Source: EURLEX
Language: en
Format: md

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| 7.6.2019 | EN | Official Journal of the European Union | L 149/53 |

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COMMISSION IMPLEMENTING REGULATION (EU) 2019/935

of 16 April 2019

laying down rules for the application of Regulation (EU) No 1308/2013 of the European Parliament and of the Council as regards analysis methods for determining the physical, chemical and organoleptic characteristics of grapevine products and notifications of Member States decisions concerning increases in natural alcoholic strength

THE EUROPEAN COMMISSION,

Having regard to the Treaty on the Functioning of the European Union,

Having regard to Regulation (EU) No 1308/2013 of the European Parliament and of the Council of 17 December 2013 establishing a common organisation of the markets in agricultural products and repealing Council Regulations (EEC) No 922/72, (EEC) No 234/79, (EC) No 1037/2001 and (EC) No 1234/2007 [(1)](#ntr1-L_2019149EN.01005301-E0001) and in particular Articles 80(5), 91(c) and (d) and 223(3) thereof,

Whereas:

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| (1) | Regulation (EU) No 1308/2013 repealed and replaced Council Regulation (EC) No 1234/2007 [(2)](#ntr2-L_2019149EN.01005301-E0002). Section 1 of Chapter I of Title II of Part II of Regulation (EU) No 1308/2013 lays down rules on the categories of grapevine products, oenological practices and the applicable restrictions and empowers the Commission to adopt delegated and implementing acts in that respect. In order to ensure the smooth functioning of the wine market in the new legal framework, certain rules have to be adopted by means of such acts. Those acts should replace the provisions of Commission Regulation (EC) No 606/2009 [(3)](#ntr3-L_2019149EN.01005301-E0003) which is repealed by Commission Delegated Regulation (EU) 2019/934 [(4)](#ntr4-L_2019149EN.01005301-E0004). |

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| (2) | Pursuant to Article 80(5) and Article 91(d) of Regulation (EU) No 1308/2013 the Commission shall, where necessary, lay down rules on the analysis methods for determining the physical, chemical and organoleptic characteristics of grapevine products. The methods shall be based on any relevant methods recommended and published by the International Organisation of Vine and Wine (OIV), unless they would be ineffective or inappropriate. Article 91(c) of Regulation (EU) No 1308/2013 moreover empowers the Commission to lay down rules for checking whether those products have been subjected to processes contrary to the authorised oenological practices in the Union. |

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| (3) | The method of analysis for determining whether allyl isothiocyanate is present in the wine product is laid down in the Annex to this Regulation. As regards other methods for determining whether products have undergone processes contrary to the authorised oenological practices, the applicable rules should be those allowed by the Member States concerned. |

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| (4) | Point 3 of Section A of Part I of Annex VIII to Regulation (EU) No 1308/2013 sets out an obligation for Member States to notify the Commission of any increase in the limits laid down in point 2 of that Section. Details concerning the submission of this information by Member States to the Commission should be laid down. |

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| (5) | The measures provided for in this Regulation are in accordance with the opinion of the Committee for the Common Organisation of the Agricultural Markets, |

HAS ADOPTED THIS REGULATION:

Article 1

Scope

This Regulation lays down rules for the application of Title II, Chapter I of Regulation (EU) No 1308/2013, concerning analysis methods for determining the physical, chemical and organoleptic characteristics of grapevine products, and notifications of decisions by Member States allowing increases in natural alcoholic strength.

Article 2

Applicable Union analysis methods

The analysis methods referred to in point (d) of Article 75(5) of Regulation (EU) No 1308/2013 to be used for verification of the limits laid down by Union rules to the use of allyl isothiocyanate for the production of certain grapevine products are laid down in the Annex to this Regulation.

Article 3

Notification of Member States decisions allowing an increase in natural alcoholic strength

1.   Member States allowing for an increase of the natural alcoholic strength by volume pursuant to point 3 of Section A of Part I of Annex VIII to Regulation (EU) No 1308/2013 shall notify the Commission of this within one month following the granting of the derogation. In the notification, the Member States shall specify the regions and the varieties concerned by the decision and they shall submit data and evidence indicating that the climatic conditions have been exceptionally unfavourable in the regions concerned.

2.   The notification shall be made in accordance with Commission Delegated Regulation (EU) 2017/1183 [(5)](#ntr5-L_2019149EN.01005301-E0005) and Commission Implementing Regulation (EU) 2017/1185 [(6)](#ntr6-L_2019149EN.01005301-E0006).

3.   The Commission shall then inform the other Member States.

Article 4

Entry into force

This Regulation shall enter into force on the twentieth day following that of its publication in the Official Journal of the European Union.

It shall apply from 7 December 2019 .

This Regulation shall be binding in its entirety and directly applicable in all Member States.

Done at Brussels, 16 April 2019.

For the Commission

The President

Jean-Claude JUNCKER

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ANNEX

SPECIAL UNION ANALYSIS METHODS

ALLYL ISOTHIOCYANATE

1.   Principle of the method

Any allyl isothiocyanate present in the wine is collected by distillation and identified by gas chromatography.

2.   Reagents

2.1.   Ethanol, absolute.

2.2.   Standard solution: solution of allyl isothiocyanate in absolute alcohol containing 15 mg of allyl isothiocyanate per litre.

2.3.   Freezing mixture consisting of ethanol and dry ice (temperature – 60 °C).

3.   Apparatus

3.1.   Distillation apparatus as shown in the figure. A stream of nitrogen is passed continuously through the apparatus.

3.2.   Heating mantle, thermostatically controlled.

3.3.   Flowmeter.

3.4.   Gas chromatograph fitted with a flame spectrophotometer detector equipped with a selective filter for sulphur compounds (wavelength = 394 nm) or any other suitable detector.

3.5.   Stainless steel chromatograph column of internal diameter 3 mm and length 3 m filled with Carbowax 20M at 10 % on Chromosorb WHP, 80 to 100 mesh.

3.6.   Microsyringe, 10μl.

4.   Procedure

Put two litres of wine into the distillation flask, introduce a few millilitres of ethanol (point 2.1) into the two collecting tubes so that the porous parts of the gas dispersion rods are completely immersed. Cool the two tubes externally with the freezing mixture. Connect the flask to the collecting tubes and begin to flush the apparatus with nitrogen at a rate of three litres per hour. Heat the wine to 80 °C with the heating mantle, distil and collect 45 to 50 ml of the distillate.

Stabilize the chromatograph. It is recommended that the following conditions are used:

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| — | injector temperature: 200 °C, |

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| — | column temperature: 130 °C, |

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| — | helium carrier gas flow rate: 20 ml per minute. |

With the microsyringe, introduce a volume of the standard solution such that the peak corresponding to the allyl isothiocyanate can easily be identified on the gas chromatogram.

Similarly introduce an aliquot of the distillate into the chromatograph. Check that the retention time of the peak obtained corresponds with that of the peak of allyl isothiocyanate.

Under the conditions described above, compounds naturally present in the wine will not produce interfering peaks on the chromatogram of the sample solution.

Apparatus for distillation under a current of nitrogen

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)

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