Manifest files of Equatio - Math made digital chrome extension

Equatio - Math made digital chrome extension

Check all manifest files of Equatio - Math made digital chrome extension here, We have collected 1 available versions of Equatio - Math made digital here. The latest version is 46.0.0, and just updated 438 days ago.

Available manifest files of Equatio - Math made digital


FREE
Released:2023-03-06
Manifest File: {"name":"__MSG_appName__","icons":{"16":"content\/assets\/equatioicon16.png","32":"content\/assets\/equatioicon32.png","48":"content\/assets\/equatioicon48.png","128":"content\/assets\/equatioicon128.png"},"oauth2":{"scopes":["email","profile","https:\/\/www.googleapis.com\/auth\/documents","https:\/\/www.googleapis.com\/auth\/presentations","https:\/\/www.googleapis.com\/auth\/spreadsheets"],"client_id":"1012020947112-ej46u2phchai2guaj81fk9lb7pp2mm3q.apps.googleusercontent.com"},"sandbox":{"pages":["mmlWorker\/index.html"],"content_security_policy":"sandbox allow-scripts; script-src 'self' 'unsafe-eval'"},"storage":{"managed_schema":"schema.json"},"version":"46.0.0","commands":{"_execute_browser_action":{"suggested_key":{"mac":"Alt+Shift+Q","linux":"Alt+Shift+Q","windows":"Alt+Shift+Q","chromeos":"Alt+Shift+Q"}}},"incognito":"split","background":{"scripts":["background\/bundle.js"],"persistent":true},"short_name":"Equatio","update_url":"https:\/\/clients2.google.com\/service\/update2\/crx","description":"__MSG_appDesc__","permissions":["activeTab","tabs","alarms","storage","identity","identity.email","gcm","<all_urls>"],"version_name":"46.0.0","browser_action":{"default_title":"Equatio"},"default_locale":"en_US","content_scripts":[{"js":["content\/chromeBundle.js"],"run_at":"document_end","matches":["https:\/\/docs.google.com\/*"],"all_frames":false},{"js":["content\/officeBundle.js"],"run_at":"document_end","matches":["https:\/\/*.sharepoint.com\/*","https:\/\/onedrive.live.com\/*","https:\/\/*.officeapps.live.com\/*"],"all_frames":true},{"js":["content\/formBundle.js"],"run_at":"document_end","matches":["https:\/\/docs.google.com\/forms\/*","https:\/\/docs.google.com\/*\/forms\/*","https:\/\/docs.google.com\/*picker*"],"all_frames":true},{"js":["content\/htmlEditorApiInjector.js"],"run_at":"document_end","matches":["https:\/\/*\/*","http:\/\/*\/*"],"all_frames":true},{"js":["content\/docsCanvas.js"],"run_at":"document_start","matches":["https:\/\/docs.google.com\/*"],"all_frames":true},{"js":["content\/equatioApi.js"],"run_at":"document_start","matches":["https:\/\/pdf.dev.texthelp.com\/*","https:\/\/orbit.texthelp.com\/*","https:\/\/*.coursera.org\/*","https:\/\/*.dev-coursera.org\/*"],"all_frames":false},{"js":["content\/mathspaceBundle.js"],"run_at":"document_end","matches":["https:\/\/equatio.texthelp.com\/*","https:\/\/equatio-staging.texthelp.com\/*"],"all_frames":false}],"manifest_version":2,"externally_connectable":{"matches":["https:\/\/equatio.texthelp.com\/*"]},"content_security_policy":"script-src 'self' 'unsafe-eval' https:\/\/*.firebaseio.com; object-src 'self'","web_accessible_resources":["content\/*","mathjaxFrame\/*","mmlWorker\/*","annotate-canvas.js"]}

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