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*/ </script> <meta charset="utf-8" /> <title data-rh="true">France Sets Carbon Tax at 17 Euros a Ton - The New York Times</title> <meta data-rh="true" name="robots" content="noarchive, max-image-preview:large"/><meta data-rh="true" name="description" content="President Nicolas Sarkozy provided details of his plan to introduce a carbon tax next year to encourage industry and households to cut energy consumption."/><meta data-rh="true" property="twitter:url" content="https://www.nytimes.com/2009/09/11/business/global/11carbon.html"/><meta data-rh="true" property="twitter:title" content="France Sets Carbon Tax at 17 Euros a Ton (Published 2009)"/><meta data-rh="true" property="twitter:description" content="President Nicolas Sarkozy provided details of his plan to introduce a carbon tax next year to encourage industry and households to cut energy consumption."/><meta data-rh="true" property="twitter:image" 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aria-checked="false" disabled="" aria-busy="false" aria-live="polite"><svg width="12" height="18" viewBox="0 0 12 18" class="css-eap6fy"><g fill-rule="nonzero"><path class="saved-fill" d="M1.157 1.268v14.288l4.96-3.813 4.753 3.843V1.268z"></path><path class="saved-stroke" d="m12 18-5.9-4.756L0 17.98V1.014C0 .745.095.487.265.297.435.107.664 0 .904 0h10.192c.24 0 .47.107.64.297.169.19.264.448.264.717V18ZM1.157 1.268v14.288l4.96-3.813 4.753 3.843V1.268H1.158Z"></path></g></svg></button></li></ul></div></div><div data-testid="byline-timestamp" class="css-xt80pu eakwutd0"><div class="css-103l8m3"><div class="css-1e2jphy epjyd6m1"><div class="css-233int epjyd6m0"><p class="css-4anu6l e1jsehar1"><span class="byline-prefix">By </span><span class="css-1baulvz last-byline" itemProp="name">Reuters</span></p></div></div><ul class="css-1cgskve epjyd6m3"><li class="css-ccw2r3 epjyd6m2"><time class="css-1z1nqv e16638kd0" dateTime="2009-09-10T14:01:43-04:00">Sept. 10, 2009</time></li></ul></div></div></header><section name="articleBody" class="meteredContent css-1r7ky0e"><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-0"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0">PARIS — President Nicolas Sarkozy of France provided details Thursday of his plan to introduce a carbon tax next year to encourage industry and households to cut energy consumption.</p><p class="css-at9mc1 evys1bk0">The tax, which will initially be set at €17 , or $24.78, per ton of carbon dioxide emitted, will translate into a rise in the price of fuel for cars, domestic heating and factories. </p><p class="css-at9mc1 evys1bk0">Initial reports had suggested the starting rate would be €14 a ton.</p><p class="css-at9mc1 evys1bk0">“The gravest challenge that we face is climate change,” Mr. Sarkozy said during a televised speech aimed at winning over a skeptical public. “Every one of our compatriots must feel concerned.”</p><p class="css-at9mc1 evys1bk0">The tax has caused a political furor in France, with disagreements within the ruling party on how exactly it would work and objections from opposition critics who say it will hurt the poor at a time of economic hardship.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="Dropzone-1"></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-1"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0"> Some have been suspicious that by introducing the tax, the government is merely seeking ways to increase its revenue at a time when receipts are plunging as a result of the recession.</p><p class="css-at9mc1 evys1bk0">Mr. Sarkozy rejected that criticism, pledging that the carbon levy would not increase the burden on households because the rise in fuel bills would be offset by cuts in income tax.</p><p class="css-at9mc1 evys1bk0"> Those households too poor to pay income tax would receive “green checks” from the state to compensate them for higher energy bills, he said.</p><p class="css-at9mc1 evys1bk0">The system would differentiate between people who live in urban areas with good public transport and those who live in rural areas and are more dependent on cars. Rural households will get more money back from the state, he said.</p><p class="css-at9mc1 evys1bk0">The tax, calculated according to the volume of CO2 produced by particular types of fuel, will apply to oil, gas and coal.</p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div><div data-testid="Dropzone-3"></div><div class="css-s99gbd StoryBodyCompanionColumn" data-testid="companionColumn-2"><div class="css-53u6y8"><p class="css-at9mc1 evys1bk0"> A notable exception will be electricity. Mr. Sarkozy argued that with 80 percent of electricity produced in France coming from nuclear plants, which have low emissions, it would make no sense to increase the price of power.</p><p class="css-at9mc1 evys1bk0">“What would be the point of, on the one hand, encouraging French people to acquire electric cars or solar panels and, on the other hand, to tax them more for those?” he said.</p><p class="css-at9mc1 evys1bk0"> Starting at €17 per ton of CO2, the tax will rise over time, Mr. Sarkozy said, though he did not say by how much or when. </p><p class="css-at9mc1 evys1bk0">It will be introduced in the 2010 budget, he said.</p><p class="css-at9mc1 evys1bk0">France would be the biggest European economy so far to adopt such a system. </p></div><aside class="css-ew4tgv" aria-label="companion column"></aside></div></section><div class="bottom-of-article"><div class="css-etcxp5"><p>Reuters</p> </div><div class="css-b9twaf e9ne27s0">See more on: <a href="https://www.nytimes.com/topic/organization/european-union">European Union</a>, <a href="https://www.nytimes.com/topic/person/nicolas-sarkozy">Nicolas Sarkozy</a></div><div role="toolbar" data-testid="share-tools" aria-label="Social Media Share buttons, Save button, and Comments Panel with current comment count" class="css-yomkvi"><div></div><div class="css-10i3hc"></div><div class="css-jf7ug7"><ul class="css-1atjma0"><li class="css-1c5ewvl"><div class="css-vxcmzt"><div class="css-79elbk"><button type="button" aria-label="" aria-expanded="false" class="css-1eeh360 actionbar-button" data-testid="gift-article-button"><span class="css-10d8k1f"><svg aria-hidden="true" width="19" height="19" viewBox="0 0 19 19"><path d="M18.04 5.293h-2.725c.286-.34.493-.74.606-1.17a2.875 2.875 0 0 0-.333-2.322A2.906 2.906 0 0 0 13.64.48a3.31 3.31 0 0 0-2.372.464 3.775 3.775 0 0 0-1.534 2.483l-.141.797-.142-.847A3.745 3.745 0 0 0 7.927.923 3.31 3.31 0 0 0 5.555.459 2.907 2.907 0 0 0 3.607 1.78a2.877 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Reuters"}],"hideHeadshots":false,"role":[],"textAlign":"DEFAULT"},"headline":{"__typename":"Heading1Block","content":[{"__typename":"TextInline","formats":[],"text":"France Sets Carbon Tax at 17 Euros a Ton"}],"textAlign":"DEFAULT"},"label":null,"ledeMedia":null,"subhead":null,"timestampBlock":{"__typename":"TimestampBlock","align":"DEFAULT","showUpdatedTimestamp":null,"timestamp":"2009-09-10T18:01:43.000Z"}},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"PARIS — President Nicolas Sarkozy of France provided details Thursday of his plan to introduce a carbon tax next year to encourage industry and households to cut energy consumption."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":0},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The tax, which will initially be set at €17 , or $24.78, per ton of carbon dioxide emitted, will translate into a rise in the price of fuel for cars, domestic heating and factories. "}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":1},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Initial reports had suggested the starting rate would be €14 a ton."}],"textAlign":"DEFAULT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“The gravest challenge that we face is climate change,” Mr. Sarkozy said during a televised speech aimed at winning over a skeptical public. “Every one of our compatriots must feel concerned.”"}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":2},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The tax has caused a political furor in France, with disagreements within the ruling party on how exactly it would work and objections from opposition critics who say it will hurt the poor at a time of economic hardship."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":3},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":" Some have been suspicious that by introducing the tax, the government is merely seeking ways to increase its revenue at a time when receipts are plunging as a result of the recession."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":4},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"Mr. Sarkozy rejected that criticism, pledging that the carbon levy would not increase the burden on households because the rise in fuel bills would be offset by cuts in income tax."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":5},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":" Those households too poor to pay income tax would receive “green checks” from the state to compensate them for higher energy bills, he said."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":6},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The system would differentiate between people who live in urban areas with good public transport and those who live in rural areas and are more dependent on cars. Rural households will get more money back from the state, he said."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":true,"adsMobile":true,"adsMobileHoldout":false,"bad":false,"index":7},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"The tax, calculated according to the volume of CO2 produced by particular types of fuel, will apply to oil, gas and coal."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":true,"adsDesktopHoldout":true,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":8},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":" A notable exception will be electricity. Mr. Sarkozy argued that with 80 percent of electricity produced in France coming from nuclear plants, which have low emissions, it would make no sense to increase the price of power."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":9},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"“What would be the point of, on the one hand, encouraging French people to acquire electric cars or solar panels and, on the other hand, to tax them more for those?” he said."}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":true,"bad":false,"index":10},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":" Starting at €17 per ton of CO2, the tax will rise over time, Mr. Sarkozy said, though he did not say by how much or when. "}],"textAlign":"DEFAULT"},{"__typename":"Dropzone","adsDesktop":false,"adsDesktopHoldout":false,"adsHybrid":false,"adsMobile":false,"adsMobileHoldout":false,"bad":false,"index":11},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"It will be introduced in the 2010 budget, he said."}],"textAlign":"DEFAULT"},{"__typename":"ParagraphBlock","content":[{"__typename":"TextInline","formats":[],"text":"France would be the biggest European economy so far to adopt such a system. 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