger Dringlichkeit geordnet
• Liest sich mehr wie ein ausgefeilter Agenturbericht als ein KI-Output

Das Risiko, sich auf KI für die Genauigkeit von PPC-Daten zu verlassen

Was wäre, wenn ich weitergemacht hätte, ohne zu überprüfen, ob die Antworten tatsächlich korrekt waren?

Das ist das Risiko, das KI-Tools manchmal mit sich bringen.

Und vergessen wir nicht ihren immer überzeugenden Ton, der alles richtig klingen lässt.

Das Problem bei allgemeinen KI-Tools wie Claude oder sogar GPT ist, dass sie großartige Redner sind, aber nicht immer gut mit Zahlen umgehen. Zum Beispiel behauptete Claude, die Konversionen seien „um 193 % gestiegen“, während sie in Wirklichkeit um 69 % eingebrochen waren.

Das ist kein kleiner Fehler; es ist die Art von Fehler, die völlig falsche strategische Entscheidungen hervorrufen könnte.

Gemini lieferte konversionsfokussierte Einblicke

Die Antwort von Gemini war kurz und prägnant.

Es hat einen guten Job gemacht, kritische Probleme zu identifizieren und gute Vorschläge zu geben.

Allerdings hat es breitere Trends zur Kontoeffizienz übersehen und keinen ausreichenden Kontext zu absoluten Volumengrößen geliefert.

Finden Sie Ihre PPC-Stärken, Schwächen und Lösungen mit Optmyzr Sidekick

Mit ChatGPT, Claude oder Gemini müssen Sie zunächst Ihre Daten extrahieren und formatieren und dann die KI sorgfältig anleiten, um Einblicke zu erhalten. Sobald Sie die Einblicke haben, müssen Sie sie gegenprüfen, um sicherzustellen, dass die Antworten korrekt sind.

Mit Optmyzr Sidekick AI sparen Sie sich den Aufwand, Daten hochzuladen, Eingabeaufforderungen zu schreiben und zu hoffen, dass die KI die Mathematik nicht vermasselt.

Sobald Sie sich einloggen, arbeitet es bereits für Sie.

👉 Jede Sitzung beginnt mit drei Dingen, die Vermarkter am meisten interessieren:

• Ein klarer Erfolg: was diesen Monat gut funktioniert
• Eine Schwäche: wo die Leistung nachlässt
• Eine Empfehlung: der nächste Schritt, den Sie sofort umsetzen können

💡Und wenn Sie tiefer eintauchen möchten? Sie müssen keine Abfrage erstellen oder einen Bericht exportieren. Geben Sie einfach ein oder fragen Sie:

• „Welche Kampagnen geben diese Woche zu viel aus?“
• „Welche ist meine am besten konvertierende Landingpage?“
• „Wo ist die CTR im Vergleich zum letzten Monat gesunken?“

Sidekick antwortet sofort, mit dem richtigen PPC-Kontext integriert.

Und das ist der Unterschied. Ein allgemeiner KI-Assistent kann über alles sprechen, aber er kennt nicht Ihre Google Ads-Metriken, ROAS-Ziele oder Budgetstrategien. Sidekick schon.

Test 5 → KI-Metrikvergleich im PPC: Klicks vs. Kosten-Genauigkeitstest

Ziel des Anwendungsfalls: Wie können PPC-Marketer KI-Tools nutzen, um wichtige Metriken wie Klicks vs. Kosten in Google Ads-Kampagnen genau zu vergleichen?

Hinweis: Wir begannen damit, der KI denselben umfassenden Datensatz wie in früheren Tests zu geben, um zu sehen, ob sie in der Lage ist, die Daten für den angegebenen Monat genau zu extrahieren und Diagramme zu erstellen.

Stärken und Grenzen von ChatGPT in der Klicks vs. Kosten-Analyse

ChatGPT hat die Daten korrekt verarbeitet und ein genaues Diagramm erstellt.

Der einzige kleine Nachteil war, dass sich die orange Linie gelegentlich mit der blauen vermischte, was es etwas schwieriger machte, sie zu unterscheiden.

Obwohl es nicht sofort zusätzliche Einblicke bot, konnte durch eine kurze Nachfrage leicht eine detailliertere Analyse abgerufen werden.

Gemini liefert präzise Einblicke mit klaren Erklärungen

Gemini hat sowohl die Analyse als auch die Interpretation der Daten perfekt gemeistert.

Es wurden keine Ungenauigkeiten eingeführt und die Höhe- und Tiefpunkte wurden korrekt hervorgehoben, als der vollständige Datensatz von 2024–2025 eingegeben wurde.

<img width=“624” height=“291” src=“data:image/png;base64,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

Dies zeigt, dass Sie keine Daten manuell für einen einzelnen Monat extrahieren müssen, um eine genaue Analyse zu erhalten, im Gegensatz zu Claude (mehr dazu unten).

Mit Gemini können Sie auch nach tiefergehenden Erklärungen fragen, und es liefert diese präzise.

Claude hatte Schwierigkeiten mit der Genauigkeit von PPC-Metriken

Als ihm Daten für das vergangene Jahr gegeben wurden, enthielt Claudes Ausgabe mehrere Probleme:

• Meldete den falschen durchschnittlichen CPC
• Übersah den bedeutendsten Datenpunkt (17. Juli, mit 560 Klicks), das Diagramm zeigte nur ~90 Klicks für diesen Tag
• Behauptete fälschlicherweise einen Leistungsanstieg vom 24.–31. Juli, obwohl der 24. Juli nur einen Klick hatte

<img width=“506” height=“434” 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

Was geschah, als wir ihm nur die Daten für Juli 2025 gaben

Diesmal schnitt Claude viel besser ab. Es:

• Erfasste korrekt den Höhepunkt am 17. Juli (und andere wichtige Datenpunkte)
• Erstellte eine korrekte Skalierung der dualen Y-Achse für eine einfachere Interpretation
• Hervorhebung der wichtigsten Erkenntnisse klar in einem gelben Hinweisfeld

Warum das Metrik-Vergleichs-Widget von Optmyzr besser ist als GPT/Claude/Gemini für den Vergleich von Metriken

Wenn Sie nur zwei Metriken vergleichen müssen, zum Beispiel Klicks vs. Conversions, könnten Sie Ihre Daten exportieren, in GPT, Claude oder Gemini eingeben und es auffordern, die Beziehung zu visualisieren oder zusammenzufassen.

Aber seien wir ehrlich: Das sind viele zusätzliche Schritte.

Sie müssen die Daten vorbereiten, den Kontext in Ihrem Prompt erklären, vielleicht erneut fragen, wenn das Diagramm nicht ganz stimmt… und Sie werden diesen ganzen Prozess wahrscheinlich jedes Mal wiederholen, wenn Sie die Metriken wechseln möchten.

Außerdem spielen Sie manchmal mit der Genauigkeit.

Wie wir bei Tests mit mehreren Tools gesehen haben, interpretieren einige Tools es völlig falsch, zeigen falsche Spitzen, übersehen kritische Einbrüche oder berechnen Metriken wie Kosten pro Klick falsch.

Am Ende müssen Sie jede Zahl doppelt überprüfen und Daten für genaue Datumsbereiche extrahieren, nur um sicherzustellen, dass Sie keine völlig ungenauen Antworten erhalten, die zu falschen Geschäftsentscheidungen führen könnten.

Mit dem Optmyzr’s Metric Comparison Widget ist es einfach… integriert. Zwei Klicks, und Sie sehen sofort jedes beliebige Paar von Metriken, das Sie möchten.

Möchten Sie von Klicks vs. Kosten zu Kosten vs. Conversions wechseln? Einfach das Dropdown-Menü ändern.

Möchten Sie das Rauschen glätten und wöchentlich statt täglich anzeigen?

Ändern Sie die Frequenz und es ist erledigt.

Das Beste daran? Das Widget zeigt nicht nur die Linien. Es bietet Ihnen eine KI-gestützte Zusammenfassung direkt neben dem Diagramm, die speziell für den PPC-Kontext geschrieben ist.

<img width=“624” height=“273” 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

Anstatt also zu versuchen, eine nützliche Interpretation aus einer allgemeinen KI herauszuholen, erhalten Sie sofort eine klare, kampagnenorientierte Erkenntnis.

Untersuchen Sie Metriken mit dem PPC Investigator

Der Vergleich von zwei Metriken ist ein guter Anfang, aber was, wenn Sie tiefer graben und tatsächlich verstehen wollen, warum sich die Leistung verändert hat?

Hier kommt der Optmyzr’s PPC Investigator ins Spiel.

Mit nur wenigen Klicks identifiziert er das genaue Element, das eine Metrik nach oben oder unten treibt, sei es ein Keyword, eine Platzierung oder sogar ein ganzes Netzwerk.

Anstatt also nur zu sehen, dass die Conversions im letzten Monat zurückgegangen sind, können Sie sehen, was den Rückgang verursacht hat und schneller Maßnahmen ergreifen.

Und um die Analyse noch intuitiver zu gestalten, enthält PPC Investigator einen farbenblindfreundlichen Modus mit Symbolen, die positive oder negative Trends deutlich anzeigen.

In Aktion sehen: Möchten Sie sehen, wie das in einem echten Konto funktioniert?

Im folgenden Video zeigen wir, wie Sie mit dem PPC Investigator und anderen Optmyzr-Tools Änderungen in Ihrer PPC-Leistung untersuchen können. Sie werden sehen, wie schnell Sie erkennen können, was sich geändert hat, warum es passiert ist und was als Nächstes zu tun ist.

Wo sich PPC-Profis auf Optmyzr verlassen (über AI-Assistenten hinaus)

Generische AI-Tools werden im PPC immer Grenzen haben. Sie kennen weder Ihre Konten, noch Ihre Budgets oder Geschäftsziele; sie generieren nur Wörter und Zahlen basierend auf den Daten, die Sie bereitstellen.

Optmyzr wurde von Grund auf für bezahlte Medien entwickelt. Das bedeutet:

• Anzeigentext-Tools, die RSAs ohne Compliance-Risiken verbessern.
• Berichte, die Sie mit Sidekick abfragen können, anstatt sich mit Präsentationen herumzuschlagen.
• Diagnosetools, die das „Warum“ hinter jeder Leistungsverschiebung finden.
• AI-Audit-Zusammenfassungen, die sofort Stärken, Schwächen und verpasste Chancen in Ihrem Konto aufzeigen.
• Wettbewerber-Widgets, die die wichtigsten Ein- und Aussteiger in Ihren Auktionen anzeigen.

Während Claude, Gemini und ChatGPT brainstormen können, hilft Ihnen Optmyzr zu handeln.

Sehen Sie den Unterschied in Ihren eigenen Konten. Starten Sie heute eine voll funktionsfähige 14-tägige Testversion — keine Kreditkarte erforderlich.

FAQs zur Nutzung von AI für PPC

1. Kann AI tatsächlich hochkonvertierende Google Ads schreiben?
A. Ja, aber nicht zuverlässig. AI-Tools wie ChatGPT, Claude und Gemini können RSA-Texte schnell generieren, aber sie klingen entweder formelhaft, machen risikobehaftete Compliance-Aussagen oder fehlen emotionale Wirkung. Diese Entwürfe müssen noch von erfahrenen Textern überarbeitet werden, um veröffentlichungswürdig zu sein.

2. Ist AI gut genug, um mein PPC-Berichtsdashboard zu ersetzen?
A. Noch nicht. GPT neigt dazu, klare, aber schlichte Zusammenfassungen zu erstellen; Claude fügt oft bessere Visualisierungen hinzu, kann aber Daten falsch darstellen; Gemini verbessert die Genauigkeit im Pro-Modus, hat aber immer noch Schwierigkeiten mit der Strategie.

3. Kann AI Saisonalität und Budgetspitzen für PPC vorhersagen?
A. Es kann, mit Vorbehalten. GPT erklärt Muster gut, Claude erstellt detaillierte Pläne, und Gemini generiert zuverlässige Diagramme. Aber AI benötigt sorgfältig formatierte Daten und mehrere Eingabeaufforderungen.

4. Werden AI-Tools Stärken und Schwächen in meinem Google Ads-Konto erkennen?
A. Manchmal. GPT ist bei Mathematik genauer; Claude kann sich verrechnen, verbessert sich aber bei Wiederholungen; Gemini ist sicher, aber oberflächlich. Das größere Risiko: ein übermäßig selbstbewusster AI-Ton, der Fehler verbirgt.

5. Kann AI PPC-Metriken wie Klicks vs. Kosten fehlerfrei vergleichen?
A. Teilweise. GPT und Gemini bewältigen es normalerweise, obwohl Gemini sauberere Diagramme liefert. Claude ist inkonsistent und erfindet manchmal Zahlen.

6. Sollte ich AI überhaupt mit PPC-Strategie vertrauen?
A. Nutzen Sie AI für Entwürfe, Brainstorming und Datenexploration, nicht als alleinigen Entscheidungsträger. Betrachten Sie es als Praktikant: schnell, hilfreich, aber beaufsichtigungsbedürftig.