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res.json
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{
"analysisUTCTimestamp": "2022-03-07T14:36:23.924Z",
"captchaResult": "CAPTCHA_NOT_NEEDED",
"id": "https://base.vtex.app/",
"kind": "pagespeedonline#result",
"lighthouseResult": {
"audits": {
"bootup-time": {
"description": "Consider reducing the time spent parsing, compiling, and executing JS. You may find delivering smaller JS payloads helps with this. [Learn more](https://web.dev/bootup-time/).",
"details": {
"headings": [
{
"itemType": "url",
"key": "url",
"text": "URL"
},
{
"granularity": 1,
"itemType": "ms",
"key": "total",
"text": "Total CPU Time"
},
{
"granularity": 1,
"itemType": "ms",
"key": "scripting",
"text": "Script Evaluation"
},
{
"granularity": 1,
"itemType": "ms",
"key": "scriptParseCompile",
"text": "Script Parse"
}
],
"items": [
{
"scriptParseCompile": 20.419999999999995,
"scripting": 99.6680000000001,
"total": 874.9240000000004,
"url": "https://base.vtex.app/"
},
{
"scriptParseCompile": 0.644,
"scripting": 612.2479999999996,
"total": 614.4959999999996,
"url": "https://base.vtex.app/webpack-runtime-f53a14ba71100c0bcfdc.js"
},
{
"scriptParseCompile": 10.784,
"scripting": 264.6640000000005,
"total": 343.6120000000004,
"url": "https://base.vtex.app/~partytown/partytown-sandbox-sw.html?1646663785798"
},
{
"scriptParseCompile": 0.696,
"scripting": 30.283999999999985,
"total": 287.5920000000011,
"url": "Unattributable"
},
{
"scriptParseCompile": 8.32,
"scripting": 69.44800000000002,
"total": 144.79599999999996,
"url": "https://base.vtex.app/framework-08030241e7111da209f1.js"
}
],
"summary": {
"wastedMs": 1117.1760000000002
},
"type": "table"
},
"displayValue": "1.1s",
"id": "bootup-time",
"numericUnit": "millisecond",
"numericValue": 1117.1760000000002,
"score": 0.92,
"scoreDisplayMode": "numeric",
"title": "JavaScript execution time"
},
"critical-request-chains": {
"description": "The Critical Request Chains below show you what resources are loaded with a high priority. Consider reducing the length of chains, reducing the download size of resources, or deferring the download of unnecessary resources to improve page load. [Learn more](https://web.dev/critical-request-chains/).",
"details": {
"chains": {
"751234B7705CB0136EB9A65939C5BC61": {
"children": {
"26.100": {
"request": {
"endTime": 1060653.481587,
"responseReceivedTime": 1060653.481358,
"startTime": 1060653.480602,
"transferSize": 0,
"url": "blob:https://base.vtex.app/95ee59cc-90ec-429f-87c4-6f652d63daf7"
}
},
"26.25": {
"request": {
"endTime": 1060653.217113,
"responseReceivedTime": 1060653.217108,
"startTime": 1060653.098273,
"transferSize": 12592,
"url": "https://base.vtex.app/static/lato-v20-latin-regular-subset-6c5129683c1e2a51e91af9711dd08784.woff2"
}
},
"26.28": {
"request": {
"endTime": 1060653.15539,
"responseReceivedTime": 1060653.155386,
"startTime": 1060653.098466,
"transferSize": 12296,
"url": "https://base.vtex.app/static/lato-v20-latin-700-subset-1837a2e8ee12fb8769f9cc4f57dea8c9.woff2"
}
},
"26.31": {
"request": {
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"responseReceivedTime": 1060653.183751,
"startTime": 1060653.136647,
"transferSize": 12092,
"url": "https://base.vtex.app/static/lato-v20-latin-900-subset-ab959481c8af1ec898bf3b986ca2d265.woff2"
}
}
},
"request": {
"endTime": 1060653.063999,
"responseReceivedTime": 1060653.063994,
"startTime": 1060652.710154,
"transferSize": 22296,
"url": "https://base.vtex.app/"
}
}
},
"longestChain": {
"duration": 771.4329999871552,
"length": 2,
"transferSize": 0
},
"type": "criticalrequestchain"
},
"displayValue": "4 chains found",
"id": "critical-request-chains",
"score": null,
"scoreDisplayMode": "informative",
"title": "Avoid chaining critical requests"
},
"cumulative-layout-shift": {
"description": "Cumulative Layout Shift measures the movement of visible elements within the viewport. [Learn more](https://web.dev/cls/).",
"details": {
"items": [
{
"cumulativeLayoutShiftMainFrame": 0,
"totalCumulativeLayoutShift": 0
}
],
"type": "debugdata"
},
"displayValue": "0",
"id": "cumulative-layout-shift",
"numericUnit": "unitless",
"numericValue": 0,
"score": 1,
"scoreDisplayMode": "numeric",
"title": "Cumulative Layout Shift"
},
"diagnostics": {
"description": "Collection of useful page vitals.",
"details": {
"items": [
{
"mainDocumentTransferSize": 22296,
"maxRtt": 0.002354278010297127,
"maxServerLatency": 2.308645721989703,
"numFonts": 3,
"numRequests": 26,
"numScripts": 6,
"numStylesheets": 0,
"numTasks": 1243,
"numTasksOver100ms": 1,
"numTasksOver10ms": 11,
"numTasksOver25ms": 3,
"numTasksOver500ms": 0,
"numTasksOver50ms": 1,
"rtt": 0.001727940383612564,
"throughput": 23145157685.839203,
"totalByteWeight": 271957,
"totalTaskTime": 585.047999999999
}
],
"type": "debugdata"
},
"id": "diagnostics",
"score": null,
"scoreDisplayMode": "informative",
"title": "Diagnostics"
},
"dom-size": {
"description": "A large DOM will increase memory usage, cause longer [style calculations](https://developers.google.com/web/fundamentals/performance/rendering/reduce-the-scope-and-complexity-of-style-calculations and produce costly [layout reflows](https://developers.google.com/speed/articles/reflow). [Learn more](https://web.dev/dom-size/).",
"details": {
"headings": [
{
"itemType": "text",
"key": "statistic",
"text": "Statistic"
},
{
"itemType": "node",
"key": "node",
"text": "Element"
},
{
"itemType": "numeric",
"key": "value",
"text": "Value"
}
],
"items": [
{
"statistic": "Total DOM Elements",
"value": 672
},
{
"node": {
"boundingRect": {
"bottom": 681,
"height": 24,
"left": 156,
"right": 180,
"top": 657,
"width": 24
},
"lhId": "7-60-rect",
"nodeLabel": "div > a.link-button > svg > rect",
"path": "1,HTML,1,BODY,0,DIV,0,DIV,0,DIV,0,DIV,2,MAIN,0,SECTION,0,ARTICLE,0,SECTION,0,DIV,0,DIV,2,DIV,0,A,2,svg,0,rect",
"selector": "div > a.link-button > svg > rect",
"snippet": "<rect width=\"256\" height=\"256\" fill=\"none\">",
"type": "node"
},
"statistic": "Maximum DOM Depth",
"value": 15
},
{
"node": {
"boundingRect": {
"bottom": 5152,
"height": 5152,
"left": 0,
"right": 360,
"top": 0,
"width": 360
},
"lhId": "7-61-BODY",
"nodeLabel": "body",
"path": "1,HTML,1,BODY",
"selector": "body",
"snippet": "<body>",
"type": "node"
},
"statistic": "Maximum Child Elements",
"value": 8
}
],
"type": "table"
},
"displayValue": "672 elements",
"id": "dom-size",
"numericUnit": "element",
"numericValue": 672,
"score": 0.96,
"scoreDisplayMode": "numeric",
"title": "Avoids an excessive DOM size"
},
"duplicated-javascript": {
"description": "Remove large, duplicate JavaScript modules from bundles to reduce unnecessary bytes consumed by network activity. ",
"details": {
"headings": [],
"items": [],
"overallSavingsBytes": 0,
"overallSavingsMs": 0,
"type": "opportunity"
},
"id": "duplicated-javascript",
"numericUnit": "millisecond",
"numericValue": 0,
"score": 1,
"scoreDisplayMode": "numeric",
"title": "Remove duplicate modules in JavaScript bundles"
},
"efficient-animated-content": {
"description": "Large GIFs are inefficient for delivering animated content. Consider using MPEG4/WebM videos for animations and PNG/WebP for static images instead of GIF to save network bytes. [Learn more](https://web.dev/efficient-animated-content/)",
"details": {
"headings": [],
"items": [],
"overallSavingsBytes": 0,
"overallSavingsMs": 0,
"type": "opportunity"
},
"id": "efficient-animated-content",
"numericUnit": "millisecond",
"numericValue": 0,
"score": 1,
"scoreDisplayMode": "numeric",
"title": "Use video formats for animated content"
},
"final-screenshot": {
"description": "The last screenshot captured of the pageload.",
"details": {
"data": 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