{"id":45835,"date":"2025-08-05T15:35:11","date_gmt":"2025-08-05T15:35:11","guid":{"rendered":"https:\/\/www.newsbeep.com\/uk\/45835\/"},"modified":"2025-08-05T15:35:11","modified_gmt":"2025-08-05T15:35:11","slug":"industrial-producer-prices-up-by-0-8-in-the-euro-area-and-by-0-7-in-the-eu-euro-indicators","status":"publish","type":"post","link":"https:\/\/www.newsbeep.com\/uk\/45835\/","title":{"rendered":"Industrial producer prices up by 0.8% in the euro area and by 0.7% 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, industrial producer prices increased by 0.8% in the euro area and by 0.7% in the EU, according to first estimates from Eurostat, the statistical office of the European Union. In May 2025, industrial producer prices fell by 0.6% in both the euro area and the EU.<\/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 June 2024, industrial producer prices increased by 0.6% in both the euro area and 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\" 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\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&quot;,&quot;data&quot;:[&quot;95.7&quot;,&quot;96.3&quot;,&quot;97.1&quot;,&quot;98.0&quot;,&quot;98.8&quot;,&quot;99.7&quot;,&quot;100.6&quot;,&quot;101.3&quot;,&quot;102.0&quot;,&quot;102.7&quot;,&quot;103.5&quot;,&quot;104.3&quot;,&quot;106.7&quot;,&quot;107.7&quot;,&quot;110.0&quot;,&quot;112.8&quot;,&quot;114.1&quot;,&quot;114.8&quot;,&quot;115.5&quot;,&quot;115.9&quot;,&quot;116.4&quot;,&quot;117.0&quot;,&quot;117.1&quot;,&quot;117.1&quot;,&quot;118.6&quot;,&quot;118.9&quot;,&quot;119.1&quot;,&quot;118.9&quot;,&quot;118.5&quot;,&quot;118.2&quot;,&quot;117.8&quot;,&quot;117.6&quot;,&quot;117.4&quot;,&quot;117.2&quot;,&quot;117.0&quot;,&quot;117.0&quot;,&quot;117.2&quot;,&quot;117.3&quot;,&quot;117.6&quot;,&quot;117.9&quot;,&quot;118.0&quot;,&quot;118.1&quot;,&quot;118.0&quot;,&quot;118.0&quot;,&quot;118.1&quot;,&quot;118.1&quot;,&quot;118.1&quot;,&quot;118.2&quot;,&quot;118.7&quot;,&quot;119.0&quot;,&quot;119.1&quot;,&quot;119.2&quot;,&quot;119.3&quot;,&quot;119.2&quot;],&quot;type&quot;:&quot;line&quot;,&quot;showSymbol&quot;:false,&quot;color&quot;:&quot;#FFE066&quot;},{&quot;name&quot;:&quot;EU total industry excl. energy&quot;,&quot;data&quot;:[&quot;95.5&quot;,&quot;96.1&quot;,&quot;96.9&quot;,&quot;97.9&quot;,&quot;98.8&quot;,&quot;99.6&quot;,&quot;100.6&quot;,&quot;101.3&quot;,&quot;102.1&quot;,&quot;102.9&quot;,&quot;103.7&quot;,&quot;104.5&quot;,&quot;106.8&quot;,&quot;107.8&quot;,&quot;110.3&quot;,&quot;113.2&quot;,&quot;114.6&quot;,&quot;115.3&quot;,&quot;116.0&quot;,&quot;116.5&quot;,&quot;117.0&quot;,&quot;117.6&quot;,&quot;117.7&quot;,&quot;117.8&quot;,&quot;119.2&quot;,&quot;119.4&quot;,&quot;119.6&quot;,&quot;119.5&quot;,&quot;119.0&quot;,&quot;118.7&quot;,&quot;118.1&quot;,&quot;117.9&quot;,&quot;117.8&quot;,&quot;117.6&quot;,&quot;117.4&quot;,&quot;117.3&quot;,&quot;117.5&quot;,&quot;117.6&quot;,&quot;117.9&quot;,&quot;118.2&quot;,&quot;118.3&quot;,&quot;118.4&quot;,&quot;118.4&quot;,&quot;118.4&quot;,&quot;118.4&quot;,&quot;118.4&quot;,&quot;118.5&quot;,&quot;118.6&quot;,&quot;119.0&quot;,&quot;119.3&quot;,&quot;119.5&quot;,&quot;119.6&quot;,&quot;119.6&quot;,&quot;119.7&quot;],&quot;type&quot;:&quot;line&quot;,&quot;showSymbol&quot;:false,&quot;color&quot;:&quot;#388AE2&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 producer prices<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased by 0.2% for intermediate goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 3.2% for energy,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 0.1% for capital goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 0.1% for durable consumer goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 0.2% for non-durable consumer goods.<\/p>\n<p align=\"justify\" height=\"150%\" marginleft=\"0\" style=\"text-align:justify;line-height:150%;margin-left:0\">Prices in total industry excluding energy decreased by 0.1%.<\/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 producer prices<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased by 0.2% for intermediate goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 2.4% for energy,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 0.2% for capital goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 0.1% for durable consumer goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 0.2% for non-durable consumer goods.<\/p>\n<p align=\"justify\" height=\"150%\" marginleft=\"0\" style=\"text-align:justify;line-height:150%;margin-left:0\">Prices in total industry excluding energy increased by 0.1%.<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The highest monthly increases in industrial producer prices were recorded in Spain (+3.1%), Italy (+2.2%) and Portugal (+1.7%). The largest decreases were observed in Estonia (-3.8%), Ireland (-2.8%) and Sweden (-1.4%).<\/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 producer prices<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased by 0.1% for intermediate goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased by 0.1% for energy,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 1.7% for capital goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 1.5% for durable consumer goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 2.0% for non-durable consumer goods.<\/p>\n<p align=\"justify\" height=\"150%\" marginleft=\"0\" style=\"text-align:justify;line-height:150%;margin-left:0\">Prices in total industry excluding energy increased by 0.9%.<\/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 producer prices<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 0.1% for intermediate goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">decreased by 0.9% for energy,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 1.7% for capital goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 1.3% for durable consumer goods,<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">increased by 2.2% for non-durable consumer goods.<\/p>\n<p align=\"justify\" height=\"1.5\" marginleft=\"0\" style=\"text-align:justify;line-height:1.5;margin-left:0\">Prices in total industry excluding energy increased by 1.1%.<\/p>\n<p align=\"left\" height=\"150%\" marginleft=\"0\" style=\"text-align:left;line-height:150%;margin-left:0\">The highest annual increases in industrial producer prices were recorded in Bulgaria (+8.4%), Greece (+5.0%) and Italy (+3.9%). The largest decreases were observed in Estonia (-5.2%), Lithuania (-2.9%) and Portugal (-2.8%).<\/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 producer prices on the domestic market<\/p>\n<p align=\"center\" height=\"normal\" marginleft=\"0\" style=\"text-align:center;line-height:normal;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\" 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=\"1.5\" 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\">0.3<\/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\">-2.2<\/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\">0.8<\/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\">0.3<\/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\">0.1<\/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\">-0.1<\/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\">0.4<\/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\">-0.1<\/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\">-0.2<\/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\">0.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-5.9<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-7.8<\/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\">3.2<\/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\">0.3<\/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\">0.1<\/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\">0.1<\/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\">0.0<\/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\">0.1<\/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\">0.1<\/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\">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\">0.2<\/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\">0.2<\/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\">0.4<\/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\">-2.1<\/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\">0.7<\/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\">0.3<\/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\">0.1<\/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\">0.1<\/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\">0.4<\/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\">-0.2<\/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\">-0.2<\/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\">1.0<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-5.6<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">-7.1<\/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\">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\">0.2<\/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\">0.0<\/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\">0.2<\/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\">0.0<\/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\">0.1<\/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\">0.1<\/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\">0.2<\/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\">0.3<\/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\">0.2<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial producer prices on the domestic market<\/p>\n<p align=\"center\" height=\"normal\" marginleft=\"0\" style=\"text-align:center;line-height:normal;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\">0.8<\/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\">-1.7<\/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\">-0.6<\/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\">0.8<\/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\">-2.1<\/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\">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\">0.2<\/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\">-1.9<\/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\">-0.5<\/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\">2.5<\/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\">-4.9<\/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\">-0.4<\/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\">-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\">-0.6<\/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\">1.6<\/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\">-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\">-0.4<\/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\">-0.2<\/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\">-0.2<\/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\">0.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">9.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-8.0<\/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\">-0.1<\/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\">6.2<\/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\">-1.8<\/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\">-0.5<\/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\">1.7<\/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\">1.3<\/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\">0.5<\/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\">1.2<\/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\">-3.1<\/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\">3.1<\/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\">-0.2<\/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\">-4.2<\/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\">-0.2<\/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\">0.3<\/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\">-2.3<\/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\">1.2<\/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\">0.9<\/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\">-3.0<\/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\">2.2<\/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\">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\">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\">-0.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.2<\/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\">-0.4<\/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\">-0.6<\/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\">0.8<\/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\">-2.9<\/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\">-0.2<\/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\">-0.3<\/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\">0.2<\/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\">-0.1<\/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\">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\">-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\">0.6<\/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\">0.5<\/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\">0.2<\/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\">0.0<\/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\">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\">-1.8<\/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\">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\">-0.2<\/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\">-1.9<\/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\">0.0<\/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\">0.0<\/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\">-0.2<\/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\">-2.0<\/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\">-2.1<\/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\">-0.3<\/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\">-0.1<\/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\">-3.1<\/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\">-0.6<\/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\">-0.5<\/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\">0.6<\/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\">0.1<\/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\">0.4<\/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\">0.0<\/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\">-0.6<\/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\">2.0<\/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\">-0.1<\/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\">-1.8<\/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\">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\">-2.7<\/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\">-0.3<\/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\">2.5<\/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\">-1.3<\/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\">-1.9<\/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\">-0.2<\/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\">0.1<\/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\">-0.6<\/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=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial producer prices on the domestic market<\/p>\n<p align=\"center\" height=\"normal\" marginleft=\"0\" style=\"text-align:center;line-height:normal;margin-left:0\">% change compared with same month of 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\">1.7<\/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\">1.9<\/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\">0.3<\/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\">1.3<\/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\">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\">1.1<\/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\">0.5<\/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\">0.8<\/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\">0.2<\/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\">3.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">7.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.9<\/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\">-1.5<\/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\">1.7<\/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\">1.7<\/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\">1.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.5<\/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\">0.9<\/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\">1.4<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.5<\/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\">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\">1.9<\/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\">1.8<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">3.2<\/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\">0.4<\/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\">1.3<\/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\">1.4<\/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\">1.1<\/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\">0.6<\/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\">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\">0.3<\/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\">3.1<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">7.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">4.3<\/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\">-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\">1.8<\/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\">1.8<\/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\">1.7<\/p>\n<p align=\"right\" height=\"1.5\" marginleft=\"0\" style=\"text-align:right;line-height:1.5;margin-left:0\">1.5<\/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\">1.0<\/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\">1.3<\/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\">1.9<\/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\">1.9<\/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\">2.2<\/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=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial producer prices on the domestic market<\/p>\n<p align=\"center\" height=\"normal\" marginleft=\"0\" style=\"text-align:center;line-height:normal;margin-left:0\">% change compared with same month of 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\">1.7<\/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\">1.9<\/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\">0.3<\/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\">1.8<\/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\">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\">0.4<\/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\">5.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.9<\/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\">1.0<\/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\">0.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">14.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">19.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">22.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">17.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">7.8<\/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\">-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\">-1.4<\/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\">-0.6<\/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\">11.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">10.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">4.7<\/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\">2.0<\/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\">0.8<\/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\">-1.0<\/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\">-1.1<\/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\">12.7<\/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\">2.8<\/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\">-5.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">14.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">12.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">10.6<\/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\">-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\">2.0<\/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\">5.3<\/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\">5.0<\/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\">6.7<\/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\">1.7<\/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\">0.8<\/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\">-0.8<\/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\">-0.8<\/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\">0.2<\/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\">0.5<\/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\">-0.4<\/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\">2.4<\/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\">8.5<\/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\">3.8<\/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\">3.9<\/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\">-1.0<\/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\">0.0<\/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\">-0.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">-4.7<\/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\">0.1<\/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\">-1.1<\/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\">-5.4<\/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\">-0.6<\/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\">-2.1<\/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\">-5.7<\/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\">-5.5<\/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\">2.8<\/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\">6.1<\/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\">4.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">3.9<\/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\">0.4<\/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\">0.7<\/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\">0.9<\/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\">2.5<\/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\">0.1<\/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\">0.4<\/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\">-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\">-0.8<\/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\">-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\">-0.7<\/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\">-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\">-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\">0.5<\/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\">-2.3<\/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\">-2.8<\/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\">3.8<\/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\">1.5<\/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\">-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\">0.2<\/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\">1.0<\/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\">-2.7<\/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\">2.6<\/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\">0.2<\/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\">-1.0<\/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\">0.1<\/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\">-2.0<\/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\">2.4<\/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\">1.2<\/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\">1.4<\/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\">6.9<\/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\">3.3<\/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\">1.6<\/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\">0.4<\/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\">0.6<\/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\">-0.4<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial producer prices indices on the domestic market for total industry<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">\u00a0(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\">128.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.7<\/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\">121.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.1<\/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\">118.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">141.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">145.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">143.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">136.5<\/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\">131.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">153.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">155.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">150.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">147.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">145.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">144.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.3<\/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\">128.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">144.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">110.0<\/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\">105.1<\/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\">126.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.7<\/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\">120.6<\/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\">119.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">133.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">127.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.8<\/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\">123.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.0<\/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\">125.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">138.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">144.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">139.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">139.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">138.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">137.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">137.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">138.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">137.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">133.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">149.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">148.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">150.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">150.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">150.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">150.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">190.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">190.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">188.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">186.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">185.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">186.2<\/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\">109.8<\/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\">109.9<\/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\">109.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.0<\/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\">121.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.8<\/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\">124.5<\/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\">123.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.6<\/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\">117.7<\/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\">116.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.1<\/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\">157.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">165.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">160.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">157.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">156.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">156.1<\/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\">130.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.2<\/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\">131.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">136.7<\/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\">135.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">133.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.3<\/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\">117.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">142.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">146.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">144.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">142.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">140.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">137.8<\/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\">113.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">113.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">112.6<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">Industrial producer prices indices on the domestic market for total industry<\/p>\n<p align=\"center\" height=\"1.5\" marginleft=\"0\" style=\"text-align:center;line-height:1.5;margin-left:0\">excluding energy \u00a0(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\">118.7<\/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\">119.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.2<\/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\">119.3<\/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\">119.6<\/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\">119.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.1<\/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\">123.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">138.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">146.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">146.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">145.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">141.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">142.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.2<\/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\">120.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.0<\/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\">120.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">122.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.3<\/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\">116.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.1<\/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\">115.9<\/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\">115.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">116.2<\/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\">116.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.0<\/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\">118.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.9<\/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\">118.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.0<\/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\">118.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.9<\/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\">119.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.3<\/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\">115.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.3<\/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\">115.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">128.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.1<\/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\">123.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.3<\/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\">119.6<\/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\">120.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">148.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">148.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">148.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">149.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">148.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">149.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">121.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">114.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">115.4<\/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\">119.4<\/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\">119.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">129.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">130.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">131.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">123.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">124.2<\/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\">125.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.7<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">126.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">119.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.2<\/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\">120.2<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">120.0<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">117.9<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.3<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">118.8<\/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\">125.3<\/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\">125.6<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">125.6<\/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\">134.1<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">133.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">133.5<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">134.4<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">132.8<\/p>\n<p align=\"right\" height=\"1\" marginleft=\"0\" style=\"text-align:right;line-height:1;margin-left:0\">133.1<\/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\">108.6<\/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\">108.9<\/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\">109.0<\/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\/4-04072025-ap\" title=\"https:\/\/ec.europa.eu\/eurostat\/en\/web\/products-euro-indicators\/w\/4-04072025-ap\" target=\"_blank\" rel=\"nofollow noopener\">News Release<\/a> of 4 July 2025, the monthly percentage decreases for May 2025 remained unchanged at -0.6% in both the euro area and the EU. The annual percentage increases also remained unchanged at +0.3% in the euro area and at +0.4% 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 producer prices shows (in the national currency of the country concerned) changes in the ex-works sale prices of all products sold on the domestic market, excluding imports. Euro area and EU indices refer to overall weighted price changes. The figures are not calendar day or seasonally adjusted.<\/p>\n<p align=\"left\" height=\"1.5\" marginleft=\"0\" style=\"text-align:left;line-height:1.5;margin-left:0\">Total industry covers <a href=\"https:\/\/showvoc.op.europa.eu\/#\/datasets\/ESTAT_Statistical_Classification_of_Economic_Activities_in_the_European_Community_Rev._2.1._%28NACE_2.1%29\/data\" title=\"https:\/\/showvoc.op.europa.eu\/#\/datasets\/ESTAT_Statistical_Classification_of_Economic_Activities_in_the_European_Community_Rev._2.1._%28NACE_2.1%29\/data\" target=\"_blank\" rel=\"nofollow noopener\">NACE rev.2<\/a> sections B to D + E36.<\/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, industrial producer prices increased by 0.8% in the euro area&hellip;\n","protected":false},"author":2,"featured_media":45836,"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-45835","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\/45835","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=45835"}],"version-history":[{"count":0,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/posts\/45835\/revisions"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/media\/45836"}],"wp:attachment":[{"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/media?parent=45835"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/categories?post=45835"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.newsbeep.com\/uk\/wp-json\/wp\/v2\/tags?post=45835"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}