diff --git a/packages/cli/package.json b/packages/cli/package.json index 4d09454ca..8a9ec7b5f 100644 --- a/packages/cli/package.json +++ b/packages/cli/package.json @@ -19,7 +19,7 @@ "express": "^4.17.1", "inquirer": "^6.3.1", "isomorphic-fetch": "^2.2.1", - "lighthouse": "6.2.0", + "lighthouse": "6.4.1", "lighthouse-logger": "1.2.0", "open": "^7.1.0", "tmp": "^0.1.0", diff --git a/packages/cli/test/assert.test.js b/packages/cli/test/assert.test.js index 182cbd109..4abceab1a 100644 --- a/packages/cli/test/assert.test.js +++ b/packages/cli/test/assert.test.js @@ -52,7 +52,7 @@ describe('Lighthouse CI assert CLI', () => { it('should run the recommended preset', async () => { const result = await run([`--preset=lighthouse:recommended`]); expect(result.status).toEqual(1); - expect(result.failures.length).toMatchInlineSnapshot(`94`); + expect(result.failures.length).toMatchInlineSnapshot(`96`); expect(result.warnings.length).toMatchInlineSnapshot(`19`); expect(result.passes.length).toMatchInlineSnapshot(`0`); expect(result.failures).toContain('deprecations failure'); @@ -62,7 +62,7 @@ describe('Lighthouse CI assert CLI', () => { it('should run the no-pwa preset', async () => { const result = await run([`--preset=lighthouse:no-pwa`]); expect(result.status).toEqual(1); - expect(result.failures.length).toMatchInlineSnapshot(`83`); + expect(result.failures.length).toMatchInlineSnapshot(`85`); expect(result.warnings.length).toMatchInlineSnapshot(`17`); expect(result.passes.length).toMatchInlineSnapshot(`0`); expect(result.failures).toContain('deprecations failure'); @@ -84,7 +84,7 @@ describe('Lighthouse CI assert CLI', () => { const result = await run([`--preset=lighthouse:recommended`, '--include-passed-assertions']); expect(result.status).toEqual(1); expect(result.warnings.length).toMatchInlineSnapshot(`19`); - expect(result.failures.length).toMatchInlineSnapshot(`94`); + expect(result.failures.length).toMatchInlineSnapshot(`96`); expect(result.passes.length).toMatchInlineSnapshot(`1`); expect(result.passes).toContain('first-contentful-paint passing'); expect(result.failures).toContain('viewport failure'); diff --git a/packages/cli/test/cli.test.js b/packages/cli/test/cli.test.js index 421d7f45f..04c2fcaa0 100644 --- a/packages/cli/test/cli.test.js +++ b/packages/cli/test/cli.test.js @@ -37,6 +37,11 @@ describe('Lighthouse CI CLI', () => { let projectAdminToken; let urlToCollect; + beforeAll(async () => { + server = await startServer(); + urlToCollect = `http://localhost:${server.port}/app/`; + }); + afterAll(async () => { if (server) { server.process.kill(); @@ -47,11 +52,6 @@ describe('Lighthouse CI CLI', () => { }); describe('server', () => { - it('should bring up the server and accept requests', async () => { - server = await startServer(); - urlToCollect = `http://localhost:${server.port}/app/`; - }); - it('should accept requests', async () => { const response = await fetch(`http://localhost:${server.port}/v1/projects`); const projects = await response.json(); diff --git a/packages/server/src/ui/routes/build-view/audit-detail/audit-detail-pane.stories.jsx b/packages/server/src/ui/routes/build-view/audit-detail/audit-detail-pane.stories.jsx index 18b733eee..958d84dad 100644 --- a/packages/server/src/ui/routes/build-view/audit-detail/audit-detail-pane.stories.jsx +++ b/packages/server/src/ui/routes/build-view/audit-detail/audit-detail-pane.stories.jsx @@ -14,6 +14,8 @@ import lhr6A_ from '../../../../../test/fixtures/lh-6-0-0-coursehero-a.json'; import lhr6B_ from '../../../../../test/fixtures/lh-6-0-0-coursehero-b.json'; import lhr62A_ from '../../../../../test/fixtures/lh-6-2-0-coursehero-a.json'; import lhr62B_ from '../../../../../test/fixtures/lh-6-2-0-coursehero-b.json'; +import lhr641A_ from '../../../../../test/fixtures/lh-6-4-1-coursehero-a.json'; +import lhr641B_ from '../../../../../test/fixtures/lh-6-4-1-coursehero-b.json'; export default { title: 'Build View/Audit Detail Pane', @@ -27,10 +29,13 @@ const lhr6A = /** @type {any} */ (lhr6A_); const lhr6B = /** @type {any} */ (lhr6B_); const lhr62A = /** @type {any} */ (lhr62A_); const lhr62B = /** @type {any} */ (lhr62B_); +const lhr641A = /** @type {any} */ (lhr641A_); +const lhr641B = /** @type {any} */ (lhr641B_); const auditPairs5 = createAuditPairs(lhr5A, lhr5B); const auditPairs6 = createAuditPairs(lhr6A, lhr6B); const auditPairs62 = createAuditPairs(lhr62A, lhr62B); +const auditPairs641 = createAuditPairs(lhr641A, lhr641B); export const Default = () => ( ( /> ); +export const Version641 = () => ( + +); + /** * @param {LH.Result} lhrA * @param {LH.Result} lhrB diff --git a/packages/server/src/ui/routes/build-view/lhr-comparison.stories.jsx b/packages/server/src/ui/routes/build-view/lhr-comparison.stories.jsx index 301fc86cb..b9baf8d9d 100644 --- a/packages/server/src/ui/routes/build-view/lhr-comparison.stories.jsx +++ b/packages/server/src/ui/routes/build-view/lhr-comparison.stories.jsx @@ -12,6 +12,8 @@ import lhr6A_ from '../../../../test/fixtures/lh-6-0-0-coursehero-a.json'; import lhr6B_ from '../../../../test/fixtures/lh-6-0-0-coursehero-b.json'; import lhr62A_ from '../../../../test/fixtures/lh-6-2-0-coursehero-a.json'; import lhr62B_ from '../../../../test/fixtures/lh-6-2-0-coursehero-b.json'; +import lhr641A_ from '../../../../test/fixtures/lh-6-4-1-coursehero-a.json'; +import lhr641B_ from '../../../../test/fixtures/lh-6-4-1-coursehero-b.json'; export default { title: 'Build View/LHR Comparison', @@ -25,6 +27,8 @@ const lhr6A = /** @type {any} */ (lhr6A_); const lhr6B = /** @type {any} */ (lhr6B_); const lhr62A = /** @type {any} */ (lhr62A_); const lhr62B = /** @type {any} */ (lhr62B_); +const lhr641A = /** @type {any} */ (lhr641A_); +const lhr641B = /** @type {any} */ (lhr641B_); /** @param {{children: LHCI.PreactNode}} props */ const Wrapper = ({children}) =>
{children}
; @@ -46,3 +50,9 @@ export const Version62 = () => ( ); + +export const Version641 = () => ( + + + +); diff --git a/packages/server/test/api/statistic-definitions.test.js b/packages/server/test/api/statistic-definitions.test.js index 521a65c86..5311c4309 100644 --- a/packages/server/test/api/statistic-definitions.test.js +++ b/packages/server/test/api/statistic-definitions.test.js @@ -13,6 +13,8 @@ const baseLhr5_ = require('../fixtures/lh-5-6-0-verge-a.json'); const baseLhr6_ = require('../fixtures/lh-6-0-0-coursehero-a.json'); /** @type {any} */ const baseLhr62_ = require('../fixtures/lh-6-2-0-coursehero-a.json'); +/** @type {any} */ +const baseLhr641_ = require('../fixtures/lh-6-4-1-coursehero-a.json'); const {definitions} = require('../../src/api/statistic-definitions.js'); describe('Statistic Definitions', () => { @@ -22,6 +24,8 @@ describe('Statistic Definitions', () => { const baseLhr6 = baseLhr6_; /** @type {LH.Result} */ const baseLhr62 = baseLhr62_; + /** @type {LH.Result} */ + const baseLhr641 = baseLhr641_; describe('meta_lighthouse_version()', () => { const run = definitions.meta_lighthouse_version; @@ -30,6 +34,7 @@ describe('Statistic Definitions', () => { expect(run([baseLhr5])).toEqual({value: 50600}); expect(run([baseLhr6])).toEqual({value: 60000}); expect(run([baseLhr62])).toEqual({value: 60200}); + expect(run([baseLhr641])).toEqual({value: 60401}); expect(run([{...baseLhr5, lighthouseVersion: '1.2.3-beta.0'}])).toEqual({value: 10203}); }); @@ -50,6 +55,7 @@ describe('Statistic Definitions', () => { expect(run([low, high, baseLhr5]).value).toBeCloseTo(43223.58); expect(run([baseLhr6, low, high]).value).toBeCloseTo(20253.43); expect(run([high, baseLhr62, low]).value).toBeCloseTo(19669.83); + expect(run([high, baseLhr641, low]).value).toBeCloseTo(19945.48); }); }); @@ -64,6 +70,7 @@ describe('Statistic Definitions', () => { expect(run([low, high, baseLhr5]).value).toBeCloseTo(0.18); expect(run([baseLhr6, low, high]).value).toBeCloseTo(0.16); expect(run([high, baseLhr62, low]).value).toBeCloseTo(0.28); + expect(run([high, baseLhr641, low]).value).toBeCloseTo(0.2); }); }); @@ -78,6 +85,7 @@ describe('Statistic Definitions', () => { expect(run([low, high, baseLhr5]).value).toBeCloseTo(0.01); expect(run([baseLhr6, low, high]).value).toBeCloseTo(0.01); expect(run([high, baseLhr62, low]).value).toBeCloseTo(0.01); + expect(run([high, baseLhr641, low]).value).toBeCloseTo(0.01); }); }); @@ -92,6 +100,7 @@ describe('Statistic Definitions', () => { expect(run([low, high, baseLhr5]).value).toBeCloseTo(0.99); expect(run([baseLhr6, low, high]).value).toBeCloseTo(0.99); expect(run([high, baseLhr62, low]).value).toBeCloseTo(0.99); + expect(run([high, baseLhr641, low]).value).toBeCloseTo(0.99); }); }); @@ -100,12 +109,15 @@ describe('Statistic Definitions', () => { expect(definitions['auditgroup_a11y-aria_pass']([baseLhr5])).toEqual({value: 7}); expect(definitions['auditgroup_a11y-aria_pass']([baseLhr6])).toEqual({value: 10}); expect(definitions['auditgroup_a11y-aria_pass']([baseLhr62])).toEqual({value: 10}); + expect(definitions['auditgroup_a11y-aria_pass']([baseLhr641])).toEqual({value: 10}); expect(definitions['auditgroup_a11y-color-contrast_fail']([baseLhr5])).toEqual({value: 0}); expect(definitions['auditgroup_a11y-color-contrast_fail']([baseLhr6])).toEqual({value: 1}); expect(definitions['auditgroup_a11y-color-contrast_fail']([baseLhr62])).toEqual({value: 1}); + expect(definitions['auditgroup_a11y-color-contrast_fail']([baseLhr641])).toEqual({value: 1}); expect(definitions['auditgroup_a11y-aria_na']([baseLhr5])).toEqual({value: 0}); expect(definitions['auditgroup_a11y-aria_na']([baseLhr6])).toEqual({value: 2}); expect(definitions['auditgroup_a11y-aria_na']([baseLhr62])).toEqual({value: 2}); + expect(definitions['auditgroup_a11y-aria_na']([baseLhr641])).toEqual({value: 2}); }); }); }); diff --git a/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-1-snap.png b/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-1-snap.png index e58bfb4df..91fe2cac7 100644 Binary files a/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-1-snap.png and b/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-1-snap.png differ diff --git a/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-on-hover-1-snap.png b/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-on-hover-1-snap.png index 530a5895b..3df539f23 100644 Binary files a/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-on-hover-1-snap.png and b/packages/server/test/e2e/__image_snapshots__/project-dashboard-mixed-v-5-v-6-test-js-project-dashboard-render-the-dashboard-should-look-correct-on-hover-1-snap.png differ diff --git a/packages/server/test/e2e/project-dashboard-mixed-v5-v6.test.js b/packages/server/test/e2e/project-dashboard-mixed-v5-v6.test.js index fe9a9b3bd..e08e180d3 100644 --- a/packages/server/test/e2e/project-dashboard-mixed-v5-v6.test.js +++ b/packages/server/test/e2e/project-dashboard-mixed-v5-v6.test.js @@ -28,11 +28,11 @@ describe('Project dashboard', () => { expect(commits).toMatchInlineSnapshot(` Array [ + "1242build 8call_splitmasterMay 18 6:00 AM", + "1241build 7call_splitmasterMay 17 6:00 AM", "1240build 6call_splitmasterMay 16 6:00 AM", "1239build 5call_splitmasterMay 15 6:00 AM", "1238build 4call_splitmasterMay 14 6:00 AM", - "1237build 3call_splitmasterMay 13 6:00 AM", - "1236build 2call_splitmasterMay 12 6:00 AM", ] `); }); diff --git a/packages/server/test/fixtures/lh-6-4-1-coursehero-a.json b/packages/server/test/fixtures/lh-6-4-1-coursehero-a.json new file mode 100644 index 000000000..4b2b437d0 --- /dev/null +++ b/packages/server/test/fixtures/lh-6-4-1-coursehero-a.json @@ -0,0 +1,13571 @@ +{ + "userAgent": "Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/88.0.4296.0 Safari/537.36", + "environment": { + "networkUserAgent": "Mozilla/5.0 (Linux; Android 7.0; Moto G (4)) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/84.0.4143.7 Mobile Safari/537.36 Chrome-Lighthouse", + "hostUserAgent": "Mozilla/5.0 (Macintosh; Intel Mac OS X 10_15_7) AppleWebKit/537.36 (KHTML, like Gecko) Chrome/88.0.4296.0 Safari/537.36", + "benchmarkIndex": 2122, + "credits": { + "axe-core": "3.5.5" + } + }, + "lighthouseVersion": "6.4.1", + "fetchTime": "2020-10-18T22:21:16.383Z", + "requestedUrl": "https://www.coursehero.com/", + "finalUrl": "https://www.coursehero.com/", + "runWarnings": [], + "audits": { + "is-on-https": { + "id": "is-on-https", + "title": "Uses HTTPS", + "description": "All sites should be protected with HTTPS, even ones that don't handle sensitive data. This includes avoiding [mixed content](https://developers.google.com/web/fundamentals/security/prevent-mixed-content/what-is-mixed-content), where some resources are loaded over HTTP despite the initial request being served over HTTPS. HTTPS prevents intruders from tampering with or passively listening in on the communications between your app and your users, and is a prerequisite for HTTP/2 and many new web platform APIs. [Learn more](https://web.dev/is-on-https/).", + "score": 1, + "scoreDisplayMode": "binary", + "details": { + "type": "table", + "headings": [], + "items": [] + } + }, + "redirects-http": { + "id": "redirects-http", + "title": "Redirects HTTP traffic to HTTPS", + "description": "If you've already set up HTTPS, make sure that you redirect all HTTP traffic to HTTPS in order to enable secure web features for all your users. [Learn more](https://web.dev/redirects-http/).", + "score": 1, + "scoreDisplayMode": "binary" + }, + "service-worker": { + "id": "service-worker", + "title": "Does not register a service worker that controls page and `start_url`", + "description": "The service worker is the technology that enables your app to use many Progressive Web App features, such as offline, add to homescreen, and push notifications. [Learn more](https://web.dev/service-worker/).", + "score": 0, + "scoreDisplayMode": "binary" + }, + "works-offline": { + "id": "works-offline", + "title": "Current page does not respond with a 200 when offline", + "description": "If you're building a Progressive Web App, consider using a service worker so that your app can work offline. [Learn more](https://web.dev/works-offline/).", + "score": 0, + "scoreDisplayMode": "binary", + "warnings": [] + }, + "viewport": { + "id": "viewport", + "title": "Has a `` tag with `width` or `initial-scale`", + "description": "Add a `` tag to optimize your app for mobile screens. [Learn more](https://web.dev/viewport/).", + "score": 1, + "scoreDisplayMode": "binary", + "warnings": [] + }, + "without-javascript": { + "id": "without-javascript", + "title": "Contains some content when JavaScript is not available", + "description": "Your app should display some content when JavaScript is disabled, even if it's just a warning to the user that JavaScript is required to use the app. [Learn more](https://web.dev/without-javascript/).", + "score": 1, + "scoreDisplayMode": "binary" + }, + "first-contentful-paint": { + "id": "first-contentful-paint", + "title": "First Contentful Paint", + "description": "First Contentful Paint marks the time at which the first text or image is painted. [Learn more](https://web.dev/first-contentful-paint/).", + "score": 0.48, + "scoreDisplayMode": "numeric", + "numericValue": 4070.48, + "numericUnit": "millisecond", + "displayValue": "4.1 s" + }, + "largest-contentful-paint": { + "id": "largest-contentful-paint", + "title": "Largest Contentful Paint", + "description": "Largest Contentful Paint marks the time at which the largest text or image is painted. [Learn More](https://web.dev/lighthouse-largest-contentful-paint/)", + "score": 0.13, + "scoreDisplayMode": "numeric", + "numericValue": 6020.48, + "numericUnit": "millisecond", + "displayValue": "6.0 s" + }, + "first-meaningful-paint": { + "id": "first-meaningful-paint", + "title": "First Meaningful Paint", + "description": "First Meaningful Paint measures when the primary content of a page is visible. [Learn more](https://web.dev/first-meaningful-paint/).", + "score": 0.16, + "scoreDisplayMode": "numeric", + "numericValue": 6051.48, + "numericUnit": "millisecond", + "displayValue": "6.1 s" + }, + "load-fast-enough-for-pwa": { + "id": "load-fast-enough-for-pwa", + "title": "Page load is not fast enough on mobile networks", + "description": "A fast page load over a cellular network ensures a good mobile user experience. [Learn more](https://web.dev/load-fast-enough-for-pwa/).", + "score": 0, + "scoreDisplayMode": "binary", + "numericValue": 19945.480000000003, + "numericUnit": "millisecond", + "displayValue": "Interactive at 19.9 s", + "explanation": "Your page loads too slowly and is not interactive within 10 seconds. Look at the opportunities and diagnostics in the \"Performance\" section to learn how to improve." + }, + "speed-index": { + "id": "speed-index", + "title": "Speed Index", + "description": "Speed Index shows how quickly the contents of a page are visibly populated. [Learn more](https://web.dev/speed-index/).", + "score": 0.31, + "scoreDisplayMode": "numeric", + "numericValue": 7112.875884656263, + "numericUnit": "millisecond", + "displayValue": "7.1 s" + }, + "screenshot-thumbnails": { + "id": "screenshot-thumbnails", + "title": "Screenshot Thumbnails", + "description": "This is what the load of your site looked like.", + "score": null, + "scoreDisplayMode": "informative", + "details": { + "type": "filmstrip", + "scale": 3000, + "items": [ + { + "timing": 300, + "timestamp": 706141481646, + "data": 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+ }, + { + "timing": 600, + "timestamp": 706141781646, + "data": 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" 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" 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" 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" 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" 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" 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rmfIoI76yzpphi4aYgbyDkE+3sKIVWmcM48x0IgGoQM2/Ei88fyr7DKM1rUaqhN+6zxsXh4yjdLUyHOK/Vb7HzSRA75prUuxWdualsDzkSg965gJkYetAE8T84H5U/N7B6lx5UtoQ0ykQOwR3H8OTgfrXyHEWOVGg8JH45fl/wAE9vLMM6s1Va0RBcA2Utuzc7ZlDc4+U/KT/wCPA1+VWTaij7KK0sSazbLFLATkqZB19CDWa6plw2OF8UeHUiumukhDuhy0ZGRIh6jH6/hXdQrS5eVPU6IyvuZdr4UhtwJtJkZIJMFFQblQem0kY/A/hW7xD2qK5albQ7TQPD2oXMe1xLKCOqqIh/30Sf0Ga4Zzi9jGdWK3Z6LpGnpYAbdpkVduVXCqPQCudPU86cnJkNzqiRXyc/vZX2RgHnAGWb6dB+NarZsm2hr+HdVW8ZFQ/IO+fTr/AJ966KUrSVzCpHQlvovImZecZyD7V+54CqsRh4T6nxlaDhUKBk6ivS2RzNkDths59Ky1Dc8wjnHHNY3NOUsxTZIFFxWNSxXc4G3cTXHjMZDAU3UqdOnfyN6NCVaVol+a3V12SqJLeZPKlRhkKeefxzj8q/GMXi6mKrOrN3Z9xh6McPBRiZYnGpaFqNkWb7dZI9uzMcuxC/I5PfcNrfjXFJcslI7lo7k8N7/wkXhO1vE4kKBvUhh1H5ipnBxqcoP3ZhNbrqVnHMo5IrNXg7FJ23Mu38Lyx3Be3cxBjkheBmtXU5tLDlUSOn0yKa2YRLK9zIevPAFYyOeVnrY6EsbS2KnJdvzpqNmc+7OK1zXY4NRvQBlrC3SNXH/PWZuR9QEQ/jXTGDaUe50whe1zT8BapHNbho2LxklVyewOM/jjd+NVOLg7M56qO+v9t9aCReXQfmK+94fzONOp9Wqdep8zjqDtzo55z859jX6Smmrnzu7Inf5h9aTKTPJo5iQcfMQM49a4rnTuYun/ABItwq+datG/QgNRrYrkOk034l6LCNzW1y8h/i3gYrxMXltDGz56sndfcdtHEToK0EaifErQZlYNFd4PUZWvJ/1ewPdnUswr9inb+JvDdvq91qCzX4a5RFkjOzaducH684/KnLh/Bzio3ehp/aeIStZFjQ/FfhfRbF7SO4vWhLs6h1T5dxJI6+ppz4fwdR3uwea127tIv6f4y8LWkTxLPeMjHI3KvH61EuHME3fmZn/atd9EWo/GXhnbtF3dAf8AXNf8an/VzCfzMf8AalbqkX7Pxx4atVxFc3GfUoOf1qf9WcLLaTB5nVl0RYk8Y6BcYP2qfj1jB/rT/wBWMOlrJ/MP7Rq9Ejk9T0zQdRi1ALrN1DLeS+a0ot1JXAwABu7V0x4fwsZJ8z0NVm9dbRWhb8JQaJ4V06C1Gr3N2IlC7mgC5x3+9UVsgwlWbl7RoynmlWW8Trrfx9otqAPtEzDv+7Az+tTSyHD0pKUarv6GMsbKas0ZWpeN9JDlrd3Kk8gr0/WvsMPL2cOSTvY8mcG22kVIPF1pe3UMEW93kbAOOBjnn8q6PaqWhlyNbnqOmfsfajYAs/iC3kf1W3YY/Wvm8ZlmPxb5eeKgevQxeGo7QOIvP+Cf+t3F1LKni6xRXcsAbR8gE9OtfRUcPOFNQlLZWOCVdSk2luMX/gn9rw/5m+w/8BJP8a0dB9Be2j2Jl/YF18f8zfYf+Akn/wAVUfV5MPbR7DX/AGAvEDf8zjY/+Aj/APxVCwz6h7aPYh/4d+eIs8eM7D/wEk/+Kq1hyfbIkX9gDxCv/M52H/gI/wD8VU/ViPaEi/sC+IR/zONh/wCAj/40vq8g9oWIf2D9fjxnxfYn6Wr/AONL6vIftC/D+xBrkWM+K7I/9ur/AONH1aQ1VS3LA/Yp1sf8zVZ/+Ar/AONS8LJlKtHsKf2K9bP/ADNNn/4Cv/8AFUvqsu5Xt4jT+xPrR/5mqz/8BX/+Kp/VZB7ddiN/2I9bf/ma7L/wFf8Axqvq0g9ujW8O/sdapot558niO0lO0qAts4/rVxoSi7mMqilsfU9dhiJkUAGaYBnNIBaACgAoAKAE6UwDIoAMikG4ZFD0AWgAoAQ9RQA2Vtkbt6AmqirtImTtFs/OjWv+Cj3jnSvg9os0uk6Db/Eq4v8Azbm1+zTSWg0prGG7iuAgl3Rs4u7dF3MwJD9MgD9PXCuDeKcFN+ytp/ju016Lld+vY8b67U5E7a3PqHx/+1NYeFNc1fw0PD2t2Gti01JtIvtUtoo7K/ntLNrmTZGZhcNEApHnGJYmKkK5ypPw1PLJ1KP1hSTStdJ6pOVl5fK911O/6wubktrb5bXOd+G37bGh+I/hDo3iW906/wBX1WWTS9Fmj0aOBYr3W7i1See0t/NnXZ5IZmdpiiKqnDuVNdFfJa1Cu6dRqCfNJXvpBX1dk9NHa12KOKjyXktvQ9Ftv2k/Cdz8HtS+Ivl6gNN06eWyudNSFJb6O9Sf7P8AZNiOymVpiqLhyp3q27ad1cryzELFRwmnNJXTv7rW909rfj0tc19vD2ftHsY2k/tc+D7zVINP1Gw1bQbj7Te2l618LZ4dOltrMXpWeWGeRMSW5aRGQup8qQEqyEVc8qrRpTrRkpRik7p7py5bpNJ6S0d0n5ERxVNtLa5X0n9sTwjrGp6NbponiO3stQOmwzancWsKwWFzfxRy2tvMPOMm8iaAM0aPGhmQM6/Nt0nk+IhTc7pv3rJXvJR+Jx02Xd2uk7bE/W6d1Hv+HqZfhb9uTwb4mm0OaXwz4u0LQNZ1f+wrPxFq9jBDp8l4TMFjVxOzNloHXcqlQxAJHONcTkeIw0ZtzjKUEm4ptuztray7rqEcXCT2fX8DU1X9sPwho/wV8I/Ey80jXbTRvFGoJp2n2d6lraXO9zNseRprhIY42WBnDtKBtZT34zjk2Jlip4SLV4Lmk9bJWTfS7tdJpJu/lqW8RH2aqWdmcfN+2bdW/wAUvsknhDVYfBEfw8ufG1z9ps0g1W3ME0qsGSSdUMbLGFXbuJeRGB8sl12pZLKpRc4zXP7SMFrdXfon6+id9bJ4LFpNNrRq5119+2J4Ns9H028TTNdubrVbbQZtN02KGAXF7Lq3nG0t03TBBIBbys+91QAcMx4rlw+VVsT70ZJRvK7d7JQ5bt6Xt7ytZN76G0sVBJWT1t+P/DHLfCj9sq31eTxP/wAJ3YT+HI7XXtds7J2tNotrfTraC5khuiJHH2gRyTN8mUYQSFTwC21bKakabq0WpKKjzWf87fLb8L9myaeKvK0l/SPorwh4mi8Y+FdG12Gzu9Ph1OzhvUtL+MR3EIkQOEkUEhXG7BAJwQRmvCqR9nUlTetuvQ64vmVzYqChD1FACOodGU9CMU07O5MlzJxfU+c9V/YP+Her6bLaS3etxNL4WsfCMlxBPCsklrazRSxyt+62mZjbwqzkY2oAqrX0FPPsbCsq7ab55Td72bkrPZrp5/5HK8JSfQ1p/wBj/wANT6vfXh8R+Io7S61LVNWGmRSWqW0VzqEFxBcyDEG9yVuWKmR3KFVC4Usrc0c0rxoujyx1UU3bVqLur69NNktFrd6gsLTUub+trFWD9ivwdp1nYwaVr3ibRmsrfSlt5bK7h3R3enxeRBfgPCy/aGgzBJ8vlyI2GjJAI2Wc4hxUKsYzXvaNdJauO60vquqaVmDwsLvl0v8ApsdxqnwJ0rxB8KdR8Caxrmv6rb30jXD6zcX2NRjuPOE8c8ciKqxtFKqPGqIEXYo2bRtPGsfUhivrlNKMlorJWStZr5re927vU0dGMocstTk/iH+yLofxU+HknhTxP4y8X6mJNTGqHVmvYEu1f7O1uY0CQiGOIxSSKUSNQS7McsST04bNauCxaxmGhGLSsklpbrvq2/Nmc8NGdNwZ0t38A7CT4k3Xi+y8T+JNHW/u7a/1LRNPvFjsb+4gRY45JBsMi5RIkdY5ESQRKHVuc4LMJ/Vvq04xla6Umryinq0unzabWvK09S5YeDnz/f5nm/xV/ZLn1n9nPT/g14P1G2j0CbVRNqOoa+WluobZ7x7uV7fylVTMJGAUMApXIJ5zXp4TOuTMHmOLi5Stay0TXLy2e+lvx1Mq2G5qSpQ2uereLfg1p/iXwRoHhfStb1rwXp2iPbtZHw9cJGwjhjMaQSrKkiTQ7SMxyKyttXI4rxYYuca0604qble/Mr3vu+jT800zeVKM4KG1jzPQv2EPAPh200u3stV8RRRWfhzUPC1wou4lGoWN5JNLKk4EQ5WW4d1MezBVMghQK9N55i5ValaXK5TlGe2zja1vlprfRsxWEgopK6sraDdP/YS8Faf4fGm/8JJ4suLqFtHksdWnvoTdafJpjTfY3gxCI12pO8ZUoVKgHaHLO2qz/Fxqc0YxUWpJx5fdkpW5k9dnyrqJYOCVrt7fhf8AzOS+JP7DE+v+HNJ8GaH4qvB4Yv8AxTN4o8Uatq9yz6vcTSWy27rbtEiR4ljacP5ikAyZA2jZW+BztYavPGTXvqPLFJe6ktVf0drehNXDOcPZrq73Pr3FfJ7HoC0AIeooAr6jdmw0+6uQnmGGJpAmcbsAnGfwrWlD2k4wva7SM6k+SEp9lc8Z8DftefD7xR4Eh8QarrVr4buIvD9p4h1CyvDLtt4J1H+plaNBdBZT5JaIN+8KoQrsFPq4nJ8bQxTw8Y815OKt1t31dtNdbaa7GUMRCUeZ6HZ6H8bfCHiK40+2tNUdL++vf7OTTruyntryK48iW4Ec1vKiyQFoYZJF81VDKAVJ3LnjqYDFUVNyinZc2jTVr8t072ertp1/C1Wg+vkc/wCEf2rvhd481nw9pWg+KFv9R8QWzXmmWy2Nyr3MKzywM43RjAElvMDuxgJu+6QT0Vspx1CnUqzp+7B2but7JrZvoyY4inKSipbm5qvx48D6L4/TwZd69EviAyQQSQRwSyR2004Jt4Z5lUxQyyhSY45GVnyNoORnnp4DF1aDxUI/u1fXa9t7K97K6u7PcqVWEZcrMq3/AGn/AIaXcGpXMPieKWysbG61M3qWlwba5trbi5ltZvL2XSxkgN5DPtJwea2/szFvkShrJpLVby2vqrX6XtoQsRTu9di54u/aH8BeBtbm0bWtdNrqsVzZ2bWqWVxMxnu0me2jXy423NILabAGeVAOCygxTy3F1YRqRh7s72d1ry/E9+hTr04txb2OQm/a28M3XxK+HPhfRrO/1q08Xrf51KGxu1NjJbMsZjeIwZ3CTcsgYoYAqtIArg10yynE0qVWpV932bjpeLvzX2afTTa97+TIhiIycVHW9/wPdl69c14trbnV0HUAFACYoAWgAoAQ9RQBX1K1N9p11bBthmiaPdjOMgjP61rSn7OpGfZpkVI88HHuj5v1v9jKPW/DPhzTH8WvDcaF4Jg8KW14mngn7TBdWd1b3xVpCCFlsoyYTncCRvHU+zTzqpSrzxKiryk5O/mmmvmpOxzywsXs+hFf/skeJpdRvfFtj8SotN+KF/r1rrN34mj8Po9u0dvp9xYxW6WbzFVAjuZCXLsSSfbGqzinTbpqglScXHl5nfVqV777pEvDNvnv71yT9nD9jRv2fvFnh7Wv+Ew/t/8AsnwpP4YMP9m/ZjL5mqS3/n7vNfGPN8vZg/d3budoMwzueY06lKULc0+fR/3eVL5JFUsPGlJSOlb9njXdE+NWteN/Cnj6Tw7pXiO8sb3X9GfSIbuS8NtG0ZijuHbMMciEbsKzAglWXOByPMoywcMLWpKTp35ZNtWu7u6W+u1/TsWqDUm4vc8+0j9gm1sdAtvDF54wOoeFNG0bW9I8OWp0wR3Wm/2luEs0s4lxcMqOy42IpyDgEZr0J8Q12nOEUpTcHJ30fs9I2XTTotDFYOPwt6F+x/Y08QXvjCw8UeK/ie/ijWoNc0TWprh9BhtRKdOW9VYlWKQBA63i/N8xUxsfmDhU5cVm1OrQhhaNFQjHn+038bTevy/Er6veftJPW6f3GvD+ydqem/EHwt4q0nxwthc6L4o1vXpIH0gSrdW+pzJJNa5M3yFURkEoB+9u2jGKuvm7xNH2M6dvdhG9/wDn3dJ/PmY4Yb2bTT6v8T6OUYr5/odfQdSAKACgAoAKAEPUUALQBzmnfETw5quhW+s22sWh0u4Mwhu5ZPKjkETMsrKXxlRsY7hwQNwJUg0wJLfx/wCGbtpFg8Q6XM0byRusd7GxR4wpkUgNkFd6bh1G9c4yKAH6z400bQdBvdZvL+FNOs28uaZCZAJNwQRgKCWcuVUKAWLMAAScUgH2njDR72wub6PUIFs7V7hJ55m8tIzbyNHOSWwMI6MGPQYoAxrz4v8Ag+xu7O1fxBYTXF5Nc28EVtL57tLbwtNcIQgYqY40y2cYLKOrKCwLzfEbwwgQt4h0kBtv/L9HxuSV1J54BWGVge4jc/wnABav/Gmg6UL43mtadaCxJF0bi7jjEBEayHeSRt+Rlfn+FgehFIBG8baAl2tq2tactyd+IDdJvOx2jfC5zw6Oh9GVh1FMB1h4x0PVLa5nstZ0+7itoVnne3u43WKNoxIrsQcKrIyuCeCpB6GkBHD458PT3MlvHrmmyTx/eiS8jLr+88o5XOR+8BT/AHhjrxTAhvPiJ4astNF++t2D2jJHKssNwsgaOTBR12k7lIYEEZyCD0oAu6H4r0fxID/Zeq2Oo4jjlIs7lJiEkQPGx2k4DIysp7hgRwaQGtQAh6igCK9tUvrOe2kaRI5kaNmhkaNwCMEq6kMp9CCCOoNAHJWHgDwjpz3NlpcI0rcizyWulXstoERojAjBInXYu1G24wAysy4bcaLsVzFPwa+G+s6xrN0+nw6nqT3QTUnmvpbmQTbYJFjlDO2MLHbOqNwoCFQM5LuxnW6f4R0HR9N1TT7S0jtrTUpp7m8VGI82SYnzXLZzliTzn6dqNWAuleHNEs3vprAAJdPMZQkzPGrtIzT7VyVQtIzF9uMsMtyKLAYGr/DDwJc+INH1LULOL+1bae+OnvJeSofNvInN0FUOAxeNZGxg7QCV24zRqIRPgX4IGnDT10iT7Avm7LUX1x5UZkiuIpSi+ZhS63dxuIwWMm4ksqkK7Ga+t/DXQPEZujqFvcz/AGmRpm2308eyRoPIZ49rjyyYiUJTHDP3ZiQCk3wc8JSXGqTS6ZJOdThnt7tZruaRJYpp2uJY9rOQEaRmJUfLhiuNpIouwIIfgX4FiuJ7lvD0NzeTLGGu7uWSedTHEkSOkkjFkkCxp+8UhiwLE7iSQCunwF8F/Yl0+fSXvdLjMZg0+7upZrW3KNvQxxOxRSpyFIHyoRGuEAUFwNux+Gnh7TdLsNNtrSeLTrCGK3tbUXkxjhSNNihVL9dvBPU5JJJOaLsCfwh4B0bwHYxWWiQ3FpYwwRW0Vq95NLFEkaBFCI7MFOFGSACxyzEsSSAdFQAh6igCprOmR61pF9p0zFYbuB7d2VVYhWUqThgVPXowI9QaAOK8N/Byy8K6xb6nY6tqX2uG1+xs0rQuZovtEk5EjGLczM0mGkJLsFBLFy7sybFHwf8AAfR/BfiOz1G0lkmS3zMPMCRt562cFnE22FETCwRSgAqQGuJCAMgAbGkZMP7Lnhiy0KTSbW+1S2tJ9PbS7gwTRRvLC1rZ25YsIuWxYwtkYBZpM5VttCBmre/s+6BqXiSPW7q91Oa5EiO8JnRYZAt5Ld7HQIA6l53Uq2RtC4w2WZ3BFbX/ANm/w/4j8QWGq3Gqa1A1lC8Udvb3irGS9ubdn5Qsr+XjDoVYEA5+VcFwseieF9ATwvoVjpUVzLc29nBFbwmZIkKokaoABGiKPu5wFAyTjAwBIzVoAKACgAoAKACgAoAQ9RQAm4UrgG4UXANwouAbhRcA3Ci4BuFFwDcKLgG4UXANwouAbhRcA3Ci4BuFFwDcKLgG4UXACw4ouB/PX/w0J8Uv+ileL/8Awe3X/wAcr+m/qGE/59R/8BX+R8d7Wp/Mw/4aE+KX/RSvF/8A4Pbr/wCOUfUMJ/z6j/4Cv8g9rU/mYf8ADQnxS/6KV4v/APB7df8Axyj6hhP+fUf/AAFf5B7Wp/Mw/wCGhPil/wBFK8X/APg9uv8A45R9Qwn/AD6j/wCAr/IPa1P5mH/DQnxS/wCileL/APwe3X/xyj6hhP8An1H/AMBX+Qe1qfzMP+GhPil/0Urxf/4Pbr/45R9Qwn/PqP8A4Cv8g9rU/mYf8NCfFL/opXi//wAHt1/8co+oYT/n1H/wFf5B7Wp/Mw/4aE+KX/RSvF//AIPbr/45R9Qwn/PqP/gK/wAg9rU/mYf8NCfFL/opXi//AMHt1/8AHKPqGE/59R/8BX+Qe1qfzMP+GhPil/0Urxf/AOD26/8AjlH1DCf8+o/+Ar/IPa1P5mH/AA0J8Uv+ileL/wDwe3X/AMco+oYT/n1H/wABX+Qe1qfzMP8AhoT4pf8ARSvF/wD4Pbr/AOOUfUMJ/wA+o/8AgK/yD2tT+Zh/w0J8Uv8AopXi/wD8Ht1/8co+oYT/AJ9R/wDAV/kHtan8zD/hoT4pf9FK8X/+D26/+OUfUMJ/z6j/AOAr/IPa1P5mKP2g/ikT/wAlJ8X/APg+uv8A45SeBwn/AD6j/wCAr/IaqVP5mefcdyQPUda9D0Mj0W0u/h5faHqcWp2NxpmqWOiQCwOnvMhvtRaSNJGnL+epREaSXCLDu2bQVJFfOSeaU4KSak25aWWiV7bS66G9qbR1VpoXwUsPiHemfW9Qv/CtlLYSWilpz9uiN1H9qWZhbRsrfZjI2FCBWXaHfAZ6qVMzVCnyQXPJSvtp2+0O1JuyM/QfA3wx1GK3t5fFzG+vmsI0eS6a1jsDK22dpDLaiOXyvmZwZYUCgbJJd5MWLxeZU0p1KStbW1tbW7Se+ttGOMab0uTeB/D3wR1GTXx4l8UeI9OS3kvDpZgtlBuohsFr5mI5CjtliwAKnB+dNoEnTUnmkHCNOmnpHm8pXSlu46dVo9/uiKhrzHZz+Av2Yv7Qkt0+JWuW9sk8O29mildZIRcp9oO1bHcpNtv8rAcGUkOURFaXj9vnXIn7FXd+3bS3v997202uVy03sctqnhr4FyXWriw8R+I7a0jsdUOnGVvPnnvInUWIdPsiL5UybpM5Ugt5bCPYJZaVbNuaMJRWrim9Nmrv7T222/yQlSZ518UNP8KaX481e28Ealc6x4USRfsF7dgiWVNiklgY4yDu3cbBj36n28FKvPDxliVabvp6PQxkknocrXYSFABQAUAFABQA5etJjQ36jI9PWq9Rbn6l/DT/AIJVfC/xd8PPC2ual4k8XrqGp6Va3tylrdWqQrLJCjuEDW5IXcxwCScdzX45V4zx0akoxhCybt8Xe3dHvRwEJRTb6HTf8OiPhBjP/CS+Nsf9fln/APItZ/664/8A59x/8m/+SH/Z1PuL/wAOiPhD/wBDL42/8DLP/wCRaP8AXXH/APPuP/k3/wAkH9nU+4n/AA6I+EP/AEMvjb/wMs//AJFo/wBdcf8A8+4/+Tf/ACQf2dT7i/8ADoj4Q/8AQy+Nv/Ayz/8AkWj/AF1x/wDz7j/5N/8AJB/Z1PuJ/wAOifhATj/hJfG2R/0+Wf8A8i0f664//n3H/wAm/wDkg/s6n3F/4dEfCH/oZfG3/gZZ/wDyLR/rrj/+fcf/ACb/AOSD+zqfcP8Ah0R8If8AoZfG3/gZZ/8AyLR/rrj/APn3H/yb/wCSD+zqfcP+HRHwh/6GXxt/4GWf/wAi0f664/8A59x/8m/+SD+zqfcP+HRHwh/6GXxt/wCBln/8i0f664//AJ9x/wDJv/kg/s6n3D/h0R8If+hl8bf+Bln/APItH+uuP/59x/8AJv8A5IP7Op9xp/4JF/B9cZ8T+NRnjm9s/wD5Fo/11x//AD7j/wCTf/JB/Z9Na8wy4/4JE/CUwuIfFPjSObHyM13aMAe2R9mGR+I+tH+uuPT1px/H9ZB/Z8OjPyf1SwOl6re2ZYObeZ4SwGNxViM498Zr9cw9b6xRhVta6Tt6q54bXLJopjrXUStz9/vh9Z6vf/B/4VwaXdT2ML6XYi+ubZYWkWAWDEYEqsv+tEQ4UnnsMmv5crfxJer/AFPsafwR9Dq7WfxOttYLOkat5ds07GMPJvYbZlJDhcqfn3AYxlVUkgjIsZFqXilvELmaxiTSEW7CrDhnYq1uLfcWYcuDcN8vygAAkN0AHx6v4iTxNBavpon0ydSzXYCxi12ljtKliXZgUXOQMgsAQDQBhW3ibx3qKw7vDsVoPtVmXzIFYQOge4HzEglMrHnHzZYgAghQC/LqfjiNcWtjplwvlsfMuvMiZnFxgEIu4BWi5VS2QcbyOaALnjHVvEtkzLo2kyXqR/ZpN0LRB58z5nQeY6hAsSEZOSxnXBGxjQBjaf4l+ITywpeeGrCBVlVZnjnLh0VmDsnzcGRdhjDfdw/mbfl3AGnNrPjJtQNvHolrHbGR8Xbyg4T7QY1GwN1EX78tkZx5YG47gAZ+g+IPiA19aQap4cs0tTIFmuYbnc5UHYW28AMeJsAkBCUyZAAwB38crPK6GNlUAEP2PXj1yMfTke9AGH4wsby9srZLZLiaAXKG6is5jDO8X+xIJE24fYzc8orqAxbB1g4p3Z0UJRjUvJpebV181Z/LTcofDy/uW0u40zUhNDqVhcSx/Z7qRnlFv5jfZmZyT5mYtgMgZsurgsWDYurbdbFYmMYzvB3T6+f9eh/Pl4u/5G3W/wDr9n/9Dav6RwP+50P8EfyR8NU+ORjdenFd5ktz+h34GP5nwW+H7H+Lw/p5/wDJaOv5crfxJer/AFPsafwL0O4rIsWgBNoJB9KADHOe9ABigAAxQAYoAMUAGKAFoAQ9KAIyoyT0IpvVDZ/ON4qYt4p1lj/FeTH83Nf01gv90o/4I/kfH1Pjkf/Z" 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" + } + ] + } + }, + "final-screenshot": { + "id": "final-screenshot", + "title": "Final Screenshot", + "description": "The last screenshot captured of the pageload.", + "score": null, + "scoreDisplayMode": "informative", + "details": { + "type": "screenshot", + "timing": 3347, + "timestamp": 706144528757, + "data": 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[Learn more](https://web.dev/lighthouse-max-potential-fid/).", + "score": 0, + "scoreDisplayMode": "numeric", + "numericValue": 1011, + "numericUnit": "millisecond", + "displayValue": "1,010 ms" + }, + "cumulative-layout-shift": { + "id": "cumulative-layout-shift", + "title": "Cumulative Layout Shift", + "description": "Cumulative Layout Shift measures the movement of visible elements within the viewport. [Learn more](https://web.dev/cls/).", + "score": 0.76, + "scoreDisplayMode": "numeric", + "numericValue": 0.1505702599419488, + "numericUnit": "unitless", + "displayValue": "0.151", + "details": { + "type": "debugdata", + "items": [ + { + "finalLayoutShiftTraceEventFound": true + } + ] + } + }, + "errors-in-console": { + "id": "errors-in-console", + "title": "No browser errors logged to the console", + "description": "Errors logged to the console indicate unresolved problems. They can come from network request failures and other browser concerns. [Learn more](https://web.dev/errors-in-console/)", + "score": 1, + "scoreDisplayMode": "binary", + "details": { + "type": "table", + "headings": [], + "items": [] + } + }, + "server-response-time": { + "id": "server-response-time", + "title": "Initial server response time was short", + "description": "Keep the server response time for the main document short because all other requests depend on it. [Learn more](https://web.dev/time-to-first-byte/).", + "score": 1, + "scoreDisplayMode": "binary", + "numericValue": 297.421, + "numericUnit": "millisecond", + "displayValue": "Root document took 300 ms", + "details": { + "type": "opportunity", + "headings": [ + { + "key": "url", + "valueType": "url", + "label": "URL" + }, + { + "key": "responseTime", + "valueType": "timespanMs", + "label": "Time Spent" + } + ], + "items": [ + { + "url": "https://www.coursehero.com/", + "responseTime": 297.421 + } + ], + "overallSavingsMs": 197.421 + } + }, + "first-cpu-idle": { + "id": "first-cpu-idle", + "title": "First CPU Idle", + "description": "First CPU Idle marks the first time at which the page's main thread is quiet enough to handle input. [Learn more](https://web.dev/first-cpu-idle/).", + "score": 0.56, + "scoreDisplayMode": "numeric", + "numericValue": 6051.48, + "numericUnit": "millisecond", + "displayValue": "6.1 s" + }, + "interactive": { + "id": "interactive", + "title": "Time to Interactive", + "description": "Time to interactive is the amount of time it takes for the page to become fully interactive. [Learn more](https://web.dev/interactive/).", + "score": 0.02, + "scoreDisplayMode": "numeric", + "numericValue": 19945.480000000003, + "numericUnit": "millisecond", + "displayValue": "19.9 s" + }, + "user-timings": { + "id": "user-timings", + "title": "User Timing marks and measures", + "description": "Consider instrumenting your app with the User Timing API to measure your app's real-world performance during key user experiences. [Learn more](https://web.dev/user-timings/).", + "score": null, + "scoreDisplayMode": "informative", + "displayValue": "1 user timing", + "details": { + "type": "table", + "headings": [ + { + "key": "name", + "itemType": "text", + "text": "Name" + }, + { + "key": "timingType", + "itemType": "text", + "text": "Type" + }, + { + "key": "startTime", + "itemType": "ms", + "granularity": 0.01, + "text": "Start Time" + }, + { + "key": "duration", + "itemType": "ms", + "granularity": 0.01, + "text": "Duration" + } + ], + "items": [ + { + "name": "snaptr", + "startTime": 1916.291, + "timingType": "Mark" + } + ] + } + }, + "critical-request-chains": { + "id": "critical-request-chains", + "title": "Avoid chaining critical requests", + "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. 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", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 4552, + "right": 4804, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Pacific Lutheran University" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,15,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 4874, + "right": 5126, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "University of Houston" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,16,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 5196, + "right": 5448, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Virginia Tech" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,17,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 5518, + "right": 5770, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "DeAnza College" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,18,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 5840, + "right": 6092, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Thomas Edison State College" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,19,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 6162, + "right": 6414, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Lake Forest College" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,20,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 6484, + "right": 6736, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "University of Virginia" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,21,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 6806, + "right": 7058, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Pennsylvania State University" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,22,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 7128, + "right": 7380, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Georgetown University" + } + }, + { + "node": { + "type": "node", + "selector": "a > div.hp_course_card_single > div.hp_course_card_caption > p.course_school_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,5,DIV,0,DIV,1,DIV,1,DIV,0,DIV,1,DIV,0,DIV,23,DIV,0,DIV,1,DIV,0,A,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 1688, + "bottom": 1708, + "left": 7450, + "right": 7702, + "width": 252, + "height": 20 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 12.0pt (16px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Lake Forest College" + } + }, + { + "node": { + "type": "node", + "selector": "div.grid > div.column12 > a.hp_practice_cards_single > p.hp_practice_cards_tag", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,A,0,P", + "snippet": "

", + "boundingRect": { + "top": 3459, + "bottom": 3503, + "left": 51, + "right": 143, + "width": 92, + "height": 44 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Biology" + } + }, + { + "node": { + "type": "node", + "selector": "div.grid > div.column12 > a.hp_practice_cards_single > p.hp_practice_cards_tag", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,A,0,P", + "snippet": "

", + "boundingRect": { + "top": 3459, + "bottom": 3503, + "left": 361, + "right": 521, + "width": 160, + "height": 44 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Macroeconomics" + } + }, + { + "node": { + "type": "node", + "selector": "div.grid > div.column12 > a.hp_practice_cards_single > p.hp_practice_cards_tag", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,2,DIV,0,DIV,0,DIV,0,A,0,P", + "snippet": "

", + "boundingRect": { + "top": 3459, + "bottom": 3503, + "left": 671, + "right": 826, + "width": 155, + "height": 44 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Microeconomics" + } + }, + { + "node": { + "type": "node", + "selector": "div.grid > div.column12 > a.hp_practice_cards_single > p.hp_practice_cards_tag", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,3,DIV,0,DIV,0,DIV,0,A,0,P", + "snippet": "

", + "boundingRect": { + "top": 3459, + "bottom": 3503, + "left": 981, + "right": 1073, + "width": 92, + "height": 44 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Biology" + } + }, + { + "node": { + "type": "node", + "selector": "div.grid > div.column12 > a.hp_practice_cards_single > p.hp_practice_cards_tag", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,4,DIV,0,DIV,0,DIV,0,A,0,P", + "snippet": "

", + "boundingRect": { + "top": 3459, + "bottom": 3503, + "left": 1291, + "right": 1383, + "width": 92, + "height": 44 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Biology" + } + }, + { + "node": { + "type": "node", + "selector": "div.grid > div.column12 > a.hp_practice_cards_single > p.hp_practice_cards_tag", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,8,DIV,0,DIV,3,DIV,2,DIV,0,DIV,0,DIV,0,DIV,5,DIV,0,DIV,0,DIV,0,A,0,P", + "snippet": "

", + "boundingRect": { + "top": 3459, + "bottom": 3503, + "left": 1601, + "right": 1693, + "width": 92, + "height": 44 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 4.26 (foreground color: #ffffff, background color: #6776c0, font size: 11.3pt (15px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "Biology" + } + }, + { + "node": { + "type": "node", + "selector": "div.column12 > div.hp_tweet_single > div.hp_tweet_profile_info > p.tweet_profile_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 5356, + "bottom": 5496, + "left": 100, + "right": 194, + "width": 94, + "height": 140 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "@tsolllkurdian" + } + }, + { + "node": { + "type": "node", + "selector": "div.column12 > div.hp_tweet_single > div.hp_tweet_profile_info > p.tweet_profile_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,1,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 5398, + "bottom": 5538, + "left": 388, + "right": 468, + "width": 80, + "height": 140 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "@Jenneigh_" + } + }, + { + "node": { + "type": "node", + "selector": "div.column12 > div.hp_tweet_single > div.hp_tweet_profile_info > p.tweet_profile_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,2,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 5293, + "bottom": 5433, + "left": 676, + "right": 777, + "width": 101, + "height": 140 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "@_racquelpillar" + } + }, + { + "node": { + "type": "node", + "selector": "div.column12 > div.hp_tweet_single > div.hp_tweet_profile_info > p.tweet_profile_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,3,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 5314, + "bottom": 5454, + "left": 964, + "right": 1043, + "width": 79, + "height": 140 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "@BlewTgod" + } + }, + { + "node": { + "type": "node", + "selector": "div.column12 > div.hp_tweet_single > div.hp_tweet_profile_info > p.tweet_profile_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,4,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 5314, + "bottom": 5454, + "left": 1252, + "right": 1344, + "width": 92, + "height": 140 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "@__erinnnnnn" + } + }, + { + "node": { + "type": "node", + "selector": "div.column12 > div.hp_tweet_single > div.hp_tweet_profile_info > p.tweet_profile_name", + "path": "2,HTML,3,BODY,4,DIV,0,DIV,10,DIV,0,DIV,1,DIV,0,SECTION,0,DIV,0,DIV,0,DIV,0,DIV,5,DIV,0,DIV,0,DIV,0,DIV,1,DIV,1,P", + "snippet": "

", + "boundingRect": { + "top": 5314, + "bottom": 5454, + "left": 1540, + "right": 1631, + "width": 91, + "height": 140 + }, + "explanation": "Fix any of the following:\n Element has insufficient color contrast of 3.54 (foreground color: #888888, background color: #ffffff, font size: 10.5pt (14px), font weight: normal). Expected contrast ratio of 4.5:1", + "nodeLabel": "@Dr_Jordan4" + } + } + ], + "debugData": { + "type": "debugdata", + "impact": "serious", + "tags": [ + "cat.color", + "wcag2aa", + "wcag143" + ] + } + } + }, + "definition-list": { + "id": "definition-list", + "title": "`

`'s contain only properly-ordered `
` and `
` groups, `