Enterprise Account Expansion Plan
Enterprise Account Expansion Plan is a fictional OPF example for sales teams. It demonstrates a realistic presentation structure with catalog-backed design and content payloads.
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Metadata
Source JSON
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",
"alt": "Sales background image",
"mediaType": "image/png",
"description": "Original abstract demonstration artwork for this fictional organization. MIT licensed with OpenPresentation/opf; generated by scripts/gallery-artwork.mjs (v2). No fonts or external images are used."
},
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",
"alt": "Sales field context",
"mediaType": "image/png",
"description": "Original abstract demonstration artwork for this fictional organization. MIT licensed with OpenPresentation/opf; generated by scripts/gallery-artwork.mjs (v2). No fonts or external images are used."
},
"demo-video": {
"src": "./media/atlasworks-demo.mp4",
"title": "Sales walkthrough",
"mediaType": "video/mp4"
},
"metric-data": {
"src": "./data/enterprise-account-expansion-plan.csv",
"mediaType": "text/csv",
"title": "Enterprise Account Expansion Plan data"
},
"watermark": {
"src": "data:image/png;base64,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",
"alt": "AtlasWorks watermark",
"mediaType": "image/png",
"description": "Original abstract demonstration artwork for this fictional organization. MIT licensed with OpenPresentation/opf; generated by scripts/gallery-artwork.mjs (v2). No fonts or external images are used."
}
},
"extensions": {
"example": {
"folder": "business-functions",
"density": "medium",
"scenario": "enterprise-account-expansion-plan",
"generatedBy": "scripts/generate-example-suite.mjs"
}
},
"catalogs": {
"default": {
"source": "https://www.pptx.gallery",
"narratives": {
"problem-solution": {
"name": "Problem → Solution",
"summary": "Classic business arc: name the pain, raise the stakes, present your fix, show how it works, prove it, ask. The default for sales decks, internal proposals, and most general business presentations.",
"audienceFit": [
"customers",
"stakeholders",
"executives",
"internal-teams"
],
"duration": {
"min": 5,
"max": 30
},
"tags": [
"business",
"sales",
"general",
"proposal"
],
"beats": [
{
"id": "hook",
"name": "Hook",
"description": "Open with a striking question, statistic, customer quote, or moment that earns the audience's attention. The goal is to make them want to hear what comes next, not to convey information.",
"layout": "statement"
},
{
"id": "problem",
"name": "The Problem",
"description": "Name the pain in concrete terms. Make it visceral and specific — describe who hurts, how, and what they're trying to do today that isn't working. Avoid abstractions; use real examples or scenarios the audience recognizes."
},
{
"id": "stakes",
"name": "Why It Matters",
"description": "Quantify the cost of inaction or the upside of action. Use numbers, trends, customer impact, competitive pressure — whatever makes the audience feel the size of the problem and care about solving it now rather than later."
},
{
"id": "solution",
"name": "The Solution",
"description": "Reveal your approach and what it produces for the customer. Lead with the outcome, not the architecture. Keep it concrete: what does the audience get, and what changes for them?"
},
{
"id": "mechanism",
"name": "How It Works",
"description": "Show the moving parts that make the solution credible. Walk through the key mechanism, workflow, or technical insight that explains why this approach succeeds where others have failed. Enough detail to earn trust; not so much that you lose the room."
},
{
"id": "evidence",
"name": "Proof",
"description": "Demonstrate the solution works. Use customer logos, before/after metrics, demos, case studies, third-party validation — whatever de-risks the claim. One strong piece of proof beats three weak ones."
},
{
"id": "ask",
"name": "The Ask",
"description": "State a clear, specific call to action. What do you want the audience to do, decide, or commit to next? Make the smallest credible ask that moves things forward, and make it unambiguous.",
"layout": "list"
}
]
}
},
"audiences": {
"investor": {
"name": "Investor",
"summary": "Angel investors, VCs, or institutional investors evaluating financial viability, market opportunity, and team.",
"description": "Angel, venture, and institutional investors judging financial viability, market opportunity, and the team. Lead with traction, size the market (TAM, SAM, SOM), make the moat and differentiation explicit, and show financial projections with their assumptions stated. Moderate chart density; 12-20 slides.",
"seniority": "mixed",
"technicalFluency": "medium",
"decisionPower": "decision-maker",
"attentionBudgetMinutes": 30,
"recommendedNarratives": [
"heros-journey",
"problem-solution"
],
"recommendedTones": [
"persuasive",
"authoritative",
"inspirational"
],
"tags": [
"external",
"capital",
"fundraising"
]
},
"regulatory": {
"name": "Regulatory / Compliance",
"summary": "Government agencies, auditors, or compliance bodies reviewing adherence to rules and standards.",
"description": "Government agencies, auditors, and compliance bodies reviewing adherence to rules and standards. Lead with evidence, date-stamp material, cite document references, and map each claim to the requirement it satisfies. Moderate chart density; 20-40 slides with an appendix.",
"seniority": "mixed",
"technicalFluency": "medium",
"decisionPower": "decision-maker",
"attentionBudgetMinutes": 60,
"recommendedNarratives": [
"situation-complication-resolution",
"pyramid-principle"
],
"recommendedTones": [
"formal",
"technical",
"authoritative"
],
"tags": [
"external",
"compliance",
"policy"
]
}
},
"purposes": {
"report": {
"name": "Report",
"summary": "Summarize performance, progress, or findings with enough context to interpret results.",
"description": "Use for business reviews, project updates, research summaries, and recurring operating cadences. Prioritize the metric, the movement, the reason, and the implication.",
"outcome": "The audience understands what happened, why it happened, and what it means.",
"successCriteria": [
"Key metrics are easy to scan",
"Variance and drivers are explained",
"Implications are explicit"
],
"recommendedNarratives": [
"qbr",
"business-review",
"status-update",
"survey-analysis"
],
"recommendedTones": [
"formal",
"technical"
],
"tags": [
"performance",
"progress",
"findings"
]
}
},
"tones": {
"inspirational": {
"name": "Inspirational",
"summary": "Aspirational, narrative-driven voice for keynotes, founders, and rallying cries.",
"description": "Reach for shared belief and possibility, then ground it in something concrete. Use vivid imagery and rhythm; avoid collapsing into hype by always pairing aspiration with a real anchor.",
"voiceCues": [
"Open with belief; close with action.",
"Use rhythm — paired phrases, repetition, deliberate beats.",
"Pair every aspirational claim with a concrete proof point.",
"Speak in present tense to make the future feel inevitable."
],
"avoid": [
"Empty hype without evidence.",
"Stacked superlatives ('the very best, world-changing, revolutionary').",
"Cynical or hedging language.",
"Dense data tables — push numbers into supporting slides."
],
"samplePhrases": [
"We're building the runtime that makes agents feel instant.",
"When latency disappears, what becomes possible?",
"The next decade of software belongs to teams who treat speed as a feature."
],
"recommendedNarratives": [
"golden-circle",
"conference-talk",
"venture-pitch",
"company-intro"
],
"tags": [
"motivational",
"keynote",
"founder"
]
}
},
"themes": {
"classic": {
"name": "Classic",
"background": {
"type": "theme",
"slot": "light1"
},
"colorScheme": "cool-horizon",
"description": "A timeless, clean, and versatile theme with balanced color contrasts and classic typography. Ideal for professional, readable presentations.",
"fontScheme": "tenorite",
"dimensions": "widescreen",
"variants": [
{
"id": "light",
"name": "Light",
"variant": "light1"
},
{
"id": "light-alt",
"name": "Light alt",
"variant": {
"background": "light1",
"accents": [
"accent6",
"accent5",
"accent4",
"accent1",
"accent3",
"accent2"
]
}
},
{
"id": "dark",
"name": "Dark",
"variant": "dark1"
},
{
"id": "dark-alt",
"name": "Dark alt",
"variant": {
"background": "dark1",
"accents": [
"accent6",
"accent5",
"accent4",
"accent1",
"accent3",
"accent2"
]
}
}
]
}
},
"colorSchemes": {
"slate-gray": {
"name": "Slate Gray",
"accent1": "#9E9E9E",
"accent2": "#424242",
"accent3": "#616161",
"accent4": "#757575",
"accent5": "#9E9E9E",
"accent6": "#212121",
"dark1": "#000000",
"dark2": "#1B1B1B",
"followedHyperlink": "#424242",
"hyperlink": "#212121",
"light1": "#FFFFFF",
"light2": "#F8F8F8",
"summary": "Neutral gray palette for understated executive communication.",
"description": "A disciplined gray scale with strong neutral contrast. Use it when the content should feel calm, mature, and analytical.",
"tags": [
"neutral",
"minimal",
"mature",
"analytical",
"restrained"
]
},
"cool-horizon": {
"name": "Cool Horizon",
"accent1": "#2874A6",
"accent2": "#1B4F72",
"accent3": "#5499C7",
"accent4": "#7BDBB2",
"accent5": "#3AC67A",
"accent6": "#24A89E",
"dark1": "#000000",
"dark2": "#011842",
"followedHyperlink": "#551A8B",
"hyperlink": "#0000EE",
"light1": "#FFFFFF",
"light2": "#F0F0F0",
"summary": "Cool blue-green palette tuned for professional business decks.",
"description": "A balanced cool-toned scheme with deep navy, business blues, and teal accents. It works well across strategy, finance, and technical narratives.",
"tags": [
"professional",
"trustworthy",
"calm",
"technical",
"versatile"
]
}
},
"fontSchemes": {
"tenorite": {
"name": "Tenorite",
"app": "powerpoint",
"languageFamily": "latin",
"languages": [],
"major": "Tenorite Display",
"minor": "Tenorite",
"textSample": "Rounded modern tone",
"type": "sans-serif",
"description": "Tenorite is a sans serif OPF font scheme for Latin presentations, using Tenorite Display for headings with Tenorite for body text."
}
},
"layouts": {
"cover": {
"name": "Cover",
"summary": "The opening slide: title, subtitle and an optional picture.",
"tags": [
"Openers and closers"
],
"design": {
"titleAlignment": "center",
"contentAlignment": "center"
},
"direction": "row",
"regions": [
{
"name": "title"
},
{
"name": "media",
"accepts": [
"image",
"video"
],
"role": "media",
"flow": "none",
"bleed": true
}
],
"description": "Open a presentation with its subject and a short introduction. Add a picture when it helps establish the context.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/cover.svg"
}
},
"text": {
"name": "Text",
"summary": "Prose. Several blocks sit side by side when short and stack when long.",
"tags": [
"Text"
],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"name": "body",
"accepts": [
"text",
"list",
"quote",
"code",
"group"
],
"role": "primary",
"flow": "auto"
}
],
"description": "Explain one idea in continuous prose. Use paragraphs or flowing blocks for detail that needs to be read in sequence.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/text.svg"
}
},
"chart": {
"name": "Chart",
"summary": "One to six charts, with an optional note.",
"tags": [
"Visuals"
],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"name": "charts",
"accepts": [
"chart",
"group"
],
"role": "primary",
"flow": "grid"
},
{
"name": "note",
"size": "auto",
"accepts": [
"text"
],
"role": "supporting",
"flow": "none"
}
],
"description": "Give a chart enough space to show its evidence. Use the title to state the conclusion and labels to explain the measures.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/chart.svg"
}
},
"table-beside": {
"name": "Table beside",
"summary": "A table with commentary beside it.",
"tags": [
"Visuals"
],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"direction": "row",
"regions": [
{
"name": "table",
"size": 3,
"accepts": [
"table"
],
"role": "primary",
"flow": "none"
},
{
"name": "notes",
"size": 2,
"accepts": [
"text",
"list",
"metric",
"quote"
],
"role": "supporting",
"flow": "column"
}
]
}
],
"description": "Place a table beside its interpretation. Use the supporting text to explain the conclusion without repeating every cell.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/table-beside.svg"
}
},
"timeline": {
"name": "Timeline",
"summary": "Dated events or a roadmap along one axis, with optional notes.",
"tags": [
"Groups of items"
],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"name": "timeline",
"accepts": [
"timeline"
],
"role": "primary",
"flow": "none"
},
{
"name": "notes",
"size": "auto",
"accepts": [
"text",
"list",
"metric"
],
"role": "supporting",
"flow": "auto"
}
],
"description": "Show events or milestones in chronological order. Label each item with a date or stage and a concise description.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/timeline.svg"
}
},
"list": {
"name": "List",
"summary": "Bulleted or numbered points; one long list flows into columns.",
"tags": [
"Text"
],
"direction": "column",
"regions": [
{
"name": "title"
},
{
"name": "body",
"accepts": [
"list",
"text",
"group"
],
"role": "primary",
"flow": "auto",
"listColumns": "auto"
}
],
"description": "Present several related points in a clear sequence. Use bullets for independent points or numbered items for an ordered list.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/list.svg"
}
}
}
}
}
}