{"id":580,"date":"2023-09-03T13:18:38","date_gmt":"2023-09-03T13:18:38","guid":{"rendered":"http:\/\/tepdk-sustainability-report.dk\/2023\/?page_id=580"},"modified":"2025-09-10T14:49:40","modified_gmt":"2025-09-10T14:49:40","slug":"data","status":"publish","type":"page","link":"https:\/\/tepdk-sustainability-report.dk\/2024\/data\/","title":{"rendered":"Data"},"content":{"rendered":"<div class=\"gb-container gb-container-d9ca2347\">\n\n<h1 class=\"gb-headline gb-headline-655ef01c gb-headline-text\">2024 \u2013 progress and challenges<\/h1>\n\n\n<div class=\"gb-grid-wrapper gb-grid-wrapper-3a8c4c7a\">\n<div class=\"gb-grid-column gb-grid-column-2159384b\"><div class=\"gb-container gb-container-2159384b\">\n\n<p class=\"gb-headline gb-headline-43128732 gb-headline-text\"><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiNEpkMFgzRWhhOEJvblB5aWc3YWFPeCIsInBhc3RlSUQiOjkxMjY1NDAwMSwiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\" style=\"white-space: normal; caret-color: #374649; color: 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(\/figma)--&gt;\" style=\"white-space: normal; caret-color: #374649; color: #374649;\"><\/span><span style=\"caret-color: #374649; color: #374649;\">TotalEnergies EP Denmark\u2019s operations are situated in the harsh environment of the North Sea and this sets the scene for our focus on safe, reliable and environmentally responsible operations.<\/span><br><br>2024 numbers have been significantly impacted by the ramping up of the Tyra platform. Tyra recommenced production in March 2024 after a major redevelopment project.<\/p>\n\n<\/div><\/div>\n\n<div class=\"gb-grid-column gb-grid-column-40848340\"><div class=\"gb-container gb-container-40848340\">\n\n<p class=\"gb-headline gb-headline-c9496059 gb-headline-text\">Most of our offshore installations were constructed many years ago and were built for a significantly higher output of oil and gas. In this context, our goal is to operate our mature offshore installations in the safest, most energy efficient manner, with the lowest possible adverse impacts on air, sea and land, both locally and globally.<\/p>\n\n<\/div><\/div>\n<\/div>\n<\/div>\n\n<div class=\"gb-container gb-container-6fd026dd alignfull\">\n<div class=\"gb-container gb-container-71ab2221\">\n\n<table id=\"tablepress-1\" class=\"tablepress tablepress-id-1 tbody-has-connected-cells\">\n<tbody>\n<tr class=\"row-1\">\n\t<td colspan=\"5\" class=\"column-1\"><h2>Climate and Sustainable Energy<\/h2><\/td>\n<\/tr>\n<tr class=\"row-2\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><strong>Unit<\/strong><\/td><td class=\"column-3\"><strong>2022<\/strong><\/td><td class=\"column-4\"><strong>2023<\/strong><\/td><td class=\"column-5\"><strong>2024<\/strong><\/td>\n<\/tr>\n<tr class=\"row-3\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>GHG emissions\u00b9<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-4\">\n\t<td class=\"column-1\">Total CO\u2082<\/td><td class=\"column-2\">Mt CO\u2082<\/td><td class=\"column-3\">0.79<\/td><td class=\"column-4\">0.82<\/td><td class=\"column-5\">0.92<\/td>\n<\/tr>\n<tr class=\"row-5\">\n\t<td class=\"column-1\">CH\u2084<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">1,909<\/td><td class=\"column-4\">1,180<\/td><td class=\"column-5\">1,639<\/td>\n<\/tr>\n<tr class=\"row-6\">\n\t<td class=\"column-1\">GHG emissions<\/td><td class=\"column-2\">Mt CO\u2082e<\/td><td class=\"column-3\">0.85<\/td><td class=\"column-4\">0.87<\/td><td class=\"column-5\">0.99<\/td>\n<\/tr>\n<tr class=\"row-7\">\n\t<td class=\"column-1\">GHG intensity<\/td><td class=\"column-2\">kt CO\u2082 eq.\/Mboe<\/td><td class=\"column-3\">29.7<\/td><td class=\"column-4\">32.5<\/td><td class=\"column-5\">36.4<\/td>\n<\/tr>\n<tr class=\"row-8\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Other emissions<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-9\">\n\t<td class=\"column-1\">NOx<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">4,117<\/td><td class=\"column-4\">3,142<\/td><td class=\"column-5\">3,345<\/td>\n<\/tr>\n<tr class=\"row-10\">\n\t<td class=\"column-1\">nmVOC*<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">1,507<\/td><td class=\"column-4\">584<\/td><td class=\"column-5\">709<\/td>\n<\/tr>\n<tr class=\"row-11\">\n\t<td class=\"column-1\">SOx<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">46<\/td><td class=\"column-4\">84<\/td><td class=\"column-5\">74<\/td>\n<\/tr>\n<tr class=\"row-12\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Sources of CO\u2082 emissions on production platforms<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-13\">\n\t<td class=\"column-1\">Fuel gas<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">88<\/td><td class=\"column-4\">86<\/td><td class=\"column-5\">85<\/td>\n<\/tr>\n<tr class=\"row-14\">\n\t<td class=\"column-1\">Flared gas<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">11<\/td><td class=\"column-4\">10<\/td><td class=\"column-5\">9<\/td>\n<\/tr>\n<tr class=\"row-15\">\n\t<td class=\"column-1\">Diesel<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">1<\/td><td class=\"column-4\">4<\/td><td class=\"column-5\">6<\/td>\n<\/tr>\n<tr class=\"row-16\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Consumption of HCFC* gas and HFC* gas<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-17\">\n\t<td class=\"column-1\">HCFC<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">0<\/td><td class=\"column-4\">0<\/td><td class=\"column-5\">0<\/td>\n<\/tr>\n<tr class=\"row-18\">\n\t<td class=\"column-1\">HFC<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">1.4<\/td><td class=\"column-4\">0.9<\/td><td class=\"column-5\">1.1<\/td>\n<\/tr>\n<tr class=\"row-19\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Energy consumption<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-20\">\n\t<td class=\"column-1\">Total energy consumption<\/td><td class=\"column-2\">TJ<\/td><td class=\"column-3\">12,311.3<\/td><td class=\"column-4\">12,860.4<\/td><td class=\"column-5\">14,463.2<\/td>\n<\/tr>\n<tr class=\"row-21\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Use of extracted hydrocarbons<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-22\">\n\t<td class=\"column-1\">For sale<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">73<\/td><td class=\"column-4\">72<\/td><td class=\"column-5\">73<\/td>\n<\/tr>\n<tr class=\"row-23\">\n\t<td class=\"column-1\">For internal energy consumption<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">24<\/td><td class=\"column-4\">25<\/td><td class=\"column-5\">24<\/td>\n<\/tr>\n<tr class=\"row-24\">\n\t<td class=\"column-1\">Lost due to safety flare or other<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">3<\/td><td class=\"column-4\">3<\/td><td class=\"column-5\">2<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n\n\n\n\n<div style=\"height:25px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<table id=\"tablepress-2\" class=\"tablepress tablepress-id-2 tbody-has-connected-cells\">\n<tbody>\n<tr class=\"row-1\">\n\t<td colspan=\"5\" class=\"column-1\"><h2>Care for the Environment<\/h2><\/td>\n<\/tr>\n<tr class=\"row-2\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><strong>Unit<\/strong><\/td><td class=\"column-3\"><strong>2022<\/strong><\/td><td class=\"column-4\"><strong>2023<\/strong><\/td><td class=\"column-5\"><strong>2024<\/strong><\/td>\n<\/tr>\n<tr class=\"row-3\">\n\t<td class=\"column-1\"><strong>Production of water<\/strong><\/td><td class=\"column-2\"><\/td><td class=\"column-3\"><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-4\">\n\t<td class=\"column-1\">Produced water<\/td><td class=\"column-2\">Mt<\/td><td class=\"column-3\">26.3<\/td><td class=\"column-4\">27.3<\/td><td class=\"column-5\">27.3<\/td>\n<\/tr>\n<tr class=\"row-5\">\n\t<td class=\"column-1\">Total fluids production (gas, oil and water)<\/td><td class=\"column-2\">Mt<\/td><td class=\"column-3\">30.2<\/td><td class=\"column-4\">30.9<\/td><td class=\"column-5\">31.0<\/td>\n<\/tr>\n<tr class=\"row-6\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Produced water re-injected into the reservoirs or discharged into the sea<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-7\">\n\t<td class=\"column-1\">Re-injected produced water<\/td><td class=\"column-2\">Mm\u00b3<\/td><td class=\"column-3\">6.3<\/td><td class=\"column-4\">6.2<\/td><td class=\"column-5\">6.6<\/td>\n<\/tr>\n<tr class=\"row-8\">\n\t<td class=\"column-1\">Discharged produced water<\/td><td class=\"column-2\">Mm\u00b3<\/td><td class=\"column-3\">17.6<\/td><td class=\"column-4\">18.6<\/td><td class=\"column-5\">18.2<\/td>\n<\/tr>\n<tr class=\"row-9\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Oil in produced water discharged into the sea<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-10\">\n\t<td class=\"column-1\">Total volume of oil discharge<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">121.6<\/td><td class=\"column-4\">130.5<\/td><td class=\"column-5\">124.7<\/td>\n<\/tr>\n<tr class=\"row-11\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Average concentration of oil in produced water discharged into the sea<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-12\">\n\t<td class=\"column-1\">Oil concentration<\/td><td class=\"column-2\">mg\/l<\/td><td class=\"column-3\">6.9<\/td><td class=\"column-4\">7.0<\/td><td class=\"column-5\">6.8<\/td>\n<\/tr>\n<tr class=\"row-13\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Water-based drilling mud and drill cuttings discharged into the sea<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-14\">\n\t<td class=\"column-1\">Water-based drilling mud<\/td><td class=\"column-2\">1,000 m\u00b3<\/td><td class=\"column-3\">0<\/td><td class=\"column-4\">6.35<\/td><td class=\"column-5\">6.78<\/td>\n<\/tr>\n<tr class=\"row-15\">\n\t<td class=\"column-1\">Drill cuttings<\/td><td class=\"column-2\">1,000 m\u00b3<\/td><td class=\"column-3\">0<\/td><td class=\"column-4\">0.78<\/td><td class=\"column-5\">0.99<\/td>\n<\/tr>\n<tr class=\"row-16\">\n\t<td class=\"column-1\">Number of wells drilled<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">0<\/td><td class=\"column-4\">0<\/td><td class=\"column-5\">2<\/td>\n<\/tr>\n<tr class=\"row-17\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Accidental oil spills<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-18\">\n\t<td class=\"column-1\">Accidental oil and diesel spills<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">0.8<\/td><td class=\"column-4\">0.1<\/td><td class=\"column-5\">0.4<\/td>\n<\/tr>\n<tr class=\"row-19\">\n\t<td class=\"column-1\">Accidental oil and diesel spills<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">6<\/td><td class=\"column-4\">15<\/td><td class=\"column-5\">14<\/td>\n<\/tr>\n<tr class=\"row-20\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Accidental chemicals spills<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-21\">\n\t<td class=\"column-1\">Accidental chemical spills<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">10.5<\/td><td class=\"column-4\">0.1<\/td><td class=\"column-5\">0.1<\/td>\n<\/tr>\n<tr class=\"row-22\">\n\t<td class=\"column-1\">Accidental chemical spills<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">32<\/td><td class=\"column-4\">20<\/td><td class=\"column-5\">23<\/td>\n<\/tr>\n<tr class=\"row-23\">\n\t<td colspan=\"4\" class=\"column-1\"><strong>Chemicals discharged into the sea<\/strong><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-24\">\n\t<td class=\"column-1\">Green chemicals<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">803<\/td><td class=\"column-4\">3,042<\/td><td class=\"column-5\">4,786<\/td>\n<\/tr>\n<tr class=\"row-25\">\n\t<td class=\"column-1\">Yellow chemicals<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">4,281<\/td><td class=\"column-4\">5,021<\/td><td class=\"column-5\">4,695<\/td>\n<\/tr>\n<tr class=\"row-26\">\n\t<td class=\"column-1\">Red chemicals<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">13.4<\/td><td class=\"column-4\">15.2<\/td><td class=\"column-5\">12.0<\/td>\n<\/tr>\n<tr class=\"row-27\">\n\t<td class=\"column-1\">Grand Total<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">5,097<\/td><td class=\"column-4\">8,079<\/td><td class=\"column-5\">9,494<\/td>\n<\/tr>\n<tr class=\"row-28\">\n\t<td class=\"column-1\"><strong>Chemical usage<\/strong><\/td><td class=\"column-2\"><\/td><td class=\"column-3\"><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-29\">\n\t<td class=\"column-1\">Green chemicals<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">4,065<\/td><td class=\"column-4\">5,175<\/td><td class=\"column-5\">7,018<\/td>\n<\/tr>\n<tr class=\"row-30\">\n\t<td class=\"column-1\">Yellow chemicals<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">7,640<\/td><td class=\"column-4\">8,376<\/td><td class=\"column-5\">8,068<\/td>\n<\/tr>\n<tr class=\"row-31\">\n\t<td class=\"column-1\">Black chemicals<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">0<\/td><td class=\"column-4\">0<\/td><td class=\"column-5\">0<\/td>\n<\/tr>\n<tr class=\"row-32\">\n\t<td class=\"column-1\">Red chemicals<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">70.8<\/td><td class=\"column-4\">73.5<\/td><td class=\"column-5\">65.8<\/td>\n<\/tr>\n<tr class=\"row-33\">\n\t<td class=\"column-1\">Grand Total<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">11,776<\/td><td class=\"column-4\">13,625<\/td><td class=\"column-5\">15,152<\/td>\n<\/tr>\n<tr class=\"row-34\">\n\t<td class=\"column-1\"><strong>Waste management<\/strong><\/td><td class=\"column-2\"><\/td><td class=\"column-3\"><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-35\">\n\t<td class=\"column-1\">Waste total<\/td><td class=\"column-2\">Tons<\/td><td class=\"column-3\">2,985<\/td><td class=\"column-4\">3,636<\/td><td class=\"column-5\">3,540<\/td>\n<\/tr>\n<tr class=\"row-36\">\n\t<td class=\"column-1\">Recycled<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">39.0<\/td><td class=\"column-4\">42.6<\/td><td class=\"column-5\">44.4<\/td>\n<\/tr>\n<tr class=\"row-37\">\n\t<td class=\"column-1\">Incinerated\u00b2<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">62.0<\/td><td class=\"column-4\">56.5<\/td><td class=\"column-5\">55.3<\/td>\n<\/tr>\n<tr class=\"row-38\">\n\t<td class=\"column-1\">Landfilled<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">0.1<\/td><td class=\"column-4\">0.9<\/td><td class=\"column-5\">0.4<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n\n\n\n\n<div style=\"height:25px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<table id=\"tablepress-3\" class=\"tablepress tablepress-id-3 tbody-has-connected-cells\">\n<tbody>\n<tr class=\"row-1\">\n\t<td colspan=\"5\" class=\"column-1\"><h2>People\u2019s Well-Being<\/h2><\/td>\n<\/tr>\n<tr class=\"row-2\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><strong>Unit<\/strong><\/td><td class=\"column-3\"><strong>2022<\/strong><\/td><td class=\"column-4\"><strong>2023<\/strong><\/td><td class=\"column-5\"><strong>2024<\/strong><\/td>\n<\/tr>\n<tr class=\"row-3\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Employees<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-4\">\n\t<td class=\"column-1\">Workforce onshore<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">486<\/td><td class=\"column-4\">469<\/td><td class=\"column-5\">465<\/td>\n<\/tr>\n<tr class=\"row-5\">\n\t<td class=\"column-1\">Workforce offshore<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">275<\/td><td class=\"column-4\">284<\/td><td class=\"column-5\">252<\/td>\n<\/tr>\n<tr class=\"row-6\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Gender<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-7\">\n\t<td class=\"column-1\"><strong>% of women<\/strong><\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">19<\/td><td class=\"column-4\">18<\/td><td class=\"column-5\">20<\/td>\n<\/tr>\n<tr class=\"row-8\">\n\t<td class=\"column-1\">Among onshore<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">28<\/td><td class=\"column-4\">28<\/td><td class=\"column-5\">29<\/td>\n<\/tr>\n<tr class=\"row-9\">\n\t<td class=\"column-1\">Among offshore<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">4<\/td><td class=\"column-4\">2<\/td><td class=\"column-5\">3<\/td>\n<\/tr>\n<tr class=\"row-10\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Nationalities<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-11\">\n\t<td class=\"column-1\">Number of nationalities<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">48<\/td><td class=\"column-4\">46<\/td><td class=\"column-5\">49<\/td>\n<\/tr>\n<tr class=\"row-12\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Safety<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-13\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Exposure hours<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-14\">\n\t<td class=\"column-1\">Milions of hours worked<\/td><td class=\"column-2\">Mh<\/td><td class=\"column-3\">7.32<\/td><td class=\"column-4\">8.32<\/td><td class=\"column-5\">6.6<\/td>\n<\/tr>\n<tr class=\"row-15\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Occupational injuries<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-16\">\n\t<td class=\"column-1\">Fatality<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">0<\/td><td class=\"column-4\">0<\/td><td class=\"column-5\">0<\/td>\n<\/tr>\n<tr class=\"row-17\">\n\t<td class=\"column-1\">Lost Time Injury<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">4<\/td><td class=\"column-4\">5<\/td><td class=\"column-5\">1<\/td>\n<\/tr>\n<tr class=\"row-18\">\n\t<td class=\"column-1\">Restricted Workday Case<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">6<\/td><td class=\"column-4\">9<\/td><td class=\"column-5\">5<\/td>\n<\/tr>\n<tr class=\"row-19\">\n\t<td class=\"column-1\">Medical Treatment Case<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">10<\/td><td class=\"column-4\">4<\/td><td class=\"column-5\">2<\/td>\n<\/tr>\n<tr class=\"row-20\">\n\t<td class=\"column-1\">First Aid Case (non-recordable injury)<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">108<\/td><td class=\"column-4\">164<\/td><td class=\"column-5\">97<\/td>\n<\/tr>\n<tr class=\"row-21\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Injury Rates &amp; Targets<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-22\">\n\t<td class=\"column-1\">Lost Time Injury Rate (LTIR),  number of lost time injuries per million hours worked<\/td><td class=\"column-2\">Nb\/Mh<\/td><td class=\"column-3\">0.55<\/td><td class=\"column-4\">0.60<\/td><td class=\"column-5\">0.15<\/td>\n<\/tr>\n<tr class=\"row-23\">\n\t<td class=\"column-1\">Total Recordable Injury Rate (TRIR), number of recordable injuries per million hours worked<\/td><td class=\"column-2\">Nb\/Mh<\/td><td class=\"column-3\">2.73<\/td><td class=\"column-4\">2.16<\/td><td class=\"column-5\">1.22<\/td>\n<\/tr>\n<tr class=\"row-24\">\n\t<td class=\"column-1\">TRIR Target<\/td><td class=\"column-2\"><\/td><td class=\"column-3\">0.75<\/td><td class=\"column-4\">0.95<\/td><td class=\"column-5\">1.19<\/td>\n<\/tr>\n<tr class=\"row-25\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Lost Workdays\u00b3<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-26\">\n\t<td class=\"column-1\">Number of lost days due to accidents at work<\/td><td class=\"column-2\">Number<\/td><td class=\"column-3\">375<\/td><td class=\"column-4\">401<\/td><td class=\"column-5\">107<\/td>\n<\/tr>\n<tr class=\"row-27\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Severity Rate<\/strong><\/td><td class=\"column-4\"><\/td><td class=\"column-5\"><\/td>\n<\/tr>\n<tr class=\"row-28\">\n\t<td class=\"column-1\">Number of days lost due to accidents at work per million hours worked<\/td><td class=\"column-2\">Number\/Mh<\/td><td class=\"column-3\">51<\/td><td class=\"column-4\">48<\/td><td class=\"column-5\">16.3<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n\n\n\n\n<div style=\"height:25px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<table id=\"tablepress-4\" class=\"tablepress tablepress-id-4 tbody-has-connected-cells\">\n<tbody>\n<tr class=\"row-1\">\n\t<td colspan=\"5\" class=\"column-1\"><h2>Creating Shared Value<\/h2><\/td>\n<\/tr>\n<tr class=\"row-2\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><strong>Unit<\/strong><\/td><td class=\"column-3\"><strong>2022<\/strong><\/td><td class=\"column-4\"><strong>2023<\/strong><\/td><td class=\"column-5\"><strong>2024<\/strong><\/td>\n<\/tr>\n<tr class=\"row-3\">\n\t<td class=\"column-1\">Action! program \u2013 employee participation<\/td><td class=\"column-2\">%<\/td><td class=\"column-3\">16<\/td><td class=\"column-4\">13<\/td><td class=\"column-5\">16<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n\n\n\n\n<div style=\"height:25px\" aria-hidden=\"true\" class=\"wp-block-spacer\"><\/div>\n\n\n\n<table id=\"tablepress-5\" class=\"tablepress tablepress-id-5 tbody-has-connected-cells\">\n<tbody>\n<tr class=\"row-1\">\n\t<td colspan=\"5\" class=\"column-1\"><h2>Operational data<\/h2><\/td>\n<\/tr>\n<tr class=\"row-2\">\n\t<td class=\"column-1\"><\/td><td class=\"column-2\"><strong>Unit<\/strong><\/td><td class=\"column-3\"><strong>2022<\/strong><\/td><td class=\"column-4\"><strong>2023<\/strong><\/td><td class=\"column-5\"><strong>2024<\/strong><\/td>\n<\/tr>\n<tr class=\"row-3\">\n\t<td colspan=\"3\" class=\"column-1\"><strong>Production of oil and gas<\/strong><\/td><td colspan=\"2\" class=\"column-4\"><\/td>\n<\/tr>\n<tr class=\"row-4\">\n\t<td class=\"column-1\">Gas<\/td><td class=\"column-2\">Mt oil eq<\/td><td class=\"column-3\">1.1<\/td><td class=\"column-4\">1.1<\/td><td class=\"column-5\">1.3<\/td>\n<\/tr>\n<tr class=\"row-5\">\n\t<td class=\"column-1\">Oil<\/td><td class=\"column-2\">Mt<\/td><td class=\"column-3\">2.7<\/td><td class=\"column-4\">2.5<\/td><td class=\"column-5\">2.4<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n\n\n\n\n<p class=\"gb-headline gb-headline-997f54b7 gb-headline-text\">Notes:<br>1 Scope 1 and Scope 2 from all offshore assets and logistical support<br>2 Incinerated with energy recovery<br>3 The number of lost time days is limited to 180 calendar days per injured person<br>* nmVOC = non-methane Volatile Organic Compounds, HCFC = Hydrochlorofluorocarbons, HFC = hydrofluorocarbons<\/p>\n\n\n\n<p><\/p>\n\n<\/div>\n<\/div>\n\n<div class=\"gb-container gb-container-0ff632a0 alignfull\">\n\n<h4 class=\"gb-headline gb-headline-ccd2f4fa gb-headline-text\">Share the story<\/h4>\n\n\n<div class=\"addtoany_shortcode\"><div class=\"a2a_kit a2a_kit_size_ addtoany_list\" 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number of lost time days is limited to 180 calendar days per injured person* nmVOC = non-methane Volatile Organic Compounds, HCFC = Hydrochlorofluorocarbons, HFC = hydrofluorocarbons<\/p>\n","protected":false},"author":1,"featured_media":3554,"parent":0,"menu_order":150,"comment_status":"closed","ping_status":"closed","template":"","meta":{"footnotes":""},"class_list":["post-580","page","type-page","status-publish","has-post-thumbnail"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.5 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Data - TotalEnergies EP Denmark Sustainability Report 2024<\/title>\n<meta name=\"description\" content=\"Our operations are situated in the harsh environment of the North Sea and this sets the scene for our focus on safe and reliable operations.\" \/>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" 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