Local view for "http://purl.org/linkedpolitics/eu/plenary/2014-04-16-Speech-3-589-000"

Predicate	Value (sorted: default)
rdf:type	lpv_eu:Speech2
dcterms:Date	"2014-04-16"^^xsd:date2
dcterms:Is Part Of	lp_eu:Amendment of the period of application of Council Decision[nbsp ]2004/162/EC concerning the dock dues in the French overseas departments (A7-0264/2014 - Danuta Maria Hübner)2
dcterms:Language	"en"^^xsd:language2
lpv:document identification number	"en.20140416.71.3-589-000"2
lpv:hasSubsequent	lp_eu:2014-04-16-Speech-3-590-0002
lpv:speaker	lp:Kay Swinburne2
lpv:spoken text	"Article 349 of the Treaty authorises France, until 1 July 2014, to apply exemptions or reductions to the ‘dock dues’ tax for a number of products produced in the French outermost regions. The Commission has proposed that these fiscal exemptions and reductions should be extended for an additional period of six months in order to allow the Commission more time to grant a longer-term programme of fiscal exemptions and reductions until 2020. In line with my consistent policy on such special Article 349 fiscal measures, I opposed this report, on the basis that the Treaty provision only applies to France, Spain and Portugal, even though all Member States have their own peripheral regions and yet cannot benefit from such special fiscal exemptions and reductions."@en1
lpv:spokenAs	substitute; Delegation to the Parliamentary Assembly of the Union for the Mediterranean (2012-03-28--2014-06-30)3 substitute; CULT (2012-01-25--2014-06-30)3 substitute; Delegation for relations with Switzerland and Norway and to the EU-Iceland Joint Parliamentary Committee and the European Economic Area (EEA) Joint Parliamentary Committee (2009-09-16--2014-06-30)3 substitute; Delegation for relations with the Palestinian Legislative Council (2009-10-19--2014-06-30)3 member; ECON (2012-01-19--2014-06-30)3 unknown; Conservative Party (2009-07-14--2014-06-30)3 member; PECH (2009-07-14--2014-06-30)3
lpv:unclassifiedMetadata	"Kay Swinburne (ECR ),"1 "in writing"1

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The resource appears as object in 2 triples

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