{ "title": "Blacklight Inspection", "page_title": "Almost Sure – A random mathematical blog", "uri_ins": "http://almostsuremath.com/", "uri_dest": "https://almostsuremath.com/", "uri_redirects": [ "http://almostsuremath.com/" ], "secure_connection": {}, "host": "almostsuremath.com", "config": { "emulateDevice": { "name": "iPhone 13 Pro", "userAgent": "Mozilla/5.0 (iPhone; CPU iPhone OS 15_0 like Mac OS X) AppleWebKit/605.1.15 (KHTML, like Gecko) Version/15.4 Mobile/15E148 Safari/604.1", "viewport": { "width": 390, "height": 844, "deviceScaleFactor": 3, "isMobile": true, "hasTouch": true, "isLandscape": false } }, "cleareCache": true, "captureHar": true, "captureLinks": false, "enableAdBlock": false, "saveBrowserProfile": false, "numPages": 2, "defaultTimeout": 35000, "defaultWaitUntil": "networkidle2", "headless": true, "headers": {}, "extraChromiumArgs": [ "--disable-features=TrackingProtection3pcd", "--website-analysis-scan=438e01dc-a701-4ea3-894c-8836672abd68" ], "extraPuppeteerOptions": {} }, "browser": { "name": "Chromium", "version": "Chrome/127.0.6533.88", "user_agent": "Mozilla/5.0 (X11; Linux x86_64) AppleWebKit/537.36 (KHTML, like Gecko) HeadlessChrome/127.0.0.0 Safari/537.36", "platform": { "name": "Linux", "version": "4.4.302+" } }, "script": { "host": "c71ac0e27012", "version": { "npm": "3.11.0", "commit": "dev" }, "node_version": "v24.20.0" }, "start_time": "2026-09-07T12:25:06.081Z", "end_time": "2026-09-07T12:25:40.651Z", "browsing_history": [ "https://almostsuremath.com/", "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/", "https://almostsuremath.com/probability-theory/" ], "hosts": { "requests": { "first_party": [ "almostsuremath.com" ], "third_party": [ "s0.wp.com", "stats.wp.com", "fonts-api.wp.com", "widgets.wp.com", "platform.twitter.com", "connect.facebook.net", "pixel.wp.com", "public-api.wordpress.com", "r-login.wordpress.com", "fonts.wp.com", "syndication.twitter.com", "www.facebook.com", "static.xx.fbcdn.net", "0.gravatar.com", "themes.googleusercontent.com", "1.gravatar.com" ] } }, "reports": { "behaviour_event_listeners": { "MOUSE": { "https://platform.twitter.com/widgets.js": [ "click" ], "https://almostsuremath.com/wp-content/mu-plugins/actionbar/actionbar.js?v=20250204": [ "scroll", "click" ], "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202637": [ "click" ], "https://almostsuremath.com/_static/??-eJydj8kOwjAMRH+IYEBiOyA+BaWJad0mTogTlr+nrEJwAHGxPNbMswYOUZnAGTmDLyq6UhMLOOpQYFewYKPZOkzDVgbwYs4N+t4SSwXEFiP2g7PqtSNpMKkJtAKs91TrTIH/y0tHUTniTm2DKaK2dPwDRGxATKKY1SGa4N8RL8VbzFGb7q7Bh8CwueSrQs6C0SkUQff0PQ5DTx8Vf8dKoxNabe3puhLXX3iPt7c+b7LPrf1qPF/Ml9PRYjZrzwYAtdQ=": [ "scroll", "click" ], "https://almostsuremath.com/wp-content/mu-plugins/jetpack-mu-wpcom-plugin/moon/jetpack_vendor/automattic/jetpack-mu-wpcom/src/build/verbum-comments/verbum-comments.js?m=1784324579i&minify=false&ver=b9f61cf06e663566516c": [ "click" ], "https://almostsuremath.com/_static/??-eJydkN1OwzAMhV+I1LBN2naBeJTJS9zWbfOj2NnY25OVdkJcIOAmSo6Pv3MUuCZjY1AKCtqTJ4FUzsDBUaJ6BDX1PbH0lM0GBoGAF+5QOYZmkCf4876MnMzEYTRttEVMy+8riIOdiquIarPR+/t2pjTdGs//Sas8EJs5qbmmCvyO8MWkqXQcaiJpQjuaKs3WZQA+xrAOT5eaETNg0ehRle1jDUVIBc6FJ/cQl2iHij8k48jiSc22eYbTvfEqtHk2u1+0/lp2ZnwWkR4zOXTuNl85dMtHvvnXl/3+eDwcdpvd8AFo8sDR": [ "scroll", "mousemove", "mouseup", "mousedown" ], "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202631": [ "click" ], "https://almostsuremath.com/wp-content/mu-plugins/likes/queuehandler.js?m=1741961244i": [ "scroll", "click" ], "https://almostsuremath.com/wp-content/mu-plugins/jetpack-mu-wpcom-plugin/moon/jetpack_vendor/automattic/jetpack-mu-wpcom/src/build/verbum-comments/verbum-comments.js?m=1785895867i&minify=false&ver=ecf5cfe8827907d3ea28": [ "click" ], "https://almostsuremath.com/_static/??/wp-content/mu-plugins/jetpack-plugin/moon/_inc/build/related-posts/related-posts.min.js,/wp-content/js/rlt-proxy.js?m=1755006225j": [ "click" ], "https://almostsuremath.com/_static/??-eJydkNFOwzAMRX+I1IOJbTwgPmXykrR12zhR7Gzs78lKOyEeEPASJdfX514FLsnYyOpZQXsfvEAqJyB2Pvl6sJr6nkh6n80TDAKMZ+pQKXIzyAP8eV9GSmYiHk0bbRHT0vsKIrZTcRVRbTaGcNvOPk3XJtB/0ioPxGZKai6pAr8jQjFpKh1xTfSa0I6mSrN1GUCIkdfh8VwzYgYsGgOqkr2voYhXgVOhyd3FJdqh4g/JOJIEr2bbbOB4a7wKbZ7N7hetv5adGZ9FpMfsHTp3na/E3fKRb+H1cX/YvzxvDrvd8AFo0cDP": [ "scroll", "mousemove", "mouseup", "mousedown" ], "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202635": [ "click" ], "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202636": [ "click" ], "https://almostsuremath.com/_static/??-eJydkEsOwjAMRC+EsShCsEEcBYXUpW4dJ9QJn9sTJGCBWHVjaaznsWbwlsBHzaQZQ4Ek5cxqKDyS4aVQod5pKzQtB1vgf3ignJwf3xpDjIpHVo+nwtIia8fKmcD8FEU++rEMrL+uuadQH6dyqlhLierQDFULW08TNDgYqrvy2WWOM+9t5ATCOkIXfTHo+D7D6JWwRuKU4ZZ8DPMb8m6KxUi+3GfxrugQ9qvtbtM06/VqNzwBZBWixQ==": [ "scroll", "click" ] }, "KEYBOARD": { "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202637": [ "keydown" ], "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202631": [ "keydown" ], "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202635": [ "keydown" ], "https://almostsuremath.com/wp-content/js/bilmur.min.js?i=17&m=202636": [ "keydown" ] }, "TOUCH": { "https://almostsuremath.com/_static/??-eJydkN1OwzAMhV+I1LBN2naBeJTJS9zWbfOj2NnY25OVdkJcIOAmSo6Pv3MUuCZjY1AKCtqTJ4FUzsDBUaJ6BDX1PbH0lM0GBoGAF+5QOYZmkCf4876MnMzEYTRttEVMy+8riIOdiquIarPR+/t2pjTdGs//Sas8EJs5qbmmCvyO8MWkqXQcaiJpQjuaKs3WZQA+xrAOT5eaETNg0ehRle1jDUVIBc6FJ/cQl2iHij8k48jiSc22eYbTvfEqtHk2u1+0/lp2ZnwWkR4zOXTuNl85dMtHvvnXl/3+eDwcdpvd8AFo8sDR": [ "touchend", "touchstart", "touchmove" ], "https://almostsuremath.com/_static/??-eJydkNFOwzAMRX+I1IOJbTwgPmXykrR12zhR7Gzs78lKOyEeEPASJdfX514FLsnYyOpZQXsfvEAqJyB2Pvl6sJr6nkh6n80TDAKMZ+pQKXIzyAP8eV9GSmYiHk0bbRHT0vsKIrZTcRVRbTaGcNvOPk3XJtB/0ioPxGZKai6pAr8jQjFpKh1xTfSa0I6mSrN1GUCIkdfh8VwzYgYsGgOqkr2voYhXgVOhyd3FJdqh4g/JOJIEr2bbbOB4a7wKbZ7N7hetv5adGZ9FpMfsHTp3na/E3fKRb+H1cX/YvzxvDrvd8AFo0cDP": [ "touchend", "touchstart", "touchmove" ] } }, "canvas_fingerprinters": { "data_url": {}, "fingerprinters": [], "styles": {}, "texts": {} }, "canvas_font_fingerprinters": { "canvas_font": {}, "text_measure": {} }, "cookies": [ { "name": "verbum_test", "value": "1", "domain": "almostsuremath.com", "path": "/probability-theory", "expires": -1, "size": 12, "httpOnly": false, "secure": true, "session": true, "sameSite": "None", "priority": "Medium", "sameParty": false, "sourceScheme": "Secure", "sourcePort": 443, "type": "js", "third_party": false }, { "name": "__cf_bm", "value": "kH5hO7pcGY1fVc7.qcUmvm99A3HwVHZy2DbKplENyug-1788783931.6015928-1.0.1.1-X6sh9_VCjdx7Z7EZhdt8jXBvwZTP6h2ooxhXTVflSQSNS5ZnALbQQs6SjqxB0bpASPdXtMrGibXGLK7vbA_if.baO6dy16mCJJUdpm3nH_vizoupfp3NLE7_3TwEnITP", "domain": "twitter.com", "path": "/", "expires": "2026-09-07T12:55:31.715Z", "size": 206, "httpOnly": true, "secure": true, "session": false, "sameSite": "None", "priority": "Medium", "sameParty": false, "sourceScheme": "Secure", "sourcePort": 443, "type": "unknown", "third_party": true }, { "name": "verbum_subscription_modal_counter_0", "value": "1", "domain": "almostsuremath.com", "path": "/", "expires": -1, "size": 36, "httpOnly": false, "secure": true, "session": true, "sameSite": "None", "priority": "Medium", "sameParty": false, "sourceScheme": "Secure", "sourcePort": 443, "type": "js", "third_party": false } ], "fb_pixel_events": [], "tiktok_pixel_events": [], "twitter_pixel_events": [ { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783939683, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "85035cab2f8a227c3e86133f7d398f0e59d545ba" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783939683%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=85035cab2f8a227c3e86133f7d398f0e59d545ba" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783939682, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "85035cab2f8a227c3e86133f7d398f0e59d545ba" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783939682%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=85035cab2f8a227c3e86133f7d398f0e59d545ba" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783939681, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "85035cab2f8a227c3e86133f7d398f0e59d545ba" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783939681%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=85035cab2f8a227c3e86133f7d398f0e59d545ba" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783931768, "widget_frame": false, "widget_origin": "https://almostsuremath.com/probability-theory/" }, "session_id": "dad0b5d18588e323f9240078d5eb72da83f4e4ab" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fprobability-theory%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783931768%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=dad0b5d18588e323f9240078d5eb72da83f4e4ab" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783929972, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "cdc87897ba83dd899e04830f6d1b9879b4ef9e63" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783929972%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=cdc87897ba83dd899e04830f6d1b9879b4ef9e63" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783929971, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "cdc87897ba83dd899e04830f6d1b9879b4ef9e63" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783929971%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=cdc87897ba83dd899e04830f6d1b9879b4ef9e63" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783921870, "widget_frame": false, "widget_origin": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/" }, "session_id": "241f87e7f023875e1348cb03b615f22150df8974" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F2023%2F05%2F21%2Fstochastic-differential-equations%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783921870%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=241f87e7f023875e1348cb03b615f22150df8974" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914492, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914492%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914491, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914491%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914490, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914490%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914489, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914489%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914488, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914488%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "advancedMatchingParams": [], "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914487, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" }, "dataParams": [], "eventDescription": "", "eventName": "", "isStandardEvent": false, "pageUrl": "", "raw": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914487%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" } ], "google_analytics_events": [], "key_logging": {}, "session_recorders": {}, "third_party_trackers": [ { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783939683, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "85035cab2f8a227c3e86133f7d398f0e59d545ba" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783939683%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=85035cab2f8a227c3e86133f7d398f0e59d545ba" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783939682, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "85035cab2f8a227c3e86133f7d398f0e59d545ba" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783939682%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=85035cab2f8a227c3e86133f7d398f0e59d545ba" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783939681, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "85035cab2f8a227c3e86133f7d398f0e59d545ba" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783939681%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=85035cab2f8a227c3e86133f7d398f0e59d545ba" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.875559660579835, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.875559660579835" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "64": "" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?64" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "crypt": "UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh+YlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh+MTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN204K1FqZ0lpNiZhc1h3aTBvZC5rSklvMTRvX3U0QyxEd0tOS19HSkFHUVVmP3JJTXZFZGVWdVREPyUlb3VVdFM2ZCUyd0xxNjhyfnkzZFRLK0dhT2lsK0dHRyUyVUJERTJrMVUzYz1+MFJ4RCt3OVZqNHBGb2Yrb0ZhQy1Zb1Y0VmdHdF1JZ2ZIN2s9Z3Y/RHZWUUMyMmRVbDVyWy5lODlhaW9bK1tNcFpl", "rand": 0.11847065942986612, "v": "wpcom-no-pv" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?crypt=UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh%2BYlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh%2BMTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN204K1FqZ0lpNiZhc1h3aTBvZC5rSklvMTRvX3U0QyxEd0tOS19HSkFHUVVmP3JJTXZFZGVWdVREPyUlb3VVdFM2ZCUyd0xxNjhyfnkzZFRLK0dhT2lsK0dHRyUyVUJERTJrMVUzYz1%2BMFJ4RCt3OVZqNHBGb2Yrb0ZhQy1Zb1Y0VmdHdF1JZ2ZIN2s9Z3Y%2FRHZWUUMyMmRVbDVyWy5lODlhaW9bK1tNcFpl&v=wpcom-no-pv&rand=0.11847065942986612" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "arch_cat": "blog", "arch_results": 3, "blog": 9609325, "host": "almostsuremath.com", "rand": 0.2488549659235757, "ref": "https://almostsuremath.com/probability-theory/", "subd": "almostsure", "tz": 1, "user_id": 0, "v": "wpcom" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?blog=9609325&v=wpcom&tz=1&user_id=0&arch_cat=blog&arch_results=3&subd=almostsure&host=almostsuremath.com&ref=https%3A%2F%2Falmostsuremath.com%2Fprobability-theory%2F&rand=0.2488549659235757" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.7891262971726003, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.7891262971726003" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "batcache_hit": 0, "bilmur": 1, "cls": 0, "custom_props": { "logged_in": "0", "wptheme": "pub/independent-publisher-2", "wptheme_is_block": "0" }, "downlink": 10000, "edge_dc": "cdg", "edge_dur": 4, "edge_status": "STALE", "fcp": 243, "fcp_raw": 243, "fp_raw": 243, "full_path": "/probability-theory/", "inp": 736, "lcp": 312, "lcp_load": "eager", "lcp_pre": 0, "lcp_prio": "high", "lcp_raw": 312, "lcp_res": "https://almostsuremath.com/wp-content/uploads/2020/09/banner1-7.png?w=1024&h=427", "lcp_sel": "#hero-header>img.hero-header-image", "lcp_type": "img", "nav_type": "navigate", "nt": "2--____4_4_4_4_4_4_7_i_n_1a_ab_bs_cj_ll_ll_mi--0_0_0_--h2", "provider": "wordpress.com", "reporter": "fetchLater", "rtt": 50, "service": "simple", "site_host": "almostsuremath.com", "site_path": "/probability-theory/", "site_tz": "Europe/London", "ttfb": 19, "version": "4.5.0" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/boom.gif?bilmur=1&batcache_hit=0&provider=wordpress.com&service=simple&site_tz=Europe%2FLondon&custom_props=%7B%22logged_in%22%3A%220%22%2C%22wptheme%22%3A%22pub%2Findependent-publisher-2%22%2C%22wptheme_is_block%22%3A%220%22%7D&rtt=50&downlink=10000&site_host=almostsuremath.com&site_path=%2Fprobability-theory%2F&full_path=%2Fprobability-theory%2F&version=4.5.0&edge_dc=cdg&edge_status=STALE&edge_dur=4&nt=2--____4_4_4_4_4_4_7_i_n_1a_ab_bs_cj_ll_ll_mi--0_0_0_--h2&reporter=fetchLater&fcp=243&fcp_raw=243&fp_raw=243&lcp=312&lcp_load=eager&lcp_prio=high&lcp_raw=312&lcp_sel=%23hero-header%3Eimg.hero-header-image&lcp_type=img&lcp_res=https%3A%2F%2Falmostsuremath.com%2Fwp-content%2Fuploads%2F2020%2F09%2Fbanner1-7.png%3Fw%3D1024%26h%3D427&lcp_pre=0&cls=0&ttfb=19&nav_type=navigate&inp=736" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "69": "" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?69" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783931768, "widget_frame": false, "widget_origin": "https://almostsuremath.com/probability-theory/" }, "session_id": "dad0b5d18588e323f9240078d5eb72da83f4e4ab" } }, "stack": [ { "fileName": "https://almostsuremath.com/probability-theory/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fprobability-theory%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783931768%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=dad0b5d18588e323f9240078d5eb72da83f4e4ab" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.6435092956307271, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.6435092956307271" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "64": "" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?64" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "crypt": "UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh+YlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh+MTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN210fmhUYnpzMktZLzE2bzNCfFk2V05WfDItJlc2bHJUMFImcVIxVzJLLz82WDAxWlRqekpdalFzZDgwaUVfSlprP2ssMDZOeDMlLEMsbFZ6VmxZUEIxaU4vVEs1US1FenpXTXNPN2JIdUNVX1gxQ2UzQktIYlVScnZPTl9xS3U/d21GN11aelktP0lGVk5jY2VfdlQmVGdIUjNScmI1MC1jMTlpVnA=", "rand": 0.9165120871562424, "v": "wpcom-no-pv" } }, "stack": [ { "fileName": "https://almostsuremath.com/probability-theory/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?crypt=UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh%2BYlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh%2BMTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN210fmhUYnpzMktZLzE2bzNCfFk2V05WfDItJlc2bHJUMFImcVIxVzJLLz82WDAxWlRqekpdalFzZDgwaUVfSlprP2ssMDZOeDMlLEMsbFZ6VmxZUEIxaU4vVEs1US1FenpXTXNPN2JIdUNVX1gxQ2UzQktIYlVScnZPTl9xS3U%2Fd21GN11aelktP0lGVk5jY2VfdlQmVGdIUjNScmI1MC1jMTlpVnA%3D&v=wpcom-no-pv&rand=0.9165120871562424" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "blog": 9609325, "host": "almostsuremath.com", "post": 2282, "rand": 0.13226992854294628, "ref": "", "subd": "almostsure", "tz": 1, "user_id": 0, "v": "wpcom" } }, "stack": [ { "fileName": "https://almostsuremath.com/probability-theory/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?blog=9609325&v=wpcom&tz=1&user_id=0&post=2282&subd=almostsure&host=almostsuremath.com&ref=&rand=0.13226992854294628" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.4184584662094779, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://almostsuremath.com/probability-theory/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.4184584662094779" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "batcache_hit": 0, "bilmur": 1, "cls": 0, "custom_props": { "logged_in": "0", "wptheme": "pub/independent-publisher-2", "wptheme_is_block": "0" }, "downlink": 10000, "edge_dc": "cdg", "edge_dur": 3, "edge_status": "HIT", "fcp": 300, "fcp_raw": 300, "fp_raw": 300, "full_path": "/category/blog/", "lcp": 300, "lcp_load": "eager", "lcp_pre": 0, "lcp_prio": "high", "lcp_raw": 300, "lcp_res": "https://almostsuremath.com/wp-content/uploads/2020/09/banner1-7.png?w=1024&h=427", "lcp_sel": "#hero-header>img.hero-header-image", "lcp_type": "img", "nav_type": "navigate", "nt": "2--__4_15_15_15_15_15_15_15_1a_1m_1r_2j_bp_da_do_o4_o4_rg--0_1_0_--h2", "provider": "wordpress.com", "reporter": "fetchLater", "rtt": 50, "service": "simple", "site_host": "almostsuremath.com", "site_path": "/category/blog/", "site_tz": "Europe/London", "ttfb": 58, "version": "4.5.0" } }, "stack": [ { "fileName": "https://almostsuremath.com/probability-theory/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/boom.gif?bilmur=1&batcache_hit=0&provider=wordpress.com&service=simple&site_tz=Europe%2FLondon&custom_props=%7B%22logged_in%22%3A%220%22%2C%22wptheme%22%3A%22pub%2Findependent-publisher-2%22%2C%22wptheme_is_block%22%3A%220%22%7D&rtt=50&downlink=10000&site_host=almostsuremath.com&site_path=%2Fcategory%2Fblog%2F&full_path=%2Fcategory%2Fblog%2F&version=4.5.0&edge_dc=cdg&edge_status=HIT&edge_dur=3&nt=2--__4_15_15_15_15_15_15_15_1a_1m_1r_2j_bp_da_do_o4_o4_rg--0_1_0_--h2&reporter=fetchLater&fcp=300&fcp_raw=300&fp_raw=300&lcp=300&lcp_load=eager&lcp_prio=high&lcp_raw=300&lcp_sel=%23hero-header%3Eimg.hero-header-image&lcp_type=img&lcp_res=https%3A%2F%2Falmostsuremath.com%2Fwp-content%2Fuploads%2F2020%2F09%2Fbanner1-7.png%3Fw%3D1024%26h%3D427&lcp_pre=0&cls=0&ttfb=58&nav_type=navigate" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "69": "" } }, "stack": [ { "fileName": "https://almostsuremath.com/probability-theory/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?69" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783929972, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "cdc87897ba83dd899e04830f6d1b9879b4ef9e63" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783929972%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=cdc87897ba83dd899e04830f6d1b9879b4ef9e63" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783929971, "widget_creator_screen_name": "AlmostSureMath", "widget_frame": false, "widget_origin": "https://almostsuremath.com/category/blog/" }, "session_id": "cdc87897ba83dd899e04830f6d1b9879b4ef9e63" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2Fcategory%2Fblog%2F%22%2C%22widget_frame%22%3Afalse%2C%22widget_creator_screen_name%22%3A%22AlmostSureMath%22%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783929971%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=cdc87897ba83dd899e04830f6d1b9879b4ef9e63" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.8337909631560434, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.8337909631560434" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "64": "" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?64" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "crypt": "UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh+YlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh+MTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN204K1FqZ0lpNiZhc1h3aTBvZC5rSklvMTRvX3U0QyxEd0tOS19HSkFHUVVmP3JJTXZFZGVWdVREPyUlb3VVdFM2ZCUyd0xxNjhyfnkzZFRLK0dhT2lsK0dHRyUyVUJERTJrMVUzYz1+MFJ4RCt3OVZqNHBGb2Yrb0ZhQy1Zb1Y0VmdHdF1JZ2ZIN2s9Z3Y/RHZWUUMyMmRVbDVyWy5lODlhaW9bK1tNcFpl", "rand": 0.1898397412581978, "v": "wpcom-no-pv" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?crypt=UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh%2BYlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh%2BMTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN204K1FqZ0lpNiZhc1h3aTBvZC5rSklvMTRvX3U0QyxEd0tOS19HSkFHUVVmP3JJTXZFZGVWdVREPyUlb3VVdFM2ZCUyd0xxNjhyfnkzZFRLK0dhT2lsK0dHRyUyVUJERTJrMVUzYz1%2BMFJ4RCt3OVZqNHBGb2Yrb0ZhQy1Zb1Y0VmdHdF1JZ2ZIN2s9Z3Y%2FRHZWUUMyMmRVbDVyWy5lODlhaW9bK1tNcFpl&v=wpcom-no-pv&rand=0.1898397412581978" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "arch_cat": "blog", "arch_results": 3, "blog": 9609325, "host": "almostsuremath.com", "rand": 0.5229972580791262, "ref": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/", "subd": "almostsure", "tz": 1, "user_id": 0, "v": "wpcom" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?blog=9609325&v=wpcom&tz=1&user_id=0&arch_cat=blog&arch_results=3&subd=almostsure&host=almostsuremath.com&ref=https%3A%2F%2Falmostsuremath.com%2F2023%2F05%2F21%2Fstochastic-differential-equations%2F&rand=0.5229972580791262" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.5993317264310349, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.5993317264310349" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "batcache_hit": 0, "bilmur": 1, "cls": 0, "custom_props": { "logged_in": "0", "wptheme": "pub/independent-publisher-2", "wptheme_is_block": "0" }, "downlink": 10000, "edge_dc": "cdg", "edge_dur": 2, "edge_status": "STALE", "fcp": 397, "fcp_raw": 397, "fp_raw": 397, "full_path": "/2023/05/21/stochastic-differential-equations/", "inp": 344, "lcp": 397, "lcp_load": "eager", "lcp_pre": 0, "lcp_prio": "high", "lcp_raw": 397, "lcp_res": "https://almostsuremath.com/wp-content/uploads/2020/09/banner1-7.png?w=1024&h=427", "lcp_sel": "#hero-header>img.hero-header-image", "lcp_type": "img", "nav_type": "navigate", "nt": "2--____1_1_1_1_1_1_4_g_l_1k_g0_gy_ho_zy_zy_10u--0_0_0_--h2", "provider": "wordpress.com", "reporter": "fetchLater", "rtt": 50, "service": "simple", "site_host": "almostsuremath.com", "site_path": "/2023/05/21/stochastic-differential-equations/", "site_tz": "Europe/London", "ttfb": 16, "version": "4.5.0" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/boom.gif?bilmur=1&batcache_hit=0&provider=wordpress.com&service=simple&site_tz=Europe%2FLondon&custom_props=%7B%22logged_in%22%3A%220%22%2C%22wptheme%22%3A%22pub%2Findependent-publisher-2%22%2C%22wptheme_is_block%22%3A%220%22%7D&rtt=50&downlink=10000&site_host=almostsuremath.com&site_path=%2F2023%2F05%2F21%2Fstochastic-differential-equations%2F&full_path=%2F2023%2F05%2F21%2Fstochastic-differential-equations%2F&version=4.5.0&edge_dc=cdg&edge_status=STALE&edge_dur=2&nt=2--____1_1_1_1_1_1_4_g_l_1k_g0_gy_ho_zy_zy_10u--0_0_0_--h2&reporter=fetchLater&fcp=397&fcp_raw=397&fp_raw=397&lcp=397&lcp_load=eager&lcp_prio=high&lcp_raw=397&lcp_sel=%23hero-header%3Eimg.hero-header-image&lcp_type=img&lcp_res=https%3A%2F%2Falmostsuremath.com%2Fwp-content%2Fuploads%2F2020%2F09%2Fbanner1-7.png%3Fw%3D1024%26h%3D427&lcp_pre=0&cls=0&ttfb=16&nav_type=navigate&inp=344" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "69": "" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?69" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783921870, "widget_frame": false, "widget_origin": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/" }, "session_id": "241f87e7f023875e1348cb03b615f22150df8974" } }, "stack": [ { "fileName": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F2023%2F05%2F21%2Fstochastic-differential-equations%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783921870%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=241f87e7f023875e1348cb03b615f22150df8974" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.8700136697637113, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.8700136697637113" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "64": "" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?64" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "crypt": "UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh+YlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh+MTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN210MXVCJnktNDFQQklycyw5Q08yY1hTcSxtWFB4RyVpaGJ6eUl6Y0xOTUklQ35OU1pKR25NY0J2SSxbQmp5RVZ+MTZ3aHdia3gzaD9+WG8mVElQdCtiXVJ2LUxzT0dRQyxxbHZ3Y1IxM0olTDU2d0RzVHFlMGdORVhzczA/Nzd2TUNXY3FneFowVVkrc3FOa29WY0xEXVdiZHpIU3dEWFkxRkUyQkhEMFBHJkh2aTN4PWlMSGFZNXEzQS8zMQ==", "rand": 0.8458972455976856, "v": "wpcom-no-pv" } }, "stack": [ { "fileName": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?crypt=UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh%2BYlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh%2BMTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN210MXVCJnktNDFQQklycyw5Q08yY1hTcSxtWFB4RyVpaGJ6eUl6Y0xOTUklQ35OU1pKR25NY0J2SSxbQmp5RVZ%2BMTZ3aHdia3gzaD9%2BWG8mVElQdCtiXVJ2LUxzT0dRQyxxbHZ3Y1IxM0olTDU2d0RzVHFlMGdORVhzczA%2FNzd2TUNXY3FneFowVVkrc3FOa29WY0xEXVdiZHpIU3dEWFkxRkUyQkhEMFBHJkh2aTN4PWlMSGFZNXEzQS8zMQ%3D%3D&v=wpcom-no-pv&rand=0.8458972455976856" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "blog": 9609325, "host": "almostsuremath.com", "post": 4201, "rand": 0.8426868403859067, "ref": "", "subd": "almostsure", "tz": 1, "user_id": 0, "v": "wpcom" } }, "stack": [ { "fileName": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?blog=9609325&v=wpcom&tz=1&user_id=0&post=4201&subd=almostsure&host=almostsuremath.com&ref=&rand=0.8426868403859067" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.4139647889120255, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.4139647889120255" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "69": "" } }, "stack": [ { "fileName": "https://almostsuremath.com/2023/05/21/stochastic-differential-equations/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?69" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.25644064500425023, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.25644064500425023" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "64": "" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?64" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "crypt": "UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh+YlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh+MTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN210VFMrMUNaM1JXLUM0L3JdUjU4T3otekF2SW5mUmZaTCZ5P0tLT355b04wSzNxXVEufEY5UHY3eT1BVFd6NS8wels4TH5ScjBBNDF4eXN5N3pXSkRJdj8xSTglcVNtSH4zJmRbUCU9PVgsUU09Uy90aE81TXdRRGE1VU1hL0JbUVl5Sm0xZXd1VHhbSDlDUURpL1hyW0l6eS5MZnRFZm9jdmlnaDUvdH5b", "rand": 0.3261591448152821, "v": "wpcom-no-pv" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?crypt=UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh%2BYlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh%2BMTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN210VFMrMUNaM1JXLUM0L3JdUjU4T3otekF2SW5mUmZaTCZ5P0tLT355b04wSzNxXVEufEY5UHY3eT1BVFd6NS8wels4TH5ScjBBNDF4eXN5N3pXSkRJdj8xSTglcVNtSH4zJmRbUCU9PVgsUU09Uy90aE81TXdRRGE1VU1hL0JbUVl5Sm0xZXd1VHhbSDlDUURpL1hyW0l6eS5MZnRFZm9jdmlnaDUvdH5b&v=wpcom-no-pv&rand=0.3261591448152821" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "arch_cat": "blog", "arch_results": 3, "blog": 9609325, "host": "almostsuremath.com", "rand": 0.8520436707610481, "ref": "https://almostsuremath.com/", "subd": "almostsure", "tz": 1, "user_id": 0, "v": "wpcom" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?blog=9609325&v=wpcom&tz=1&user_id=0&arch_cat=blog&arch_results=3&subd=almostsure&host=almostsuremath.com&ref=https%3A%2F%2Falmostsuremath.com%2F&rand=0.8520436707610481" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.7471065983897984, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.7471065983897984" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "batcache_hit": 0, "bilmur": 1, "cls": 0.001, "custom_props": { "logged_in": "0", "wptheme": "pub/independent-publisher-2", "wptheme_is_block": "0" }, "downlink": 10000, "edge_dc": "cdg", "edge_dur": 4, "edge_status": "STALE", "fcp": 478, "fcp_raw": 478, "fp_raw": 478, "full_path": "/", "inp": 40, "lcp": 478, "lcp_load": "eager", "lcp_pre": 0, "lcp_prio": "high", "lcp_raw": 478, "lcp_res": "https://almostsuremath.com/wp-content/uploads/2020/09/banner1-7.png?w=1024&h=427", "lcp_sel": "#hero-header>img.hero-header-image", "lcp_type": "img", "nav_type": "navigate", "nt": "2--____7_v_v_v_1h_12_1h_1s_26_24_12z_159_1ch_26t_26t_2fe--0_0_0_--h2", "provider": "wordpress.com", "reporter": "fetchLater", "rtt": 50, "service": "simple", "site_host": "almostsuremath.com", "site_path": "/", "site_tz": "Europe/London", "ttfb": 64, "version": "4.5.0" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/boom.gif?bilmur=1&batcache_hit=0&provider=wordpress.com&service=simple&site_tz=Europe%2FLondon&custom_props=%7B%22logged_in%22%3A%220%22%2C%22wptheme%22%3A%22pub%2Findependent-publisher-2%22%2C%22wptheme_is_block%22%3A%220%22%7D&rtt=50&downlink=10000&site_host=almostsuremath.com&site_path=%2F&full_path=%2F&version=4.5.0&edge_dc=cdg&edge_status=STALE&edge_dur=4&nt=2--____7_v_v_v_1h_12_1h_1s_26_24_12z_159_1ch_26t_26t_2fe--0_0_0_--h2&reporter=fetchLater&fcp=478&fcp_raw=478&fp_raw=478&lcp=478&lcp_load=eager&lcp_prio=high&lcp_raw=478&lcp_sel=%23hero-header%3Eimg.hero-header-image&lcp_type=img&lcp_res=https%3A%2F%2Falmostsuremath.com%2Fwp-content%2Fuploads%2F2020%2F09%2Fbanner1-7.png%3Fw%3D1024%26h%3D427&lcp_pre=0&cls=0.001&ttfb=64&nav_type=navigate&inp=40" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "69": "" } }, "stack": [ { "fileName": "https://almostsuremath.com/category/blog/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?69" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914492, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914492%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914491, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914491%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914490, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914490%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914489, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914489%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914488, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914488%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "data": { "body": {}, "filter": "||twitter.com/i/jot", "listName": "easyprivacy.txt", "query": { "l": { "_category_": "tfw_client_event", "client_version": "6a3ad42b224df:1778106238597", "dnt": false, "event_namespace": { "action": "impression", "client": "tfw", "page": "button", "section": "share" }, "format_version": 1, "language": "en", "message": "m:nocount:", "triggered_on": 1788783914487, "widget_frame": false, "widget_origin": "https://almostsuremath.com/" }, "session_id": "168457dee41c9bf201badf7c301726e95ed26f13" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://syndication.twitter.com/i/jot/embeds?l=%7B%22widget_origin%22%3A%22https%3A%2F%2Falmostsuremath.com%2F%22%2C%22widget_frame%22%3Afalse%2C%22language%22%3A%22en%22%2C%22message%22%3A%22m%3Anocount%3A%22%2C%22_category_%22%3A%22tfw_client_event%22%2C%22triggered_on%22%3A1788783914487%2C%22dnt%22%3Afalse%2C%22client_version%22%3A%226a3ad42b224df%3A1778106238597%22%2C%22format_version%22%3A1%2C%22event_namespace%22%3A%7B%22client%22%3A%22tfw%22%2C%22page%22%3A%22button%22%2C%22section%22%3A%22share%22%2C%22action%22%3A%22impression%22%7D%7D&session_id=168457dee41c9bf201badf7c301726e95ed26f13" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.7321045380536437, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.7321045380536437" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "64": "" } }, "stack": [ { "fileName": "https://widgets.wp.com/follow/index.html#href=almostsuremath.com&lang=en&blog=9609325", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?64" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "crypt": "UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh+YlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh+MTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN20sLlFpQi9uQiUyLlJdYVVNLFBPRjhHQ3FWbU9rTmhoeE10QkQyU11qblJqTl8vdi1yayVWfEhnVlBjdkJ4amoyZDVKQjdveDNlJV8wRlZpTnUyNXJXU3YmfF9dbFNROT0mJlJTQi1UcEIwa2U2TUJQQ1tYRFFGUCxoOTVmeCU2ZjBLXVdka24uOS10RV90SERWdStYV2hHdlJJMndUKzBuNWNdeQ==", "rand": 0.4669174392205069, "v": "wpcom-no-pv" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?crypt=UE5tW3cvZGRTd1VXTHx0Q0pyYT89K3QrZXh%2BYlZCT3lNLEN2NzQ2Njh8QTJiL1BzZVh%2BMTlwZTc3TkdTOFRnU0tVUE1VQj1TaW03RjJMN20sLlFpQi9uQiUyLlJdYVVNLFBPRjhHQ3FWbU9rTmhoeE10QkQyU11qblJqTl8vdi1yayVWfEhnVlBjdkJ4amoyZDVKQjdveDNlJV8wRlZpTnUyNXJXU3YmfF9dbFNROT0mJlJTQi1UcEIwa2U2TUJQQ1tYRFFGUCxoOTVmeCU2ZjBLXVdka24uOS10RV90SERWdStYV2hHdlJJMndUKzBuNWNdeQ%3D%3D&v=wpcom-no-pv&rand=0.4669174392205069" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "arch_home": 1, "blog": 9609325, "host": "almostsuremath.com", "rand": 0.7658813093565426, "ref": "", "subd": "almostsure", "tz": 1, "user_id": 0, "v": "wpcom" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?blog=9609325&v=wpcom&tz=1&user_id=0&arch_home=1&subd=almostsure&host=almostsuremath.com&ref=&rand=0.7658813093565426" }, { "data": { "body": {}, "filter": "||pixel.wp.com^", "listName": "easyprivacy.txt", "query": { "rand": 0.9302685311006231, "v": "wpcom-no-pv", "x_stats-initial-visibility": "visible" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://pixel.wp.com/g.gif?x_stats-initial-visibility=visible&v=wpcom-no-pv&rand=0.9302685311006231" }, { "data": { "body": {}, "filter": "||stats.wp.com^", "listName": "easyprivacy.txt", "query": { "69": "" } }, "stack": [ { "fileName": "https://almostsuremath.com/", "source": "ThirdPartyTracker RequestHandler" } ], "type": "TrackingRequest", "url": "https://stats.wp.com/w.js?69" } ] } }