Port Dwell Time Improvement Plan
Port Dwell Time Improvement Plan is a fictional OPF example for ports and logistics 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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"name": "Port Dwell Time Improvement Plan",
"description": "Port Dwell Time Improvement Plan is a fictional OPF example for ports and logistics teams. It demonstrates a realistic presentation structure with catalog-backed design and content payloads.",
"filename": "port-dwell-time-improvement-plan",
"language": "en-CA",
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"executive",
{
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],
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]
}
],
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"id": "plan",
"outcome": "Reduce container dwell time through scheduling and yard visibility",
"successCriteria": [
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"The owner and next checkpoint are explicit."
]
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"voiceCues": [
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"Use concrete operating language."
],
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"Do not over-explain obvious context."
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},
"narrative": "port-dwell-time-improvement-plan-arc",
"design": {
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"center": {
"text": "Internal planning draft"
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"id": "s1",
"section": "Opening",
"layout": "cover",
"tag": "Ports and logistics",
"title": "Port Dwell Time Improvement Plan",
"subtitle": "Bluewater Logistics Ports and logistics",
"notes": "Open by naming the decision: Reduce container dwell time through scheduling and yard visibility."
},
{
"id": "s2",
"section": "Context",
"layout": "text",
"title": "Why This Matters",
"text": [
"Bluewater Logistics should focus the next cycle on ",
{
"text": "reduce container dwell time through scheduling and yard visibility",
"bold": true,
"color": "#334155"
},
" while making the operating tradeoffs clear to ports and logistics stakeholders."
]
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{
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"chart": {
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"data": {
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"Baseline"
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"rows": [
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{
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],
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],
[
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"Tighten metric definitions"
],
[
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"At risk",
"Add weekly office hours"
]
]
}
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{
"id": "s5",
"section": "Plan",
"layout": "timeline",
"title": "Execution Timeline",
"type": "timeline",
"timeline": {
"name": "Ports and logistics execution path",
"description": "Major milestones for Bluewater Logistics.",
"events": [
{
"when": "May",
"what": "Baseline",
"description": "Confirm current state, owners, and constraints."
},
{
"when": "Jun",
"what": "Pilot",
"description": "Run a narrow pilot with visible success criteria."
},
{
"when": "Jul",
"what": "Scale",
"description": "Expand the approach after risk review."
},
{
"when": "Aug",
"what": "Embed",
"description": "Move reporting and routines into steady-state operations."
}
]
}
},
{
"id": "s7-regions",
"section": "Operating model",
"title": "Operating Model",
"top:left": {
"metric": {
"value": "$820K",
"label": "Primary signal",
"description": "Reduce container dwell time through scheduling and yard visibility",
"trend": "up"
}
},
"top:center+right": {
"text": [
"Bluewater Logistics should focus the next cycle on ",
{
"text": "reduce container dwell time through scheduling and yard visibility",
"bold": true,
"color": "#334155"
},
" while making the operating tradeoffs clear to ports and logistics stakeholders."
]
},
"middle+bottom:left": {
"quote": {
"text": "The path is workable if we keep the metric simple and the decision owner visible.",
"attribution": "Ports and logistics working group",
"source": "Stakeholder interview"
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"Continue"
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"Watch",
"Tighten metric definitions"
],
[
"Field adoption",
"Operations",
"At risk",
"Add weekly office hours"
]
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}
},
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"unit": "%",
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"design": {
"background": {
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"src": "asset:supporting-photo",
"alt": "Ports and logistics context photo for Bluewater Logistics"
}
},
"notes": "Use the image as context, not decoration."
},
{
"id": "s7-code",
"section": "Appendix",
"layout": "code",
"title": "Decision Rule",
"code": {
"source": "const score = urgency * confidence;\nif (score >= threshold) {\n routeToSponsor(workstream);\n} else {\n keepInWeeklyReview(workstream);\n}",
"language": "ts",
"filename": "port-dwell-time-improvement-plan-rule.ts"
},
"hidden": true
},
{
"id": "s10",
"section": "Close",
"layout": "list",
"title": "Decision and Follow Through",
"items": [
[
"Commit to ",
{
"text": "reduce container dwell time through scheduling and yard visibility",
"bold": true
}
],
{
"text": "Name the sponsor and operating owner.",
"description": "Keep one person accountable for momentum."
},
{
"text": "Publish the progress rhythm.",
"description": "Use the same metric definitions every week."
},
{
"text": "Return with proof.",
"description": "Bring customer, employee, resident, or learner evidence into the next review."
}
]
}
],
"organization": {
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"name": "Bluewater Logistics",
"legalName": "Bluewater Logistics, Inc.",
"logo": "asset:brand-logo",
"domain": "bluewater-logistics.example",
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"phone": "+15551000006",
"tagline": "Reduce container dwell time through scheduling and yard visibility",
"role": "primary",
"socials": {
"threads": "@bluewater-logistics",
"youtube": "https://youtube.example/bluewater-logistics"
}
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{
"id": "maya",
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"photo": "asset:supporting-photo",
"email": "maya@bluewater-logistics.example",
"organizationId": "bluewater-logistics",
"socials": {
"threads": "@maya-chen"
}
},
{
"id": "jon",
"name": "Jon Alvarez",
"title": "Operating Lead",
"organizationId": "bluewater-logistics",
"socials": {
"youtube": "@jon-alvarez"
}
}
],
"author": "OPF Example Generator",
"takeaway": [
"Reduce container dwell time through scheduling and yard visibility",
"The next decision and owner should be visible on the final slide."
],
"duration": 14,
"tags": [
"industries",
"ports-and-logistics",
"plan",
"technical",
"dense"
],
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",
"alt": "Ports and logistics 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": {
"src": 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",
"alt": "Ports and logistics 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/bluewater-logistics-demo.mp4",
"title": "Ports and logistics walkthrough",
"mediaType": "video/mp4"
},
"metric-data": {
"src": "./data/port-dwell-time-improvement-plan.csv",
"mediaType": "text/csv",
"title": "Port Dwell Time Improvement Plan data"
},
"watermark": {
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},
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"density": "dense",
"scenario": "port-dwell-time-improvement-plan",
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}
},
"catalogs": {
"custom": {
"narratives": {
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"summary": "A custom arc for Bluewater Logistics.",
"description": "Port Dwell Time Improvement Plan uses a compact evidence-to-decision arc for Bluewater Logistics.",
"beats": [
{
"id": "context",
"name": "Context",
"type": "text",
"layout": "text"
},
{
"id": "evidence",
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{
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}
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"colorScheme": "deep-purple",
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"tags": [
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"example"
]
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"marketing": {
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"description": "Marketing professionals reviewing campaign performance, brand metrics, and growth strategy. Make the funnel visible, highlight engagement metrics, keep the brand consistent, and tell the story visually. Moderate chart density; 15-30 slides.",
"seniority": "mixed",
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"slot": "light1"
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"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"
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{
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{
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"variant": "dark1"
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{
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"accent4": "#9C27B0",
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"hyperlink": "#4A148C",
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"cover": {
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"summary": "The opening slide: title, subtitle and an optional picture.",
"tags": [
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"contentAlignment": "center"
},
"direction": "row",
"regions": [
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{
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"role": "media",
"flow": "none",
"bleed": true
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],
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"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/cover.svg"
}
},
"text": {
"name": "Text",
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"tags": [
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"preview": {
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}
},
"chart": {
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"table-beside": {
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"tags": [
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{
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"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": [
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"direction": "column",
"regions": [
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{
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"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/timeline.svg"
}
},
"dashboard": {
"name": "Dashboard",
"summary": "Headline numbers over charts.",
"tags": [
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],
"design": {
"contentBox": false
},
"direction": "column",
"regions": [
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{
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"size": 2,
"accepts": [
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"role": "secondary",
"flow": "grid"
},
{
"name": "charts",
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"accepts": [
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"role": "primary",
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}
],
"description": "Bring several related measures and visuals into one overview. Keep labels and units consistent so the audience can scan the state quickly.",
"preview": {
"vectorSrc": "https://www.pptx.gallery/layout-previews/dashboard.svg"
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},
"code": {
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"summary": "Source code with the explanation beside it.",
"tags": [
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"preview": {
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"direction": "column",
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"role": "primary",
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"description": "Present several related points in a clear sequence. Use bullets for independent points or numbered items for an ordered list.",
"preview": {
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}
}
}
}
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}