Grid Resilience Capital Plan
Grid Resilience Capital Plan is a fictional OPF example for energy utilities teams. It demonstrates a realistic presentation structure with catalog-backed design and content payloads.
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Metadata
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",
"alt": "Energy utilities 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."
},
"supporting-photo": {
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",
"alt": "Energy utilities 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/heliogrid-utilities-demo.mp4",
"title": "Energy utilities walkthrough",
"mediaType": "video/mp4"
},
"metric-data": {
"src": "./data/grid-resilience-capital-plan.csv",
"mediaType": "text/csv",
"title": "Grid Resilience Capital Plan data"
},
"watermark": {
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"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": "industries",
"density": "medium",
"scenario": "grid-resilience-capital-plan",
"generatedBy": "scripts/generate-example-suite.mjs"
}
},
"catalogs": {
"default": {
"source": "https://www.pptx.gallery",
"narratives": {
"challenge-resolution": {
"name": "Challenge → Resolution",
"summary": "Identify a current business challenge, trace its origins, and recommend an actionable resolution. Useful for management consulting, internal strategy memos, and any deck where the audience needs a clear path from problem to plan.",
"audienceFit": [
"executives",
"managers",
"stakeholders",
"internal-teams"
],
"duration": {
"min": 10,
"max": 30
},
"tags": [
"management",
"strategy",
"consulting",
"advisory"
],
"beats": [
{
"id": "hook",
"name": "Hook",
"description": "Open with a specific, visible signal of the challenge — a metric heading the wrong way, a customer story, a competitive event. The hook should make the audience nod that yes, this matters.",
"instructions": "Capture audience attention",
"type": "text",
"layout": "text"
},
{
"id": "dilemma",
"name": "Dilemma",
"description": "State the challenge plainly. What is failing, who is feeling it, and why has it now risen to a level that demands a decision? The dilemma must feel real, not academic.",
"instructions": "Present the problem",
"type": "text",
"layout": "text"
},
{
"id": "backdrop",
"name": "Backdrop",
"description": "Provide the context behind the dilemma: how it formed, what's been tried, what constraints exist. Just enough history that the audience trusts your diagnosis without drowning in detail.",
"instructions": "Provide context",
"type": "text",
"layout": "text"
},
{
"id": "remedy",
"name": "Remedy",
"description": "Propose the resolution. Lead with the recommendation, then sketch the approach. Be opinionated — vague remedies invite vague responses.",
"instructions": "Propose a solution",
"type": "text",
"layout": "text"
},
{
"id": "evidence",
"name": "Evidence",
"description": "Demonstrate why the remedy will work. Comparable cases, supporting data, or pilot results. Choose evidence that addresses the audience's most likely objection, not the one easiest to answer.",
"instructions": "Demonstrate success",
"type": "text",
"layout": "text"
},
{
"id": "motivate",
"name": "Motivate",
"description": "Make the case for acting now. Quantify the cost of delay and the upside of decisive action. Help the audience picture the room a quarter from now if they say yes.",
"instructions": "Encourage action",
"type": "text",
"layout": "text"
},
{
"id": "conclusion",
"name": "Conclusion",
"description": "Recap the challenge, the remedy, and the specific decision you need from the audience. End with a clear ask, not a summary slide.",
"layout": "closing",
"instructions": "Recap and end powerfully",
"type": "text"
}
]
}
},
"audiences": {
"customer": {
"name": "Customer",
"summary": "End customers receiving product demos, onboarding presentations, or business reviews.",
"description": "Customers receiving product demos, onboarding, or business reviews. Speak in their language, focus on the value they realize, keep visuals simple, and use strong product screenshots. Keep chart density low; 10-20 slides.",
"seniority": "mixed",
"technicalFluency": "mixed",
"decisionPower": "decision-maker",
"attentionBudgetMinutes": 30,
"recommendedNarratives": [
"heros-journey",
"problem-solution"
],
"recommendedTones": [
"casual",
"persuasive",
"conversational"
],
"tags": [
"external",
"customer",
"product"
]
},
"internal-team": {
"name": "Internal Team",
"summary": "Company employees across functions receiving operational updates, project status, or training content.",
"description": "Employees across functions receiving operational updates, project status, or training. Make next steps, owners, and progress visible, and state action items explicitly. Moderate chart density; 10-20 slides.",
"seniority": "mixed",
"technicalFluency": "medium",
"decisionPower": "informational",
"attentionBudgetMinutes": 30,
"recommendedNarratives": [
"what-so-what-now-what",
"situation-complication-resolution"
],
"recommendedTones": [
"casual",
"conversational",
"authoritative"
],
"tags": [
"internal",
"operations",
"team"
]
}
},
"purposes": {
"persuade": {
"name": "Persuade",
"summary": "Change belief or win support for a specific argument, idea, or recommendation.",
"description": "Use when the audience may be skeptical or undecided. Build a crisp thesis, support it with evidence, address objections, and end with a clear action.",
"outcome": "The audience accepts the argument or supports the recommendation.",
"successCriteria": [
"Main thesis is memorable",
"Evidence supports the argument",
"Likely objections are handled"
],
"recommendedNarratives": [
"problem-solution",
"persuasive-sales",
"golden-circle"
],
"recommendedTones": [
"persuasive",
"authoritative"
],
"tags": [
"argument",
"support",
"belief-change"
]
}
},
"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": {
"bold": {
"name": "Bold",
"background": {
"type": "theme",
"slot": "light1"
},
"colorScheme": "burnt-orange",
"description": "A vibrant, high-energy theme with bold colors and a dynamic, attention-grabbing style. Great for presentations that need to stand out.",
"fontScheme": "impact",
"dimensions": "widescreen",
"variants": [
{
"id": "light",
"name": "Light",
"variant": "light1"
},
{
"id": "light-alt",
"name": "Light alt",
"variant": {
"background": "light1",
"accents": [
"accent3",
"accent1",
"accent2",
"accent4",
"accent5",
"accent6"
]
}
},
{
"id": "dark",
"name": "Dark",
"variant": "dark1"
},
{
"id": "dark-alt",
"name": "Dark alt",
"variant": {
"background": "dark1",
"accents": [
"accent4",
"accent1",
"accent2",
"accent3",
"accent5",
"accent6"
]
}
}
]
}
},
"colorSchemes": {
"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"
]
},
"burnt-orange": {
"name": "Burnt Orange",
"accent1": "#F77F00",
"accent2": "#D62828",
"accent3": "#003049",
"accent4": "#FCBF49",
"accent5": "#EAE2B7",
"accent6": "#BFBFBF",
"dark1": "#000000",
"dark2": "#341B00",
"followedHyperlink": "#D62828",
"hyperlink": "#003049",
"light1": "#FFFFFF",
"light2": "#FFFBF7",
"summary": "Warm orange and red accents for energetic commercial decks.",
"description": "A warm, high-contrast palette built around burnt orange, red, navy, and gold. It feels active without losing structure.",
"tags": [
"warm",
"energetic",
"approachable",
"commercial",
"attention-grabbing"
]
}
},
"fontSchemes": {
"arial": {
"name": "Arial",
"app": "powerpoint",
"languageFamily": "latin",
"languages": [],
"major": "Arial Black",
"minor": "Arial",
"textSample": "Simple and clear",
"type": "sans-serif",
"description": "Arial is a sans serif OPF font scheme for Latin presentations, using Arial Black for headings with Arial for body text."
},
"impact": {
"name": "Impact",
"app": "powerpoint",
"languageFamily": "latin",
"languages": [],
"major": "Impact",
"minor": "Grandview",
"textSample": "Strong bold headline",
"type": "sans-serif",
"description": "Impact is a sans serif OPF font scheme for Latin presentations, using Impact for headings with Grandview 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"
}
}
}
}
}
}