{"id":66406,"date":"2025-08-14T12:53:08","date_gmt":"2025-08-14T12:53:08","guid":{"rendered":"https:\/\/www.newsbeep.com\/uk\/66406\/"},"modified":"2025-08-14T12:53:08","modified_gmt":"2025-08-14T12:53:08","slug":"industrial-production-down-by-1-3-in-the-euro-area-and-by-1-0-in-the-eu-euro-indicators","status":"publish","type":"post","link":"https:\/\/www.newsbeep.com\/uk\/66406\/","title":{"rendered":"Industrial production down by 1.3% in the euro area and by 1.0% in the EU &#8211; Euro indicators"},"content":{"rendered":"<p>          Overview<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In June 2025, compared with May 2025, seasonally adjusted industrial production decreased by 1.3% in the euro area and by 1.0% in the EU, according to first estimates from Eurostat, the statistical office of the European Union. In May 2025, industrial production grew by 1.1% in the euro area and by 0.8% in the EU.<\/p>\n<p align=\"justify\" height=\"1.5\" marginleft=\"0\" style=\"text-align:justify;line-height:1.5;margin-left:0\">In June 2025, compared with June 2024, industrial production increased by 0.2% in the euro area and by 0.5% in the EU.<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\"><img decoding=\"async\" class=\"chart\" src=\"data:image\/png;base64,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\" alt=\"Industrial production\" title=\"Industrial production\" width=\"820px\" options=\"{&quot;title&quot;:{&quot;show&quot;:true,&quot;text&quot;:&quot;Industrial production&quot;,&quot;left&quot;:&quot;left&quot;,&quot;top&quot;:&quot;top&quot;,&quot;subtext&quot;:&quot;2021=100, seasonally adjusted series &quot;,&quot;textStyle&quot;:{&quot;color&quot;:&quot;#262B38&quot;,&quot;letterSpacing&quot;:&quot;0.21px&quot;,&quot;fontStyle&quot;:&quot;normal&quot;,&quot;fontWeight&quot;:600,&quot;fontFamily&quot;:&quot;Arial, sans-serif&quot;,&quot;fontSize&quot;:&quot;16px&quot;},&quot;subtextStyle&quot;:{&quot;color&quot;:&quot;#515560&quot;,&quot;letterSpacing&quot;:&quot;0.1px&quot;,&quot;fontStyle&quot;:&quot;normal&quot;,&quot;fontWeight&quot;:500,&quot;fontFamily&quot;:&quot;Arial, sans-serif&quot;,&quot;fontSize&quot;:&quot;14px&quot;}},&quot;legend&quot;:{&quot;show&quot;:true,&quot;left&quot;:&quot;center&quot;,&quot;top&quot;:&quot;80&quot;,&quot;orient&quot;:&quot;horizontal&quot;,&quot;icon&quot;:&quot;&quot;,&quot;data&quot;:[&quot;Euro area&quot;,&quot;EU&quot;],&quot;textStyle&quot;:{&quot;color&quot;:&quot;#333333&quot;,&quot;fontSize&quot;:14}},&quot;tooltip&quot;:{&quot;show&quot;:true,&quot;trigger&quot;:&quot;axis&quot;},&quot;toolbox&quot;:{},&quot;xAxis&quot;:{&quot;type&quot;:&quot;category&quot;,&quot;boundaryGap&quot;:false,&quot;data&quot;:[&quot;01-2021&quot;,&quot;02-2021&quot;,&quot;03-2021&quot;,&quot;04-2021&quot;,&quot;05-2021&quot;,&quot;06-2021&quot;,&quot;07-2021&quot;,&quot;08-2021&quot;,&quot;09-2021&quot;,&quot;10-2021&quot;,&quot;11-2021&quot;,&quot;12-2021&quot;,&quot;01-2022&quot;,&quot;02-2022&quot;,&quot;03-2022&quot;,&quot;04-2022&quot;,&quot;05-2022&quot;,&quot;06-2022&quot;,&quot;07-2022&quot;,&quot;08-2022&quot;,&quot;09-2022&quot;,&quot;10-2022&quot;,&quot;11-2022&quot;,&quot;12-2022&quot;,&quot;01-2023&quot;,&quot;02-2023&quot;,&quot;03-2023&quot;,&quot;04-2023&quot;,&quot;05-2023&quot;,&quot;06-2023&quot;,&quot;07-2023&quot;,&quot;08-2023&quot;,&quot;09-2023&quot;,&quot;10-2023&quot;,&quot;11-2023&quot;,&quot;12-2023&quot;,&quot;01-2024&quot;,&quot;02-2024&quot;,&quot;03-2024&quot;,&quot;04-2024&quot;,&quot;05-2024&quot;,&quot;06-2024&quot;,&quot;07-2024&quot;,&quot;08-2024&quot;,&quot;09-2024&quot;,&quot;10-2024&quot;,&quot;11-2024&quot;,&quot;12-2024&quot;,&quot;01-2025&quot;,&quot;02-2025&quot;,&quot;03-2025&quot;,&quot;04-2025&quot;,&quot;05-2025&quot;,&quot;06-2025&quot;],&quot;axisLabel&quot;:{&quot;interval&quot;:1,&quot;rotate&quot;:60,&quot;showMaxLabel&quot;:true,&quot;showMinLabel&quot;:true,&quot;fontFamily&quot;:&quot;Arial, sans-serif&quot;,&quot;fontSize&quot;:&quot;14px&quot;,&quot;rich&quot;:{&quot;bold&quot;:{&quot;fontWeight&quot;:&quot;bold&quot;},&quot;italic&quot;:{&quot;fontStyle&quot;:&quot;italic&quot;}}}},&quot;yAxis&quot;:{&quot;type&quot;:&quot;value&quot;,&quot;min&quot;:&quot;90&quot;,&quot;max&quot;:&quot;110&quot;,&quot;axisLabel&quot;:{&quot;showMaxLabel&quot;:true,&quot;showMinLabel&quot;:true,&quot;fontFamily&quot;:&quot;Arial, sans-serif&quot;,&quot;fontSize&quot;:&quot;14px&quot;,&quot;unit&quot;:&quot; &quot;,&quot;padding&quot;:15}},&quot;series&quot;:[{&quot;name&quot;:&quot;Euro area&quot;,&quot;data&quot;:[&quot;100.2&quot;,&quot;98.9&quot;,&quot;100.1&quot;,&quot;101.0&quot;,&quot;99.8&quot;,&quot;99.8&quot;,&quot;101.1&quot;,&quot;98.9&quot;,&quot;99.0&quot;,&quot;99.4&quot;,&quot;99.9&quot;,&quot;102.0&quot;,&quot;101.3&quot;,&quot;101.9&quot;,&quot;100.1&quot;,&quot;100.4&quot;,&quot;102.8&quot;,&quot;102.0&quot;,&quot;100.1&quot;,&quot;102.2&quot;,&quot;103.5&quot;,&quot;102.6&quot;,&quot;102.8&quot;,&quot;100.8&quot;,&quot;102.4&quot;,&quot;103.5&quot;,&quot;100.5&quot;,&quot;101.0&quot;,&quot;101.5&quot;,&quot;101.6&quot;,&quot;98.7&quot;,&quot;98.3&quot;,&quot;98.3&quot;,&quot;97.8&quot;,&quot;98.9&quot;,&quot;98.6&quot;,&quot;97.4&quot;,&quot;97.5&quot;,&quot;96.9&quot;,&quot;97.7&quot;,&quot;96.4&quot;,&quot;97.4&quot;,&quot;96.8&quot;,&quot;97.3&quot;,&quot;96.5&quot;,&quot;96.8&quot;,&quot;97.2&quot;,&quot;96.7&quot;,&quot;97.2&quot;,&quot;98.4&quot;,&quot;100.6&quot;,&quot;98.1&quot;,&quot;99.2&quot;,&quot;97.9&quot;],&quot;type&quot;:&quot;line&quot;,&quot;showSymbol&quot;:false,&quot;color&quot;:&quot;#CCA300&quot;},{&quot;name&quot;:&quot;EU&quot;,&quot;data&quot;:[&quot;99.7&quot;,&quot;98.7&quot;,&quot;100.0&quot;,&quot;100.8&quot;,&quot;99.7&quot;,&quot;99.8&quot;,&quot;101.0&quot;,&quot;99.0&quot;,&quot;99.1&quot;,&quot;99.6&quot;,&quot;100.5&quot;,&quot;102.2&quot;,&quot;101.8&quot;,&quot;102.4&quot;,&quot;101.2&quot;,&quot;101.3&quot;,&quot;103.4&quot;,&quot;102.8&quot;,&quot;101.4&quot;,&quot;103.0&quot;,&quot;104.3&quot;,&quot;103.0&quot;,&quot;103.4&quot;,&quot;101.9&quot;,&quot;103.2&quot;,&quot;104.2&quot;,&quot;101.4&quot;,&quot;101.7&quot;,&quot;102.4&quot;,&quot;102.3&quot;,&quot;99.8&quot;,&quot;99.5&quot;,&quot;99.4&quot;,&quot;99.2&quot;,&quot;100.1&quot;,&quot;100.0&quot;,&quot;99.0&quot;,&quot;99.2&quot;,&quot;98.3&quot;,&quot;99.4&quot;,&quot;97.9&quot;,&quot;98.7&quot;,&quot;98.4&quot;,&quot;98.8&quot;,&quot;98.0&quot;,&quot;98.7&quot;,&quot;98.7&quot;,&quot;98.5&quot;,&quot;98.5&quot;,&quot;99.6&quot;,&quot;101.4&quot;,&quot;99.6&quot;,&quot;100.4&quot;,&quot;99.4&quot;],&quot;type&quot;:&quot;line&quot;,&quot;showSymbol&quot;:false,&quot;color&quot;:&quot;#082B7A&quot;,&quot;lineStyle&quot;:{&quot;type&quot;:&quot;dashed&quot;}}],&quot;grid&quot;:{&quot;top&quot;:80,&quot;bottom&quot;:120},&quot;color&quot;:[&quot;#0E47CB&quot;,&quot;#CCA300&quot;,&quot;#33A033&quot;,&quot;#388AE2&quot;,&quot;#AA5F18&quot;,&quot;#208486&quot;,&quot;#9FB5EA&quot;,&quot;#FFE066&quot;,&quot;#A2DDB2&quot;,&quot;#A5DAF9&quot;,&quot;#DFB18B&quot;,&quot;#92C1C0&quot;,&quot;#082B7A&quot;],&quot;lang&quot;:&quot;en&quot;,&quot;graphic&quot;:[{&quot;type&quot;:&quot;image&quot;,&quot;left&quot;:10,&quot;bottom&quot;:10,&quot;cursor&quot;:&quot;default&quot;,&quot;style&quot;:{&quot;width&quot;:120,&quot;height&quot;:17,&quot;image&quot;:&quot;assets\/ngx-editor\/images\/eurostat.png&quot;}},{&quot;type&quot;:&quot;text&quot;,&quot;left&quot;:&quot;10&quot;,&quot;bottom&quot;:&quot;50&quot;,&quot;cursor&quot;:&quot;default&quot;,&quot;style&quot;:{&quot;fill&quot;:&quot;#333&quot;,&quot;font&quot;:&quot;14px Myriad Pro Condensed Italic, arial, sans-serif&quot;,&quot;width&quot;:&quot;220&quot;,&quot;overflow&quot;:&quot;break&quot;,&quot;text&quot;:&quot;&quot;}},{&quot;type&quot;:&quot;text&quot;,&quot;left&quot;:&quot;10&quot;,&quot;bottom&quot;:&quot;35&quot;,&quot;cursor&quot;:&quot;pointer&quot;,&quot;style&quot;:{&quot;fill&quot;:&quot;#333&quot;,&quot;font&quot;:&quot;14px Myriad Pro Condensed Italic, arial, sans-serif&quot;,&quot;width&quot;:&quot;220&quot;,&quot;overflow&quot;:&quot;break&quot;,&quot;text&quot;:&quot;&quot;,&quot;link&quot;:&quot;&quot;}},{&quot;type&quot;:&quot;image&quot;,&quot;right&quot;:20,&quot;bottom&quot;:0,&quot;cursor&quot;:&quot;default&quot;,&quot;style&quot;:{&quot;width&quot;:150,&quot;height&quot;:91,&quot;image&quot;:&quot;assets\/ngx-editor\/images\/watermark.png&quot;},&quot;z&quot;:1}],&quot;animation&quot;:true}\" data-variable=\"Graph\"\/><\/p>\n<p>Monthly comparison by main industrial grouping and by Member State<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the euro area in June 2025, compared with May 2025, industrial production<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for intermediate goods by 0.2%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for energy by 2.9%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for capital goods by 2.2%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for durable consumer goods by 0.6%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for non-durable consumer goods by 4.7%.<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the EU, industrial production<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for intermediate goods by 0.2%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for energy by 2.7%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for capital goods by 1.7%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for durable consumer goods by 0.4%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for non-durable consumer goods by 3.7%.<\/p>\n<p align=\"justify\" height=\"150%\" marginleft=\"0\" style=\"text-align:justify;line-height:150%;margin-left:0\">The largest monthly decreases were recorded in Ireland (-11.3%), Portugal (-3.6%) and Lithuania (-2.8%). The highest increases were observed in Belgium (+5.1%), France and Sweden (both +3.8%) and Greece (+3.3%).<\/p>\n<p>Annual comparison by main industrial grouping and by Member State<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the euro area in June 2025, compared with June 2024, industrial production<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for intermediate goods by 1.8%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for energy by 4.6%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for capital goods by 2.1%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for durable consumer goods by 4.0%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for non-durable consumer goods by 5.8%.<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">In the EU, industrial production<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for intermediate goods by 1.6%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for energy by 3.5%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for capital goods by 1.3%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased for durable consumer goods by 3.5%,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased for non-durable consumer goods by 5.3%.<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The highest annual increases were recorded in Sweden (+13.4%), Ireland (+10.5%) and Latvia (+7.3%). The largest decreases were observed in Bulgaria (-8.2%), Hungary (-4.9%) and Slovenia (-4.3%).<\/p>\n<p>Tables<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial production<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">% change compared with previous month*<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Jan-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Feb-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Mar-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Apr-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">May-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Jun-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-4.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">7.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-4.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-3.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-3.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">6.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-3.7<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial production<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">% change compared with previous month*<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jan-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Feb-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Mar-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Apr-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">May-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jun-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-5.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-9.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-6.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">12.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">11.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-14.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">11.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-11.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-8.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-7.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-6.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">12.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial production<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">% change compared with same month of the previous year*<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Jan-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Feb-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Mar-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Apr-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">May-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">Jun-25<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-3.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-4.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-4.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">6.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">9.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">15.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">11.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">5.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-3.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-3.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-0.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-3.5<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">5.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">7.2<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">12.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">2.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">9.3<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">5.3<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial production<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">% change compared with same month of the previous year*<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jan-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Feb-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Mar-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Apr-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">May-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jun-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-7.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-9.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-9.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-6.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-8.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-8.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-5.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-6.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-11.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">10.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">38.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">52.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">15.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">40.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">10.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">9.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">8.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-7.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-5.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">10.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">8.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">11.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-5.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">1.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-6.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-5.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">5.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-1.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-2.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">6.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">13.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-6.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-3.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-0.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-7.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">16.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Production indices for total industry, calendar and seasonally adjusted<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">(base year 2021)<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jan-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Feb-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Mar-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Apr-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">May-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jun-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">87.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">86.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">86.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">140.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">134.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">88.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Production indices for total industry, calendar adjusted<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">(base year 2021)<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jan-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Feb-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Mar-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Apr-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">May-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">Jun-25<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">83.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">84.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">85.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">85.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">85.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">82.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">86.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">135.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">74.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">87.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">86.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">90.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">89.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">94.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">106.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">111.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">104.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">93.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">96.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">91.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">99.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">98.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">97.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">92.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">107.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">101.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">105.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">102.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">103.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">100.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">95.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">109.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">108.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">136.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">:<\/p>\n<p> Notes for users<br \/>\n Revisions and timetable<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">Compared with data issued in the <a href=\"https:\/\/ec.europa.eu\/eurostat\/en\/web\/products-euro-indicators\/w\/4-15072025-ap\" title=\"https:\/\/ec.europa.eu\/eurostat\/en\/web\/products-euro-indicators\/w\/4-15072025-ap\" target=\"_blank\" rel=\"nofollow noopener\">News Release<\/a> of 15 July 2025, the monthly percentage increase for May 2025 has been revised from +1.7% to +1.1% in the euro area and from +1.5% to +0.8% in the EU. The annual percentage increase has been revised from +3.7% to +3.1% in the euro area and from +3.4% to +2.7% in the EU.<\/p>\n<p> Methods and definitions<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The index of industrial production measures the evolution of the volume of production for industry excluding construction, based on data adjusted for calendar and seasonal effects.<\/p>\n<p align=\"justify\" height=\"1.5\" marginleft=\"0\" style=\"text-align:justify;line-height:1.5;margin-left:0\">Seasonally adjusted euro area and EU series are calculated by aggregating the seasonally adjusted national data.<\/p>\n<p align=\"justify\" height=\"1.5\" marginleft=\"0\" style=\"text-align:justify;line-height:1.5;margin-left:0\">Total industry covers <a href=\"https:\/\/ec.europa.eu\/eurostat\/web\/metadata\/classifications\" title=\"https:\/\/ec.europa.eu\/eurostat\/web\/metadata\/classifications\" target=\"_blank\" rel=\"nofollow noopener\">NACE rev.2<\/a> sections B to D. Missing observations from Member States for recent months are estimated for the calculation of the euro area and the EU aggregates.<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">This month, the Irish industrial production data were very volatile. The volatility comes from the nature of the Irish economy. Many multinational groups have headquartered their international operations in Ireland. These multinationals frequently use contract manufacturing or arrangements to have their products made in other countries, meanwhile they keep the intellectual property rights and income in their Irish subsidiaries. In business statistics, such subcontracted production is part of the national industrial production; those operations have an impact on the industrial production index. The high weight of subcontracted production makes the Irish industrial production index volatile, monthly changes can be higher than in other countries.<\/p>\n<p> Geographical information<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The euro area (EA20) includes Belgium, Germany, Estonia, Ireland, Greece, Spain, France, Croatia, Italy, Cyprus, Latvia, Lithuania, Luxembourg, Malta, the Netherlands, Austria, Portugal, Slovenia, Slovakia and Finland.<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">The European Union (EU27) includes Belgium, Bulgaria, Czechia, Denmark, Germany, Estonia, Ireland, Greece, Spain, France, Croatia, Italy, Cyprus, Latvia, Lithuania, Luxembourg, Hungary, Malta, the Netherlands, Austria, Poland, Portugal, Romania, Slovenia, Slovakia, Finland and Sweden.<\/p>\n<p>For more information<\/p>\n","protected":false},"excerpt":{"rendered":"Overview In June 2025, compared with May 2025, seasonally adjusted industrial production decreased by 1.3% in the euro&hellip;\n","protected":false},"author":2,"featured_media":66407,"comment_status":"","ping_status":"","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[11],"tags":[84,1294,25918,555,12359,12360,56,54,55],"class_list":{"0":"post-66406","1":"post","2":"type-post","3":"status-publish","4":"format-standard","5":"has-post-thumbnail","7":"category-economy","8":"tag-business","9":"tag-economy","10":"tag-ei_is","11":"tag-industry","12":"tag-sts","13":"tag-trade-and-services","14":"tag-uk","15":"tag-united-kingdom","16":"tag-unitedkingdom"},"_links":{"self":[{"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/posts\/66406","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/comments?post=66406"}],"version-history":[{"count":0,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/posts\/66406\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/media\/66407"}],"wp:attachment":[{"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/media?parent=66406"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/categories?post=66406"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/tags?post=66406"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}